diff --git a/f22/andy_lec_notes/lec14_Oct10_Lists/lec_14_lists_completed.ipynb b/f22/andy_lec_notes/lec14_Oct10_Lists/lec_14_lists_completed.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..8a4804a01ad7f79bb68675dbf45b6181dfa89682
--- /dev/null
+++ b/f22/andy_lec_notes/lec14_Oct10_Lists/lec_14_lists_completed.ipynb
@@ -0,0 +1,844 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "r\n",
+      "w\n",
+      "An\n",
+      "Andre\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "'Stevie'"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 1: String review (Friday's lecture)\n",
+    "# Predict the output, then uncomment one at a time and run\n",
+    "\n",
+    "name = \"Andrew\"\n",
+    "print(name[3])\n",
+    "print(name[-1]) \n",
+    "print(name[:2]) \n",
+    "print(name[:-1]) \n",
+    "\n",
+    "\n",
+    "# Change only last letter of name to \"a\" so that name = \"Andrea\"\n",
+    "# name[-1] = \"a\"\n",
+    "\n",
+    "# Takeaway:  \n",
+    "# you cannot change a piece of a string\n",
+    "# strings are immutable\n",
+    "\n",
+    "\n",
+    "# But what about....\n",
+    "name = \"Stevie\"  # this is called reassignment\n",
+    "name"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "13200\n",
+      "4000000\n",
+      "None\n",
+      "None\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Warmup 2: p5 format damage\n",
+    "# practice indexing and slicing strings\n",
+    "\n",
+    "def format_damage(damage_str):\n",
+    "    '''\n",
+    "    converts a damage_str into an int\n",
+    "    13.2K --> 13200\n",
+    "    4M --> 400000\n",
+    "    0.7B --> 7000000\n",
+    "    52330 --> 52330\n",
+    "    '''\n",
+    "    last_char = damage_str[-1]\n",
+    "    rest_as_float = damage_str[:-1]\n",
+    "    \n",
+    "    if last_char == \"K\":\n",
+    "        return int(float(rest_as_float) * 1000)\n",
+    "    elif last_char == \"M\":\n",
+    "        return int(float(rest_as_float) * 1000000)\n",
+    "\n",
+    "\n",
+    "# test the function with simple cases\n",
+    "print(format_damage(\"13.2K\"))\n",
+    "print(format_damage(\"4M\"))\n",
+    "print(format_damage(\"0.7B\"))\n",
+    "print(format_damage(\"52330\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Lecture 14: Lists\n",
+    "\n",
+    "Learning Objectives:\n",
+    "- Create a list and use sequence operations on a list.\n",
+    "- Write loops that process lists\n",
+    "- Explain key differences between strings and lists: type flexibility, mutability\n",
+    "- Mutate a list using \n",
+    " - indexing and double indexing, \n",
+    " - methods such as append, extend, sort, and pop, \n",
+    "- split() a string into a list\n",
+    "- join() list elements into a string"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Create a list and use sequence operations on a list."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['bread', 'milk', 'eggs', 'apples', 'macNcheese', 'pb&j']\t6\n"
+     ]
+    }
+   ],
+   "source": [
+    "# A list is a sequence of anything seperated by commas\n",
+    "\n",
+    "# add one more thing to your grocery_list\n",
+    "grocery_list = [\"bread\", \"milk\", \"eggs\", \"apples\", \"macNcheese\" , \"pb&j\"] \n",
+    "print(grocery_list, len(grocery_list), sep='\\t')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['bread', 'milk', 'eggs', 'apples', 'macNcheese', 'pb&j']\t6\n",
+      "milk\n",
+      "pb&j\n",
+      "['milk', 'eggs', 'apples']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Sequence Operations:  indexing, slicing\n",
+    "\n",
+    "print(grocery_list, len(grocery_list), sep='\\t')\n",
+    "\n",
+    "# print the 2nd item in grocery _list\n",
+    "print(grocery_list[1])\n",
+    "\n",
+    "# print the last item in grocery_list\n",
+    "print(grocery_list[-1])    \n",
+    "\n",
+    "# print the 2nd, 3rd, and 4th items in grocery_list\n",
+    "print(grocery_list[1:4])  \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "IndexError",
+     "evalue": "list index out of range",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [26]\u001b[0m, in \u001b[0;36m<cell line: 2>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# why does this give an IndexError? \u001b[39;00m\n\u001b[0;32m----> 2\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[43mgrocery_list\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;28;43mlen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mgrocery_list\u001b[49m\u001b[43m)\u001b[49m\u001b[43m]\u001b[49m)\n",
+      "\u001b[0;31mIndexError\u001b[0m: list index out of range"
+     ]
+    }
+   ],
+   "source": [
+    "# why does this give an IndexError? \n",
+    "print(grocery_list[len(grocery_list)])\n",
+    "# Tell your neighbor\n",
+    "# Then, explain it in your own words"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[10, 20, 30, 13, 4, 9, 8, 55, 22]"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Lists can be concatented with +\n",
+    "[10, 20, 30] + [13, 4, 9, 8] + [55, 22]\n",
+    "\n",
+    "# add one more + and a list at the end of this expression"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "True\n",
+      "True\n"
+     ]
+    }
+   ],
+   "source": [
+    "# the 'in' operator can be applied to a list\n",
+    "favorite_numbers = [4, 7, 14, 17, 84]\n",
+    "print(7 in favorite_numbers)\n",
+    "\n",
+    "# make a false statement\n",
+    "print(13 not in favorite_numbers)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[\"LET'S\", 'GO', 'RED', \"LET'S\", 'GO', 'RED', \"LET'S\", 'GO', 'RED']"
+      ]
+     },
+     "execution_count": 31,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Lists can be repeated with *\n",
+    "[\"LET'S\", \"GO\", \"RED\"] * 3"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Write loops that process lists"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2\n"
+     ]
+    }
+   ],
+   "source": [
+    "# count how many words have length > 5 in grocery_list\n",
+    "count = 0\n",
+    "for word in grocery_list:\n",
+    "    if len(word) > 5:\n",
+    "        count += 1\n",
+    "print(count)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['bread', 'milk', 'eggs', 'apples', 'macNcheese', 'pb&j']\n",
+      "macNcheese\n",
+      "hello\n"
+     ]
+    }
+   ],
+   "source": [
+    "def longest_word(word_list):\n",
+    "    '''Given a list of strings, return the string with the longest length.\n",
+    "    If more than one, return the first occurrence.'''\n",
+    "    \n",
+    "    max_length = 0\n",
+    "    longest_word = None\n",
+    "    for i in range(len(word_list)):\n",
+    "        word = word_list[i]\n",
+    "        if longest_word == None or len(word) > max_length:\n",
+    "            longest_word = word\n",
+    "            max_length = len(word)\n",
+    "    return longest_word #fix indentation\n",
+    "    \n",
+    "\n",
+    "print(grocery_list)\n",
+    "print(longest_word(grocery_list))\n",
+    "print(longest_word(['aaaa', 'xzy', 'hello']))\n",
+    "\n"
+   ]
+  },
+  {
+   "attachments": {
+    "str%20list%20venn.png": {
+     "image/png": 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IZpdWo3a5Tq5uvJ6PvoWBgiGnEcLovfEzkyum+WbR5k4WKpZslitWb6zv2dTa5tsl2Qc6ODrqO8k7C7iQXLGuy24f3Uc8uj3veNXvPOt9bNchn2Rfqh+F7OvvEeAUaB9kE2xJsQwxC9UMkw0XiGDZTROJiFyN+kH9Gb0Wi44jxgslaOxxSoxOKkxu2TuVQrOfL1UmTfuATbrfwfiMw4cqM9uyhrO/5zIfVjhinxdx9HB+XcGjY++OrxdyFikX250MLTlYeuZU8+nespkzv84xl0uc166wu0CujK06VF0M73PddXOXiJcV6x2vRF3Nu1bX0Hl95MaXJkwzx03JWxq3LVrc7gS2xrSl3E1tP9Bx8F5G56H7mQ+yH+Y+Otx1+PHhJ4e7c5/mPMvqOdSb3pfav/d53F9RA7sHI1/EDCW9PDh87FX5SMPrB6Mv33waB2+JE4Lv5Cd1psyn/WbOvv/0UXk26VPr51/zmgtxXy5/fbfIvmT5PeVHw8/pFe5Vh7XsX53b82+M0EfuQH5GtaMPYRyx4tgF3E18BsGBhptmlPY8XTi9OgOCoZ0xncmCyEDsJR1ltmVhYHnKms1mwg6xN3NEcApxDnHlcOtwf+Ip5TXj/cZXxm/G/1nguKCG4IjQXmF+4VYRb5FV0WIxJbFu8QDxVYljklKSbVKOUlPSqTIiMkOyuTsMdnyTq5L3VKBTaFOMVBJQ6ldOU1FQGVfNU9NW+6ReqmGusah5Xste65d2nY67Llb3hh5Zn6h/1yDSkN+w1yjNWMl42qTE1Ba+d9w2j7KQsnhnWWblYc1q/dymwNbBjmQ3aH/SwdtR2PGD01XnRBdjVwbXYbdK92gPA09az0GvMzuDvRW8V3bd98n39fKT8Fsid/ofC/ANVAxCBQ0G11JSQpxCpcPQYW/Cb0UU746PdI3SoPJGo6JnYwZi2+Pq48sS8vakJsYnhSb77925zy3Fab9Dqn2a/QGHdKeD7hk7DwVkhmZFZ6fkZOYWHC47UpPXePRefl/B6LHPJ1CFEkVexUdP3i9ZOSV72q/sxJnHZ1fLFc4HVJRc6KlCVWvVxNfW1328JHk5pL72ytw1lYb917sbOZrCmjtv8d1OaXnbatXW0i7fcbFT6v7VhwaPhh8ndPM97e053Of0XHQADH4cejf84TV4IzK+a6J2Cj2T+BF8qpgnf9VdUvvpvFq8Mf9b3/s2CkYFgBOHANj4nuNQA0DuRQDE9gDABueednQAOKkDhIApgBY7AGSh/ef8gODEkwBIgAdIAjVgBueXYXBOWQTqQReYAGsQO6QMOULR0AmoGXoN53zSCBdEKqIeMYpkQBog45GXkFNwluaFKkW9gjMxH/QF9CeMCiYV8wzLgw3HtuFIOAquHc+Jj8X3ExQJRYRVGjLNU1p12mo6drpcegR9Ev13hliGJcZEJogpm8hKrCCpkXqZQ1iwLBdYjVmn2DLZpdh7OWI4OThbufy5abiv8XjwInkv8XnCGUGfQJ6grRCT0HPhIhFPUQHRKbGL4tESGpKQZJdUvrQnHJ3zsv07WuQq5QsU9ilSlByVNVT4VCHVMbUW9eMaIZraWvRaI9o1OjG6uno4vT79BoPrhk1Gt4xbTe6Zdpn1mA9ajFpOWy1Yr9ji7FjtRR3UHK2cyM7JLsWurW4zHiRPfa/IneXeAz4EX32/JHKz//dAtaCk4PYQQqhzWEX44m6zyLKouWitmJzY0XilhKN7FpJckx/s005pTbVMm0jPytDOBFl9OVcOn8oryDc7hjx+vzC/OKDE8JR0meBZkXKlCpvKqOrS2ieXQL3qVZsG9xvBTck3T9y+dqe/bamDt9PsQcyjs4+fda/1yPTtfH5k4O4QaZg8cml0dpx7Qm1Sb1r+Pf2HF7NHPu+Ya18w+9L5TWGxZGn5h/3PC8sLqxprKb/ubu4fW/NPhOdfAqgCE+AKQsA+cBzUgU4wCn5AJEgOsoEioKNQA/QSARAScJafhriKeAvn8VbIdGQbcgWljTqA6kazowPRjRg8xhvTiGXEhmGf4KRxebhFvBf+AUGWUESDpImiGad1pn1MZ0jXSq9FfwfOYh8x2jOOwnnqOvE4SZb0lDkCzjybWX3ZaNia2QM5WDkecu7hkuYa5y7iseXF8Xbw7ec3EMAIPBUsFPIVlhVeFekWLROLEjeW4JL4IvlY6rx0ioynrOYOCTl2ebz8qsKc4oTSC+XHKrdVL6qVqB/SoGp6ahlqS+ow6izqDuu16tcbXDVsMGoyvm3SZtpp9ti81+KF5RuraesFmxU7nD2rg5ijupO1s7/LXtcSt5vuwx5rXoI7Lbxjdp316fGDyCr+EQE1gVPBopSQkKuhy+GmEYW7Z6K0qHuj22JRcVbxRQlTiepJR5Kn9xmnVKfSp+05MA3vJ72ZFlkPc8xyu4845I3lpxzjPX63MLCY/mRzqf9pUtmDs3vLVc5/uXC1KrZGqw5zceDyhSvJ17yuqzTSN03cvH77wB2bNva74x01ndQHWo+wXYNPap7u7/Hq03kuMsA0+GjI+eXkq8TXzKPXxpzGVyeqJ92nGWa6PmTOWn5mnHuxcPZryKLKd8SPnuXS1aBfitvzjwQYQLu5A4gDFTgC3EA4OAjOgNtgGF7/gpAFFAtVQIMIGoQRvPI7kDikPfIM8gvKAlWFxqOp6DcYJ3i122AHcGTcT3whQZ0wSXOSVo92hC6Jnp++iyGeUZJxgukM0Y8kQfrO/JCljDWJzZNdj0OKk52LhhvBvcqzzLvKDwSw8A2UR1hWRFvUQSxIfL/ESckbcN49L8u4Q0HOVX6fQoVij9KKioSqu1qBer8ms5a7doXOnJ62/mGDN0aKxjkm42Za5oUWX6zsrC/Z0tqF2T92lHTKcf7gauFW64H3pHg99BbdddBn0s+QXBmADPQPukcRDckInQm3iqiPZIlKoI7FGMVejmdP2LfnY5IbvE5VUqpSOdKOpKMOJmd8yfTIupq9nut0uOrI8lHH/MvHCMcpJx4USRXnnpwrdT11p0z0TD689/uf776gWVlVzVSTWDt10fFSS73olbyrSw3e1x80yjQdbZ6/ZX/78h1Ca2BbazuxI+Be433UA7uHpY8mHks8oXRXPh3v4ey17zvYf/352wHCoNwLhyHqyyPDNa/ujQy8nhpdeLM6Dr3FTmDeYSbB5PLUp+nRmafvmz+Uf8ycjfhk/VlqDjv3Zr55IeuLx1eJr1++tSymLRl9x3zv/JHyU/PnwvKFFY9VwmrjGvkX3a9r6+4b8x8dqKiweXxAtAYAoEfX17+KAoAtAGAtf319pXx9fe08nGyMAHA3bOs/pM2zhhGAs1wbqO/K4r/+y/kfiazUoRVG4s8AAAGdaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjkyMzwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj41OTE8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KOzicQAAAQABJREFUeAHsnQV4FEkThj8cggcI7u7u7u7uHO4QNLi7e3A/3OEOl8Pd3d2dQND7u5p/c5sAIbJJZne/fp5ldndaqt4eNlPT1VXB/lUFLCRAAiRAAiRAAiRAAiRAAiRAAiRgQQLBLdgXuyIBEiABEiABEiABEiABEiABEiABTYDGJi8EEiABEiABEiABEiABEiABEiABixOgsWlxpOyQBEiABEiABEiABEiABEiABEiAxiavARIgARIgARIgARIgARIgARIgAYsToLFpcaTskARIgARIgARIgARIgARIgARIgMYmrwESIAESIAESIAESIAESIAESIAGLE6CxaXGk7JAESIAESIAESIAESIAESIAESIDGJq8BEiABEiABEiABEiABEiABEiABixOgsWlxpOyQBEiABEiABEiABEiABEiABEiAxiavARIgARIgARIgARIgARIgARIgAYsToLFpcaTskARIgARIgARIgARIgARIgARIgMYmrwESIAESIAESIAESIAESIAESIAGLE6CxaXGk7JAESIAESIAESIAESIAESIAESIDGJq8BEiABEiABEiABEiABEiABEiABixOgsWlxpOyQBEiABEiABEiABEiABEiABEiAxiavARIgARIgARIgARIgARIgARIgAYsToLFpcaTskARIgARIgARIgARIgARIgARIgMYmrwESIAESIAESIAESIAESIAESIAGLE6CxaXGk7JAESIAESIAESIAESIAESIAESIDGJq8BEiABEiABEiABEiABEiABEiABixOgsWlxpOyQBEiABEiABEiABEiABEiABEiAxiavARIgARIgARIgARIgARIgARIgAYsToLFpcaTskARIgARIgARIgARIgARIgARIgMYmrwESIAESIAESIAESIAESIAESIAGLE6CxaXGk7JAESIAESIAESIAESIAESIAESIDGJq8BEiABEiABEiABEiABEiABEiABixMIafEe2SEJkAAJBBGBf//9Fx8/fsTbt29/+frw4QO+fv2Kb9++eXrJd8GCBUPw4MF/eIUIEQLhwoVDxIgRf/kKEyaMbh9EqnNYOyfw6dOnX17z8v/h/fv3nq578/8D8v/GdN3LtW56L0e5rr277h0cHHjd2/m1R/VJgARIwDsCNDa9o8NzJEACQUrg8+fPePz4MR48ePDD6+HDh3j58qXHDfa7d+/0+y9fvgSJzCFDhvzhpjxKlCiIHTs24saNizhx4nh6xYwZE9KGhQS8EpAHIU+fPv3hmjf9P3jx4oXHdW96sCLGZlAUMUgjRIjg6dqPHDmyvu69XvPyWf4/iAHLQgIkQAIkYB8Egqknmv/ah6rUkgRIwEgE5Kfn0aNHuHz5Mq5evYr79+//cHP95MkT+PYnSht94cMjknpFVK8I4R2+v1crMBHUZ4dwYREiuKzeBIOs4oQwW80UPqYVz69Kvu+rP+r47Svef3DHOzc3vFUrRG/k+E691FG/V0ep65siq6hicP7shjx58uRImTIlYsWKxVUj30C1krpiLMp1f+XKFdy7d++H617+X/j2oUmwYMHhECEiwqlX+AiRPN7Ld/IK6xAeIdTDjRCqnrr4v69e/n8VU7DJdf/v/1f71Qd8/Vet/Ktr+pO7O967qZXRd2/xQb3k6Pbujcfnz58++pp6tGjRfnrdJ02aVF/3CRIk0PL5umM2IAESIAESMBwBGpuGmxIKRAK2RUDcVsWYvHTpkr7Blpts00tWZX5XYsqNaUwnxHWKgdgx1FG9j+PkpN7HgGOUyP83Kh0QUd1Mi4EZMkzo33Vp+fPKMP30WdwYxRh1w7v3H7QR+uLVazyUFSplNN9//ES9V8cn6rN6//j589/KESlSJKRIkULfgKdKlUofxQgVY1TcelmMS0BW5W/cuKGvda/X/rNnz34reKQojogWK656xUEM9YoWU47fP0dyjKYNSIfwkf5vXEZEmHDixv3bbi1e4cvnb8r4NBmj343Qt29e4cXjh3j26IF63dfH5+r9c/X++ZNHypb1/sFM2LBh9TUu17rpZbr+5f8ECwmQAAmQgPUQoLFpPXNFSUnA0ATEqDx16hROnjzpybC8ffv2L+WOom4cUyVJjBQJEyJB7FjaiBTDUoxJMS5jKUMzeKhQv2xvzSe+KWPkkTI4tfGpjFExQMUovfPwEa4oZhev38Brb4zxhIqZ+Y145syZkSlTJhqhgXxRiFF54cIFHD9+HBcvXvR4kCKG5q9WJ8OEc0D8pCmRQL1ixk+ojUpzg9IxpnI1DWub1704ALx6/gzPHyvDUxmgT7URqo4P7uLejau4ff0SXiqD9FdFVvvNr/uMGTMiS5YsEJd1FhIgARIgAeMRoLFpvDmhRCRgeAKyP+zs2bM4duwYjh49qo/nzp37qSup7OlKptziUiVRxlGixEipjMuUiRMjtXpFc4yKIFmOMTxhJaBaLX328gUu3biFyzdv4vIN9bp1Uxmht3D97l3t9uhVDXELTpcuHbJnz45s2bLpV/r06RE6dBCs9noVzgY+i6u0uL6arnk5ygMWd+Vq+rPiFDcBEiRPjQTJUiJh0lSIp44JkqVCjNhxxJOV5RcE3r15hzvXLuHutcv6eOf6Zf3+rjr+ym1XVvtN170c5eFLeOXpwEICJEACJBC0BGhsBi1/jk4ChicgqzOyYmNuWJ4+fRpeA5LIHsS0yZIha9o06qj2XimjMlXiREgaLx5C0Nix6Dx/Vcb+dbXX79JNZYgqI/T8tes4fv6COl77YY+rGJqy+mO6ERcjNHXq1AxO9JsZkb3CsjppblieOHECEojKa4mdMAlSZcyOxKnTa8NSVizjJUmh9kkyEI5XVv75LKuiT+7d0QbobWV43r5yAdfOnsTVcyfxRbmxmxfZw5omTWpP1738PxAXXRYSIAESIIHAI0BjM/BYcyQSsAoC4g578OBB7Ny5E3v27IHcYEvaBK8lRaJEyJ4hLbKnTYds6dMhS5pUyoXTwWs1fg5EAh8+vMeJC5dw7Ow5HDmnVp7PXsCVW7d+kEDSVYjrYaFChVCkSBHkzp3b7m/C5aGKXOu7du3Sr8OHD+PVq1c/sIsRJz5SZcquXynVMWXGbIgcNfIP9fhF4BH4/Okrblw6i0snj+LyqaO4qF43L579YW9oiBAhkSFDehQoUEBf93Kk+23gzRNHIgESsE8CNDbtcN6fq31iI0aMwC11E9qlSxfkyJHDDilQZRMB2XMmqzdiXMrrwIEDOlel6bwcE8WNgxwZlFH5f8MyW7o0iKgiXLIYn8Cbt2/UqqdamVYG6FFlgB49ex637j/wJLikosibN6++ARfjU1Y/Q9noXlmT4hJ9VVy/Tde9PFh58+aN6bQ+RonupIzKHNqwTJ1ZGZYZssExZgxPdfjBmATcP6jV//OntAF66fRRfbx99aIS9r8A/LL6mS1bVo/rXv4P0PXWb/O5fv167Nu3z6OxcOzXr5/H502bNmH69On6wVanTp2Y/saDDN+QgO0ToLFpBXMsAVYaNGiAzZs3WyT4R8+ePTFs2DCteWK1b+6acr2TfXUs9kFA9p2JG6zpJvuff/6Bm0rdYV4ypkqJIrlyokjOnMiTKSMcZW8li80QeP78BQ6ePoOdavVu56HDOH3psifdJG9i/vz5PW7Cxf1Q9oNacxG3WImKbLruZQXTa1TYOImSImu+osicvyjS58gHJ5UXMigivFozZyPL7vbuvTI6j+DU/l04sW8nLhw/pPaZ/5eXN2TIUMoYyuVx3edUv3/MCeqzGW3bti2mTJniUVlWjCUPshTxEJBcwyYPmblz56JRo0b6nH//GTJkiM7z2qFDB/92xfYkQAIBRIAZxQMIrKW6vasCgRQuXBg3VYAQWYGyRLoDCXBhKpLHUNzHGEDERMQ2j5LDUp48b9u2Dbt37/a4CTBpKxFhC+fMgaK5cqFwjuw0Lk1gbPQYLZojyhUppF+iohifu48ew45Dh7TxeVntBf3777/1S85HjRpVu9yWKFEC5cuX1zeO8r3Ri9zs/vXXX9iyZYs2MuX/gXmRVCJiWGYRAzNfEcSOH8/8NN/bGIHwERyQNX8h/WqCASpX6AecPbwXx/ftwMm9O3H5zHHs3btXvwYMGKD/3ubLlw/FihVDhQoVIOlXWHxPQHLJmgxNaS15ZC1RxNDs3bs3nJ2dLdEd+yABEgggAlzZDCCwluhWboxkT5WsPEp5/fo1LJFjbP/+/ahcubJ2lezfvz9/qC0xWQbrQ1ZxJB3DunXrsHbtWu0may5iQrViUzR3ThQT4zJXDsRSqUZYSMBE4OHjx9h16Ai2K+Nzx8HDKh3LQ9MpfRTX+4oVK6JSpUo62JAEhzJKkQd0ct3La9eu3Z5WriI5Rtcrl1mUgSlGZvzESbhyaZSJM4Acb169wekDu78bn/t24abaB2peJOWK6bqXVU96BP1Hx7uVTfl7VLduXSxbtky76K9ZswZx1N8g/xTZCuTi4qK7EGNz7Nix/umObUmABAKQAI3NAIT7s67FbUuCUIg7l7iqpU2bVufGCxnS8yKzPPkrWLCgDrNv6keezkeM+N8+Obnhk8iIYlSYFwn5LhH35HsJ9CJ7J6Sv2LFj63QJR44c0SkqZKVUXISSJk0Kp/8bG9JGjFpTiabyHEpSeQkaI6kuzpw5o2XIkCGDvsk01fN6lD8usmoqBvPHjx+9ntafJU+g+R8cn7L5aWf8Us+pzLfJwDQ9pBA0YdU8l8qbR69kFVNuYglVhFgWEvARAfV/+ZZamdih3G037tyNv/ftx0cVDddUJOWE6QY8l3p4EdjutvJbI3sv5aGKXPuS79JUggcPgQy5CyJfyQrIWqAYEqdKy5QjJjg8/pbA8yfPcHL/ThzavgkHt27A29ff3UKlYcyYMfVqpzxwkX3O9h7l1jtj886dO/peQO4jxDtLPKmyZs36A3+f3gOIYdm5c2eP9tWrV/f00FzuK+T+wrz4tG/zNnxPAiRgGQI0Ni3D8be9PFQrA7Vq1YLsj/Na5I9Wr1690K5dO31KjDRZ0ZR0E94VMUjFuJBVSvNy8uRJrF69GuJiIkEwpIhRuXz5cuTJkwcxYngOcDF+/HiY9juIASvBYkyldOnSaN68ORo3bvyD62XDhg0xdepUSGRLU7l+/bp+wrhgwYKfpggw1ZOjBA+QlVXfsDFvz/fQDwG2b9+ub7Q3bNiAp0+femBxVHtmKhQuiMrFi6FEXok2Gs7jHN+QgF8JfPjwHlv3H8Ta7TuwftcevDCL2Cq/LeJuKDfgRYsWtYjb/8/kFNd/CWQlBqa8ZJuBqYRREZFzFimNfKUqIXfxcojsGMV0ikcS8DOBL5+/4Yxyud331xrs3bwWj+/d9uhLHhyXKlVKX/dlypTRbuceJ+3kjXfGpnfnBI9v7gEmTZqE9u3be0u1ZcuWmDZtmq7jm7697ZQnSYAE/EzA83Kan7thQ+8IyOqjPMWTH72flcfKZU1WLcXYlKdvcpP2O0PzZ/2YvpO9eYMGDTJ91EdZXYwfP76n73zywXzfltf68+fP16uiffr00adkJU1SKIgOPi2+YePTPm29nsylRPZbvHixDhplvhcmcby4qFSsKCqrV77MmRDMy4q5rbOhfgFPQNLbVFTXl7z+VUbf3hMnsXbHTm183rx3H7Nnz9YveQglD6vEfU5uwP0baEUenEnE2EWLFukVTImqbSqRo8VQq5cVka90JbWCWRxhw4U2neKRBCxCIGSo4Gpvb0H9ajdkPK6dO4O9f6/FPmV4XlN5PleuXKlfkl6lUKGCqF27NqpVq4bIkZkWx7sJ8M09gBiQvzM0zcfyTd/m7fieBEjAsgRobFqW5097kyiyXg1NWWFMkyaNdqkVt1pTEaPzV4am7Isy3yPyK3c183Djpn7Tp08Pca/1jSFoauvdcdy4cXqDvsgmK51e+5colpIY/e3btx7diBtN/fr1dcoV37Dx6MAO34ir4CG1f27hwoVYunSpp1XmrMoVu1LRwnoFM23yZOAmNDu8QIJIZXmYUUAFlJLXWJduOHflqjY612zfqfJ9XsCqVav0y9HRETVr1tRRtWWvm2/2eF66dElf92JkijueqUjk2PxlqugVzHTZ8yj3XdMZHkkgYAnIFuXk6TPoV+NuffHgzl1tdO5TxueZg3uwY8cO/WrTpq3yPKqk/95JcC2v22UCVkrr6N039wDihSX3PRJR3Wsxvx8ycfZN317742cSIAHLEaCxaTmWv+xJ9jp6Ld26ddP7nOT7Y8eOeeSnklUAeY0aNQpSx7xI+HC/BgiS1Cl+LbL3YeLEidrAkVVMCcBhKhLtUVZm5emtufutnN+4cSPKli2rDU0JrGAyuGXfxh9//AHZ3/Uzw/hXbExj2tNR3APlJlvcks33YEpqkgYVK6BG6RKIF9t/gRbsiSd1DUAC6g48XcoU+tW7TSvce/gAy/7agvlr1+GsMkJlVUJessdTfo/q1auHRIkS/VQgeWglD1Xkujf/XXGKmwAlqzdA0cq11f7LNHyu8lN6/DKwCcRJEB81mrfTr9cvXqkVzzXYunwBTh3cra9juZZlu0ydOnX0tS8PYX3zwCWw9QnM8Xxzf3T58vcUTRKHwtyj51cBgnzTd2DqzLFIwN4I0NgMhBn/2UZ4056mvn37okCBAjpCmyVFqVq1Krp06aKfAMpRDFi/FDEiJS9dkiRJdHMxLLt37+6pKzE+Za+gBBwylXgqAI0YmlIkqJEEUBC3T1MRdzgxNoOCjUkGox4lQNOKFSv0jbaE4TeVWNGjo175smhQqSLSK2OThQSMTEAegnRu8od+nVV5POevWYfFGzfp4Gjy0Epe8tsnhqe4G0qAFXlAJav3G1W9r//Pf+gQPiIKVaiBkjUbImOu/AzwY+RJp2x6j3C5un9AXrLiuX3VImxeNh/3blyGeALJSzyNxLtH/i6bB8mzR3wBeQ8QkH3b41xRZxLwK4Hgfm3Idj4nIAEzxIXMaxFXG4kSKzm8TMmPvdbxy+dMmTLpp6lizOXNm1cHEZJItH4p4u5rMjSlfbp06X7oxt3dXa9QmD+pleBFEvVWyu3bt/WeVPOG4lYnJbDZmMtgpPfiFiT5ACWIlDwBb9asmc71JlFk65Qvgy2zZ+DBnh0YpVwVaWgaaeYoi08IyDU7ukc3fQ1vnjUdtcuqPZwqIqUETGvatKnK6+qoH0qJ0SkRZWV/Zs4iZdDXdSnWnn8KlwmzkDkPDU2fsGYd4xCQFc8Gzj2w+OAlTPv7CCo1botIURx1ZHfx4IkXLz5KliypH8SKx489loC8BwjIvu1xrqgzCfiVAI1Nv5LzZTtxo5k5c6an1CWmLsTolEh2si/Pu2KKLOtdHTnXtWvXANsb8qsgH7J6KQERTEWiRUoybNmXmjhxYk97OcUFRv7Amool2Jj6srajBDkZOXKkDrQkK8GSh0wCABXJmQPzhg7G0/3/YPHoUSiRLy+D/Vjb5FLeHwjIHs+S+fNh7rBBGNu9KxL8/yGY/LaZPCMiRImK+h17offUxShWpSbCOoT5oR9+QQLWREB5mCNt1uzoNHwS1px7giHz1un9xsHV/sOtW7dql3LxBhKvoVu3blmTahaR1b/3AN7dG/m3b4soyE5IwM4J0NgMxAtAnuDLHxKJFCuh0s2LrAJKIAxTMV8lNH13T+W6MxUJuCMpUn5WxMALiuLq6oqOHTsiVKhQeni5eZRgR+ZGtBilEsU2QYIEnkT0DRtPDa30g6SnadKkCeLGjatvMGT1N0n8eBjq3AF3dm3FjgVz0bBqZUSI6Pk6sVJ1KTYJaAJ3VN5dl1FjEDt/EbQZNAR3VITuyMq4rFC5FqrUaIjYceLh3auXWDBuEKpmjIURHZvh6tkzpEcCNkMgVOgQytCsoAzOVVirDE/nEa5ImSEbXrx4oR88Jk6cRMdzkJRW5n87bQbALxTxzT2A1/sj83sj6V5SsJkX3/Rt3o7vSYAELEOAxqZlOHrby5o1a/TKpeTEFHex3r17Y8yYMT+0kaitpiJGiNciLpbSVoLryHnJpWmkIobksGHDtCuouVxOTk469YEEA7py5QpkP6mp+IWNqa21HT99+qTdm8W1OUuWLJgzZ45exSydPy82TZ+K61v/Ro+WzRE/zo9zb226Ul4S8CCgPDa27z+ASi3bIGGREhgxaw5eqn3JqdKkR6+BY7D6r8Po1nsEOnUfiKVr/8HI8XOQI3dBfJIUP3/OQpOiGdGmXH5sX7Mcnz/9GIXSYxy+IQErIyA5YCv/0QIzth3VbrYlqtVHCLX6L+nLihcvrj2DJk+ejDdv3liZZj4X1y/3AF7vj+ReSAzKnj176ij38jdWil/69rnkrEkCJOBTAgwQ5FNS/qgnK3yS0kReEnBHjC/zEP6mriViq6n8bHXy/PnzkJeRi0TRlQAfpiKrdzNmzPCUssV0To5+YWPe3hreP3jwQDOYPn06ZC+rlIgRwqNJ1SpoW7cWkiZMpL/jPyRgSwTevX2H+Wr/5aRFf+LyzVtaNbmRLlaivFrFbIA06TL/EJFT0hfkyV9Uv+7cvoE1KxZi0/rlOHtkn35Fc4qNCg1boXyDFoge08mWcFEXOyZgcrNNm3UBWvUfi42LZmD9vKna20nyb7u49FAPmRuhTZs2SJUqlU2R8ss9QFqV7kseXJuKrABLfl9TkbgHUvzSt6kPHkmABCxHgCublmPpo54k0ujVq1f1ipZ5A1ntS5YsmcdXEhq9YsWKHp+t5Y15zlCRWf4AyD5P2bcpCd779+8PSeHys+JTNj9ra8TvDhw4oPexisvwgAEDtKGZVs2xa/++eLR3F8b1dKGhacSJo0z+InBVpetpN3AIYhUojLaDhmpDM3oMFfSqZWes+esQ+gwaj7Tps/xgaHodNEHCJOjQpR/Wbj6CTj0GI1HiZHj+5CHmjuqL6pniYEDzOjh39LDXZvxMAlZNIJpTdDTs1BPLjt/BwFmrVATmgnBzewdZ4UydOrVe8TQF0bJqRX8ivE/vAcTDyzyv5k+6+uErn/b9Q0N+QQIk4G8CNDb9jfD3HeTOnVsH7fnZE0lZ6ZT0J5JPzmuRvY2tWrXSKQHMz8WIEUPn6ypUqNBPf3C9+xEOHvzHKTevb/5exvzdZ691JJy71yLBgmSvqiRYFqNLjOpdu3bpan5l43UMo3yWJ6wS8EFSOogrjwQnkOAFVYsXw+6F83Bu41q0qF0TDg7hjSIy5SABixA4c/ESanToiBSlymHy4j/h9v49MmbJgUEjpmLlhv1o2Kw9HKPF8PVY8n+linIvXLhiOya4LkGBwiX1/6kda5egddlcaFehEI7s3qH2t/m6azYgAcMSCBkquEr5UwWT1u/GnF1nUaF+C4QJGw6yl1NSp0lkeMnBLH9fjVC8u1fw7pxf7gFkG8qmTZu0m7G57iGV54RE4Ze0SlL80rd5f3xPAiRgGQLB1M0x/0RbhqWPenFzc9MutBLmXPJribuH183uXjsSY0X2c0rbhAkTIkqUKF6rGOKzJFYWl1nzZMu/Ekye0F64cMHTab+w8dRBEH6QOdqwYQMGDx6MY8eOaUkiqz2sbWrXQqs6NSA5B1lIwBYJHDp1CkOmTcfG3f9o9UKGDIXS5aqias1GSJYidYCo/OjhfaxduRBrVi6C27u3eoxUmXKgQac+yFOiHHNxBgh1dhrUBN68eoO/l8zBihnj8OT+HS2OpCaTKLYNGzbUXkRBLaN/xvfLPYDsZ72pvCkiRYqkAw96NWxN8vilb1NbHkmABPxHgMam//ix9f8JLFmyRK+2moDInoqVK1fqHJ0SOffs2bM6efvdu3d1FVlhlfycpsi1pnbWdpT8mMuXL8fQoUNx7tw5LX50x6jo0qgh2tSpzWiy1jahlNdnBNQzyl2Hj2gjc8eh766s4i5fqVo91KrXHDGcYvmsH3/Wevf2DVYro3PZopl4raLYSkmSOgPqqdQphSvUUJ4Z/hyAzUnAgAQkUNZWdd0vmjAE929e0xJK0BxJeyY5mh0cHAwoNUUiARKwVwI0Nu115i2st7jHyn5MUylfvryOqGf6LPkkkydPjpcvv98QSjAk81QvpnrWcpTIsuLCNHz4cL0HV+SOqwKWdGvSGM1rVlOuz+GsRRXKSQI+J6CMzL/2/IPB02bgoFrRlOIQPgKqqoA/Neo0QVTH6D7vy4I1P3x4j/Wrl2DJQlc8e/o9JVS8JClRr0NPlFAGsLgkspCArRH48uVf7FYBtBaMG4xbl78/7JRtNp07d9ZbcGS1j4UESIAEgpoAjc2gngEbGX/fvn3Inz+/J23ERVjcZcWtVlb9zN1rJUT5kCFDPNW3hg/i/iwpS0aOHOkRUThxvLjo0bwZ/qhUESHDhLYGNSgjCfiOgHITX7V1O4ZMn4GTFy7qthEjRUatOk1RpVYjRIxojJvaT58+4q/1K7BIRfIUV1spMeMlRO22LiirjOEwYb/nANYn+A8J2AgB9d8T+zevx4Kxg3D5zPdtHLLdpn379ujQoYNOuWYjqlINEiABKyRAY9MKJ82oIosRJvs2vcsJFjp0aAwcOBBdunT5IfiQUfUSuWQl09XVVecRNaUvSZ00CXq3aI7aZUsjmApMwEICNkdArWSu2rIVfSZOxsXr3/MAO0aLjtoq9UjFKnUNG+jqi0o3tW3rOiycMwV3bn2XO6py7a3XoRcqqdQpoULTv9bmrlUqpINkHd21Ta90njn8fQ91eOV50L59O3Tr1s2w8R44dSRAArZNgMambc9voGv3USVil2isskfz2bNnePHihd6XKVF3ZZWzaNGiSJQoUaDL5dcBJfCP7MmUlVgJQiAlU+pU6NOqJaoULwpGIvErWbYzOoF/jhxF11FjcOTMWS1qzFhxUFcZamUr1rSaQCSyp/qfXZsxf9YkXLv6fUU2tkqp0rzXcLWnszr/+xr9IqR8fiZw6uA+bXQe271F9+Ho6AhJGdK6dWur+f/rZ+XZkARIwFAEaGwaajoojJEI7NixQ0f5O378uBZLVjKHd3ZGhSKFoUIIG0lUykICFiNw4eoVdB89ziO6rOzDbNLcGeUq1VR7H63TDVWCru/dvRWuk4d7rHSmzJgdrfqNQpZ8BS3Gjh2RgNEInD92BK4Du+H0oT1aNHnYK1HTa9eurR62cC+z0eaL8pCALRKgsWmLs0qd/EXg9OnT2sjcsuX7E+HYKuDCoA5t0bhyJbrL+ossGxuZwINHj7S77NzVa5U73r8IF84BtRu2QK26Et3SNvLCSk7CTeuWYfb0sXjx/JmejpxFyqBFnxFIljadkaeHspGAnwmo/844uO0vuA7q7hFIKHPmzBgxYgSKFy/u537ZkARIgAR8QoDGpk8osY5dELhz545OBr1gwQKtb4Tw4dGjWRM4N6qvb7ztAgKVtDsCb1T6kOEzZmPsvAX4qPYmS566ilXrolHT9nCMFsMmeUj02uWLZmHxAlcVuMxN61hK5QVt3H0wYqmAXywkYIsElFc5Ni+bhznDe+Ppo+8BtMTYFKNTjE8WEiABEggIAjQ2A4Iq+7QqApKORfJkTpw4UQcCCqmC/bSuXRN91b7MaNEcrUoXCksCPiXw5eMnTP5zCQZOm46Xr1/rZoWKqlW+tt0QP0Fin3Zj1fVevnyu9nNOxJoVCyH7O0OpAGZVm3XUgYQiRTFGhF2rBkzhDUnA/f1HrJwxHosnDoXbuzdaxrp162r3WmuKqWBIuBSKBEjgBwI0Nn9Awi/shcBnFbFy8uTJOjruq1evtNq1ypTGUOf2SJwggb1goJ72RuD/EWa7jByNW/cfaO0zZsmB1u17IG36LPZGQ+t77+5tzJw6Cju2btCfI0aOikZd+qNyk3YIGZL7s+3yorADpV89f6mCCA3CmjmT8fXLZxXML7SOXNu3b18wR6cdXABUkQQCiQCNzUACzWGMRUDygrZq1Urn/xTJiuTMgZHduiBrurTGEpTSkIAFCVy7dRNtBg7F1v0HdK+JEidDy3YuyFugmIp5RaPq4vlTmDphKE4eP6z5JE2TEc4jpiFDztwWnAV2RQLGIvDw9h3MHNYT21cv1oLFjh0b48aNQ40aNfi7YKypojQkYJUEaGxa5bRRaL8SePLkic43Nn/+fN1FYrU/a1LvnihbSEWk5M22X7GyncEJuLt/wFDXmRg+aw5kRT9ChIho3q47KlSqrVbumCPWfPokONL+f7Zj/Kh+ePTw+7620rX+QMu+oxE1Ot3qzVnxvW0RuHTqBMZ1b42LJ78/bClWrJj2/kmZMqVtKUptSIAEApUAjc1Axc3BgoqA7MeaMWOGzpcpLrOhVAoHCf7Ts2UzlXMsbFCJxXFJIMAJbNq1G20HDfFwmS1TvhpaKZdZSWnC8msC7h8+YMG8Kfhzniu+KBdDca1t3nsEytVrpoIo/bodz5CANRNQqaWxUQXPmj6oG96+fqkeRoVS0dm76b+dDg4O1qwaZScBEggiAjQ2gwg8hw08AseOHdMus3KUUjJfXkzp2xNJEybSn/kPCdgigbsP7qP9oGFYu3OXVi9JspTo7DIYGTPnsEV1A0ynO7dvYNyIvjh6eK8eI1WmHOg8yhUpMzJ6Z4BBZ8dBTuDlsxfa4PxryWwtiwQOkiB65cuXD3LZKAAJkIB1EaCxaV3zRWl9QUCizPbq1QvTpk3TreLGdMKEnj1QtaTKK0aXWV+QZFVrIvBVpS8ZNXceBkxxhfvHjzptT5OWnVGtZkOEVCv6LL4nIK61u7ZvwsQxA/Ds6RPdQaXGbdGsx1C14hnR9x2yBQlYCYEzhw8q19pWuH7htJa4QoUKmDBhAsT4ZCEBEiABnxCgsekTSqxjVQTkxlByZXbt2hVPnz5F8ODB0alhffRv2wbhI9hGcnqrmhAKG2gEdh48hNYDBuHyzVt6zKIlyqOtc2/EcIoVaDLY8kBubu8wd8Y4LP9zDr4pf8Mo0Z3Qut8YlKxRj8+vbHni7Vy3L1/+xZrZkzBb5ed87/YWYcOGUzmpe6Nz585qG0oYO6dD9UmABH5HgMbm7wjxvFURuHXrFpo0aYKdO3dqufNlzQLX/n2RNkVyq9KDwpKAbwi8ffcW7QcPw7w163QzyZPZyWUQsufM75tuWNeHBK5fvYTRKnrn2dPHdYss+Yuh+/i5iB0/ng97YDUSsD4CTx89xtS+ztixdokWPnXq1JBge9mzZ7c+ZSgxCZBAoBGgsRloqDlQQBKQ1cxZs2bB2dkZbm5uiBY1inL96Yr6lSrSZTYgwbPvICewbd9+NO7VB/fUjaDkyWukckPWbtgCoUNzxSEgJ0dWNv/euApTxg/Gm9ev4BA+AtoMmoBydRtzlTMgwbPvICdw7J9dGNutFe7duKw8h0Ko4EE91EpnH/WbEzrIZaMAJEACxiNAY9N4c0KJfEng3r17aNasGTZv3qxbVi1eDK4D+yK6YzRf9sTqJGA9BNzeuaHzyFGYvmyFFjpVmgzoPWAcEiVJZj1K2ICkL54/VaucvfDPri1am5xFyqDb+DmIESumDWhHFUjg5wTcP3zCzKE9sGL6OFXhX2TMmFGvcsqRhQRIgATMCdDYNKfB91ZFQFYzFy5ciPbt2+P169eIEikSpvXtjVrlynA106pmksL6lsCeI0fRyKWnTmcSQuXJbNzCGXUbtGTOTN+CtFB9+S3a+vdaHbX23bs3iBApCjoMm4IS1epwldNCjNmNMQmcPrQfQ9s1wEMVtTlEiJDo168vXFxcdHoxY0pMqUiABAKbAI3NwCbO8SxC4NGjR2jRogXWr1+v+ytXqABmDhqAWE5OFumfnZCAEQm4u39A99HjMHHhYi1e8hSp0UutZiZTR5agJ/D0ySOMGNQdhw7s1sLkK11ZpUmZgWhOzGka9LNDCQKKwPt3H+A6qCvWzp2ih8iWLZte5UyTJk1ADcl+SYAErIgAjU0rmiyK+p3AsmXL0KZNGzx//hwRVXTZSWq/SMMqlbiayQvEpgkcPHkKDbv3xNXbt3WE5YaN26FB07Z6n6ZNK25lyskq58b1yzBp9EC8f++GiFGjocuo6ShcoaqVaUJxScB3BI7u2YkRHf/Ak/t39J7xwYMHoVOnTmrFM4TvOmJtEiABmyJAY9OmptO2lXn27Blat26NFSu+71ErkTcPZg8ZgHix49i24tTOrgl8+vQRfSdMxsjZcyGGTOIkydVq5ljIHk0W4xJ49PA+hg/shmNH9mkhi1SsBecR0xDZMYpxhaZkJOBPAm5v3TC5T0ds+nOW7ilPnjyYN28ekidnRHh/omVzErBaAjQ2rXbq7Evwbdu2oX79+nj8+DEcwoXDWBVptkWtGlzNtK/LwO60vXTtGqp37IJzV6+qvX/BVJTZlmiq9mcy0qx1XArycGDNqkWYMm4wPrq7I6rKd9pn6p/IVqCwdShAKUnAjwQObN+MUR0b4/mThzov56RJE3VaMvkdYyEBErAvAjQ27Wu+rU7bL1++YMCAARg8eLCWPX+2rFgwfAgSxY9vdbpQYBLwDYGFa9aiRf9B+KCMlHjxE+nVzPQZs/qmC9Y1CIF7d29jaP9OOHPqmJaoYef+aNSln3IvNIiAFIMEAoDAm1dvMKFHG2xTD1yk1KlTB66urogYMWIAjMYuSYAEjEqAxqZRZ4Zy4cGDB6hduzb++ecfTaN/29bo17oleIfGi8OWCXz48B6t+g/G/LXrtJoly6ggMz2GwMEhvC2rbfO6ff36FfNmTMDcWRO0rpnyFkFf1yWIHpNBzWx+8u1cwc3LFmFMtxb4qH7bUqRIobfCZMjAbQB2fllQfTsiQGPTjibbmlTdsmWLdpt9+vQpYkaLhiVjR6FwrpzWpAJlJQFfE7h47Sqqtu+Ei9dvIEyYMHDuNghlK9bQLrS+7owNDEng2OF9GNC7A16+eIYo0Z3QZ9oSZC9YxJCyUigSsBSBW1euoG+Tqrh1+Zz6bQuLiRMn6PzYdKu1FGH2QwLGJRDcuKJRMnskIG6zvXr1QqlSpSCGZrHcuXBm/SoamvZ4MdiTzmpv3/xVa5ClSk1taCZIlAQzF2xAuUo1aWja2HWQLWc+zFuyGVmy58arZ0/QuXpRzB7eD2rhk4UEbJZAIrWiOWPLMZSt0xQfP7rr1GV169bF27dvbVZnKkYCJPCdAFc2eSUYhsD9+/e12+zevXv1DfbAdm3Qu2Vzus0aZoYoSEAQkPQYLfsNwsL1G3T3pcpWRSeXQXSbDQjYBupTu9XOnoi508drqTLlLoQ+05ciRqyYBpKSopCA5QlsWfEnxnRtDnf12ydRapcvX45MmTJZfiD2SAIkYAgCNDYNMQ0UYvPmzdptVtKbxIoeHUvHjUbBHNkJhgRsmsCFq1e02+ylGze122yn7oNRpkJ1rmba9Kx7Vu74kf3o36u9dquNHC0G+qpotdkLF/NciZ9IwMYI3FYRtsWt9ualszq6trjVNm/enL99NjbPVIcEhADdaHkdBCkBcZvt2bMnSpcuDTE0JXemuM3S0AzSaeHggUBg3srVyFq1FsTQTJg4KWYu3Mj9mYHA3WhDZM2RV7vVZs2RB6+fP0XnmsUxc2gfutUabaIoj0UJJFQrmtOVW235es0huYRbtmypPZvevHlj0XHYGQmQQNAT4Mpm0M+B3Urw6tUr1KxZE1u3btVPMwd3aIeeLZqpRyB8BmK3F4UdKP7t82e0GzocU/9cqrUtU74anLsPQrhwDnagPVX8FQFxq10wdzLmuI6D5OfMUaQ0+s9YjgiRIvyqCb8nAZsgsG3VUozu0gwf3N4hbdq0WL9+PZIkSWITulEJEiABgMYmr4IgIXBFRaYrX7485BgtahSsmjieq5lBMhMcNDAJvHr9CtVUtNkdhw4jZMhQ6KJSmkgQIBYSMBE4fvQA+rq0xutXL5EgWWoMXbQRCXjjbcLDo40SuHPtGno1rIjbVy/A0TEaVq1aiUKFCtmotlSLBOyLAJeQ7Gu+DaGtrGTmyJFDG5rpUyTHiVXLaWgaYmYoREASuHz9OrJVq6UNzaiO0TFpxjIamgEJ3Er7zpo9j45EnDhpCty5dhGtSmbD0T07rVQbik0CPiOQIFkyTPv7MHIWKYMXL56jWLHimD59us8asxYJkIChCYTor4qhJaRwNkNAXMMmTpyoAwG5u7ujUpHC+HvmNERXeTRZSMCWCfy95x8Ub9Icj589R/KUaTBRRR1NkiylLatM3fxBIGKkyChZpgpu3biKa5fPY/uqRYgYOTpSZ8mhthz4o2M2JQEDEwgdJjSKVq4L9w/vcfbIPmzcuFHHcihevDhChAhhYMkpGgmQgHcE6EbrHR2esxiBT58+oXXr1pg9e7buU1KaDFJ7NLk/02KI2ZERCagHLGPmzEOXkaO1dIWLlUXP/qO5P9OIc2VAmb59+4aZU0dh4dypWjoJptJx+FSECs0bbwNOF0WyIIG/ly7EqM5N8eXzJxQpUgQrVqxQ7rWOFhyBXZEACQQWARqbgUXajsd58uQJqlatin379iFM6NCYP2wwapYra8dEqLo9EJAIi81698eCdeu1uo1bOuOPph0Y2t8eJt/COm79ey2GDeiKz+rGO2Oughg4ZzWiRueNt4UxszuDETh39DB6NaqIl08fI2nSpNiwYQNSp05tMCkpDgmQwO8I0Nj8HSGe9xeBM2fOoEKFCrh9+zbiOMXAuqmTkS19On/1ycYkYHQCT549RcU2HXDo1GmECRsWvQeMQ+FiZYwuNuUzMIEL506iR+dmeK6urVjxE2GYSpWTNE1aA0tM0UjA/wQe33+AnvXL4+q5E4gYMRKWLl2CMmX4W+p/suyBBAKPAAMEBR5ruxtp7dq1yJ07tzY0sysD87gKBERD0+4uA7tT+PSFiyp/Zk1taDrFjI1pc9bQ0LS7q8DyCqdJlxmzlIGZKk16PLp7C63L5sS+vzdYfiD2SAIGIhAzbhxM3rAfBctXx9u3b1C2bDmMHj1apwcykJgUhQRIwBsCDBDkDRye8juBKVOmoGHDhsrt6zPqlC+DdVMmIkrkyH7vkC1JwAoIbN9/QAcCeq5yyKbLkBkTXJcgnlqFYiEBSxAIHz6CDhx07/5tXL14DjvWLkGU6LGROnM2S3TPPkjAkARChQ6JQsrYDBYsBE4d2IVt27bpwEGlSpXitgRDzhiFIgHPBGhseubBT/4kIBFn+/XrBxcXF93TYBUEaHzPHjqnoD+7ZnMSMDSB5Zv+QpX2zviogmEVL1URQ0fPQATl9sVCApYkEDKkuvEuUhrBggfDyWOHcGj7RrXKExyZ8hRkpFpLgmZfhiIgUZgz5y2IhCnSYd/mdTh86BAuXbqkt+nI/wkWEiAB4xLgnk3jzo3VSfb161cdcXbGjBn6aePMQf3RpHo1q9ODApOAbwlMWrAI7YcM081q1m2CNh17q0DL3KXgW46s7zsC69b8idFDemqXwgoNW8FZRaplhgjfMWRt6yNwYt8evY/zvdtbFC1aFGvWrFH7OSNanyKUmATshACNTTuZ6IBWU/Jm1q1bF6tXr0bo0KGwfNwYVCxWNKCHZf8kELQE1Ep+n/ETMdh1hpajZXsX1G3Qkq5dQTsrdjX6np2b0b9nOx2ptmC5aug99U8VlCqUXTGgsvZH4MrZ0+haq6SOVJs1a1b89ddfcHJysj8Q1JgErIAAjU0rmCSji/j69WtUrFgRe/bsQaQIEbDRdQryZ+ceIqPPG+XzH4F/v3xBs34DMHvlar2K2b33CJStWMN/nbI1CfiBwMnjB9HduSneu71D5jyFMXThBoSPGN4PPbEJCVgPgfs3b6FTjaJ4ePsGkiVLhq1btyJx4sTWowAlJQE7IUBj004mOqDUfPToEWST/unTpxE7RgxsnT0D6VKmCKjh2C8JGILAx4/uqNWxC9bu3KVW8kNjoHJfzFewuCFkoxD2SeDqlfPo3LYhXjx/iuTpsmDk0i2I5hTdPmFQa7sh8PzJM7XCWQLXVGqgWLFiYfPmzciYMaPd6E9FScAaCNDYtIZZMqiM165dQ8mSJXHjxg0kT5gQ2+bMQMJ48QwqLcUiAcsQeKPC75dr2RZ7jx1HhAgRMXLCXGTIlN0ynbMXEvAHgfv37qBT23q4f1flNU6UFGOWbUfcxIn80SObkoDxCbi9dUOPBhVwav9OnYtzw4b1KFiwoPEFp4QkYCcEGMHCTiba0mqeOHECefPm1YZm1rRpcWDpQhqalobM/gxH4NGTJ8hXp4E2NKPHcMLU2atoaBpuluxXoLjxEsB1zmqkSJUWD25dR+tyuSB721hIwJYJiMv4qCWbIXuWJRdniRIlddAgW9aZupGANRGgsWlNs2UQWffu3aufGj5RN97F8+TGngVzEd0xmkGkoxgkEDAEbt+7h9y16uLslatIkDCJuqlfgyTJUgbMYOyVBPxIIKpjdEyavgxZc+TRwVPaV8iH04cO+LE3NiMB6yAgQbH6z1wBicr86dNHVK1aDXPnzrUO4SklCdg4AebZtPEJtrR6YmjKHk03NzfULF0KqyeOQ5hw4Sw9DPsjAUMREEOzQL1GuP3gIVKlyYAJrksQ3SmmoWSkMCRgIhA6dBgULVEed+/cxJVL57B7/TJkyFUIseLFN1XhkQRsjoBkm8pdvKyKBh4CJ5VL7bp165EwYQJkzpzZ5nSlQiRgTQRobFrTbAWxrCZD8/3796hXsRz+HDkcwUMxxH4QTwuHD2ACJkPzzsOHSJs+E8ZPXYxIkaME8KjsngT8RyBEiJAoULiU2r95C5cvnqXB6T+cbG0lBIIFAzLnLYhQoR1wfO82GpxWMm8U07YJ0Ni07fm1mHZeDc2Fw4aC2cMthpcdGZSAV0Nz7ORFCK+CArGQgDUQCK6WevIXKkGD0xomizJalECGXHlpcFqUKDsjAb8ToLHpd3Z205KGpt1MNRU1I0BD0wwG31otARqcVjt1FNyfBGhw+hMgm5OAhQjQ2LQQSFvthoamrc4s9fKOAA1N7+jwnLURoMFpbTNGeS1FgAanpUiyHxLwOwEam35nZ/MtaWja/BRTwZ8QoKH5Eyj8yuoJ0OC0+imkAn4kQIPTj+DYjAQsRIDGpoVA2lo3NDRtbUapj08I0ND0CSXWsVYCNDitdeYot38J0OD0L0G2JwG/E6Cx6Xd2NtuShqbNTi0V84YADU1v4PCUzRCgwWkzU0lFfEmABqcvgbE6CViIQLB/VbFQX+zGBggcPnwYRYoUgSm9CaPO2sCkUoXfEnjw6BHy1K6v8mg+0OlNGHX2t8hYwcoJfP36FYP7OmPb5nUIFz48xq3ajTRZslm5VhSfBH5PYNGEkZgxpLuqGAwLFy5AvXr1ft+INUiABPxMgMamn9HZXsOLFy8iX758ePHiBepWKItFw4cxvYntTTM18kLg1etXyFunAS5cu4406TJh7OSFiBAxkpda/EgCtkfA3OCMGDUapm06hATJktmeotSIBLwQMBmcko9248YNKFWqlJca/EgCJGApAjQ2LUXSyvu5e/cu8ubNCzmWK1QA6yZPRPBQoaxcK4pPAt4TcHf/gKKNmuLAyVNIlDgZps5ehUiRo3jfiGdJwIYIfPn8GT06N8PB/bvgFDcBpv51GE6xY9mQhlSFBH5OYOqA7lg6ZSTChXPArl07kTNnzp9X5LckQAL+IkBj01/4bKOxrGTmz58fFy5cQJ7MmbBj3iyEDRvONpSjFiTwCwLf1E12xbbtsXH3P3CKGRuuc9fo4y+q82sSsFkCHz68R8dWtXH+7CkkTpUek9bvQ6QoXN232QmnYpqAbCIb1v4PbF42D46O0bB//z6kSpWKdEiABCxMILiF+2N3VkZA9maWL19eG5ppkiXFpulTaGha2RxSXD8QUHcZTfr004ZmxEiRlevsIhqafsDIJrZBQFZ2Ro6fh4SJk+LmpbPoUa8s3D98sg3lqAUJ/IJAsGBAt7GzkatYObV96DlKliyJe/fu/aI2vyYBEvArARqbfiVnA+0+q5WdGjVq4MCBA4gfKxa2zZ6BKHQhtIGZpQq/I+AyeizmrVmHMGHDYtSEeUiUhPvUfseM522bQOQoUfVDlxhOsXD2yD70b1YdX74wfqBtzzq1CxkqOAbOWom02fLgzp07eu+meHuxkAAJWI4AjU3LsbSqniQIcbNmzbBp0yZEjRwZ2+bMQBxlcLKQgK0TGDd3HkbMmgNJATF4pCvSZchi6ypTPxLwEYGYseJg7JRFiKgCZB3Yuh6j1V5Oxqv3ETpWsmICYR3CYPjiv5AweRqcP38eFSpU0BH5rVglik4ChiJAY9NQ0xF4wri4uGD+/PkIp1Z2Ns90RcqkSQNvcI5EAkFE4M91G9Bp+Cg9es9+o5E7b+EgkoTDkoAxCSROkhwj1Wp/6DBh8NeS2SpFRE9jCkqpSMCCBCJHjYzRy7cheux4au/mftSsWVOt7H+x4AjsigTslwCNTTuc+7Fjx2LkyJEIESIEVk8ajxwZM9ghBapsbwQ2/7MXDXr00mq3ce6FUuWq2hsC6ksCPiKQPmNWDB4xTa/+L544DCumT/RRO1YiAWsmEDOuWtlfsUMFx3JU6VA2onnz5mpln67k1jynlN0YBEL0V8UYolCKwCCwePFitGzZUg+1aMQwVC5ZPDCG5RgkEKQEjp45i9LNWuKT2qdcu35zNG7uHKTycHASMDqB+AmTIGacuNi7eyuO7NqMeElSIWmadEYXm/KRgL8IRIkWDRlyFcL21Ytx7NhRfPz4EcWKFfNXn2xMAvZOgKlP7OgKkEBAhQoVggQGGuvSFc5/NLIj7amqvRK4/+ghslapicfPn6NU2aro2X+0XrGxVx7UmwR8Q2DxAldMmzAMIVXe5Unr9qlAKjl805x1ScAqCRzYvhk965XDt29fMXfuXDRq1Mgq9aDQJGAEAnSjNcIsBIIMEmWtcuXK2tBsU6c2Dc1AYM4hgp6Au/sHVGjVXhuambPmhEufETQ0g35aKIEVEajboCUqV6uHL+ohZc+GFfD4/gMrkp6ikoDfCOQpVgqdVAA5Kc2bt9BR+/3WE1uRAAnQ2LSDa8DNzQ0VK1bEkydPUCx3Lkzq5WIHWlNFuyeg9to07N4LJy5cQJy48VXk2el6dcbuuRAACfiSQIcu/ZElWy68fPoYvRpUgPv7j77sgdVJwPoIVGjQFJWbtFMP6T/ph/Xy0J6FBEjA9wRobPqemVW1+Pbtm3b/OHXqFJIlSIAVE8YgWMiQVqUDhSUBvxAYPNUVyzdvgYNDeAwfNweSR5CFBEjA9wTEhXbQCFf90ObK2eMY1r4hU6L4HiNbWCGBdoMmIEv+YvphvTy0l4f3LCRAAr4jQGPTd7ysrvagQYOwcuVKRIwQHhtdJyNK5ChWpwMFJgHfElizdRv6TJysm/UbMhFJkqbwbResTwIkYEZAHtbIQxt5eLNr/TLMHzvE7CzfkoBtEggZMhgGzFqJuImTQR7ay95NeYjPQgIk4HMCNDZ9zsrqaoqRaQo2vGzsaObStLoZpMB+IXDm4iXU7frdVbxlexfkLcBIgn7hyDYk4JWAPLTpP3SS/nrOiN7Ys3Gt1yr8TAI2R0BycA5buAnhI0TSD+/lIT4LCZCAzwnQ2PQ5K6uqefLkSdSvX1/LPLpbF5QuWMCq5KewJOAXAs9ePEf5Vm3xwd0dJcpWgQQ3YSEBErAcgTz5i0Ie4kgZ3KYOrp49Y7nO2RMJGJRAohQp0GfGMiVdMP0Qf8WKFQaVlGKRgPEI0Ng03pz4W6LHjx/rgEDu6oa7YaWK6Ny4kb/7ZAckYHQCXz5+QqU2HXDn4UOkSZcJ3XsNR7BgwYwuNuUjAasjIA9x5GHOxw8f0KNBebx4+tzqdKDAJOBbAhKhtnX/MbpZgwYNIQ/1WUiABH5PgMbm7xlZVQ1JQCwpTu7evYvcmTJh1ozce68AAEAASURBVMD+6kEcb7itahIprO8JqMizLQYMxP4TJxE9RkwMHT0TYcKE8X0/bEECJPBbAvIQRx7myEOdJ/fvoM8flfDp45fftmMFErB2AjVbOaN0rT8gabUkYJA83GchARLwngCNTe/5WN3Z1q1b4+DBg4gXKybWThmPkGFCW50OFJgEfEtg0sLFmLNqjTYwh4+dpQxOJ992wfokQAK+ICAPc+ShjjzcOXtkH8a7tPZFa1YlAeskIM/uO4+agbTZ8uiH+lWqVMGnT5+sUxlKTQKBRIDGZiCBDoxh5s+fjzlz5iBM6NBYP20SnKLHCIxhOQYJBCmBo2fOotOIUVqGHv1GI1WaDEEqDwcnAXshIA915OFO6NBhsHHxTGxZvtheVKeedkwgdJiQGDJ3LaLHjocDBw6gZ8+edkyDqpPA7wnQ2Pw9I6uocUElrm/VqpWW1bVfH2ROk9Yq5KaQJOAfAq/fvEaNjp3w5csXVFOuTcVKVvBPd2xLAiTgSwLycKdDt/661ZhuzXH76lVf9sDqJGB9BBxjxsCAmSsQPHgIjBkzBhs3brQ+JSgxCQQSARqbgQQ6IId5//49atSogQ8qWEO9iuXQqGrlgByOfZOAMQiofZp/uPTGrfsPkDJ1OrTu0MMYclEKErAzAhUq1UbxUhXhrv4W9W1SVR0/2hkBqmuPBNLnyIXmau+yFAkYdOfOHXvEQJ1J4LcEaGz+FpHxK7Rr1w7nz59HysSJML1/XwYEMv6UUUILEJB9mmt27IRD+AgYOHyaduWzQLfsggRIwJcEJGBQl55DET9BYty8dBYTe7XzZQ+sTgLWSaBWmy7IWaQMXr58gVq1auHz58/WqQilJoEAJEBjMwDhBkbXCxcu9NinuWrieDg4hA+MYTkGCQQpgWNnz/23T7PvKMSNlyBI5eHgJGDvBMLLQ58RUxAqVGi9f3PbqqX2joT62wGB4OouuteURYgRK64Ozti7d2870JoqkoDvCNDY9B0vQ9W+ePEiWrRooWWa0rcX0qZIbij5KAwJBASBN2/feOzTrFqzIQoXKxMQw7BPEiABXxJIniItOnTpp1uN7tIUd65d82UPrE4C1kcgSrSo6Dtjud6/OXLkSPz111/WpwQlJoEAJEBjMwDhBmTX5vs065QvgybVqgbkcOybBIxBQO3TbNyjD27eu48UqdKiTcdexpCLUpAACWgCFavWRdES5fHBzQ39mlaD+wemheClYfsEMubKg6YuQ7Si9es3wL1792xfaWpIAj4kQGPTh6CMVq1Dhw44d+4cUiRKhBn9+3OfptEmiPIECIEpi//Eqm3btbv4wGFTuU8zQCizUxLwOwHZv9mt1zDEjZ8Q1y+cxqQ+HfzeGVuSgBURqNO+O7IXLoUXL57r/ZsSJZ2FBEgAoLFphVfBn3/+iVmzJLdZKKwYPwbhI3CfphVOI0X2JYGTF87Defj3fJrdeg9HvASJfNkDq5MACQQGgfARImKQCtoVMmQobFjgiu1rlgfGsByDBIKUgOzf7D1lMaLHjIP9+/ejT58+QSoPBycBoxCgsWmUmfChHFdVDrPmzZvr2hN79kCG1Kl82JLVSMB6Cbi9c0P1Dp11pL+K1eoyn6b1TiUltxMC4ubevrOKjq7KqE6Nce/GTTvRnGraM4Go0R3V/s1lCBYsOIYPH47NmzfbMw7qTgKaAI1NK7oQvn79ioYNG8JN7YWpUaokWtSqYUXSU1QS8DsB5+Ejcf3OXSRLnhrtO30PQOL33tiSBEggMAhUrl5fBfAqq/dvDm1XH+pPGAsJ2DyBTLnzoYnLYK1n48aNlVvtC5vXmQqSgHcEaGx6R8dg58aMGaNDa8dxioEZg9QNt9obw0ICtk5gy959mLlipXbJ6zt4AsKECWPrKlM/ErAJArJ/s6vKvxktegycO7ofK1zH2oReVIIEfkegbvseSJc9Lx4+fIj27dv/rjrPk4BNEwj2ryo2raGNKHf+/HlkzpxZuxH+PdMVpQrktxHNqAYJ/JqApDlJU7Yi7j9+ghbtuqN+o9a/rswzJEAChiRwYO8OdOvYGKFCh8bsHaeRKCW3fxhyoiiURQncuXEDTQqlw0f3D1i9ejUqV65s0f7ZGQlYCwGubFrBTH3+/Fm7z8qxSbUqNDStYM4oomUItBs0TBuaadJlQu163/cqW6Zn9kICJBBYBPLkL4rSFarj86dPGNquIb584TPuwGLPcYKOQIIkSdC8z0gtgOREf/r0adAJw5FJIAgJ0NgMQvg+HVo2mR8/fhwJYsfGeJfuPm3GeiRg1QQ27NyFBevWq6jLodFrwFjlRhvSqvWh8CRgzwQ6dOoLp5ixcenUEfw5abg9o6DudkSgapO2yJynsDY0W7duDToT2tHkU1UPAnSj9UBhzDenTp1CtmzZVGCFr9gxbzaK5M5lTEEpFQlYkMDLVy+RukxFPH7+HG2d+6BWvaYW7J1dkQAJBAWBI4f+Qac29RFCPTiaufUEkqVLHxRicEwSCFQCD2/fQaNCaVWgrHdYsmSJzsEZqAJwMBIIYgJc2QziCfBu+E/K5Uiiz4qh2bpOLRqa3sHiOZsi0Kr/YG1oZsycHTXqNLYp3agMCdgrgRy5CkBSF31Vye6HtGug3GoZntZerwV70jt2wgRo3f97cKw2bdrg0aNH9qQ+dSUB0Ng08EUwcOBAnDlzBknix8Oorp0MLClFIwHLEVi1eQuW/b0ZYcKGRY9+YxBcMmWzkAAJ2ASBNh16IXaceLh+/hQWjB1oEzpRCRL4HYEKDZohW6GSOg2K5EqnO+3viPG8LRGgG61BZ/Po0aPIlSsXvn37hr2LFyBftqwGlZRikYDlCDx9/gyplPvsi1ev0Kn7IFSp0cBynbMnEiABQxA4efwg2jWvpR8kTd9yDCkzZjaEXBSCBAKSwOP7D9Aof2q4vXuD+fPno0ED/n0LSN7s2zgEuGRgnLnwkMTd3V27z4qh6dyoAQ1NDzJ8Y9MEVBamln0HakMzS/bcqFStnk2rS+VIwF4JZM6aG9Vq/aEfpg5p2wCfPn6xVxTU244IxIwbB20HT9Qat2vXHvfu3bMj7amqPROgsWnA2R88eDAuXryIlIkTYVinDgaUkCKRgOUJrNqyFau374CDQ3j07Dua7rOWR8weScAwBFq27Y548RPh1uVzdKc1zKxQkIAmUKZ2Q+QuXh5v3rxGq1atAno49k8ChiBAN1pDTMN/Qly+fBnp0qVTeci+4MDSxcidOdN/J/mOBGyUgNs7N6QoXRYPnjxFF5chqFSdq5o2OtVUiwQ8CJw+eQRtmlZHyFChMP+fi4ifNKnHOb4hAVsl8PTRYzTIk0K7065btw4VKlSwVVWpFwloAlzZNNCFIBvGJVKZGJpNqlWhoWmguaEoAUug36Qp2tBMlSYDylepHbCDsXcSIAFDEMiYOQfKlK+GL58/Y5yL5CA0hFgUggQClECMWDHxh8tgPUb79u3x/v37AB2PnZNAUBOgsRnUM2A2/vLly7Fjxw5EjRwZIzsz+qwZGr61YQLnr1zFuAULtYZdegxBiBAhbFhbqkYCJGBOoFWHnogYMRKO7dmK3RtWmZ/iexKwWQJVGrdF0rSZcPv2bQwZMsRm9aRiJCAEaGwa5Dp48+YNnJ2dtTQjuzjD0TGqQSSjGCQQgAQkKFD/gTpQSOXq9SErmywkQAL2QyBq1Gho0aa7VnhSr/bKtZCrPPYz+/araciQwdB5pKsGMHLkKFy6dMl+YVBzmydAY9MgU9y/f388fPgQOTNmQNNqVQ0iFcUggYAlsHDtOuw7fgJyw9msddeAHYy9kwAJGJKAuM7Lg6Znjx9g3qh+hpSRQpGApQmky54TZes0VVunPqNt27bMvWlpwOzPMAQYIMgAU3HmzBlkzpxZ/9AcX70MmdOkNYBUFIEEApbAaxWNL1nJsnj24iV6DRyD0mWrBeyA7J0ESMCwBC6eP4NmDcrrKNSzd55BUv4dNOxcUTDLEXj1/CXq5U6GN69eYOnSpahZs6blOmdPJGAQAlzZDOKJkFyaEv5ajm3q1KahGcTzweEDj0CPsRO0oZkxc3aUKsPV/MAjz5FIwHgEUqfNAHGll7+F47q3YrAg400RJQoAAlGiRUXzPiN1z7KVSrZUsZCArRGgsRnEMzp//nwcOHAAMaNFwxDndkEsDYcngcAhcPzceUxbskyvYnRWqU6CBQsWOANzFBIgAcMSEFf6KMql/szhvdi87HvQMMMKS8FIwEIEytVtgjRZcumtVLKlioUEbI0Ajc0gnNEXL16gW7duWoKx3bsikorIx0ICNk/g61e07DdAq1mzblMkSZbS5lWmgiRAAr8nEClSZLRx7qkrTh3QWbkWcpXn99RYw9oJBFd34p1GuaqHrsExYcJEyNYqFhKwJQI0NoNwNnv27Ilnz56hYI7sqFOhXBBKwqFJIPAITF++EsfUymb0GCrXWPOOgTcwRyIBEjA8AXGpF9f618+fYubQHoaXlwKSgCUIpEifEZWbtFVu5F89tlZZol/2QQJGIMAAQUE0C6dPn0amTJl0TsFz61cjVbJkQSQJhyWBwCPw5u0bJCpaCi9fv8agEVNRuFjZwBucI5EACVgFgRvXLqNR7VJ6/+acXWeRLG06q5CbQpKAfwi8e/MOdVWwoJdPH2Px4sWoU6eOf7pjWxIwDAGubAbRVHTv/j2vWJs6tWhoBtEccNjAJzBs+ixtaGbOmhOFipYJfAE4IgmQgOEJiGt9lRoNtJzTB33/W2l4oSkgCfiTQIRIEdC813DdS69evfDx40d/9sjmJGAMAlzZDIJ52LFjB4oVK4aIEcLj1rYtcHSMGgRScEgSCFwC9x89RNLiZfDx0yfMXLAOqdNmClwBOBoJWCGBj+7uOHfmOE6fOIJzZ08gVOjQcHKKhc49hnho45M6HpWt5M3Ll89Rs0J+vH/vhvGrdyNLvoJWIjnFJAG/E1AhDfBHofS4dfkcxo0bh44dudXE7zTZ0igEaGwG8kxIWPfs2bPjxIkTGOrcAT1aNg9kCTgcCQQNgcY9emHu6rUoUrwcBg6fEjRCcFQSsCCBebMnwcHBATVqN7Fgr/919U65nbdqUhU3r1/570v1TqI37z12S3/nkzqeGlvRh/kzJ2Km6xikzJgd07ccUdGrrUh4ikoCfiRwYOtfcKlXFtFUloLr168jcuTIfuyJzUjAGAT40x3I87Bs2TJtaMZxigHnRvUDeXQORwJBQ+D8lauYt2ad3qPcXKU3YCEBaycghuasqaPx+OH9AFHlq1ri6Nml2Q+GpvlgPqljXt/a3teo1xSO0aLj8umj2LV+hbWJT3lJwE8EcisPoAw5C+D58+cYMWKEn/pgIxIwEgEam4E4G+J/LxFopQxs3xZhw4YLxNE5FAkEHYHuo8eoJO3/olK1eoiXIFHQCcKRScACBBbPnaoNTQt09csuZDXzxLFDns5HdYyOUmWrIne+Ivp7n9Tx1IGVfQgXzgGNmztrqWcMccHnT8rHkIUEbJyApJ1u1W+U1nLcuPG4fz9gHmjZOEaqZyACIQ0ki82LMm3aNNy6dQupkyZB48qVbF5fKkgCQmDPkaPYtGcv5MaxUdP2Vgvly5cvuH3zGq5cOYcPHz4gplNspEqTEdGix/BWpyePH+LCuVMQd8c06TIhUZLkyh3Q++d8Hz68x5lTR/Hw3l04xY6DDBmzQca/e+emp7FSp82IkCFD4uL5M+r8Z49zMWPFgVPM2B6fX754hnt3b3t8FjdMkeVXcvhEZrd3b3HDi3tnipRpESZsWDx+9ABXLp3D82dPED9hEqRKnR7hI0T0GP9nb94qPtJGGDs4hEdUtaIl+3ol9+LPyqdPH3H18nlcu3IRMWPFRZr0mX9Z92ftvX736uULXL50Fvfu3EK48A5InDglkqdMo/ma112ycCamTf5vteHJ40c4e/q4R5UYKqVPrDjxlO5P8eD+HY/vhXlaJaMcTeXShTP4/Pm/eYuh9mLGih1Xn7548bSpmsdxxLhZat4ye3z2SR2Pylb6plylWlj+52zcuX0D6+e7omqzNlaqCcUmAZ8TSJstBwqWq4Y9G1eiX79+mDVrls8bsyYJGIwA92wG0oS8VqkekiZNqt0i1k+bjPJFCgfSyByGBIKQgFrNzFG9Fo6ePYcmrTrhj6YdglAYvw+9SbnwjR3RGxKIxWvJmiMPeg8YjxhOMT1OvXn9CmOG98bpk4fx7OkTj+/ljRhd9Ru3Qb2GrTx9Lx8+f/6EIf06Y9eOv/BVGZemIoZ6/ISJlTF23vSVPq7csF8bNkVyJ8cnFXjJVGrVa4a2zr1NH7Fs8WxMGjvQ47O82bTjFCJH+S84mW9lPrBvJ7p1+MNTn2MmL8C6VYvxz64tnr4XV8i+gyYgW858nr6XDzu3bcR0Zbzdv/efYWaqFCJECLRx7uVpT+TmTauxcukcZWRe8mRgS5tUaTJg8EhXD4PN1I93R5mffj3b6AA8XuvJSmKDxm1RvfZ3PVcsmYsJo/t7rebpc8VqddG1x1DI6qe5USqVtu69oA1pU4OSBdNBjHZTqVqzIfLkL4o9O/7G+XMncf3qJdMpfSyvDC8xVnPkKYgjB/Z4W6dVh56IGDGSp/bW+mHPzs3o1bUFIqn5WHb0FsJHDG+tqlBuEvAxgbtqv2b9vCm1V9C5c2eRJk0aH7dlRRIwEgHvH68bSVIrl0X87sX/Pl/WLChfuJCVa0PxScBnBFZu3qINTTE2atVt5rNGBqu1Qhk2wwZ0+amhKaIeP3JAGZSPPaSWFa02zapjx9YNPxiaUkmMC9eJwzF53GB9E2FqKG72PTo1w/Yt6z0ZmnJeVjq9GpqmdpY4+lVmr2N3btvgB0NT6rx4/gx9urfyZFiJW/WU8UPQ16XNTw1NaSd7El8onqYixt7gvs64dOHsD4am1JGVwlaNq+DWjWumJt4eJdJpk3plfmpoSkNZET5y6B/dx+qVC39raHo7mA9PXlaru+vXLPnB0JTmG9Yu1efEEP1dHXMj1odDG7ZagcIlkS5DFrxR87HEbFXZsAJTMBKwAIH4aoGifIMW6u/EN7i4uFigR3ZBAkFDgMZmIHAXf3sJYS1lVLfOEkowEEblECQQtAS+qpU2l7HjtRCy70pW56yxrF/1pyexI6iVydLKvalQ0dJwCB/B0zlZ+WzdpIqnoC4hlJtrwSKlICug5mXpopl6xdH03ZTxg3HowG7Tx0A7+kdm3wgpbrKbNiz3aLJbrd4tWTjD4/Pv3siKqddVxThx40NW+6JEcfRo/vTJI7RrUdNHOeoOH9it3V09Gqs3YtRInylSpTX/GivU6vCv3I7le9MrZAjuTvEEzgIfZDW3tVqplbLMdTSePfbsLWCBIdgFCRiSQKMuAxBWbSvYsGED9u7da0gZKRQJ/I4A/yr+jpAFzou/vbu6Ca1avBhyZWJuQQsgZRdWQMB1+Qpcv3MXCdSePdl3ZY1F79O8dd2T6EmTp0LHrv21O6y72ru5XK18mtxRJR+iV3fQ8VMXIXPW3LqP+XMmY+aUUR79rVm5ALVUxE0x+MQ91GuRxPaVqzfA2zevlBvsILU388d9fF7b+PazX2X+1TjVajVC4WJlsU6tzm31otPtm/+xnDdrwg9dJFb7WYuXqaz3eD68fxfHjx9Ue2K/uydv/XuNp/pZsufGhGlLtFtpx64DUKFkNo+VU1mR3LV9kwqmU8VTG68fbly97PUr1GnYEgUKldTfy15Y2TsrZcma3fpYVLm1mbtT16zbBO069dXnLPFPemXs1lGrGSeOHdQrteZ9yvdSMmfJhWD/wts6tuJCa9I/Q6bsyF+wBPbu2Yp5I/uiyxhX0ykeScBmCURzUl5Brbth3uh+6Nq1Kw4ePOhp37fNKk7FbIoAjc0Ans4rV65gzpw5+qn38C5MzhvAuNm9QQi4u3/AwCnfbwZbtO3+Q5AVg4j5WzEk+I4Yl1cvX/Coe/rkUVQrlweSlqF6zT/Q4I82HudOHT/s8V7eyJ7D169eQfacSfG6MnZfBe2R5PUvXzzHe7d3uo7pnxy5CqBT90GmjyhfpXaAGJt+ldlDMLM3sudQDD8p6VVQo71Kb3EBNpUnKnCQFFl99LofMXHSFJi9aCNChw5jqo6KVevq9+JifOGcZ0M7ujJCzfeGSkCkm2b7H8+fPfFbYzNF6nQeY5ne9OzcXK9Cy/7iTFlzqSBFGUynAuUoDybk5TppuCdjU64d0+qeCCIRaX9XJ1AEDsRBWrZzwf6927Fh0QzUaNMNCZIkCcTRORQJBA2Bmq27YN38qTh8+DDWrVuHSpUYYDJoZoKj+pUAjU2/kvNhu2HDhul9WY2rVkayRIl92IrVSMC6CcxYthJPXrxQAVvSQ/ZbWXMRg08C4YgbqKnI+9nTxmKpikzasVt/lC5bTZ86c+b7Kpipnuw57N2tpenjT49PnzzGq5fPfjiX1izq6A8nLfiFX2X+mQgl1aqkqYhxlDBxMk8G08dP7vq0RBb1WvKqwDjmhqb5+UsXTuvgSebfbf17LeT1q/JMcf1dyV+oBIqWKK/315rXlX248hLX50EjXP0V5da8X773H4GEiZOiZLmq+FsF7PpzwlC4TJjlvw7ZmgSsgED4CA6o17E3JvVqh8GDB6NixYpc3bSCeaOI/xHgns3/WFj83e3bt7Fw4UL9o9CrhXUGR7E4FHZo8wS+fPyEkbPnaD0bNGln9X8UZYVu/rKtyJbjx0iqEoRlaL8u2Ldnm9Y3UqSovp5f9w9uiOoY7Yd29+7d+uE7n37hdZX067cvv2zqV5l/2aHZidChQ5t9+u9tWJUexWuRdCu/KpEi+56r+Yrqr/qV7wcMm4xufYZ7ihJrqi8GZ+e29T0FcjKdMx2/fVP+rD4sbu/+W72WAEn/fvvmw5asZiJQv1Fr/ZuyZfk8PLrH/IMmLjzaNoHyKsBelOhOamvBcWzdutW2laV2NkeAK5sBOKUjR47U0RTrViiLxAkSBOBI7JoEjENgnnLzua8CeIhbZL4CxY0jmD8kERfN8dMW4/jRA5g7YwJOnTjk0ZsYDbLClq9gcci+MtkraF56DRyDgoVLm3/l6b0ETpIVUDHMzNOXHD64B9+UMeLV9dZT4/9/iKZuQh4+uOdx6orKP2kqYsQt9SYQj19lPrh/l2kIXx8TJEr2Q5sDe3fg6pXzSJ4iradzsoqcSK2Qyr7Y169eepxLkCgJXOeu/aWLtrhA+7RUqFQbhdQcrVm+AIvmT/Pk+iv7ZGWvaaIk32UOBs8B3p4+8WwkSz7TePETwtHJ6YfhRT9TipxZ00ZDouGy+I6A7AEvXKIcdm7ZgCVTRsB52ETfdcDaJGCFBMI6hEHNll0wfXA3DBkyBCX/x95VwEWVdfG/rYSigqCE3WLH2r12d9fanWuusatrf3bn2mt3d3d3g4CA2Ni63z13eMPMMOAAA0yc8/sN7/Y95/8eMOedc8+pYt4eQ2Z4C5jlaCDAls1ogBfRVD8/P3USXrZqRoQU91kSAv+J3JB/L1C5tlF+QkMUJVOXv1eXplixbI4MPlOoSAnMXLAWjk6hOTWJ/wB/lYUlf6GiYcSZ/b9xuCyCvZDyYyOiCtLnuVAMly2eid5dmkkrjepsaE6tuZT3ctLYIVIBo8itFA01PMqTt5BWF6UA6dO1BeaIc3+d29aVqUe0BmhUosqzxhKRLlLwGnJh1aT3wkrcvUMjTPjzdyxe8D+MESlO6lYtilEiByZFIyWlWJO8njwSKWT+lrIpuNI4sjKP+L0L9u0K38VWWYfO0vYT6VquX72I5Ckc0KZjL638pMo4X5+nSlEoiy7qMhXo3owfM0jmCv2tVS2ZeoXa83hq3xNq+3N4b3lPBvf7DcsXz6Impigg0KZdDzlrx4r5eOkfGIUVeAojYH4I1G3XDXbJHWRU2mPHjpmfAMyx1SJg+Ktfq4UoaoJPmTJFWinqV6qInFmyRm0RnsUImBkCa3buxiPvZ3AVlp0KlWuaGff62Q16EYD5MydgwayJSOOSTuTA/Bomf6a7R2Y5OXOWnKhQpZa0uiirvRYBgH7v2wFJkyaTSmpg4HN1NFPNiKHtO/eVZ0PJUqoQ5VWkz88ot2dB7N+zVWvYhXMnQJ+fUXR4/tnaEfW369hHKoaa8pKlT1fezFmzy2VatOkqLcuaLsKUa5I+zmldw9yXX0qWj2h72fdN3MtzwoJMH1uR0iZlytTwDwlipDnZI73q/lIbWey9vR5rdmPH1nXqespUjrLs7pExjDWWrLSrl81Vj+VC1BCgoF1KZNq1IhVKt5ETorYQz2IEzAgBW3tbNBB/N5dPGSWtm2XKlDEj7plVa0aALZsxcPeDgoIwd67qC8WwbhEHB4mB7XlJRiBuEBAun2MXLJR7t2rbXUZijRtGYmZXUor8/XzCKJqJkwj3pha/yU3JkjvqrxmoXksVMEiTE4rQ+8z7iVrRlH3CEqdQcaEcdes9TKlG6lqoaElhOU0U7hxHp7Auncrg6PCsrBGVK+WxnDBtCShvqSFE+S8p1Yl98hRhhuu7L/gvFNswE/Q00Plbuj9fv37R6qV8qm4eGdRtbTr0MthiX6RYafU83YKLUJCZoo5A6w6qKNBbhdfBm1dvor4Qz2QEzAiBhh17I5nI70znNs+f1w5IZ0ZiMKtWhgArmzFww6dPny7O4nxAtdIlUTB3rhjYgZdkBEwPgc0HDuLWg4eg841VatQzPQajyFH73/rI85hJ9AS1yVegiFCAViNLtlAXWFLehoycLHMvkhVMl8jCSe3txRvqpat3a3U3a9URvQeMkhhqdpBClimLysKn2a6UKT/lhP8tgrOwvCpELqXU/ueEOWjRppvSrL7GE3wqFBWeE2jMD10ngVKU1/jxE2rVE+jUS4j0HYtW7EC1mg0lr8SHJhH/pcuEnk2iNCSzF21A5ap1oHs/SF5Sqsni9feUhSI/aSvNpfSWyf2YclfS+U9dIksnpT8ZPvp/Wl3ZRbqUSdOXgs6RahKlucntmR9tf+ulbh447G/pLqz5IoCU5UpVamOJuPe6inP8+KH40XqapNmntBsyRhlradecufOD0gN9FCmDNi6cbmnisTyMgF4EUqRyQB0RJIto3LhxesdwIyNgagjEE2/rQ322TI07M+TnzZs3SJ8+Peh6YvUKlCxU0AylYJYZgUgiIP6MFKzfCJdv3ZZ5Fhs2bRvJBUx/OP2ppAA1LwL9kUgE83FxcQ2j8OiTgixmLwID8OXrJzg7u8qzgfrG6bYFvQiUe9mJ842kRO7asR4T/xysNWzD9pNwSeem1Uaums/9vEWQmoyg4ENRoajyHJW9NOd8+vgRXsJFNYmwFtO5WFvxBj88oqBKL4MCZY5SwogC7yRKpD/6bXhraLZT9Fp/P198/vxJ7p0qtaM8K6o5RrdMOPn6egk+VfdIV/lTxgcLhYhyqhKf6VzdlWa+RhOBKxfPoEenJvIc2/rLz0BuhkyMgKUjQOeUGxVyx9cvn3Ht2jV4enpausgsn5kjoP3a2cyFMQX258wRLj1C0SxbtAgrmqZwQ5iHWEFgz/ETUtGk82q16jaNlT1jexOynDmkTCU/kdmbLGT0iSyldnQCfSJLdA7U3j53ZKdpjY8qz1qLRKGSNFkyZMtumDcIKXYUrEc3YE8UtpVTSDFXIs4augbhpBs9V99cUprJbZjJuAjkL/SLCBxVGNeuXMCWpcKC32ugcTfg1RgBE0QglbMTarbqhM0iyBzlcl+9erUJcsksMQKhCGj7LIW2cykKCAQHB2Pq1Kly5vAunaKwAk9hBMwQAWHx+3POPMl4U+EGquveaIYSMcuMACNgJgi0Ebl8idaJQEGfPnw2E66ZTUYgegg06/67iIuQEGvXrsP9+/ejtxjPZgRiGAFWNo0I8KJFi/DixQsU8cyDSiWKG3FlXooRMF0Ejp2/gFOXrwhrWnLUbdDSdBllzhgBRsDiEChavCzoHO1rETV6+6qFFicfC8QI6EPAxc0VVRq3wX///cD48eP1DeE2RsBkEGBl00i3gs4PTZs2Ta42jKyaGlEmjbQFL8MImCQCU5csk3w1ato+wjN2Jsk8M8UIMAJmjQC5t7dur7JubhD5WcW/YiZGwCoQaN57qJAzHlasWImAgACrkJmFNE8E+Mymke7brl278OTJE2Ryd0Od8uWMtCovwwiYNgJePj7YeviITLtRr/HPo3+atjSmzV2+fEXRe+BILSZTiDOkTIyAtSNQqmxlUCoZv6ePcO7QbhSvXM3aIWH5rQABj0yZUOLXWji1bxvIs27oUFI+mRgB00OALZtGuiczZ86UK3Vv3gzCkd5Iq/IyjIBpIzB71RrJYMVfa0JJZm/aHJsvd+kzZgZZjzU/UY02a74oMOeMQFgEKFhUvcatZcdGETSFiRGwFgQahJxZptzu3759sxaxWU4zQ4CVTSPcsDt37mD//v1IKsL1t29Q1wgr8hKMgOkj8OnTRyxYv1EyWj/ki57pc80cMgKMgCUiULN2EyROnERaNr0fPrREEVkmRiAMAoXKVoJbpux49uwZtm7dGqafGxgBU0CAlU0j3AVKd0LUslZNOKRwMMKKvAQjYPoIrN2xG6/fvkWOXHlFMnvOJ2v6d4w5ZAQsF4EUDilRqVodKeCWJbMsV1CWjBHQQCC++BZfr0MP2TJrFj/3GtBw0YQQYGUzmjfj3bt3WLZsmVylV6sW0VyNpzMCZoKASHcyfeUqyWyDpm3MhGlmkxFgBCwZgQaNVH+Ldq5Zgg/vP1qyqCwbI6BGoFqTtkhqY4sjR47gxo0b6nYuMAKmggArm9G8E//88w9I4SxduBA8c2SP5mo8nREwDwQo1cmV23fg4JAKFSrVMg+mmUtGgBGwaAQoBUqevAWFovkW+zassGhZWThGQEHALrmdTINC9dmzZyvNfGUETAYBVjajcSv+E9YdxW2hV8vm0ViJpzIC5oXAzBUqq2bt+s2QRJxVZmIEGAFGwBQQaCCsPESbRKAg8S+aiRGwCgTqh6T/Wb78H7x+/doqZGYhzQcBVjajca8OHToECg6ULo0T6leqGI2VeCojYD4I+AcGYP3efYgvDovUadDSfBhnThkBRsDiEShXsRpSpXbEk7s3cPnUMYuXlwVkBAiBjDlyoECpivj48QOWL1/OoDACJoUAK5vRuB2KVbNr0yaInyhRNFbiqYyA+SAwf+16kTj9O8qUrwJnl3TmwzhzyggwAhaPQKJEiVG3vuol2KZFM0xa3i+fv2HhuBHoWLkoWpXMjRnD+2JEh8byc/Pi+Tjj3efxEzUfz5/5/JSPj8Gf1OPjku+fMmrhA5Q0KPTd9MePHxYuLYtnTgiwshnFu/X06VMZZjphwoTo1KRhFFfhaYyAeSHw/csXzF37r2S6fmMODGRed4+5ZQSsA4Fa9ZuLdNcJcHzXJhiiLMUFKuTi269hRayY9hfuXj2Pp/dv4e7l8zi6fb38BPh4xRpb21YsxvKp4xD8Llju+TooQM3H21cvfsrHZ5EGKy74/iljVjagRJXacErnjgcPHmDfvn1WJj2La8oIsLIZxbszb948cR7kPzSu9ivSODpFcRWexgiYFwKbDhzE8xcvkDFTVhQo9It5Mc/cMgKMgFUg4JTGGWUrVZf/o7ctn2uSMh/auh7Xzh6TvNnY2qNS/RbIW6JsrPP68NZNTO7/GxaPH4YdKxfG+v68ofEQSJgwHuq14zQoxkOUVzIWAgmNtZA1rUMuhIpPfLdmzaxJdJOXdc6q1Xjq46vmM3eWLGhdv666HpeFSzdvYd3OXVosjOjaBXb2dlptplxZsnGTZK9uw1aIFy+eKbPKvDECjIAVI1Bf/I06tHc79q5bhg6D/xKWTtMC49iOjZIhskStPHkPyWyT4nXQK6yaPi5WGU3j6gH7lKnx4e0bZMzpGat7R3YzwsfGzh6Jk/BX1/Cwq9FCvDiYMBy7du2Gn58f0qZNG95QbmcEYg0B/o2NAtQHDx6Uv8SZPdxRsmCBKKxg+BRvXx+0HDQU+xbPF1E/kxo+0YJHjps7H3Y2NujVplUYKZdt3orz10PzTFUvU8pklM3Lt25h4uKlWjz3aNnMbJTN5wEB2HvyNBII1/HKVVXJ07WE4QojwAgwAiaCQL4CRZE2nRv8fJ/h0olDKFK2golwpmLD/9lTWShcppJUNOOKOfsU9thw6Rk+fghGKqfUccXGT/cNfO6PPvXKYfzKHXDPnPmn4611QErHVCheuSZO7N6M1atXo3///tYKBcttQgiwG20UbsaKFar8Xa1ri/yCMWjd8Xnuh7Kt2uHY+Qv4+uVbFDi1vCmkaA6bNgNPfEOtl5YnpWlKtGr7TumWVrJ0RSRP4WCaTDJXjAAjwAgIBMjzomr1BhKLfev/MRlMvn75jjev3iDQ11vylDhpMlmndkPo08cvuHXpgvxQWZOoTmvTJ7z1gt9/UI/59k0cHBX05ctn+RJRqWuuSeU3L1/jyukTwu33ND59+KzbbVA9Ir5/tkCArx961ykN74d38PZVkOSHePr86ataFgpSpI8UPIhv4ZSmHk/tb1+/jVR6HDr/e/H4kZ+eAyZeLp04isciW0F490Efr8Zqq9KotVyK8sAzMQKmgAArm5G8C+/evcOmTSpXwtZ1a0dytuHD/fz9Ua5Vezw2IBKc4aua98iJCxZJRdO8pTBf7v/Zuk0yX7WG6guc+UrCnDMCjIA1IFClRn0p5tEdG/Dh/UeTEHnb8nmold0Bgc9VUV63Lpsj6xsXTo+QPwre82fXVqia0QZdqhaRHypPGdQdFNWWiOSktenTs3Yp6Cqj965fRd3cTrK/WZEMCPTzkYqbMocCKunSjKE9USeXI3oJZa9HrRKomskWs0cNkoqb7lh9dUP41jdPaSMFr1fd0nj2+L5s6lq9GGrlSCk/c0b2A8lB/HeqUjiM4nj24D41HqtnTcDlk4fVdZpTM1sK/JreBq1Le2LywG546R+obKt1Pb1/N+p7uqJxQTf0bVBeXhsXyiiVb82BT+7dw5BWdVE7Zyr0qV8ObcrklHgvGDtcc1iMl8myaZ8iJa5du4arV6/G+H68ASPwMwTYjfZnCOn0k6L54cMHlCpUEBnc3XV6I67+9+0bbj16DHKnfP/hI9zTuqCIZ+4wAYYCXgSiXOv2eODlpV7wtPiDYW9nq67/4inOVohDKLfu38Pb4A/q9jSpUiKTR3p8EtHhDp4+i2fC9SRn5kwoU6TwT62wd0QEs9fv36vXcnRIgSwZMuLb5y+4ev8+rty+jYTxE6CwZx7kzpZVPY4Kwe+DcerKFTwVFseigre82bNBJGLUGqNb8X3+HGevXcebt+9QNF8e5MqcJdw5/1u6DL9P+Z96CR//5zgj9lPIVeQ6dU/nqlTDXAmPa3fv47r4Z2AvXHBzZ80aRgbdSZSv6s7jx7j36InEOFvGDMiRMT2cndLoDg1TJ/fnizdvwy8gEM6OjsidJVOYMfoaDH1G9M2Nybbrd+4K/AR2yVOgeKnyMbkVr80IMAKMgFEQcPPIgDx5C+LGtUsyMm2Vxi2Msm5MLEIBB8MjsuB1rlIEXg9uyyHx4qn+t/748R2krPp7P8XENTtQpVFzYU27jtUzxwvL5xn81a05xizeIP8VkyI1uGVNfBb/1xIkSIjRizcirbubPCca3r7Ufu3sca1u2nPdnEl4ExSIoTO1j4VoDRQVQ/nWnafU3799L5TcUnju/URp0rpSNoCGnfpi2eSReHrvprjHW1GmRugRj9WzJ8rxicURpLrtuuPhrbCKF0XSpZys9Nm/YQVGzF2DUlVrqvfZteYfjO/dRl1PkDARvn/7KnnqXbcMZm47gTxFisn+0Z2b4OFN1feSZLZ2+BgcjHdvXmHnmsXoNOwv9RoxXaAzrRXqNZPPBnni5cuXL6a35PUZgQgRYGUzQnjCdioutG0iadX8Z9MWdBn9Jz5+CuvqUan4L1gx8W+4pEmDFy+DpKJ578kTrc1/7dBJqx5w6iicROLq5gMG46pQBBSqW6E8Jv3eH9U7dcd9kZ5FoeL58+PUulVKVe+19eBhYc47/taoIdoOGY63GkooTa5XsQJWTh6PH9//E/3DsPngIa28Tg7Jk2PvovlCicyrtdfrN6/RZeSfOH7xInyFIqZJye3sMLxLJwzs2EGzGbNWrEK/8ZO02v7dvQ/0UahL08aYO3qkUtW67jx8BCTby9evtdobVK6EpeP/Ekq8vVZ7UNBLDJw8BUvFPdNHubJkxpyRI1C2aJEw3aSYtxZ4rBWH83W/PKRMkSLMeM0GQ58RzTmxVV4uzsISVRKh1SmPHRMjwAgwAuaAAHlikLK5V7jSmoKyWb15B5T4tRa61CiGVwHPUatlJ7TsPQwpUjsJC2XY7weE8RqhNCmKZpt+f6COUJyISOlbN3cyzhzciXNHDqJouYroPPxv+Dx+IK2cx3ZuFP8XB6Lj0L8xtG0dvPB7Juf1HDvT4DOsmXPnR6+xM5A9b2HcvnxWKF5tQedN96xbjvodeiJH/oJyTX0/IsO3vvk24jvB9E1HcfXMMYzrqYrRMPnfA3DPqHrZbeeQUv6f/XfeFGG5fivSyIxVK5t3r13B5RMH5bKEOZ1HfaixybBZK+HikRG+Tx7i/rWL2LRkllAO32N8rzZYeuwWnFycpZvt7FH95KwM2fOg51/TUaBEObHuIUz5vYucO3f0AMzecVxazhVFs0Kdphi5YI1IJfMeu9YuxcGNEX/30mDLaMWqIjUZvYhYtWoVxo8fD1LMmRiBuEIgYtNTXHFlovt6e3uDggMlTpxIpDypYjCXM/9ZiTZCAdGnaNIiB06fgY9QvF6+fIXyrTvg9sNHBq+tO/CbeOtICqimoklj0qR00B360/quYydQv2efMIomTSTlstXAISjWtDk27j+gpWhS/+u3b1GrS3c88ws9W0kW29It2mLd7j1hFE2aQwrtoMlTMXC8eBsZ8pZ33uq14g/8OOqOEpEMNQUfuoomLUZ8j5w5R2vdq7duI0vVGuEqmjT41oOHwsW5LYZPnaY1lyodRozEmp27wiia1PfqzRu66CVDnxG9k2O4kaytK7fvkLtUDXFLi+EteXlGgBFgBIyCQAWh2CUU1qgLR/chwO+5UdaMziIUdTZteg/1Szv7lKlk3cYuWbjL7lylSkmSPV8REVl3NByd08hP5+ET4OCo8rQ5uk2V/5jCSAybvQo5C6isbaSMdqiQD7cunpbr123fA/Xbdwl3L92OITOWCQWrtIgCmwyFSpfDuOV0nEJsgv9wYNNq3eFa9cjwrTUxpELOUYSVY9pQr6W07hlkG7VTcKPkDsnR4LdecgblKz1/+IAsr52lsmrGF95YzboNCrN8xpx5kO+XEqjWtBV6jZuG4XNVsrx9/RLb/5kvx5/YvQXvxBlRoq5/TJQKesJE8VGkfCU06NhHtl8/d0K4RPtLfNJnyy3bLp8+Ilx2j8IuuR0ad+qJ+XvPyPbY/JGrUFG4CaX8ufAgO3BAhUls7s97MQKaCLCyqYnGT8r0hoiobsXySG6f/CejQ7vnr1sfWhGlFPb2aFO3DhpWqaTlGrv3xEnceqj57k1rmnCFia/+JIiXQLszpLbjyDEt66QyqE0MpP+gnIukeIVHAS9fYsuBw7L7s3hjW6JZK9wQ7rgK0Zs2si6SZVeTJi9djmnL/pFN/1u+Qsqs2a+UNfFIKNyCokJzhDKrHD75/uULWv0+RCrKhqw1dv5CnLx4ST10muBbOdeobhSFZEmTalb1lg19RvROjuHGfeJliH9QENzEP/lceQrE8G68PCPACDACxkMguXD9L1W2klzwwIaVxls4llaiwDb+z7zkbr5PHqB7zdLqT+96ZfHx/TvZ5y2smQolTZYY41bsgLNbetn09P4teS1c9lf0FlbN6FBWz7zCmqny6vF+eC/cpaLCd7iL/aSjcZf+IqKvKoUYWTd9vbxxOET5Ll+niVROf7IEKtVrrMbr0e1rcrhiTaYKrauJ/bZlc9VL+oScJyVLLxFZrPvUL4+/e7UXR4w+qMfFZoFeOvwqrJtEikdebO7PezECmgiwsqmJRgRlcolUfmFb1wk9ExDBFNlFVqHbj7QtlXSecdbwoVg/YzoCxNuvv/v1Bp2PbFa7Jr7fvo5JA/uHWfbdhbOyj/rpk0qczTSUyH2zdrmyhg7XGpc+XTpsmzsLqyaOh0c4+Zpa1K6BHfNmo3OTRlpzqULn/IhOXb6Kh+IfgCYdXLoIG2ZNx/5lizGub2/NLswmJVDQ3b07pby6Clvftq218Jj5xzCt+ZqVdOI854Ixo7D877FwE64xmvRZKJhe4s0f0YptO8SZzlBlmNroXt3YvgUvTh3HwPZtqUmLhmhYNxdt2KTVR5Ulf43BhysX4HvsEOpXqhimnxoi84zoXSCGGxUX2mrCHY1za8Yw2Lw8I8AIGB2BKtXryzX3/LtccZox+h4xteDLFwFi6f/k8klsbEV00y9an4w5PIXyVxSpQiycCh+p0ziiQQeVxU9pa9N/pFHyjaZ2TiuXpHOb4VFU+Q5vvYjaU6RyQD1hsSW6IqyKIzs0EN5W32W9Ra8h8mrIjywhL1P9nj6Ww18KpVFF8fDt61ct3Em5JdzpQ31E9dp1Rt8J85BU3Ce6Z7uFC20XedY29EWAHBhLP6qIXLNEmzZtxlvhbcbECMQVAlEzB8UVt3G476VLl3BLBPZxFEpetVIlDeYknrDe5cuRXQQFuq2ec/zCRbhXqIz+QmHq3aYlBnfupO4zRiGVgwP+Fspb5RK/CJfO3cKF9A0SJE4c6aUpINGBpQtkkCCaTAGLRs6ao7UOKZorJ6ncVQiX5Vu24dPnz+ox90LOjR49d17dRoUEIrhRkDhDuUW4shLFp9dwGkR70dnJ1KlTabRGvmhnayPOji5AHgpYJIisrQMnTdFaiFyYPVxdceGm6u2vZufQTr+pAwmN79cHc9b+i2ARIEqhS3RfxYuIT8Jyq/tSIZMIvtCukSpya1pnZ1QvVwZkDdaluHhGdHkIr/5enDnZFHKPfmUX2vBg4nZGgBEwYQR+KVlOpmuiIDD3b1xFNk/zCZiSVgQiTO6QSpwffIn67XqgZZ/fDUL6wY3rWDLpD62xf3Zthnl7zksXXK2OSFZ8xDlHIteMWcKdGVW+w13wJx1Nug7ExkUzZAAkcqclKlahOrLkzvOTmaHdL0ROViIXjwzymsWzoDgYuwxJkiXDnF1nhDu29vcUOUjnBymcv1SqgakDO+PsoV0gq3IfEcF2/SVvoyj6OttFWCVX47zFyoggT8ewceNGtGvXLsLx3MkIxBQCbNk0EFklX1HzGtURP1EiA2ephs3+YzgoYI4m0ZnGETNmwU2496zcogq+otkfnfJCYcXrJALmZPTwwNCunTF5yKAoLVe6YAG1okkLFMydO8w6XZo0UbcRLvlz5lDXqfBNWHaJTl66LK/Kj+8i4RWdB63Xo7f8DNawECpjfALojW70qIyIGqwomrQSKf66RLwQ3RLReHWpcokS6iaSr5TARJNI8fQTfF4RQZp+/Pih2YWqpUtp1SOqxPYzEhEvmn0b9+0HWX/zFVQlSNfs4zIjwAgwAuaAAAU1q1xV5ZFEgW3Mieg9bK7Cqv9DGxdNl3kidfmnvI43L5xTN78MDMLgVjVFTsxgkT8zEao3ay/7Any8MLh59WilgaE0IKS0E2XKmVde9f2ICt/61qG2BOKlvUJKyhilrlxTOqZC3bbdlKq8tuhtuFXz0sljuHvtgpynyJW3qMqwQBF8186epLW2Url58bx0lSW3Ya+Q7xAU5XfS2p1o//tfchgFZrpwZJ8yJVavVZq0kfspnnmxujlvxgiEIMDKpgGPwlfhIrFmzRo5sk29ugbM0B5SvEB+3Ny+WVgai2t3iBoFxaFIqTsOHQnTp9nwA9qKjGafZjl7xgyo/2slzSajlW2SJf3pWnbiDaA+SiUO8UeW3n/8GO4UXcUu3IE6HWRRDY9S6YkW+1pEuNOkYB2eyK3U1iaZUMhUbjSaYx10otxq9umWjfGM6K5pjPrykBchVWuqLLTGWJPXYAQYAUYgthFQgpsd2LRKvARVuaXGNg9R3a987cZyalCAn0iBUgj7NqwRaTxuygi0K6aNR5Mi6fHvvKlyDOXcHC4iz5JiSdRv4jwMnr4YTboOkPV71y9iVKfGSqgC2RbRjzMHduHG+bMgS+n6hbMwsqPquAxFz63ZsmNEUxEZviNaiHJGKrRZRI0lpW7/xrUY1bGZzBOq9NVq1VkpIrdQ0PMXD/+F7/nD+0A5PElRP7R1A/4QrrdEtvYpUKdtV1kmt1oKskO0cNwQmdP06plTQim9IvennJpdqxVFoLCIBvh6o03pnHIM9dO6/2m8gH4TEmhILhaLP+geJEqcBIcPH4aX8BhjYgTiAoHQ10VxsbuZ7Hn8+HEEBgaCFLmCuXJGiet0Li7YJ84oHjl7DqOEK6qmW6k8D7p1G2pWKCfX1ncu7pk4V5grJCgR5bT8+OWTcOlNHYaXnBkz/jSfZphJsdBQulBhrVQltOWKCeMiVIxtktmoOdPFhPJsatJj8UeULLnRIcpFShFqNWn3sRPo3jK9bCKX0tNXrmp2S0spBYtyc3bSaqfKjqNHMbZvL3Xu0B8/Iv6CE5lnJMxmMdBAaXgOC/dniuRYXrgjMTECjAAjYK4I5MiVD+4i1YW312OZO7JgyTJmIwpFTKWgNRRZllJ1UP5MXVL+R04e0FEohydldyMRMbVWS5VVs9uoSfAXCugRETjnzIEdmDakO/pPnK27TJj6or+Hhmkj5WXg5IWgs5IRUWT4jmidTCJyLKUpeS7u3dHt6+VHGd911BSkgIqPYzs2Ks342VnN+X8NAn00ifKP9hk/R+1mTG6zk9ftR5fqRfFanJ2lVCL00SUF++/fv+kdQ8py4dIxYwTQ5UW3ThFxSwqrPt13yhPfp48qiq7uOK4zAjGJAFs2DUB3y5YtclSDypWjpMhVatMeE+YvBCkr5YoVxZF/lsJVhC7XJG8ROlshN50+am/cZyBG/G862g0eCpcy5bBxr7ZSpMw11WtZocjpUv8Jk3H47HkkTpAINuJAPX2e+PjgzznzUb5NBy2s3cSZR03aIOT/bdgIDJsyDUUbNkHxpi01u6NU1sfj8OmzMH/NOmzcsxd1uvcUb4NVLrfKBmUKF5LFzG7uYYIPUXCkIo2aYun6jZi8aAl+n/I/ZVqYa2SfkTALxEDD9oNH5KqFhSuRXSSiL8cAK7wkI8AIMALRQoAUgtIVqso1Tu7aHK21jDE5foiXTTwRZV4hrXK80HbqJ2Wx26ipKFCqIhInCfUycnJxRdsBo9FXWDC3Ll8o8l8uk8sVLlcF3caE/s8ht1bKLelZtJTsl4qTGK9vz7TuGVGxbjORWiTUokiTKChO0QrVsPTIDXU+S2rXtwa1ExnCt2pk+D8Jogkrd6nTudDIlE7OkkfbkP9Nnz5+wb8LVNZdSkFSskrN8BcUPWSZFZzLMeRqnKtQcczdfRZVGmkr8ukypMfU9QdRo/lvUuFVFqV7UFAokFM3HEL6rFnh4p5BpKUZq45oq4wj6+jENXuQSs8LaWVMTF/LhATIUr7LxvR+vD4joIsAWzZ1EdGpk9VR+QWtU6mCTq9hVV9hFaUziUOEskgRXb9++xomz2Q28QdNoVxZsihF9fWmcBuhj7mSZ7asaFq9Gtbu2q0WgYL1UA5MG+F665omDZ75+6tzkeqecc2TJTPuPXminkuFxRrRX51Th7Xyag02oELnOSlirGYQHzpb22XUGL2zXRwd0b15U1Wf+OLQv20b9KUcoRp04cZNtB/+h0aL/mJknxH9qxi3dbPIKUtUutyvxl2YV2MEGAFGIA6JZOxBAABAAElEQVQQKF2mMlaLlBXH92xBj7/+J6JrxwETIVv+e+FRmM1TpEyBYwH6PWCI16bd+soPucoGiUipKUUEWkpzolCdNh1Bn/AoSdJEmL3jeJhu3T1JMRq5YLUcR6k7XgcGIKEIMphGRKfXh1l0+Q7DkJ6GjDlyyHyVr168xCdxhpLORWrSrjVLpPWR2lr0HKyXT83xU/7dLwIcZZWyObt5gPJnhkcUZOj3aQtlN52HFQEakFJEudfEInGShGjTb6j8vHn5Gm+F22zylKl/av0Nb09jtherWF0EJ0qIY8eOi8CLQSLwYvS/LxmTP17L8hEI/7fL8mU3SMIrV67A29sbaZ2cUNQzj0FzwhtEiutTX98wimbSJEkwoH1b9TRPofTUrVBeXbeIgng1uWbKRLStpwrSoCnTB3EO8r6IWvvx0yd1s+KWojQM79453HybyphoXwWPG6ZPBUXY/Rm5C7foE6uXI1umTOqhfdq1wQgRkCk6ZOgzEp09DJn7QQSW2HvilBxaUnxBY2IEwkNg/JhBGD6oKw6Ls11MjIApI5DbswBSpnLEc+8neHjzuimzGiFvpNiQsqWpaEY4IRqdtnY2QinLAGdX/YpmZJY2Bt8UCEhX0aQzuGvnqF70pnH1QKUGLQxiS5EtIkVTd6FUTqmllVJT0dQdQ+7F7pkzm4SiSbzZp7AXFvEKInD+D+zYsUOXXa4zAjGOACubP4FYbdWsKJQ/DXeXn0zT6h7VvSvqlC8H3VyRNKi0cMM8tHyJVsRUav9n0t/o2qwJkuikLKHUK81rVUf5YkVoGBLE1w54E1EAHDkhgh+6c39Wl/vrBNyJcI7Ab6nIdTltyO/II9xOdIksnNQ+qkc3XBMH9jWpQK7c2L1wHnIJC6cm0X6/5M+HP7p3kc0R7i9G6PbTJM02SkOycsJ4TB40IMxeNDaFvT1+a9gAp9auQOb0GahJi8b06YVZI4aikIjcqyjM8YXcxfPnR48W2u45NFG5f1F5RrQ2NnKFFM0vIjBWbs/8cHTSdvk28la8XAwjsHXzaixfOENETHwXIzsdO7IXRw7uwuMHd2NkfX2LxrRM+vbkNvNHgP4Wly6renl2Ys9W8xeIJZAIHN66Tp7npEqTbgMNSlFibdCVqlZPirx1Kz/31nbvTUHeeMKSot9nwxS4MwEe8uXLh2vXrmHPovmoEolUFnpZF1C/fPUa5DKZJHEieKRLiyQaZy/0zhHuGo+eeYvcjp+Q3jUtKBiNpRCdYfUV7jkUydU9rTMcUkQcbECRm+Y9Fmc7k9vZIr1wSxbaotJl9KvC46fPX+Ai3mimoaBMBr50eCe+3Hv5PkfWDB5ILAIqGERReUYMWjhyg1oPHIwV27aja4/f0aJdt8hN5tEmg8DD+3fQpmkVyU/3PsPRrFX4LnZRZbp6hXx4++Y12otgJO279I3qMgbPiw2ZDGaGB5odAqdOHMKg3u2QNU9BLD500ez4Z4a1EaBvsO3K5ZMBlOyF2+rGyz5IaqP//+35o4fQv1FFucCig1fMKt+qttSRrwX4+qFh/nRIJgIvBgW9EFf9mQMivzLPYAR+jgCf2YwAo8ePRdQ6oWja2dqiYtGiEYw0sEv4XaQSlkn6GExCscnkEXqe0+B5ZjDQzt4O2cQnskTzyNU4NiiqPBJv9iL1Se5s9pFjMyrPSOR2+Ono/0Ru1O1HjspxpcqrFJWfTuIBJolAGpd0Mpk9WTUzZ42d35mYBsISZYppzHj9UAQKFSmJpEmT4f6NSzL1hYuba2gnl8wOgTMHdktFkxin6LvhKZpmJ5iRGU4jjBvZ8xXB3avnceDAAdSqVcvIO/ByjED4CLCyGT42UNwNqguLZsIkoYfwI5jCXYyA2SNw9OIlUGAkj/SZkD6Dttuy2QtnZQLYC0+IjTtPy4AadFbNEsgSZbKE+2IuMiQRMRJ+KVleun6f3L0FDTp2NxfWmU99CIgX8hSNl6heh576Rqjb3DJlU491dNEOMKQeZMGF0tXrSWWTjoexsmnBN9oERWNlM4Kboiib9Sur3C4iGMpdjIDFILDlgCoKLVs1LeOWfv3yRUYi/CYs1gnFmWQ6OfHu7RspnK2wvtOZ5QB/P/g8ewLKRUhuVhHRKxFl8ZFwz01mYyOspbkiGir7PovAXw8f3JblzFlyIknS0LQN1Pf5syowGK2XKFHYl3rBwe/xXfBOZCNSL5AMxpbpmzifTEGxNClhIlVKJs02LlsGAqXEuU06Z3xs92ZWNs38lhavWAX0MYQosFD7QT+PDm/IWuY4ppTIt0l5U7dv3y7TuGnGqzBHeZhn80GAlc1w7hWFhz569Kj8IlatbOlwRnEzI2BhCAhFZMuBQ1IoShPAZN4IvHn9CjUq5pdCjBk/GxUq18TjR/fRurHq3vYeMAq7d6zHvTs35ZiEIt9c9dqNMHDoOHWAKwWBe3dv4e9R/XD/nkpxpHb6sqKbe1YZT667U8YPx4G920SmgB+ymQK01KnfHD37/yHPMR8WX/j/+kN1zjNXnvyYOX+dljJKfHXtUB+klNoJxXiZyFeXTOTjNYZMhM2qFfNxUPAXKJRthUeF/wKFimHmgn+VKl8tCIESpSvK6OZXTx3G29dvkdzBcmIhWNBtYlGMjEDGHLmQTngr+T55iNOnT6NUqVJG3oGXYwT0I8DRaPXjIsNDkwWg4i/FLCooTzjicjMjIBG4dueuTM9DLpeUJoDJvBHQG/+NImqE0PTJo6Si6SACaxB9EzmAt21ajTnTx4WMUF0unD2Bjq1rqRXNxMIVkayi4Smanz9/Rsc2tbFPuCmSEkeRmelD5c0bVmLYgM5y4ao16qN5266yfOvGFYwZ0Vut9AW9CMTvfdtLRZOU2j8nzoVLOjdpmdVijipRkGnYwC4y56K/n496T2XdtGIfRycXpcpXC0MgefIUKFD4F3nfT+/nVBAWdntZnHAQEH+CUTokKq2SaSGcodzMCBgVAVY2w4FTcaGtU1GkPGFiBKwEAcWFltIDkBWKybIRcHBIhfnLNmPHgUtYsf6AcKP1lAJv3bgK5FpK9EnkwZ04drB0ZaXAKkNHT8b+47ex58h1LF2zCzbC0qhLq1fMg9eTR7K5bYde2Lz7nPw0bamKhnv65GGcO3NM9lPE43IVq8ny0UN7pKL75ctnDB3wGwJF4noissAWKWaYh4khMpG19cqlM3LtNh16YO6SjSA+iUgpHjZqCkaOnSHr/MMyEShV5lcp2AnhSsvECFgLAqWq1ZWikrKp92WktQDBcsYqAvxtUg/cX8QZp3379skeVjb1AMRNFouAOgptSC46ixWUBZMI9B/yl7BgF5TljJmyol6jNrJM5xeDggJl+eL5k/D18Zblzj0HoXrNRtJ9lpSyrNlyg8426tKOLetkEymvv3XrL3O1Ur7WLkKxVKyoRw7skmNonRFjpiFn7nyyvnblQrRrXg03r1+R9fqNW4M+hpIhMp06rjqXnCdvAXQUefk88xWWfFKdvoDt4xyMhsJttuNKl1Mpm2cP7RYvVlRu3mYrDDPOCBiIQB4RjTm58Fx6+PAh7t6NvdzIBrLHwywUAT6zqefGnjt3DsHBwciVJTNcXUQeRyZGwAoQeCOCxly8eQsJRACWAoWLW4HELGJSnWBALiJVikJ05pLo0aN7ShNq122uLodXIEsouaYS+Xg/Rdf29bWGfvjwXtafeT9Wt1PQoAn/Wyxcb+vIuU8fP5R9ZM0kq2ZkyBCZXFzd5ZLv3r1VL01K5pvXr2X923dVQCJ1JxcsDgGXtK7wyJBJWuBvXz4Hz6K/WJyMLBAjoIuAOJGAwqUr4dDWtTh06BBy5MihO4TrjIDREWDLph5I6ReQqLwxcmvqWZ+bGAFTRODo+YvSqpNbBGr5WURSU+SfeYo+AnQWU6HvP1QK1+uXL2QTWSQ1I8kq43SvFK1WIVL8vgp3XM1PpszZhbtuXqRM5aQMk9dUqZ3QoInKsqp0tO3YS1pRlXpUrvpkKl5CdTyClNp+PVpjzcoF6NOtOby9VApw8RLlorIVzzEzBAoVLiE5vnRC9T/fzNhndhmBKCFQUATIIlK+60ZpEZ7ECEQCAbZs6gHr8OHDsrVi8WJ6ermJEbBMBA6dOSsFK1S4pGUKyFJFCQFXtwxy3ts3r+Q5Tn1us5oLk8XIXgRgofQq9YT7a+t2huUxvH/vJpbM+5/mUhgzvLc4U7pVuuFqdUSz4pmvEPoOGoMZU8fg3Omj8qMsWa1mQ5StoDpDqrTx1TIRKFikhAxYRcpmm35DLVNIlooR0EGgYCmVsnnkyBEZJIvjM+gAxFWjI8CWTR1IPwoXsFOnTsnWckUL6/RylRGwXAQUZbNgUXahtdy7HHnJMmXOJidRJFnlLGZEq9AZzDx5C8khG9cuxds3KtdUzTkfP37AjWuX1E2vhPV0cN/f8OnTR+nGXU2kXyHyf+6LQX3ahsmBqZ4YjQIpxRTwiIjKlUUOur8mzsOQkZM4OFY0cDWnqQUKqf7W3Th3QkQ9VgXEMif+mVdGICoIuGbMCKd07uJcfhCuX78elSV4DiMQKQRY2dSBixRNChBUIFdOpHRIqdPLVUbAMhF48VL807l3X+Q+TKwOGGOZkrJUkUUgf6FfkL+g6jzb9CmjsWLZHDx6cBfPxblMihb77VvY843lK1eX21D6EkqZsnfXZjy8f0dGoF2+ZBYa1SqFf1cvlmMo8uyQ/h2lYkkNFOBn2MjJUCLXUq7NkUN6hJtmRS4SyR90PnPc6AGgc6nkurthxykZfZai4vJb/kiCacbDHVKmQpasOfFVPIM3L6heMpuxOMw6I2AQAuJ9IAqxK61BWPEg4yDAyqYOjooPe8ViRXV6uMoIWC4CR86el8J55i8sFM7Qc3uWKzFLFhkEBg4dB2cRPOjr1y+YP3MCWjf5FQ1rlkC9asXwIVgV8EdzPYpYqyiLPs+88OeIPmjTtAr6dW+FhbMn4bU410kWUKJJY4eqrZyNmrUXQYiayfbufYahfKUasnxauDlOm/iHLBvjh6b1dYvI+9mrcxN5bvPWjctGVWqNwSuvEbMIFCoacm4zJEJxzO7GqzMCpoFAgZIVJCPKd17T4Iq5sFQEWNnUubPKL16F4hyZTgcarlowAgdOq3IOFhRh0ZksBwFNK128eKo/9/Hji3CEIRQ/ROFT6soYqieIH3qkP33GzPhn3T40adFB5uLUDLqjzEUClfKo1ElZ7N53GAoWKS4t5kq7o5Mz2nfsg/6D/wIpert3bJBdRX8pgx59hyvDpDI6fMz/RFoSlUvuZjGWxhtDpovnT4lIuU/kXt+/f8elC2cw+39j0alNXdSqXBCUZ5TJOhAoyEGCrONGs5RaCBQopVI2jx49qtc7RWswVxiBaCIQT7gT/RfNNSxm+rt37+Dg4CDleXv+DGztbC1GNhaEEYgIgWy/Vsf9p08xb+lmcd5OlXcxovHcxwhEBgFylX0pXGpTivxuhkS0jczakR17/eoF9OjYWFowU4ijEvkLFpNnN8nN9/Hj+/ge4ha8ZPVuZMueK7LL83gzQ4BcqauVzytfbuy8/w42dqpzvGYmBrPLCEQagWbFssLn8QOcOXMGxYpxQMxIA8gTDEaALZsaUB0/flxG5iqWNy8rmhq4cNGyEfB9/lwqmjY2tjIlhWVLy9LFBQLkmu2Szi3OFU2S/djhvVLRpOd95foDGDtpPkb8OQ3L1u7Bmk1HkNpRlZJlx5Y1cQEV7xnLCNja2cu/e2Thvn72eCzvztsxAnGHQKGQqLRKBoa444R3tnQEWNnUuMNqF9piRTRaucgIWDYCh8+ekwLmExaehAlDXSctW2qWzloRUM6KklPP9+8/tGBImjSpiEr6Sba9DFLlF9UawBWLRKBgYVVU2osnDlqkfCwUI6APgQIcJEgfLNwWAwjwN0sNUNXKJp/X1ECFi5aOQOh5TU55Yun3muUDSpergnWrFoHSr3RoWR05c+eHm3t6cYbTCzdvXMJ74VaZIEEC1GvUiuGyEgQo3+bKZXNx+fghK5GYxWQEgPwlyksYTpwQqX8+f0aSJBwckJ+LmEGAz2yG4Pry5UukTp0aiRIlwruLZ8QvXdKYQZxXZQRMDIH05SrBy88PS1btQrYcuU2MO2aHETA+AocP7MT0yaPxItA/zOLJUzige+9hqFGncZg+brBMBD6J/NpVyuWR53V33HuD5A7JLVNQlooR0EGgdWlPPLl7AxQoqEyZMjq9XGUEjIMAWzZDcKQD0kTF8nqyohmCCV8sHwE/f3+paNrY2iFLtpyWLzBLyAgIBCilClk4L4ncir4iNcur10FIkTwlXNK6olDRUvyG38qekqTJkiFX7ny4fvUi7lw6i6IVKlsZAiyutSKQv0RZqWyePn2alU1rfQhiQW5WNkNAvnDhgiwV8/SMBdh5C0bANBA4f+OmZCRHLk+tlBKmwR1zwQjEHAJ0PpnSrTAxAoRAzhBl8/aV86xs8iNhNQjkyE855Wfj/HlVrm2rEZwFjVUEWNkMgVv5RSviyW6E3z5/weg5c7HnxEkEC/eiWuXKYsKgATH6YO4Xey1cvx7xEB/rpk+N0b148VAEzl+7Lis5c+ULbeQSI8AIMAJWhkD2nHmlxHeEssnECFgLAjnyF5aiKgYXa5Gb5YxdBFjZFHhTVELlF61I3jyxewdMbTeBRYX2v+H4hYtqzlzEWdZF/66H/4sg9G7VEnb2duo+YxXuPXmC9Xv2y+XWGWtRXuenCFy4cUOOyZFL9UXrpxN4ACPACDACFoiA8jfwHiubFnh3WaTwEPDImhNJktngqcizHRgYCCcnVeqn8MZzOyMQFQQ49YlAzdfXF89FrsHkdnbI5O4RFRwtZs763XvUiqadrQ2a16qOPNmyouOIURg+fSYWbthgMbJavSDixcK5G7ckDDnYsmn1jwMDwAhYMwLuHhlBZ9cDn/vghX+ANUPBslsRAgkTxkM2z4JSYsXoYkXis6ixhAArmwJoxYW2qKewasaLF0vQm+Y2G/aqrIvuLi4IOHkUqyZPwl99eiKVg4NMB+CZLZtpMs5cRRqBpz4+ePn6NSj6JgVGYWIEGAFGwFoRiB8/PnLkVHk23WXrprU+BlYpd/b8qtzyrGxa5e2PFaFZ2RQwK79gRUjZtHJ6KlJgEFUsXgzJhGsFUXL75Hh2ZD+enziMSiVLyDb+Yf4IXAgJDpQzd17xjsW6X7KY/91kCRgBRiC6CCgeHneuXIjuUjyfETAbBHKwsmk298pcGeUzm+LOKcpm4TzWq2x+//IF70SS82fCnZgoWdKkeP3mNeyFwpkgcWJ8Fv0JRaLz/759QzwRxZHo06eP+CQSASdKkAi2dragNS7cuo2Uye2RLVMmOSa8Hz++fsXtx0/gExCA3FkiHhveGtwePQTOX1ed18zOLrTRA9LKZu/c+i9OnzwsreE9+g63MulZXEtGQDm3eefyOUsWk2VjBLQQyFmAItKGevlpdXKFETACAlZv2aTgQGo32rzWG4l27rr1SFm0JHxCzqrMXbNO1qetWCVy0L2SZerfdOCg+rFr/fsQ2V6+bXtMmL8QNoWK4pcmzZG9Wi1kFHnKLoZYztQTRIGUzJHi7GeygkWQp1ZdVOnQCW5lK6HHn+M0h3E5FhBQlM2cIVEYY2FL3sICELh75zqOHNyFM0Lh1KStm1dj+cIZCH7/TrPZoPIz76eYM3M8zp89btB4HsQIxAQCasvm1fMicGBM7MBrMgKmh4BrxsywsUsOP+HZRjFMmBgBYyNg9crmExEF9eXLl3BMlRJuLmmNja/Zr0fK+H8/9ItBfUSktAyeOk2WKcgS0RMfX1T5rRO8fX1kXf4Q46t07IIxc+bhy5evsilNqlTswhmKUOyVfvzA+ZtKjk1OexJ7wFvmTg/v38Gkv4Zg4bwp2LZ5baSFnDtjHFYvm4sRg7ri+/fvkZ7PExgBYyCQNp2bPMP+JigQz589M8aSvAYjYPIIiOPKUM5tKsYXk2eaGTQrBKxe2VRcaIvmEVZNKz631qFhPTw5uBcujo7yAe7YqKGsd2vexKAHunOTRnh74QwCTx/DjGFD5JygV6+xevsu9fwFwnp64PQZWf9VnP30OXoQ/qeP49W5k+jZsrl6HBdiHoEHXk/x7n0wUjs6wSmNc8xvyDtYNAJpXNLJL+kJhKt95qzZIy1rtmwqr5LM2XLKQGSRXoAnMAJGQIDOrivWTQ4SZARAeQmzQYDzbZrNrTJLRq1e2VTe4hTx9DTLG2gspikYUHo3NyROlEgumdohhazb2Nj+dIs8WbNi3phRSJIkKRInToKerVsifbp0ct49kbtJoQX/bpBFNxdnbJ0zA+lExFuiFMlTIHvGDFRkiiUEzl9TWTVz5s4fSzvyNpaMgL0IIrZx52ls2XMORX8pE2lR23TshfXbT2LmfM6yG2nweIJREcghAqYR3bnC5zaNCiwvZtII5MzP5zZN+gaZOXNWHyBIsWxac3Cg6D7DNsmShlnCI11aPBW+/2+V81vCbfPmgwdyXMtaNZE0abIwc7gh9hA4d0MJDmTdL1liD3Hz2umjCBZ268YVpEzlCHePDEiUKPFPBfgqAoQlSJAQ30QQsYQhQcQ0J716+QKPH90XayWCR/rMSOGQUt39+dMn2Ioch7QvXYnITf/d2zeybGtnLy2eAf5+8Hn2RFqflGjZcoCeH9/E+fAPH4K1ehKKvQ15gaY1iStWhUCOnKq/iRyR1qpuu9ULm00jIi397eUI9Vb/SBgVAKtXNm+GnFvLnzObUYG19sWSJUkiIfj+TXXg833wBxm5lhoVq6e1YxSX8t968FBunyVLzrhkg/c2MQSePHqAebPG49yZY/giIk0TkdWyXqNW6NR9ULjcvhFBxGpUVFnJx4yfjQqVa6rHXjx/ChPHDoaPCAKkEOU0LFysNKbMXC6/1MwRZzY3rluODBmzYOUGVRAyUkxbN64sp/QeMAq7d6zHvTsqi3zChIlQvXYjDBw6TutLEfGxasV8HNy7DYFCMf0hXnJpUoFCxTBzwb+aTVxmBLQQyBri0v34ruqFnFYnVxgBC0Ugrbu7DBIUFBSEAJElwNmZj9dY6K2OE7Gs2o32tUhoT79USYVi5OascumMk7tgBZva2dvJIEwkql9goBVIbNoi3nn0WDLokSGzaTPK3MUqAqOG9sCJo/uloqlYDt+9e4sdWyN2b1WChekyu3vnBvTu0kxL0aQxpASeO31UrQzqnS/eris0ffIoqWg6pEwtm759+4ptm1ZjzvRxyhB5HTawiww05O/no15bGUDBXxyd+O+8ggdf9SPgLM4fJxbpvl4FPEfwO23LuP4Z3MoImD8CFLLEI0sOKcjdu3fNXyCWwKQQsGplU/mFkucFKRwXU4wikFec7SRavmWbiEarsprE6Ia8uF4EKD+qlwhxTsFcXF099I7hRutDgFxOH9y/LQWv+Gst7Dt+C3uOXEevAX/A2cU10oCQlXHmlD/lPHKbHzB4LLbtuyDPZvYb8hdI+TPUVcvBIRXmL9uMHQcuYcX6A8KNVuXquHXjKpC7LNEBYc28ckkVgKxNhx6Yu2Qj2nboJfton2GjpmDk2Bmyzj8YgfAQIKu7m0dG2e314E54w7idEbA4BDyyqIK7Kd+NLU5AFijOELBqDUv5hcqRUfWPJc7ugpVsPKJ7VykpneUs07ItDp85i8deXvB9/hwUuZYpdhC4/8RLbuTqlh50ho2JESAE6CwjubESXb54GpcunIadcKFt3KwDFv6zTbZH5sf+PVvx9o3q93rwHxNRt1FLpErtJJXM+g1bSaWTvtgbQv2Fcprbs6AcmjFTVuHW20aWSUEOEmkqiE4dV7nf5slbAB27DYRnvsL4rVt/UJ0sp/sEP0yMgCEI0JliIq8HbOExBC8eYxkIuLNl0zJupAlKYdh/ehNk3BgsqZXNTKxsGgPPn61RrlhRDOrQTg47e/UaKrRpj0yVq8G1bEWMnDXnZ9O530gI3H3MLrRGgtLilqnftK2U6WXQC+n+Om5UfwQHv4+SnE+fqAKCOTo5o1KV2lFaQ5mUVETL1iQX4eqoUHBIEDIXV3fZRG6/CpGS+UYclyD69v2b0sxXRiBCBNJnyCT7vdmyGSFO3GlZCLBl07LupylJY9XK5p07KhcZtmyGPpIJEqgeifjxQh+N+AniqQfE02yPl0C267NOxA+ZkiBh6Do0eMKgAdi7eAFqlC0N95DUJ+rFRcFQtzrNOVyOHALq85rpM0VuIo+2eATI4kgurkq06F3bN6BTm9p4+kQVUCoyADwX5yaJnF3SRmaaQWMThwQgo8Hff6iUyOIlysu5Tx8/RL8erbFm5QL06dYc3l6qlyvFS5ST/fyDEfgZAu4eqr+NXg/ZsvkzrLjfchBwz8xutJZzN01LEquORqtYNrOxZVP9VD46uE9dVgoOKRzw311VFEilja7rpk9FeGFDdi9eqDlUq/xrqZKgD1PcIHDnierLt3vI2/u44YJ3NVUESOEsIRS3yX8Pw5lTR0DKW5+uzbFhxyl5ztdQvl3SusqhPt5e0o01pl8keeYrhL6DxmDG1DEy+BAFIFKoWs2GKFuhmlLlKyMQIQIeassmK5sRAsWdFoWAWybKyhAPjx49EnE1vshAWRYlIAsTZwhom53ijI3Y3/j79+94EJL3MXv69LHPAO/ICMQRAncfPZE7e4S8vY8jNnhbE0Pg08ePagumiwjeM1mkJenQtZ/kMlBE5jx/5nikOM6QURUQ7PXrl9iwdlmk5kZ1MCm4ilWWypWr1sFfE+dhyMhJ0OeBEdV9eJ5lI6Cc2Xz26J6IamzZsrJ0jICCQNJkieHs5gH6fkwKJxMjYCwErNay+fTpU3wWeeTSpXGCrZ2tsfDkdRgB00ZAnGG7w2c2TfsexRF3/v6+Mq9l7XrNULNuM5B1RzNP5Zs3ryLFGSl6yxbNwKuXLzBjymg8834MinKbMGFC3LxxGZcvnMFvXQcgU2bj5Dim85njRg8AneFs0KSNtHJGimEezAiEIECBsVKmcpTPrr/PM6R1d2NsGAGrQICCBPk/ewry/MuRQ5UKxSoEZyFjFAGrVTYVF1o+rxmjzxcvbmII+L8IxPvgD7AXX6YonQQTI6CJAL3R3rxhpfxottPzUrhoKc2mn5aTC/f7gUPH4Y/B3UF5MTeuWy4/mhMbNWunWY1Wmdx08+QthJPHDmCLkOGxOG9XvHRF5MtfBNlz5o2UC3C0GOHJFoEAvWyhFyXPRJAgVjYt4payEAYgQEGCLhzZK5VNA4bzEEbAIASs1o1WUTazZcxgEFA8iBGwBATuPH4qxaAvUjF9hs4S8LImGSjvZccu/eEcctZSkT1rtpyYNGM5Ujs6yab48VWBweJppC3RdFHVDCJWpnwVLFm9SyqqmkF9UjiklG2pHZ0jWFO1Dw2ITxnHNUhzjwTxVe9ML54/BR/vJ3IUKc2XhOV09v/GigBHdVGrckFQTk4mRsBQBNJz+hNDoeJxFoRA+swqa6byHdmCRGNR4hABtmxyjs04fPx469hG4O6jkLQn6bPE9ta8n4kjkDhxErTp2Et+3rx+BXKbTZEiJUgx1KQ+A0eBPppEVswTF1UvMjTbqUxustPmrpIuuQH+ftLC6JTGRWuYvjUzZMoS7pp58hbU6rt+9QL6dW8pzxoRv/kLFpNnNx/ev4PHj+/LfJ+Txg1FzjwFkC17Lq29ucII6EPAPUTZfPpQFbVe3xhuYwQsDQH3rKxsWto9NQV5rF7ZzM6RaE3hOWQeYgkB9XnNjJljaUfexhwRIIVNV8mMrhxk/VQi1EZ3Ld35xw7vlYqmjY0tVq4/IM/bKWN8fbzRtX09BAkX8h1b1qDf738qXXxlBMJFQMm16SVeWDAxAtaCgEfWnFJUtmxayx2PHTmt1o2WAgQRZXJTheePHbh5F0YgbhHw8vGVDKRNywEv4vZO8O7GREBxCacgQd+/a4cPTZo0KT5/+iS3exn0wpjb8loWjEA6V1WUev9nTyxYShaNEdBGwEnkP0+YKDFevHiB4OBg7U6uMQJRRMAqLZv0hcTXV/Wl2zWN6sxQFPHjaYyAWSHgExgo+dV1YzQrIZhZRkAHgdLlqmDdqkX4+PEDOrSsjpy588PNPb04w+klIt9ewnsRoTZBggSo16iVzkyuMgL6EXB0SiM7Xjz3FXliRfZB7WPD+idxKyNg5gjQc+7okg7PvZ/Az88PWbLwkRszv6Umwb5VKpuvX7/GJ/Gm29bGhtOemMRjyEzEFgK+/gFyK0cn7TNzsbU/78MIxAQCnvkKYdS4mZg+eTReBPrjxNH9WtvQmdLuvYehUJESWu1cYQTCQ8DWzh5JyCouXmAEv3sPu+R24Q3ldkbAohBwdHGVyiYZZVjZtKhbG2fCWKWyGWrVVL25jDP0eWNGIDYRENnJfUMsm46O/OzHJvS8V8wjUL5SDZCF89KFU/B95oVXr4OQInlKeU60kEjbkiRJkphngnewGATINdvRyVlYx5+CrJt2yY2TD9ZiAGJBLBaB1MKySaR8V7ZYQVmwWEPAqpVNN2f+wh1rTxpvFOcIBL16LfIdfpM5NumNPRMjYGkIJEyYEEV/KWNpYrE8cYRAqLLpgwzZWNmMo9vA28YyAk7OrGzGMuQWv51VK5tpnVV54yz+LseSgMs3bsbOY0eRPm06TBo8KJZ25W0MRUBt1RRv65kYAUaAEWAEIkYgdcjfyiBh2WRiBKwFgdTCjZaILZvWcsdjXk6rjEar/AK5hgQAiHmYrWOH8zduYv2e/dh1/IR1CGxmUvoE8HlNM7tlzC4jwAjEIQJpQs62kxstEyNgLQhQgCAi5buytcjNcsYcAlatbKZLw260Mfdo8cqmhoCfOjgQWzZN7d4wP4wAI2B6CKR2VP2tDHruY3rMMUeMQAwhwGc2YwhYK17WqpVNVz6zacWPvvWJHmrZ5Jcs1nf3WWJGgBGILAJpQtxoA/3ZshlZ7Hi8+SJA0WiJ2LJpvvfQ1Di3amUzLVs2Te15ZH5iEAFF2VTe1sfgVrw0I8AIMAJmj0DqkKM2fGbT7G8lCxAJBDTdaCkvPRMjEF0ErDpAkGsaywkQ9O3zF7z/9EEmLrcX+cGInnh749W7tyiQPQdER5hn5ZmfL+4/9UbW9O5wE0F9dOnDh2B8+fpV3ZxMRDBNkiRqUUzfiaTq1+89QIL48ZEjUwaRkiCFel19hRcvg3DzwSMkTpQIOTKmR0qHlPqG4fPnT7h2977sy5s9a5T507u4hTWyG62F3dAIxPny5TOWL5qBs6eP4qPIE1iydCV06z00ghkx07Vz6784ffKwTD/So+/wmNmEV2UEYggBJR/xC3ajjSGEeVlTRMDW3g5JktkgODgY7969Q/LkyU2RTebJjBCwOmXzh8g16OfnJ29RWgtSNicuWYph02YguZ0dgk4dR+O+/bH54CEpZ9b06bFm6iQUypNb1ncdOYqOI0bCNyBQ/ahmcE2HVZMnokTBAuq2Kr91wYmLl9R1KqR1ckK2jBnQs0VzNKj6q1afvoqfvz9a/z4UB06fUXcnEIpv9+ZNMU1ErI0nUhVo0pGz59Bx+Eg88PJSN8cXCuqvJX7B7kULAJH7jOi9SLLdZcwYrNmxG3RPiWhc5yaNMGPIYCRMkli28Y9QBHyUHJscjTYUFAss0Zvovt1a4Orl82rpUqVyVJdjs3D3znUcObgLGTJmASubsYk872UMBBTLJgUIIgNPyL8fYyzNazACJosAPedk3fR5/EC60rKyabK3ymwYszo32qCgIHwV1joH8aYmqlY6U7y7mq4OHYQiqSiaxOv9p0+x++gxyfY/m7agRuduakWT8tIRPfHxRZmWbXDmyhVZpx+aayqNfkJhOXruPBr27ovKbTvgh4blUxmjeW3Yu5+Wokl9379/x4wVq/DXPKE8atDKLVtRvnU7LUWTukmZ3HPiFBXkaLLaFGncFKu27ZR9lHybPjRu7pp1qNuzl8aqXFQQ8FVHo+UAQQomlng9uG+7WtG0sbFF5ap1UKhYaUsUlWViBGIUgWTCumMrPIW+ff2CtyJPMRMjYC0IODrzuU1rudexIafVKZsBIV+4nVOnig18Y32Pt+/fY93uPfhn/Fjc37sDgzt2QGYPdwzq2B5v3r5B3wmTJE+5s2TBgaWL8PnKBexbvECOISVwwITJYXguVaggLm5ajx3zZmPyoAHIn1O45Qoia+XwGbPCjNdsIDdcdxcXrJ40Ac+OHsDuhfOQOqWDHLJqx0710FevX6H33xNl3SZZMswb9QcCTh3F00P7MHfkCGR0E3/4Ql4rT1y4BHcePZZj/+jWBX7HD8nPgHZtZNvOo8dx4KRQTplCERCv5f2DXsp6yjiycoUyw6WYRODY4b1y+TTOabF13wWMHDsDbTv0jMkteW1GwGIRULwCXr1QpY6yWEFZMEZAA4GUaVQvpZXvzBpdXGQEIo2A1Smb5H9ORO6mlkq9W7VAq3p1kSVDRvw9oB9u7dyKxImTYOuBw3j5WvV2duLAfqhYojjiizORlUuVRO9WLSUcJy9dxvMQhVzBJ7WwAhfMnQs1ypdD/w7tcHzFchTN6ym7Jy1Zhu9fvihDw1xrlC2DS5v/RbPaNeHqkhZVy5RGoyoq99sXIbzQpNU7dql5WzbuT3Ru1gROqR3h4eqKLsLl9tHBfeQnK9dftGGTvBYWbsGje/eEswjiQJ8J/fsiTSrVS4R/d6u+cMuB/EOcvf0iLcoJhCU7SZIkjIgFI/Dc75mUrnDRkiDLDBMjwAhEHQEbW1s5+cP7t1FfhGcyAmaGgI2tKvaH8p3ZzNhndk0MAe0DcybGXEywo/ziJA/5BxITe8T1mg1ClDmFD1I0iW4/eqQ0YaxwYR03f6G6/vLNG3X5/lMvuEQQqddOHB7v3qwpzl27jm/fvuHOk6fInS2rer5mYVSvHurqy5evsGHffpy6rHLVpTMwCt16qOKN0tE0ql5NaQ5z/fTpI576+sr2B17eKNVMpSQrA9+KA+1EDzXOfCp91nx9906FC7lVMlkmAl/FC4WPHz4gwF91Jp2OCbx98xrJbGyQKFHiMELT+O/fviOp8CQIj96JAGP/Cfd0ZY1vwlPhxvVL4gxmVjikNJ53SHDweyRNmkwGOAuPF932n/FPnhrBIjCZmoRnhL19culyr24Lp/Dk0QO8efMS7h4ZkSq15QSSC0dcbo4AAeVv5gfNZymC8dzFCFgCAuQ+TqR8Z7YEmViGuEPAapVNe/EFzBKJXFAVq6OufH6BL9RNX4WSqEl2Ao8innlkk26f5jilrLjSUv3Rs2fhKpuy3+sphv1vJtbv3Seta0kSq774KoF9aIxXiALpnjYtVcOlgBBXUBpgZ5NMK1outXmGKL1OIRZOamMS/zBEZGEiG1vLtehb+33esmEVpk8epYZh84aVoE+3PkPRvFVn2f750ycsWzQdJ47uh9fTR/L30SmNC3J7FkTXXkPg6uahnk+FmhXzyzE9+/0h+yb8NRivXqr+jjRr1Qmduw9CQuEdERW6fvUClsyfhnt3b+CNcKNPLP4uZMiUFTVqN0H9xq31KoWR4f/yhdPoIwIlaVJiYdV3dfVA3oJF0b5jX6R21FYk161ajC0bVsDbS+WmT3PzFSiC3gNGI1uO3JpLcdlKEFAsPB9Z2bSSO85iEgLJWNnkB8GICFitsmlnb5kWnoSU4iTkbKPuc1IwV04sF0F4KIXJ2bWrwkSC1R0fUd37+XN1d0bh6hoenbhwEeXbtJcW0CrCXXeicOs9eOYM+o2fpDXFI106WZdRaCMI+0fjUqZIgVfCEksRbQd37qS1Dlf0I/Au+IPsUN7S6x/FrZaIgBLoi5TLAT1bw9fHW0vMwIDnMmLs6ZOHMHjERBlQSBmgzH3w4DYWzZ0s06gofTu2rkNrcRbUPgrK5oLZE/HPktnKUvL6Rbjj37tzU3z+wKH92zFpxnJoPq+R5f8/aLhOhOz05fNnPH50X3727dyMP/6ajtLlfpW9t25cxsypY2SZAo6RZZg8KSiqL/WxshkCopVdlGeQLZtWduOtXFwbu+QSAbZsWvmDYCTxrfbMpr0VuhOWFIF+iD4K68bExUv1PkLnrl4TrmcqK5jeASGNU8RZTSKKZpsjQwZZ1vdjqhhHrra1K5TFHhGIKG9IcCHdsbmzZJZNL4Sr7ayVq3W7Q+viS2DJAvlkfcaK1Xgt3AR1ifIKnr1yVbfZquuKe7GtBbuPW/UNFsLXrNsE/247Idw+VWlOatdrJuv1GrYS0TS/YvSwnlLRJEWqYdN2mL1oPeYv24xOPQYhiXgBRVbDCX/+jmfeT8NAuXvbeuTJWwj//Lsf/5uzEh7pM0mrJrmlRpaOHdmrVjRd3dNj1LiZWLJ6Nyb8b7G0ItJ6pODNnjZWvXR0+R8+eqqUd+joyVJ2SpNEfyfGjR6AwAB/uc/+PdvU+63ccBD7T9zGwn+2SmVUnxuyejAXLBoBxRtEyyXboiVm4RgBtmzyM2BcBKxW2bTkM5vhPSIFc2QH5dwkGvK/6eg2agxOijyal2/dxNrtO1G3S3cUa9wMz/xDrZY09rFwcSULJaUceeLtjSZ9+uKwSH9C1K9NqwhzWh4UeTOJbJOFWpIfeqkCmHz/8V2mMyGFsXnN6nBOnVqO7TX2b/QcMxanRLCi8+Jc6Mx/VqJB9164/eC+7G9ctYq8UhqWwg2bYs22Hbh5776MQPu3OIuaoUIVTF26XI7hHyoE3oWcZbWxUZ3DYFwsDwEKBpTO1V19PtMuhYOsk2XmwN5tuHv7hhS614A/0GfgKKHYFZXus63bdcfM+WvleUmy5JEFU5cosNSYCXOQKXM2FBFpVJav24s6DVroDjOoPmvqn3Kcc1pXLFm1C5Wq1Ea27LlQskwlzFq4HqXLqiyNWzeuwtMnD+XY6PKfKUsOKW/1mo2k7CP/nC7XfScidG/fpHq55ZmvkJr/Vf/Mk1bNnLnz4+8pC1GjTmN1HxesCwElyBa70VrXfbd2aW3YjdbaHwGjym+1brT2VmjhiSe+MO5bPF8olM0R8PKlzElJeSl1iSwfmnTt7j2UbtFas0mWCwi33DG9e4Rp12xoVPVXLBbRY9fs3AVyvaVUKBRYiOidsKA6lyyLTo0b4s++vTF/zEg06tNf5kGdtWo16KNJvYVim1M0UKRd4mmyUCgfiiBBzQf+rjlMlnVlCDPAyhreK8qmFT73Vnar9Yp7UwT1IaIzig0at5VlzR+58hRAxV9rYd/uLbhz65pmlywXLlpCBtdROqJq6aOARYobb4u2XWGrc4aYfm+79xmG40dF9GlBd29fR/oMmRFd/hW+lWvFqrUxZ9Z4+Pv54OHDO7K5ZJnKIAWY2nZt/RcXz55Ab6GUlymnermlzOWrdSGQLORvJkejta77bu3ScoAga38CjCu/1Vo2LU3ZTJBAdSvJPSwiyuDujoPLFqNDw/qq3JUhgyloT6Xiv8i+bJkyaS2ROHEirVQxZIEc0uk3nF+3Wp5rUgareYgXysNgkd+zeplSMtjHCWFF/SzOZVGKEnK/JUqYMAHKFSsqy3UqVcTVLetRWaRkSaqRnoPyclJbujQq90AaPOn3gZgiPhV/KQYl4BC1UzTbUT26Yd7oEVRlCkGAFHsi5fxRSDNfrAQBb68nUlJXt/Qig1Do76em+OnTq1zZn3k/kW63mn0Fi5TUrEa5TOcuFfJwz6gUta7kWpuAzp4L8nqssmxGl3+tDUIq2bLlliVfHy95pZRAC5ZthWLh9H/ui6H9O2HS30OhnF3Vtw63WTYCNslUQdXYsmnZ95ml00aAAwRp48G16CFgtZZNS3OjpUA5hgbLyZM9GxaNVbmyvXgZBIoKm4bOeelYNJVHq1rJktgydxaePfeTih3lv9RH04cPBX00iXJ97lw4H69EtElSMO1DXDO6N28mrKtByCAC/pDFVaGcWbJi39JF0r2W3HkTxE+AtM6q5MLKGHkVvPZr31Z+vn3+Ar+gQCFDai3lV2u8lVeUM5vK+SMrh8PqxE9HUWaFR7tiVdQHwDNfldKVXLjfktusJiVMELWIs5prUNklrZu6ydfPW13WLJCSR2lLiJxColNHl3/N9ZVyQICvLKZN5640ScvvnMUbsW3LGsyZNk6mTtkqovymExFsW7Tuoh7HBetBwMZOdQTkQ7BGGh3rEZ8ltVIE2I3WSm98DImt/xV3DG1mCssqkbXsQ/6BmAJPccmDY6rUSEPh/8NRNNW8iX63tOkQnqKpHhdOIaVDSrWiSUNsBf4ZPTy0FE2tqcL6QvvpVTS1BgrraJLEcE/nyoqmDi6a1dAzm6FnZzX7uWzZCGTLrrLivQj0x5b1K8MISxFaD+zeKtvz5i8iPRHCDDJCg6NTGnUAo1VL52hFt1WWX6BxZjR79jyy2dj8XxJpUZQzrJkz55B7PHpwVwYzI1feOvWaY4UIhuTsooqSTQGSmKwTAbsQyyYHCLLO+2+tUnM0Wmu98zEjt9Uqm3Z8di1mnihe1SQRUJTNZDpn5EySWWbK6AhUrdEAbu4Z5LpTJ47AjCmjcePaJZlqZOO65ejWoYE4K/1Futg2bdnR6PtrLtiha39Z9XnmhQ4taog0Jzvw8P4dXDx3Er/37YB9OzfJfgoYlCNXXlmOLv/nTx/Fc3EWkyLQHty3HSN+7yrXpXNJdRq2lOVlS2aiVaNK8twq5f2kNClKLuDPnz/JMfzD+hAIPbPJlk1zufs+j59g3p9DcP7oIXNh2eT4ZDdak7slZs2Qtq+UWYtiGPNqyyYrm4YBxqMsAgG1G61GVGCLEIyFMAiBpMmSiZyS09C/ZxtQBNZ/Vy+RH83JZNHr2mso8hcsptls9DJZDa9dOoe9uzaDznD+Mbh7mD3cPTJi8B8T1e3R5X/urAmgjybRudC+g8aArK0KeXs9xpjhvZWq+tqmQy91mQvWhYByzp3PbJrPfZ87ZgCO7RTu8MvnYfvdV+IMuPnwbiqccoAgU7kTlsGH1Vk2379/L++cvY2NZdxBloIRMACB98KiQ5TMlp97A+Ay6yFKAKAEQnnUJIo4u3rjIVSpXk8rsmxiERgnf8FfsGD5NjRrpW3VjC/OTBPFT6C9lua6EZWV+fF0ghKN+HMaRv89C+kzZtYKWOSUxgXtO/aRqVVSpkyttXRU+FcWcHBIpRTledTcnvkxb+kWVK1RX93eqEk7mXZFCU5EHYlF4LTmrTtz6hM1StZXsLFVpYv6GKz67mB9CBhf4gBfP6Ms+jqIPBC+hVkrq2dB2ZY5Vz5WNMOgY1iDYtEPFpHsFQ8Pw2byKEYgLALxRJS9/8I2W25Lzpw5cefOHdzZtQ3ZM2e2XEGNINk/m7bgsY8PcmfJjIbVqhphRV4irhBo1ncA1u7ajZFjZ6By1TpxxQbva0IIBAY8l4F40jin1VL4YpvFz8JdNcDfF6Rc2tknN3j7n/F//uxx9O2mcpGlfJ4U5faVCErmIs5hJkwUfsAjcif2F8HQSOl0cnKOcKzBzPJAs0WAzvK2bvIr0ovoxStO3DBbOUyF8XVzp+HOlfMYOX9VtFgKfO6PPvXKYfzKHXDX813OV6RFc3FzF3/borWNVU8u55JQKJrfZTo6JYOAVQPCwkcZAatzo1WiHCpv/6OMnBVMbF2/rhVIaR0i/vhPFd2T849ax/02REqyIpoCUcoRcpuNLEWWf8rpqZvXU9+elEPUTSimTIwAIaBY5X+EREg2d1Q+Bn/Cly+fhdU+ifB0SYrPn75K5c9ZpEVycXPVEu/Vi5e4f+0i/s/eVcBFlXXxIyCIgKKChKhgd3d3t2K3q2u3a+y6xqfu6urauXZ3d625NnY3SKpgAAqifvfcN+8xMwwwyPQ75/ebmftunvO/w/DOO+eek80nL3t5q7ShmeLDu/e8ziljRhWljgW4h4/vhbYMzhml+IMb589kZylHQZWGLeF9+DthPuaBkTFTRmnuyA+R8Izl18WHPdnzFIAMzgkfQKFldGjL6vDq+WP4EPGWzSV4QaRL7wB26dLC50+x4MAeXH2KjmbBCBP35omKjIZ09ukTtX4qy+iYISPvh2sHvngCBYqX5fhJjFtggX/3mbKJ982kbFrgBhtQJNkpm6I7gJXVj7mFGXBvaClCQGcIiN97ZRdBnU1OExEChAAhYKEIiA+mv7Obbkug8b1aweWTh6BSvWZQuExFWMOChcUqAmCh2+n0TYe5Ijq5Xwe4euooE1lwfsP+vy3aAI4ZhLyjLx4+gG7VCnJI5u89B8UrxOfivXHhDFcGsXHd+UeQM29eWDv7D1jOctYinTu0i7/4BXs78PgDUwyjYNrALuB39rhYzZQ7G2jZYwD0nzybKTvCPVvIq0AY2qo6BL14yvv1axR/xtyXueAPmjob8MzmrhXzNVqjb1++CKv+mgCPbvvBh/A3YGuXDryZ1bpxx17Qomc/STHGyZVlHDJ1ARzavIqNu8bXtWEPpRq17wEjZi5RGcMbLeQN7xe+xn0hN1oL2U9jiiFfZTMN+VYY84tHaxsWgW9fhRuGNPS9NyzwtBohQAiYNQKisvntOzPXWQCJJ6f+O7oX8OXghJbHNMzC+Qme3rsJQ1pU5cpFMAveZW2TlisbKDb2Xf7nrzB02lyOwnct8cD1tv2zQFI0E4Nw4k9t4M6V8yrNX7/GwfblcyFDZhfoPvI3QKvn4OZVICTghUo/9QtRRvX6ZVN/g/Vzp7Fq4f8htqOijQrko7HX4MTuzTCDKdvpHe35UGUZ5/46kNc5u2SFd2/CII652+9dtxTsmQV1wMT4YGa8k4W8SVZ9NFUTEQKpQEB2Gpdo4RH/gaQCOxpKCJgNAvS9N5utIkYJAULAhBAQH9CJv6EmxFoqWUkDvcf9wayK72Dn7VBo2WsQny/w+RMIZ+e5f1+6BU68ioUVJ26CT4GivA2ju8Z9SbniUa9NF9hy5SXkK1qaz1OhThN+jXWbr/qDU0Yn+BIbC66e2Zn1dCNsux7ILayoZCId2yGc70zv6Ahzd56GcfPX8Xp8m7n1uDRXdxZdOjE6d2gfUzSnsubvzCU4D0xYtpXL9uf6A1CsfDU+7NalM7Bw4nCNU2TM4gqLD12GvfdCYe3Z+5CfudEi7ftBTDQuYmKV4n2y5X33TQxoGbAjY2WT3Ghl8P0mERUIfAPhBoHObNJXQi4IZM/uwyPbYnRb16xuchGb5NQxAuIN93cLs+5UqN0Iugwdw89aorLXc1S8oubbZxjUadmWt+UtWgxQWURCa14oy4+bUsIzmR45c0A6RRYAPE+J1/jyzJGdT1ehTmP459h1tlYHcMvmCRVr14caTX152/uIN/wTg/3gGBeP+LOlHtm9pblQjsRo/u9DeROeTV3OFOjaLXwBZatUrxHM33saKjcQYlTsW7sE/J88STDNiOlLoHBpQcH0zl8AWvYULJ3RUR/hLVPOLZEs90GLJe6WacskWzdauuk27S8mcadbBL59E91o6SGLbpGl2UwVAXdPL+jZd5ipskd8mQkCVooUQpZm3bG2Ub39y5jZmZ9fRLfStCx4kDKVqFRdunzDIkerBwuSGlNR6DV6gjQaU5qc3r8d7l75j9cl5hYrDUim8D7iPaBbMFLHQWMTBA3CLR4w8W84f3g37/Pw5lXIkScPL4tvdmq52d28cohNEPWBBTtiCrKlkfigxdK++5a2T+Ygj+qvjTlwnEoexT+e1P54pZINGk4IGBQBMSAWfe8NCjstRggQAmaOwDdFdjjx3sHMxUmSfYzMKgYLUu6Y3lE5Imz8eUflProov3r2HFawc6Gn9m1jEVDjuPLL502lVfnV04cSe9lz55PKyoVsPj48IBGu6//4vnKTxjIGFhLJUiIVi/KIn6KSKYfvvigzfeoHAdm5jht2cQAAQABJREFU0Yp/NKKlRz+wynvWuavXgle1mjBj2XIOxJodu6DtkKEw6k/LPERvDrttBcKfOimb5rBbxCMhQAiYCgKiIiEGSzEVvozNhxWLFCtS7KdPYvGHP29ePA9dquRnQXo2Qcmqtfl5SjxTqgtyY662IgX7PxeLKp+hLKc4KppIrtnirZYqnWR2gTk2kcT7ZpmJT+LqEAEZK5vCGTYdYklTKRDYefwEBIaGQdH8whPEK3fuwrbDx+Dg2XOEkZEQEP9ZiE8qjcQGLUsIEAKEgFkhIEahpbRRqtvmwPJOihQS6C8W+WfkuwiVa/ECU5kgvQ0JEqukzy2LZ/HIt5hi5e+th/l5SqlRraDsAvw6JFCtNeGli1tWyKTIK7xh3jTAXKPqJKZlwfr8xUqpN8vyWjynTN99WW6/ToWWr7KpZdhunaItg8kiP0bCeb/rLE9XWqhZXjhMLwOxTV5EK2vhrKZyKHeTZ5oYJAQIAULAyAh8l867WxuZE9NaPhNLAYJpU5B2Lp8Hty5dgLi473DpxFH4c0h3Xq/+5uiciVfdZilOsN/Dm9eZ2+wE2LpkLlw/d5K32Ts4SsMCXwq5NL9+/crSsQDg2Uskp4zCPFjetXIBD+hzbMdmmNi7A7wPZ+cnNVCv0VN4Lebn/KlOSfh37w6W6uUuXDt7CsZ0bg5Ht63l7ajs5i9eUsMM8qsSH06LD6vlhwBJrCsE4v0gdDWjic8j/tGQG61+Nur4xYvMFeUr1CpfDtKlE3JV6WclmjUlCIjfe9wbIkJA1wh8+hQNUyeM4NN26NIbChcly4CuMab5jIOAaNkUf0ONw4XprWpjkwba9B4Ca/6ezPNzDmxaSSUvpyaOK9dvDmcP7uQWzFEd6ktdGnXoxSPPHti4HE7s2gSvgwJ4KpT71y/xPtGRH6BFETdo2rkPS9fyP8hVsAi45/CBEOYSe5qd78SXSP0mzhKLKp/NuvSCWxdOw9Ht6yDg6QOYwPJ6qpNXrvwwes4q9WrZXpOyKdut17ngsrNsiu4A4h+RzhGV+YSHzgiusg2qVpE5EqYlvlUa4ak8ndk0rX2xFG5iPn+GUycO8leoBhc5S5GT5JAfAqIroaWc2bS2Ev4XaJQHc4swsrJWteIq9xXTYWC/XmMmQafBY0HMh4lR/ivWbcpzWGI7knjPheVGHbqyMVPBTvEg2orxUqhUBShdrQ6LEjsGytdqBDjHrUtnITY2Bn7+bQZXYHGsDXPBLVG5JhZ5Spbp6w9CwZLl+TW+ZXJ1Y+lMOjBrawawUcio/oDgt0VrYeI/2yBn3kJsjngZXTy8oPvISbD69B3I5JJZmlP5XKp1GtXbZeW51fGSJjDzgvjdV5bVzEUi9o2EQBp286m/0GJGEiqpZYsWLQp37tyBW3t2QtEC+ZPqqrO2z58/weeYGLBNmxbSp3dQmTc6Ogpiv3yBdHZ2kiVQrBM72qdLB3ZKkc/EevEzpf3FcfgZw8Kc33r4mFcVy59X4zofPn5gLizfwIlFqrO2tYVvjN//bt6CQrlyQebM8e4sOIl3zbrwMigI7u7fBYXyCmc2B06aAgs3boJCeXLD3QN7+Vqa3qIio8DBnkV4U/tHh32Rz0/shhb/EWVUOisizvMx8iO3qDpjG+ujTCI++E/PyVE1D9er4CB4/DIA8ubMDl4eCUOXx8XEQuTnaP4PUxz7IiAAIhgmJVmuLU28Kq9tKuUuv4yG9Xv2w7hJM6FREyF3manwRnyYPwLvIsKhCXNNQ5r850KoVbeJ+QtFEhACDIFHD+5Cz06NIHeh4rDq1A3CRAMC6OIaGuAPmd08mCKZVkMP1aq4L98gLDAAMmZxYcqh6j0RusHimUzHDII7bVRkNLx7HQZu2XMCWlPVKeJNOHxmnhUe2b3Um5K8jvn8BUKZBTUzcwcW10pygMwacU9ruAt4o0cUKZwy+wLoWFzVRzU6ntwUp3N0FH7APkZHG4y9rqPHQqZylaFZv0EJ1mz08wDe1n3Mb1Jb/Z/68jocg690xUqDZ5UaUKNLd9hx+KjUTyyktD+Ow7OVnUf9AulLlIVyvu35C8v9J04GVLCUKXP5KpyPBRs3w/6Tp8Czem2o2qkrZKlYBX6Z/hdXPrH/o2fPuKKZjR3GFxVN5Xk0lS9cvwH1e/YGlwqVwbE0c70tUQZKt/SFRRs2Aig9B/lr+SrOg3PZSnD3kaAci/OhMuxWuQZv33XsuFgtfLIfyYKNmvO2BgxXkQ6eOg3ZqtaA7DXqQq1uPfmnT6268B87b6pMM1YK63pVr8NxadV/EPjUaQClWMLrfA2bwjUW/MgcyJE9KED6FGW477054EI8EgKEACGQFALRUR95s/JZwqT6y7ENDaIeOXNopWgiPjZprcDTO2cCRRPbMN+nsvLn4Jie5/XUpGhif7REplTRxHGoFOdgD8yV18J6IgGBT1FRvODA8ouSoknfitQiIDtl08lJsGx9VPwhpRZAbcZrYzxW7qNcFucPfv0aTl++Am2GDIO63XtJCh62p7Q/uqeUbdseNuw9wC2WaC3EF1ovF2/aAi0GDRaX5Z/i/DcfPoT2I0ZB6Nu3UvtyltYkkllukUQX2vpVKkvtSRV++3sOVGrfCY6e/w/eRgiH+mNiY8Hv3j0YMHkqVOvcDdAqidSnXRtIyyzDSHPWrOOf4tuqHbu51ROvF27YJFbzz53HT4J/cDAvD+zYgX+u3bkbGv/cH4LCXvNrG0Vy6xeBQXzNizfin16LsmPHXuMnwK4TJ/kYfHv88iUcOn1GujblQgZFQuroTwKepswr8UYIEAKEgKkgIP4PslfzijEV/ogPQkAfCEQxbzEk8Z5ZH2vQnPJBQLbKZqQBlc0f/TpVKV0Kru3cBvuXLISZv4yEEgWZ2yaj4xcuwm/zFiSYVtv+M/5ZCQ9Y8mSk3/v3heCzJ/lrZI9uvO7A6bNwnCmA6rSKKWmVS5aAewd2w/FVyyG/jzf8OXwoZGBnJJCOnBPOazaqVpVfJ/W2lyltU5f+w7vkyZEDts6eCTd37+CyVi1TmtefvXoNhv/5Fy9ndXGF9g0b8PL6ffshQgytzqyfC5nFVaQTFy9xC6t4PXfdel70cHWFdg3rw/sP72EYs8YiFc6Th8sRc+MqHF2xDHLnyM5dcUdOn8nbld8+REbClkOHYe2fU+Hxkf0wpncv3v+X3j2Vu5ls2UmhbH6KijRZHokxy0YgJDgQrl0+D/ipiT6zXH0f3r+DKMV39MuXWLhzyw9ePhciUmoaQ3WEgL4REC086UnZ1DfUNL8JIfCJlE0T2g3zZ0W2yuZHdj7Q1ClLhgxQqnAhaFyzBozo1QPOrlsD5YoV5Wz/tXI1fGVWQGXStv/y7Tv5sDJFCsOkIYPAzTUrf00fMQyyZhYOx289dER5al5GC+C2ubOgYJ68ULtSRbi7dxezOPryNrSW/nv5Kne3qFOpQoKx6hXD/pjOq3J6esKNXdvBt1FDKMaUaZT1zPo10KKWEAhg6ZZt8Pi5oBgP69GFj8Hzr8u2bOdltIqihVGZFiism7cfPIQzV67ypv4d2oEVs4zuOf4vhL8TrKgzRg3ncmB9XWaNHdKlM++LqVtCwsKUp+TlIV06QZeWLSCPtw/8MXI4U7r3sBQvdgn6mWKFqGyKT+lNkUfiyTIR+O/sCWjRoCy0aVIJhvTryD+xfOvGFRWBp0wYDo1qFYchfTvAutWLoF7VwtC3R0vo1KYWH3P/7i2V/nRBCBgCgchPwgM6B1I2DQE3rWEiCGAEYCSybJrIhpg5G7JVNj+YgWVT/bvl6OQIAzq059VxcXHw4IWqkqVNfwxWhAF8kJ74B0CVDp2lV7WuPUDE5am/v/p0ULdiecmKiY0YLEgMxnOKKZqoBJYvVkxjAB/lyd4x68WzgFe8Ci2EDo4Oys18zlljR0l11+7c4+WShQqDaPVEa+Z3hsHCDRt4m1uWLNC2QX1eXr17D3e/nbNWcLfFnJ/92rfjbffZuVKRpi5ZJsmOOCzevEVsYgpsQvlb168ntWPBXBRN5FVyoyXLJsJBZCAEDuzdBr8M7QlvWIAPJDEZO1o3B/VpB7dvXlPi5DsvP7h3C5bOFx5GiTf42H/k4K4QEiT8bigNoiIhoFcEohUPptM7CEdw9LoYTU4ImAgC0WTZNJGdsAw2ZKtsGvLMpi6/KqIrLc757FXyN17q/cPehkvsOKa355FwMRqu+CqaLy+ULVoEXBUWTqkzK9SqkLjF8vDZc7xrw6rJn9d8+DxeSc7n483Hqb/lyp6DR4DFemUFcVg3wboZEBICs1avhX3/nuFDe/u2hpHM+ouEVuvZq9fBhn0H+HXHxo0gSxbBYhv8+g2vw7cvTFkV5cZPx/TpuewoP7YpU3p7e8mqrFxvLmUnhUJPlk1z2THz5/MDc1lfOGcKF8QnV16YvWg9nDj3AGYtWAvZvHJwl/VFc6dqFLR5605w+NRt2Hv0GgwZNYH3ec9c548d3auxP1USAvpCIFph2aQzm/pCmOY1RQTIjdYUd8V8ebIxX9Z/jHPRJcCQyqaY4zD6c8yPMa00CpUskXyyZROLiX6q98/B3FYzZcwIEe/fw4CO7WHMz30SHavekFYRSEe9Hq9FZbO+Fvk1vbN5SFM8T0RhfhUSzG9GsWN2D3epf8vatcA7mydgMJ9Rf83i9RgprW+HtpDN3YMrhJdv3Ybf5s6Xxgzr1lUqlypUENYwyyemk7m0eQOkSUImaRAr2GA6FhZEyVzJUQwQZIYWfXPFXO58nz11lJ/BRBz6sVx8ZcsLZ7nLV6wObTr0gLl/TeKWzddhoeCa1U2Cyyd3Phg1bpp07du+J2xevxxCmXUzgCVxJyIEDIlA/JlNITaBIdemtQgBYyFAAYKMhbxlritby6boLmqIbc2oiIDrz3I6qhALbvP+oxDxS6U+iYtZ7KwmEp6fLODtzctJvSXozxSmyiWL8yHz1m0EdGlVp08sZ9WlGzfVqxO9xlyV958+40psOWYVTI7wjKi7iwvv9sey5YDrqdO4v+dJVaUKF5bKmNdyMDs7qUx4vhMVTaQhnVXbqpUtw8+Civ0rs6BLSJizc8aKVWK1yudllkMUc35aEsWf2UzZ982SMCBZDIvAy5fxgX3WrlwA/Xq2kl67t6+XmAkMUFUg0ykSvksdWMHdXciBK7p2KbdRmRDQJwKiNwhZNvWJMs1tagiIv7WigcbU+CN+zAsB2SqbHxUpNQyxXfl9vPkygaFhMG3xUh4R9fXbN9Bl9Bi4cf9Boiw8Z2crz7GIrBh850VAALQbOowF4RGCagxn7qQ2drYqY7XtL55txHQqZdq0h0179/PclRiB9g92jtG7Vn34e9UalbmTujh89jxvrseCBrEIQUl1ldr+N2QgLz9l50ZLtvRl+UOPcB7+ZdFkm/frD+v27uPtzWpV50GSpIGs8BNzmXV0EPJGYv2Azh2lZow4KwY5wsqhXYWgP2KHUgXyQ96cOfnl2NlzeV7R89f84Pq9u7CZud226DsAyrftAK9C4y3I4lhz/hTPbEaRZdOct9GseI9481riF8+Yf2Gu6uLL3t4BChQqxl/YlhzZ2qbjXTC5OBEhYEgEohXn3MXzw4Zcm9YiBIyFALnRGgt5y1xXtm60kR8NZ7nq0LghzGLKGyp3v86ZB7/PXyi5iCb1tbr18BFU7RTvAir2LclcQScrlDWxDj+17Y8RVbHvTMYTKnsdR41WnoaXMe+mtnT4zDneVZuUJ+KcP7X1hdNXr8L6Pfvh4fMXLH/ocLFJ+szHLLcrp0yRrsWCE4sK2LNVS5i3bgMUyOUDtSrGnyXFoEV927eFyYuWAEa6RbdbZUK32aMrljKFsiOEhYfzvKKYW1SdUiK/+lhTvHZSKOfiU3pT5JF4siwE8hYoBIf2Y/L0dLBk1S7ujWFZEpI0ckBA9Lyh1Cdy2G2SUUSAotGKSNCnLhDQzgyli5VMZA7RJeBjdELXTX2x6OnuzvI5LuPBZ1CJwafzXu5uTJGaDLXKl+PLWuOZQDXCKKoZHB2lWoy4OrbPT3Bly0awsxOe9EuNrJCS/n+NHgWz2Kt2hfJgh1FlFZTNLStMHNgflkwaL1ZJgXrwbKQ6YUTYYyzvJ1L9qpXUm/m1tbUwziqN6vh1M6bDtjkslUruXDxlijgYsUEeMLWKGNhHbBM/h3TtxI5QpmHnTjuIVdJnP5bmBPEchBZPDbh6Z88OJ1avgF5tWoGPV/y5V8ShDlNcsS1frlx8Pol3DbJLC5pBwSm9EPFXfEpvBiwTi2aOQNFiZbkEMcxlfdP6ZRqluXvbT8qrqbEDVRICRkYgOko4ekButEbeCFreoAiQZdOgcFv8YrK1bBryzCZ+iwrlzQeXt2/hZyRjWH5MPLeI1IO5hCZGDStXht2LFwAGy0FFyDWLcM5RJ/2Zoja8Z3f+iouJheC3ryErU2Y1KbGxd24ktiQPsIPKmbV1Gkkm9c5zfxsH+NJEbRo2AHyhq3BAcDDnAS2XyVGuHDnhPstz6ZPdK0FX96xZ4d7+3ZCTBRJKjIrkzwfLp/6PN78Jfwvfvn1jazN81Sy6GEApJUGUElvP2PVOTgpl04Du48aWmdY3LgJ58xcCr+ze8CrgBSxbMAPCWICfOg2aQ7p06eHliydw8th+OHf6GKzfdgIccuUxLrO0OiGQCAKiNwhZNhMBiKotEgEKEGSR22o0oeSrbEZGGgV054zOKVuXKT9eHokrTQkmS2l/NgGe/czuGW/hSzBnMhVltAgKlMwUPGdl7pzeyXVTac+fO7fKtfKFaJlUrkus7JI5S2JNFlNvm9aWW3u/Mkt0DMuHamdnZzGykSCmiQAGMZu1YB383L0FvIt4C7tYUCB8qZOluayry0fX5o1AtOKce3pHikZr3jtJ3KcEAdGiL3oDpmQs9SUE1BFQ9WtUb7XA66zM6oUUqpRv0gLFJJEIAVUE2EMIN0Wu0Yjw+Fyjqp3oihD4MQSUXezTKLnLYz7NOYs2QJPm7cDDM94LwZZ5apQuV4m35fQRHhpZWQlHCaysEp4XT6NwY9d03ODHOKZRhIB2CIQrfi8zuQj3DtqNol6EgHkjEMFSUiGJ98zmLQ1xb2wEZGfZzMJcRdOmTQvvPnxgFp7PGt1Gjb0ptD4hoA8EPNmDlqCw1/DmdSi4e/y4JVsfvNGc5o1ABuaxce7aS41C5MlXEMb8PoO34YOOb9++Q2bmsq5u0Zz850LAlyb6e8FaTdVURwjoFQEMDoTuhDbMMyRDphR6JemVM5qcENAvAm9CA/kCnizQIhEhkFoEZGfZxCfwHh5CTsZgduNNRAjIBYFsrq5cVFQ2iQgBYyCQKbMLZHFxTaBoGoMXWpMQSA4B8bfSheV5VTvOn9xQaicEzBYBlgIe3oQIeeFJ2TTbbTQpxmVn2UT08Y/H398fApmyiZFJTY36+LaBuixnZeE8iZ9JVOY5pf2Vx1JZPgh4sEjDSOINlHwkJ0kJAUKAEEg5Am9eC/mWXdzJEyTl6NEIc0Ug6mMkxDCrvoODA9CZTXPdRdPiW7bKJm5DcFiYae2GgpuurVqkiK+U9k/R5NTZYhDIpjiv/PYNWTYtZlNJEEKAENAbAm9eC/cIWZhlk4gQkAsCylZN9eMOcsGA5NQtArJzo0X4RLeAwFDTVDZ1u8U0GyEgICAqm+INFOFCCBAChAAhkDgCbxQP5lzdSNlMHCVqsTQE3oTQeU1L21NjyyNrZTPIRC2bxv5S0PqWiQC50VrmvpJUhAAhoB8E3irOt2chN1r9AEyzmiQCb+m8pknuizkzJWtlM1DhImPOG0i8EwLaIhBv2RTOIWk7jvoRAoQAISBHBMIUyiYGCCIiBOSCgLIbrVxkJjn1i4C8z2yGWm402riYWJi0aDEcPnceoj59gqY1qsP0X0bq99tEs5s0Ap4Ujdak94eYIwQIAdNCIN6yScqmae0McaNPBN6SG60+4ZXl3LJWNgMt1Y2Wxa2u1fMnOHv1mvSldmf5RYnkjUAWlifOxsYGPn5kOWY/sxyz6dLJGxCSnhAgBAiBJBAQI3dTNNokQKImi0PgdSilPbG4TTWyQLJ2o31loQGCth06LCmajg7poWPTRlCHpVIhkjkCLMesZN18Q8GxZP5tIPEJAUIgCQS+s4e28comWTaTgIqaLAwBOrNpYRtqAuLI0rLp7OwM6ZhVJyo6GqIio8DB0cEEtkJ3LGw/coxPlt3dHR4e3gf29ul1N7mJzRQeHgEZWC4oGztbE+PMNNnxZLk2/YOD2U1UCGTzymGaTBJXhAAhQAgYGYGoyI+CBwj7/+ng5Ghkbmh5QsBwCFA0WsNhLZeVZGnZxLxBUvqTMMvLOfiSKRNItSuWt2hFM4S5QVfq2BleBAthuuXyR5saObMpzm2+DqMgQanBkcYSAoSAZSMgpojC4EDsloGIEJAFAsygD2KAIA8PD1nITELqHwFZKpsIa86cOTm6z15ZjqLyNTYW3r1/B69CBEXCnllv8RrrNRHWf/78SVOTVIeBhnCOj+wpr0gvAgLg+r27AF+/ClXfvvE+2A/wl4qRf2Ag/Od3PeHarO/V23fg/DU/+PQpWhiv/s76PH35Ak5euAhPXjyPX0epXxCTsVrn7vDw+Qt4++4DRLyL4K/Y2BilXlRURyBHNsEdLCgoQL2JrgkBQoAQIAQUCAS+esFLbl7eihr6IAQsH4HXzFgR9yUWXFxcwIF5jRERArpAQLbKZv78+Tl+D58xZcZCaPGWbZCpXGUIVJxFXbxpC7+es26DJGFMzGf4ddYcKNK4OdiVKAP2xctA9uq1oO2QoYBKpDrNWLmKz+FVvQ6g4tmq/yDwqdMASrVsC/kaNoVrd+7CZaY84rr4wvOipVv6Qs5a9aByh87gVLYizFi2nE+7Yc9eyFS+MpRt0w6qdOwC7lVqwu5jx1WWXL51GziVKQ956jWG2t17Qd76TaBQ0xZw4foNqd+r4CCo1qU7PH75ktdVaNcRMpevwl+//PW31I8KCREo4OPDKwNePEvYSDWEACEgIbBn10ZY8888dtQi/kGb1EgFi0fA31/4jcyRR7hXsHiBSUBCgCHg/+QBx0G8RyZQCAFdICDLM5sInPiH9OC55SibiX0hMNABEloJ6//UF54FvFLp+iokFLYdPgb7T52FVVMnQ7smjaV2cSxW9Bo/AXadOCm1obJ36PQZqFu5klTXdpiQXsWNRb8NffsWPrGop6NnzYaTly7DEZaGBcna2poZRb/Ch8hIaD98FDw/fhg83Nzg+Pn/oPf4ibyP8tv9p8+gUZ9+8PLkEebOlAaqduoGLwKFaGnK/aicPAL5cwnKpv/LJ8l3ph6EgEwRePr4Afw1ZSyX3jadPXTo0lumSMhXbPGBXPY8BeQLAkkuOwT8nzzkMov3yLIDgATWCwKyt2w+Ym6YlkK92rSEFyeOgDtzf0Dq7duGX/fv2A6+ffnCFLvRXNFEhW1wl05wbuM6uLR1E/wxfAigyy0qhj1/mwDP/f0TQIKK4RZmtVz751R4fGQ/jOndC3LnyA6/9O6p0rdg7lzw9NhBCPnvDJ9f5AUVzfpVKkPYf6ch0u8STBs2hI+LYa68/2zdzsuxjEekPm194eKWjfDs2CEuA9a9+/ABDp85B07pHeDU2lWwbvo0rOZ0bOU/XE6UffLgAWI1fWpAoIBPTl7rzyybyg8SNHSlKkIgVQi8iwgHc3BrDwsVzrgrC5uVndPLkNGZPxjLnZcsW8rYyKX88uVTLmrO3LT/ctlzkhPgFVk26WugBwRkr2xakmUTo87m9PIC27Rp+Vcli3NGfp2eKWibDh6Ca3fZOUtGc8eNgbm/jYPKpUtBueLFYMzPfeD0utX8xir60yf4dc583k/9bQhTULu0bAF5vH3gj5HD4d6BPWBra6fSbe30PyBXDkGhwfnb1K8ntR9ethhcs7iwSMD2MOannoBpWZAeBwjKrUumTLDmj6mw9H8ToXyJ4uCTIwf8b8gAbs3Efm/esTOhLH0HyujJLKEieWfz4HVYn8Epg1hNnxoQcHNx5bhjrs1378I19KAqQiD1CLxmgdf692oNISYevGvTun9g0dz4B1ei5E7sd2THgQuw+/BlKFehmlhNnzJCAB/IIXmRZVNGu06ivnxKlk36FugeAdkqmxggyM7ODoLCXvP0J7qH1rRmPK848+jBopEO6twxAXNlixWF9o0b8Pqr7BymJmqtpDhiu7qiiXVpmYusMmV3j1cKmTYrNaWxsYEqJUvw65CwN/wTFd+urVoIfZjrLwYYmrL4H0nZJEucBN+PF5hVWzy36f9CeHL/45PRyNQgEMcs+eiuefXSOXj+7DF8Y4GxkqIvLGjDZ/YwKCnC9g8sUFdUVCTvhmPu3PKDl8+T32tt+IlkDylu3bjC5/zw4b1GVtBSOKhPW/B/+Yzz8p4F78JXTExMgv4xzJvi3p3r/IVldcK/eZQHX+h6j4TzX792IfEAY6yPNnyuX7MYFs6Zwvj6zPlDHnEdkb4wrwtraxuIi4sTqzR+ItYib5o6pGZPNM1HdfpHAL8/EeFvwNYuHbh7Zdf/grQCIWAiCASQZdNEdsKy2JDtmU08N5gnTx64y6x9D9nZw1KFC1nWzqpJ8+SlYD1E11e0Dmqigj65eDWexUS3WyuFhRQr09vbQzmmkKaUcFxi5KTIb6quRO48cgxGzvgLnrNIwdhHvAn/9k04e5rYfFSvHQL5c3kDPlDAABjFS5bTbhD10hkCGIV5AVNyDuzeyhQZwXUcJ3dxdYOhoyZBjdoNpbVQAVu9fC6cO32MK2+o1LhmdYfCRUtBv8FjE+RKnTJhOJw6cRAKFCoG1dk8K5fMBlQ4kdw9ssH/pi+BgoWLSfNjQRt+MFXOlAnD4Nrl/6Sx+Bva0rcrDBz2G9iwh0dIaMkc0rc9BL4Sfm/69mgp9fft0BOGjJzArzHozqw/f4PjR/ZKf99W7HepeauOMGjE79KDLFTCu7aty8cMGTkRDu3fBo8eCA/DbGzSQqNmvjBq3DTpgZS2fK5eMR+WL5rJ5z176ijgS6RDp27DN4Zz49rCw7DJfy6EWnWbiM388/bNq7By6Rx49PAOV1RtbW3BO1deaNysHbRq21XiBzv/yJ6oLEYXBkfAX+FCm5250Cby79LgPNGChIC+Efj8KRZCAl5yL7dcuYT7QX2vSfPLAwHNWoc8ZJeCBD2yoIi0iW2dD3MxRXr+SjU4kHL/p4potJmdncFKcfMottugVZJZxfRN7YYMh9aDh0LEh48wZ+xoCDt/WnK31ffacpm/AHODRhIDYMhFblOQE617fbo2gz3bN6gomsjbm9eh8OhRvFcBWga7tK0D61Yt4pZP0XqGChUqlF3b1YVjh/eoiSU8kHlw7xYsnT+dtzk4OvFPVARHDu4KIUHxvwHa8jN+dD8VRRMnRH62b14Fa1ct4POjNWhgb19J0eSVGt5wzd7dmsHRQ7u5oolnyPGFD5V2bV8Pv478OX6UIrgZVsydOZErms6ZsvB2VNT37tyo4garDZ/bNq+UFM34hVRL6g/AlFuXLZwB/Xq2hiuXznJFE9timRUUleDZM37nGERHRykNSdmeKA2kopEQEF1os1MkWiPtAC1rDARePXvElv0OqGjiAzQiQkBXCJCyyZC0pHObiX0xSisst5gWZSlLiaJOD548gQ37D/DqqujeagDFUp2H2w8ewtbDR3j1qTUrYUj3rvx8p3o/vObKr6IhUOGGq6kf1SVEoIAUkVY4k5SwB9XoC4ENCsUR5y9drhKs3HAQ0JK2aMV2qF2vKaRVeBOgS+ukXwdBUGAAV8TatO8BC5dvg6Wrd0Gfgb+AHQvohVbP6f8bDa/Yk2hN1Lx1JzjM5t579BoMGSVYFNFV9NjRvVJ3rflhil1WNw8Y/785/CzjX/NWQ0bnTHye44cEhTe9gyPMW7oFfp08S5r/74XrYOvec/zV8+dhvH7juiUg3sx37zUYdh26zF/tOwsRXy+c/xcuXzwjzSEWnJ0zc/n3H/eDdduOM+ut4GmxZwdT3BleSKiAJsdn/YatOD/5ChTmYypWqSXxuG3fecDzmonRmVNHYO3Khbw5W/acMHHafFi58RBMn72CeQmU5fU3r19h7rlTNU6hzZ5oHEiVBkUgQEx7QsGBDIo7LWZcBALovKZxN8CCV5etGy3uqRja+YEMLJtdWzSFmStX89yU/SdP4Qp2+0YNIR17enX++nX4be4C9nSeuc4yn6GRLHiPMejkxUvSso4O9rwcEhYGn1l+TyS0pISHR0DmzJkgc8aMvA7fFm7YAJ6uLizn5z3YzVKzLJ74G2RS3AhLnaggIZBfkWuTzmxKkBissH3rar5WLmYxmTV/neR+WqxEWcCXSOhe+vD+HX45eOTv4Ns+/m8SXWjLlK3ErWufP3+C5YtncqVHHIufPrnzcfdSsQ7Hb16/HEKZdTPA/7lYDdryU7FSLWjVritkyixEunZj0Vpr1GnELbTv30fw+fC3wzNbdgh6Fa/8unuwYF6sTpn27xYedqGy+FP/EVJT34Gj4fCBnfAu4i2cOn4wQWCeEWOncPdhHODDXFZb+naDPyaNBLQivn37GpAnbfjEKLP4wkBlSA5MSVbnkTdoeFvw9/94rRtzScYHBTgWKV/+QlCpam0YN6IPnD19FFABbtuxF+T0zs3b8U3bPZEGUMFoCLxUBAeitCdG2wJa2AgIUNoTI4AukyVJ2WQb/fDFC4vfbryx2jBzOsuz+TNEvH8Pc9as4y9lwdGVbeYvI6BKmdLK1QYrt6pXG4b9OYOn5CjfrhNUKVECTl29JgXomLhwMYya+TfE3rwGRfLmAR+vbPxcJ+YIxZdIs8aMBMHmItbQpzICeb1z8MtAphSgRchG6Wyucj8q6xaBCKZEiQFoWrfvLimamla5e9uPV2dh0YNbt+2eoEuhIiW5JRRdUdFlVp1ERUq53p0pY6hsRrPzkkgp4adXv+HSVJjSBN1477C/Q6SkXE6lQYoCBstBHpACmUW2X89WihbhIzpaCGz0KiBeIRY7pGPRtpUJ5REJz4Ai6YpPcV7lT9w7tDQjdereT1I0xT74+zlg6K9c2cS6h/dvqyib2uyJOBd9GhcB8cxmDnKjNe5G0OoGRYCCAxkUblktRm60bLsfYq7NZCJBmtO3wtpa2FarNKrbixFnHx3eB52bNwHnDPGuYulYVN7q5crCle1bYFiP7iqiSnMlESUBA4WIhNYNZbKyEs55qtdjnzSg4FMxJrtnNpjBUqp4ZnWFtxHv4OiFi9C9ZXOoV7kSn/L9x4/Qqk5tSIPrsTEHli5UCVrkliULoLU2g6NgbVDmg8rxCOBNbw4PD24pDgoSbp7jW6mkLwRCggQlC+d3d4tXlDStF+D/gldn88rJvQ009cmZMzevfhXwQnIj1dRPrLO1TceL4tnPlPCDA18xnn4fNxCa1y8DM//4FQLYmVKk7yn47UQFVyRUHr+whx3Kr1zMbRGDG2XK7Cp2S/TTlv1uifT1W3zEWF3wKc6r/IlnaEXKkV049yxei5/oWiv+HvprEQFYfU/EeejTeAjg2eFXCut/Dkp7YryNoJUNjgBZNg0OuWwWlLVlMxPL65g1a1YIY66ar0JDwMsj6RtAc/lWPDtxNFFWXTJngXUzpvP24NBQ+PrtK3i5uScaoRZzcOIrKSpTtAh8f3hXY5f+nToCvjTRlrl/g+BQF9+KLrwj2FnN4DdvmNKZVeIrMCQY7NnNMrrQilQwT164tG0zc6ELh+iYT4DKKpF2COC5Tf/gYJYS4wnkyJlLu0HUK1UIuCt9P1GZLF8p8ek8vZj1+TJIljRNPV8F+fNqdAm1Vgvopam/el1K+LnhdwmG9OsIX1kaEMw72ZdFwr12+TxPHaI+b1LXGBHXKUNG+MjSprRkUVu79hiQVPcUt+mKT00Lo0uwSEHBmh/ShIYESWlQXNkDHSLzQwD3EAM+ZWJRnx2cHMxPAOKYEPgBBDAWmz+lPfkB5GiINgiomqG0GWFhfYoUKcIlunH/kYVJlrw4Hm5ugoKtZo1MfqR+e2AOTk93VQU4m7uHiqKpzEGWLJlJ0VQGRItyYeaGjPTkyX0telMXXSCQiUVRxSA3SJvWL5NyYWqaO19+IXgNRqjdvW19gi6YEkQMzINnPdGFM6WUEn62bFjOFc3K1eoABv3BM4qJkbUN8zxQEPKvTMhnkWKCm/4OFslWdCtW7oOpWDA36I9QivhUeGS8eR2m1VIurlkhcxbhzCoGVkI+1WkZOz8rUv78wv8W8Zo+zQOBx4qI0D60f+axYcSlThAIZtkIoiM/QBbmIYZGGCJCQJcIyF7ZLFOmDMfz6p07usSV5iIETBqBcoqHLA/v3TZpPi2NOd9OvbhIeG6xV6fGPHUJ3txiHs35f0+W0ng0aNwavLJ7875/zxgP82ZN4goYptfYsWUN9O/VmufPRPd0MYrrj2ClLT9+Vy/w6e2Vzk0GKyyrX5nbIboeioqjk5OzxMrOrWvh5YunPM3JhLEDeaqQmnUb8fa3b15D765N4cjBXfD08QMegXbNygXg27QKbN24QpojJYUU8ZlB4PP2ratw8fwpfvZ1+aJZPJBSYmv26jeCN2EeUdy/k8f2c97Ryjt6WC84ygIcIaFSju7AROaHwAN21hapoCK6sPlJQBwTAilH4NGNK3xQ2bI/9vAy5SvSCDkhIGs3WtxoUdm8cptuuuX0xZe7rGWKCpap+3dvyB0Kg8rfqcvPcOHsCa444lnLSb8OVlm/ZOny/DqdvT38PmUOjBjUjbucbt24kilgK1X6opWw3+BxUKKUMEalUcsLbfmpWbsR7N+zBTBKblhoED9nef/uTb5KdFQkNKtXBpq36gC9+48CjLTr4ekFwSyfJwYSwpdI/YeMg0ZNfOHZ44dMqfuH5+T83/ihYrP0+SOWWhycEj4rV6sLZ/49wi22Iwd3k9Zu1LytVFYvNG/ZEW75XeYKMp7h/H1MQjfg7Dl8YMzvM9SH0rWZIPDgrhBwK3/x+OjQZsI6sUkI/DAC929c5mPFe+IfnogGEgIaECDLpsKyefkOO3OolEBcA1ZURQhYDAJ5cuQEJ0cHQOvS6zBVV0eLEdIEBcHIvwv+2cbOPI7h+SBFFjGoDKbGKMlSmoiEEWc37jgJ9Ru1VMn9iIFxSpSqAMvW7IUOXXqL3fmnlZXgwioG5lJuTKNwlxcD2GCbtvx07NYXKlSqwd11b924Cl/YmbZ+LFWJeFbUhrnOlihdQcGDFUyfswoKFi4uLY8pU2rVbypFcMWorQOG/QqlylZUSR7u4uoGPXsPhRFjpijminfJtVJzFU6jFADN2kp4bpoSPhs384XefUeAGGgIrcSFipRgaWUqqwRlUl4HmcJco5P+WAA5fXKr9HNlZ/yQ9zVbjgC6KIuU0j0Rx9Gn4RHAyMoP7gkPUQqULGd4BmhFQsBICDxgv+tIaNkkIgR0jUAa9uPKjgXLl1B8V1cW/fTtWwg4dcxiggTJd0dJcm0RqNOtJ5xguU3/mPUPVK1RT9th1E+HCGDKjvDwN0zx9AQ7peiqmpZ4HRbCg89kdfNQUXI09f3RuuT4ef8ugkdbdXTKwJeIYlbNiPC3gIF/bDQEKcLoszEs3Yk7s3QmRrGxMRDOHnqgQmqXToiYm1hfbetTwiem/wkNDWbnaTOBg6OTtkvwfjExMdzSi8qliEmKJqDOJoUAprZp26wKZMziCnvvhbGHKybFHjFDCOgFAXYKAhrlycjPbAYGBoKnp6de1qFJ5YuA7C2b6K4lug1cvqU5oqp8vx4kuSUjUKaIEITm/n3BbcySZTVV2VC5QbfL5BRN5B8tZ6jUaUojpCv5kuMnI1PIlJUqBwdHdrY0p0ZFE3lCJSwpRRP72Nra8T66UjRxzpTwidbdbCz6b0oVTVwH9w33TxkTrCcyTwQkqyZzoSVF0zz3kLhOOQKBLE0TBgfyYBG0SdFMOX40InkEZK9sIkSisklBgpL/wlAPy0GgLEtZg/RQ4TZmOZKRJIQAIUAIpByBh4rgQORCm3LsaIT5IvBAKTiQ+UpBnJsyAqRsst0RfdSv4rlNIkJAJgiIyuYDFpFW5t70MtlxEpMQIASSQkAMmFaghBClPqm+1EYIWAoC969TcCBL2UtTlYOUTbYzomXz8m2W/kTeR1hN9XtKfOkBgRzsXEZmZ2eejiKEpeIgIgQIAUJArghg+p4H94UUaPlZ7loiQkAuCDy6ScGB5LLXxpKTlE2GPPqou7u7w/uPH+FZgL+x9oLWJQQMiwA7lFSuiJACRTyrZFgGaDVCgBAgBEwDgQD/54BpfFzds4GLGyW1N41dIS70jUBc3Hd4eOsaX0Y0vOh7TZpffgiQssn2HIMESa60t8mVVn5/BvKVuGzRolz4+4qzSvJFgiQnBAgBOSPw4J4ivyalPJHz10B2svs/vs8ihkeDt7c3uLi4yE5+EtgwCJCyqcBZfKJz+ZbgRmMY+GkVQsC4CJRRBAl6cPeGcRmh1QkBQoAQMCICDxVRuQuQC60Rd4GWNjQCYn5N8R7Y0OvTevJAgJRNxT6Lls1Lt2/LY+dJSkKAIVBOVDZZkCA8s0RECBAChIAcEbh/9yYXu0DxMnIUn2SWKQIPblBwIJluvUHFJmVTAXf58uV56dKt2xAT89mgm0CLEQLGQsA9a1bIwXJr4VmlJ4/uG4sNWpcQIAQIAaMh8PnTJ7gnKpulhHsBozFDCxMCBkTgxn+n+WoVK1Y04Kq0lNwQIGVTseOZM2eGkiVLwpcvX+C8H7kUpvQPISgkJKVDqL+JIFCrQjnOybWr502EI2KDECAECAHDIXDr5hX4GhcH+YuVgQzOGQy3MK1ECBgRgbdhb+DFwztgb28PosHFiOzQ0haMACmbSptbq1YtfnXywkWlWiomh8DsVath5IxZyXWjdhNFoE7FCpwzv8v/mSiHxBYhQAgQAvpDwO+K8NtXsqpwD6C/lWhmQsB0ELh+/iRnpkqVKmBnZ2c6jBEnFocAKZtKWyoqmycuCT7sSk2yLKI78RXmVoyvxFyL//pnBQz/8y/4/PkzRLyL4K93799pxOtN+Fs4ffkKXLh+g/fT2IkqDY5AzfKCZfOG3yWIY5Z9IkKAECAE5ITANYWyWbpKbTmJTbLKHIEb5wRlU7z3lTkcJL4eEUjznZEe5zerqT+yPJvOLMk90ocrF8HB0cGs+NcVs5EfI6Hv5Mmwaf8hKWiMlZUV/NzOF+aNHQM2drZ8qWmLl8Kvc+ZpXPb91QuQwUlwRzrFlPfev02AJ/7+Ul+cr16lCnBo+TLMPSPVU8E4COSv3xgevXgBS1btgiLFShmHCVqVECAECAEDIxD58QM0rFkM8H/SgccfIb2jvYE5oOUIAeMg0KF8Xgh8/gQuXboE5coJD52NwwmtaukIkGVTaYednJy43zpG5TxzTUhyq9Qsi2JsbAyUbdseNuw9wBVNzEGKL8Rk8aYt0GLQYI7D/LXrE1U0lYFav3sP1OzaQ0XRxHac7/A55rpEEVCV4TJaOf7cJrnSGm0TLHDhVwEvYdH8P+HKpbMWKB2JZAkI3Lx+GfCZe6HSFUnRtIQNJRm0QiDkVSBXNDNkyAClStEDZq1Ao04/jAApm2rQ1axZk9fI9dzmjH9WwoNnzzkGv/fvC8FnT/LXyB7deN2B02fh+Pn/oEvzJvDixBEoVagQr29Soxq/xrqXJ49yqya61Q75YwZvT88OoC+Z+DuEschn2L54wnjw8cpGVk2OjvHfalcQIjD6XaEgQcbfDcvhYPG8abBx9WIY/0s/+Pr1q+UIRpJYDAJ+VxXnNSsL//stRjAShBBIAoHrChfaatWqgY2NTRI9qYkQSD0CpGyqYSj6rsv13Oby7Ts5ImWKFIZJQwaBm2tW/po+YhhkZRF7kbYeOgLOGZ0hp5cXpLdPx+ucHBz5NdblyMaUSEYb9x+E8HfC+c3V0/4HP3doB65ZXHh7347t4dmJo8B8l3hfejMuAjXKl+UM3L5xFdC6TUQI6AKBfPkK82ly5ysI1tbWupiS5iAEdIrANUVgtFJV6bymToGlyUwaAb9zJzh/4j2vSTNLzJk9AvQ4Q20LK1WqBLa2tnD93n0exCaTcya1HpZ7+fnzJ3gZFMQFfOIfAFU6dFYR9kNUFL9+qnT2UqWD2sW9p894TTa3rODbqKFaK12aEgIumbNA0Xx54fajx3D3th+UZC5lRIRAahHo1nsw1GvcCtzcPVM7FY0nBHSOwLuIcHjy+D6ktbWDwmUq6Xx+mpAQMEUEMFKLHwUHMsWtsVieyKyktrWYbwgVTqRTl6+qtVr2ZdjbcElAx/T2EMsikyq/UBkpW7QIuCosnFLnRAr+CsU1u4dHIj2o2pQQqCW60l6+YEpsES9mjEAMi1LtwLwePn2KlqTA83EfWMRqfImutWGhwXD92gWVftIAKhACekIAv3NIRcqx1A/p0uppFZqWEDAtBAKfP4fXQQGQJQt7yFy0qGkxR9xYJAJk2dSwrehWcOrUKThx4RK0rFdXQw/LrMrh6QmZMmaEiPfvYQBzcx3zc59UCYrzIfEotPgojaLOpgpPfQ+uzfJtzmWBn65dPQ+9YLi+l6P5ZYDAInZmc8eWNeDtkwfWbxfctp4/ewxd2wq/q0NGToRD+7fBowd3ORo2NmmhUTNfGDVuGg9MJgOISEQjIiDm1yxNLrRG3AVa2tAIiC60GKMEozATEQL6RoC+ZRoQFn3YT7Jw0LIipgxWLlmcizxv3UbQlC8TLRSXbtyUYEmrOIcV9Pq1VCcWCufJzYtvwiNgwfqNYjV9migC1cuW5jf4d29fJwuTie6RubGlMbMWPnhS0NyZE7mi6ZwpC6+Ji/sCe3duhEVzp4ld6JMQ0BsCYn7NUlVq6W0NmpgQMDUE/M7SeU1T2xNL54eUTQ07XLZsWeb65QD32ZnDwJBgDT0st6ptg/pcuGCmPJZp0x427d0Pd9k5PoxA+8eSZeBdqz78vWqNBEAmFjYb6bzfdThy9hz43b0HE+bOhzmsT8cmjcCNuWkgDZ76BwyaPBX+Y/2u3LoNmDql9YDBcP/JY96+Yc9eKN6sJfwy/S9+TW+GRwDzomJgKHRtvM7ypBIRAvpGwNk5MyxdvQv2H/eDdduOQ4FCgkvXnh0bII658RMRAvpCICQ4EPxfPgN75uZdoIQQIE1fa9G8hICpIIBBwa+ePc7ZEbMvmApvxIflIkDKpoa9xQBB9erV4y17TvyroYflVnVp2QLENCdPWZCgjqNGQ5GmLaBuz94wbvZcCAsPV3Fva15beCIcFxcHDX76GUq38oXJi5bA7cePecTapZMnQNq0aXkeswUbNkJlFnSonG97rnzuPH4CXocL0WrHzZ4Htx4+gr9WroYXAQGWC7CJS9akejXO4bnTx0ycU2LPEhAYMXYKFC4q5HjzyZUXWvp242JFR0fB27cJvSUsQWaSwTQQOHvqKGekXM0GYJOWboVMY1eIC30jcIelN/sQ/gZy584N+fPn1/dyND8hwBGgX9hEvgjNmzfnLXJTNlHov0aPglnshbkX7ZjiLRJGlZ04sD8smTRerIKurVrAFJYiJZ2dHa9D///yxYtB3YpCNNPmdWrDzd3boG6lilIf7JglkzOv88zqwsfVqywEZSqQywe8FWc9eQO9GRSBFmy/kM6dOQbfvn0z6Nq0mPwQSGefXkVod6WotVGRH1Xa6IIQ0CUC584IymaVhi11OS3NRQiYNALnDu3m/LVo0ULFcGDSTBNzZo8ABQhKZAubNGnC/xBPXLwEHz5+AHQxlA2xs5vDe3bnr7iYWAhmFoaszB3Wzk7IqamOw6/9+8LY3r3APyQEXFiqGEcnR5UuBfPkhaOrlgPTXuBVaAhYW1mDh5ubSp9/pk6GSYP6g2fWrJR7UwUZw14UK5AfcjJlH1Pg3LtzA4oUE6xOhuWCVpMrAraKh1Yo/9dvcXKFgeTWMwIfPrxnRwUu8uAoFes20fNqND0hYBoI4HH5s4d2cWZQ2SQiBAyFAFk2E0EaQ0JXq1aNn187dPpsIr0sv9rGzhaye2ZLVNEUEbBirrLe2bMnUDTFdv7JrJ5eHp4JFE2xj6e7OymaIhjG+mQPGprXrslXP3NaePJvLFZoXUKAECAE9IHAfyxACnpuFK9UEzI4y+hBsj7ApDnNBoHnD+5B0Iun4OrqChUV3mdmwzwxatYIkLKZxPaJT352HhMidyXRlZoIAYtBoGXdOlyWc/8esRiZSBBCgBAgBEQExDPp1ciFVoSEPmWAwFmFC23Tpk3BWpFJQAZik4gmgAApm0lsgnhu8yCLsorupESEgBwQqF66FDizKMMYqfHl86dyEJlkJAQIAZkgEBMTAxfPC4H/KjUQYjPIRHQSU+YIiOc1xXtbmcNB4hsQAVI2kwDbx8cHihUrBpFRUXDi8uUkelITIWA5CKSxsYGmNapzgc6dIuum5ewsSUIIEALXWDTOz58/Qd4ipcAjuxcBQgjIAoHQwCB4ePMKpE+fHurWrSsLmUlI00GAlM1k9kJ0pd11TMhLlEx3aiYELAKBlnWFqLRnTpOyaREbaiQhrFgwMKQ07Ly2SGIdXluxM8LKlCZNfD9rK4pfp4wNlXWDwDlFypOqjSgKrW4QpVnMAYH/Du/hbNavXx/s7e3NgWXi0YIQSPOdkQXJo3NRrl+/DqVKsSeg7EB10JmTFMBG5wjThKaIwKdP0ZCpXGWIiY2F3YevgIsrixJMRAgQAoSAGSOAQYGa1y8LESzP4MqTtyBPkaJmLA2xTghoj8Bw3/pwlQX9W716NXTr1k37gdSTENABAvGPkXUwmSVOUaJECciRIwcEv34Nl2/fsUQRSSZCIAEC9iz/Yb3KQq7UcxSVNgE+VEEIEALmh8Dd29e5oume3RtyFyZF0/x2kDj+EQQ+vv8I18+dZOn8rADT+hERAoZGgJTNZBBPg6kgmgtBBHYfp6i0ycBFzRaEQMvagiutGLnRgkQjUQgBQkCGCIgPzqo2wIT2MgSARJYlAhePH2Bp/OJYOr+qgGn9iAgBQyNAyqYWiIvnNnfiuU3yOtYCMepiCQg0rV2Di3H18nmI/PjBEkQiGQgBQkCmCOCJodMnD3PpK9N5TZl+C+Qp9pmDO7ng4r2sPFEgqY2JACmbWqBftWpVngT34fMX4HfvvhYjqAshYP4IuGTOAjXLlYW4uC/w78mD5i8QSUAIEAKyReDBvZvwKuAFOLtkhWLlq8oWBxJcXgigC+1/R/ZyoVu1aiUv4Ulak0GAlE0ttiJt2rTQsWNH3nPNrt1ajKAuhIBlINCtheBCfnj/DssQiKQgBAgBWSJw+IBg3anbujPY2JAPrSy/BDIU+tS+bfAlNgZq1qzJ44/IEAIS2QQQIGVTy03o0qUL77nxwEH49uWLlqOoGyFg3gi0rlcX7Gxt4abfZQgOemXewhD3hAAhIEsEvnyJhWOK1A8N2lIkTll+CWQq9JEta7jkXbt2lSkCJLYpIEDKppa7gOlPChUqBG/CI+DQufNajqJuhIB5I+Do5Ait6tbhQhxVWAbMWyLinhAgBOSGwIXz/8KH9+/Ap0BRlu6kmNzEJ3llikDwS3+4dekMpEtnD61bt5YpCiS2KSBAyqaWu4BRacUnQ2v3CMlxtRxK3QgBs0agW0vBlfbQgR0sPhal5TXrzSTmCQEZInD04C4uNVo1KQqtDL8AMhX5yPZ1XPLWrVuBk5OTTFEgsU0BAVI2U7ALnTp14r13n2BPSSk6ZwqQo67mjEC9ihXAjYVLx+Aa9+5cN2dRiHdCgBCQGQJo0Tx3+jhTMtNAnTadZSY9iStXBPC58JGtq7n44jEwuWJBchsfAVI2U7AHXl5eUJvlHoyN/QJbDx1JwX+g1DAAAEAASURBVEjqSgiYLwJpbGygc1MhEbQYZMN8pSHOCQFCQE4InDy6n0fULl29Hri6u8lJdJJVxgjcvXoJAp8/AQ8PD37fKmMoSHQTQICUzRRuguhKu2a3EEo6hcOpOyFglgiIrrTHWQh1DLZBRAgQAoSAOSBw+OB2zmZ9XwqQYg77RTzqBoHDW4XAQOiRZ8MeGBMRAsZEgJTNFKKPeYrSp08P5675wYuAgBSOpu6EgHkiULRAfiiaLy98/PAeLpz71zyFsACuD+zZCr/90g8WzJ5iUGk+fYrm6+Lad2/76WztVwEvpXlDggN1Ni9NRAggAq/8X8CdW9chXXoHqNaIcgzSt0IeCMTGxMG/uzdzYUUDiTwkJylNFQFSNlO4M46OLDqnIjHuuj37UjiauhMC5ouAmHPzyEEhX535SmK+nD98cBtOnTgIF1l0TW0JFbpF8/+EK5fOajskQb+Yz5/5urh2aEhQgvYfrXgX8VaaF8/WWTLpYh8sGR99yHZEEUG7RlNfsHdIp48laE5CwOQQuHBsP3x8HwElSpSAokWLmhx/xJD8ECBl8wf2XHxStGYPc6Wl6Jw/gCANMUcEOjVtzINsnDtznKcRMEcZ5Mjz4nnTYOPqxTCeWSW/fv0qRwhMQmbaB8NuA0bOPnxwB1+0HrnQGhZ8Ws2oCIgutBQYyKjbQIsrIUDKphIY2hZr1aoFnp6e8NQ/AM77UXRObXGjfuaNgHvWrFC/ckX4GhcnJUg3b4ksi/t3EeEseFlMAqHy5SvM63LnKwjW1tYJ2qnCMAjoch8S22vDSGIeq9z0uwTBQa/AxcMLSlauaR5ME5eEQCoRiHgTDhePH2APhq2gY8eOqZyNhhMCukGAlM0fwBFv2ETr5sINm35gBhpCCJgnAj1Zvi6k3Sx/F+XcNJ09fB0WCv17tQZN5x679R4M2/adh/lLt5gOwzLkRFf7kNReyxDWREXetX09b8PcmvSMJVGYqMHCEDiw/h/2QPgLNGrUENzd3S1MOhLHXBEgZfMHd65v377cpXDr4SMQ+jrsB2ehYYSAeSHQqk5t8HB1hefPHoPf1QvmxbyOuP327Rt3I8YzhqLCjRaUWzeuJIjUi33v370BN69fBgyyo06fP33ic0VHR6k3AdbhGtgnKQoLDYZBfdqC/8tnvP/7dxGAr5gYwcqJ5y0dHBxV1kd3WpxberHAT6IsSa0ltuGc4lhN40S5sE9KCPm+ce0ix1Jdbl2viXsT4P8crl46x7HT5GIsyhEVFcnFwEjMd275wcvnT1MiFu+raR9SOn9ye51ipix0ACrkeL4Yc2s2797fQqUksQgBVQTi4r7DrtULeeXAgQNVG+mKEDAiAhQP+QfBz5kzJzRv3hx2794Ny7Zsh/ED6R/aD0JJw8wIAWtbW+jbzhcmLFgEO1lo9dJlK5kR97phFZXHn7u35JNNnDYfNq5dAo8e3OXXdunSQc+fhkCnHv3h8P4dMHfmRPj48QNvc3B0gnETZkL1Wg0kRqZMGM5vikuVrQjzlgjRA8XGX4b0hBt+F6F2vaYw6Y8FYrXKJ1oyh/RtD4Gv/Hl93x4CX3jh26EnDBk5ARaxM5s7tqwBb588sH77Cd7vOntQMLR/J14W32zt7CBbthxQrFQ56Nl7GGRxcRWbEnxu2bQCli2YwesRgzr1m6n0Gcx4unfnBtjbp4c9R6+yCN4OKu2aLub89TtX5FAJRLKysoJ2nX6CvoPGcPdfXa65Z9dGWPj3FK7Qi7zk9MkNY8bPgKLFy4hVIO5PgULFoHrthrByyWzpgYK7Rzb43/QlULBwMal/UgVN+5CS+bXZ66TWl1Pbvp0b+fnkao1bg1s2TzmJTrLKGIH/WGqy10EBkDdvXqhXr56MkSDRTQ0BsmymYkcGDRrERy/evBW+ffmSiploKCFgPgj07dCW5+068+8RjW6b5iPJj3GqHBNs4rhBXNHMlNmFT4bWq8ULpsPwAV24ooKKpnhOMiryI0z6dRC8DgtRWvi7UllzUZPlEHtGsrkH9vaVFE3NozGGWcI1vkPCulhmCUWL9Z7tG6B9i2pw9tTRxKaElm26ACrPSOtXLVLpd4OdlUNFE6l5645aKZrY99aNqyAqmniN5U3rlsGfk3/BS52tefniGfhrylgVRRPnR2vlL0N6SA8HsI6hx98f3LsFS+dP52VRblT+Rg7uCiHMqq0NadoHbefXdq+14cPS+6D1efdOwYW21U+DLV1cko8QkBDYsWI+Lw8YMIA/rJMaqEAIGBkBUjZTsQE1a9aEggULQvDr17Dj2PFUzERDCQHzQSArs3j51q/HlZg9O4SbOvPhXrecojVs867TsO/YNVi4fBtkziIonajQlKtQDfYyq96R03eh94BRfOHY2FjYu1s357zTM9fYeewc5q+TZ0lC/b1wHWzde46/ev48TKpPqvDbpL857+MmzYQ27XvwmxR0+Z02aSRTjEM1DnVyygC+7XrwtieP78N5FqFYJFQQkaxZIvF2nXqL1cl+5slbEOYv2wxHz96DuYs3ghuzHCId2r+duSLfAl2tGad4MNisVUdYsmoXbN59Bpq17MDXwocDl8+f4mX1t+atO8HhU7fZnl6DIaMm8GZ0+z12lEUl1wElNb+u9loHbJr8FKdOHILwt2/AO38RKFmpmsnzSwyaHwJxXwTvC1Pi/PmDB3D93An+cK9bt26mxBrxQggAKZup+BLgeRDRL37e+o2pmImGEgLmhcCgLoIL5t5dm6SzgeYlgW64RUXNK4c3n6x4yXJQs05jaeK/5q1myqcrpLO3h05d+0oWviCW91IXhG6mntmyg6tLfBAIdxZ5E+vwhcqZNpQrTwFA3hs18YWhoybChP/N5cM+snOc6I6YGLXt1EuSad0qwc33xbMnkuJZr1FLcM0az1ti84j14ybOgpKlK/I5S5erDH/MWi42wYmje3hZF2tmdM4EY5k78y+//gFFipUCr+w5oefPw/n5PlzkHctPp04+ufPBqHHTAN2k7Zi7sW/7npIyjOc+U0vJza+rvU4tn+YwfseW1ZzNVr0GsT01B46JR3NDYMbwXjB1YHe4cvokc9c2De53rhSsml27dgFnZ2fTYIq4IAQUCJCymcqvAuYxcnJygnPX/ODW/QepnI2GEwLmgUDFEsWhZKGCPBDNiWO6seyYh+SqXFpbp1WpyOoar1yJ7rPYwYZZ+YoozgK+eaPZWqgykREvajdoJilST58m/puWIaMztG4nPEG/c+s6Dxi1eb1g1UT2O3ftlyop8uUvBHhWEsn/paDQ6WLNwkVLQeNmvnxedG3FwE6oLOPDQyRN7q7p0tnzNuU3d3fhLGA0c49OLel7/tTyZy7jH96/w8/9OjhlhHrM1ZuIENAHAiUq1YQjLGbBCN/a0LakFyyePAae3b+nj6W0mjPyQyTnBzujCy0RIWBqCJCymcodQUWzRw/BnWw+WTdTiSYNNxsE2I35kM6CdXPH5tUab9DNRhYdMmqrQSkRpxeD5GhSZsQ+pvIp5oQMCvRPkiV0kxUVpdkzfocjB3fx/tVq1gd0MU4tubi68SneRbyVptLVmv8ePwhtm1VhKWPaMFfdHdJ50e+gnYucrW06zpOmKLYSs6ko6Hv+VLBmskN3bFvDeWvIgmOld0z4gMBkGSfGzAqBinWbMH6Fh1OvQwJhEzun3716YehZqxRsXTIXwkNfG1SeQ8ya/5lFL8ejXUWKFDHo2rQYIaANAqRsaoNSMn369xci0a7ft5+5YKUs1H8yU1MzIWCyCLRv0hAyZcwIaE24d+e6yfJpyoxZWVlz9mJjPpsUm2FhQZwfD8/sSfLlnCkztGrblfd5/vSRFKm1c/fUWTXFRQMDXvCiV3ZvsQp0sebvYwbA+NH9eJClQcN/h71HtIuYKzFBBZNDAM/PHj8kuFu36DnQ5PgjhiwHgUwumaEoc/VXpyfs/+CC34dC6xKecPPiefVmvVxj8O5dK4RjDOKxLr0sRJMSAqlAgJTNVIAnDs2fPz8PM/2ZRXNcsV14si+20SchYKkI2Nmlgz6+rbl4mFqDKOUIOCoiuoYEC8qdOANaP6Mi34uXSX5a2wgKK3Z68zo0yb7aNGL+VHyAgJQ7d4Fkh3To0oefZRQ7lipTAQoVKSle/vDnf2dP8Oi4OEHu3PlV5knNmo8f3YWTx/bz+eaydDPt2NlTPFdrDqTrvTYHmbXlcd+ezRAbGwPlajWEHLlyaTuM+hECP4RApXrNEh036u8VULxCQmU00QGpaLh66hi8evYQvLy8oFmzxHlKxRI0lBBINQKkbKYaQmEC8YnSwo0s0qSpnBjXkWw0DSGQGAL9O7bnZ91OsJv38LeGdR1KjCdzqvfK6cPZRSVxNQtb/4EF5UEcp/w+DB4/uq+VKE5O8cEgdm5dCy9fPIWjh3bDhLED+Zna5Ca5cuE0T2GDEWhPHN3HLX44BlN8NG/TObnhgGlfKletI/Xr1P3Hcg7/d/4k3L55jcl9F7ZtXglofURyds4MTRTRYsVFUrOm35WL4jRgnz49L2PU3RimqCB9jfsG7yLCednU3lK716Ymj674QVfmXdvW8elas8BARISAvhGo3KC5xiXSOzhBfYW3h8YOOq4U053069ePxwbQ8fQ0HSGgEwRsdDILTQKNGjUCHx8feP78Oez59xQ0r1ObUCEELB6BHNmyQfOaNWD3yX9h97b10LPvMIuXWZcC1mFPx7es/wfevnkNyxfNhFVLZ/Nk9ClZI1ee/ODh6QXBLN/jqRMH+Usc33/IOLGY6CfmBcWXMmFwo2G/TAYX16zK1RrL0eys0JVLZ3lbvgKFoXzF6hr7JVeJ8sfHnxV6p01rC6NY1FiMIKtMqVmzOjtPumD2//g54749WkJRFrjpxrWLTMmM40us/mcOLJ7/B5w4/1B5SZMoJ7fXGUEVJ5Ng2gBMYE7YUJb31CNnLihfu6EBVqQl5I5Azrz5IJtPHgh8/kQFiuiojzBtYBcYO38tU/6Ec50qHXR44f/sGVxgD3rxd7J3b+3TTOmQBZqKENAKAbJsagVT8p3w5mzIkCG849QlLCKjhkTqyc9CPQgB80NgWA8hIilao6KiIs1PgBRybG0d/7OZJr7IZ8EUFUjiJ79QvIl1Vmmspeqsbh4we+EGHnUVo6GihQbThYz+fTqgOyqSOE4oC2PTKNYR26fPWQUFCxfHS05o+atVvyk4sFyc4rlQ5TFiP/xEy6FImBuzcNESLP/kbmjQuJVYrcJDGjWh9+zYCJgmBalTt37SGG0KeCYU+VRP02Jvnx7KsxyJqzcfhuq1GiSYKjVrujPFvO/gMVyRxnN+qCg3bOoLZctX5etEsuiy1Ws2APxNF7Gzskp40yjiqRx1OAGjShXiXOI4bBLrtJ0fvwtJ7bXScrIposu5mHqnbZ/hDFPZiE6CGhEBDF4tutLasd8r9xyClwqydIzln/5f3w6g73ycG+dOY6t9B0x34urqakQ0aGlCIGkE0rAf6u9Jd6FWbRGIjo4Gb29veP36NRxdsQzqVjGMz762/FE/QkAvCLCfkCodu8B5v+v8Jr5zChUOvfBkhpN+YMHFYmNjtbImJiZeBIvaGvPpE6BClRShgjWsf2feZeWGg5CN5ZqMCH8LmM7DJq1qOpek5vnyJRZ8m1bhZ0Vxjk07T6kopkmNVW/DBxXIQ1q2PirhYioS9X66WjOOWTLRZRkj3ooKfWhIEMujmY4HIVJf19Sutd1rU+Nb1/xcPH8KRg7uBs4uWWHrtQB2/tZW10vQfISARgT8zp+B8d1bwF9bjkKBEmXg71F9Ye+6pVLfqo1awcRlWyGtbfwDRqkxlYXggFfQsZwPj6L96NFDyJMnTypnpOGEgP4QoGeAOsQ2PTv/M2yY4EY4Ba2bRISAHBBgj3h/6/czl3TL+uUQ89m0IquayxZgDklt3FaTkidTpizJKpqaxqMF1IspiylRNHGeIwd2SUGJOnb5WVLaNK2RXJ3IgxtTeBNTNHW5JuY+RaVWVDRxblwbo92aA/3oXpuDbNryiM/K16yYx7u37zeKFE1tgaN+OkGgGPOGmL/3HBQqVYb9jgCMmLkEWiqdGT57cCeM69qMBXuL1sl6ypNsWjidecLEQYcO7UnRVAaGyiaJACmbOt4WTKjr7OwMZ65chfPX/HQ8O01HCJgmAg2qVoFShQoxy9Qb2Ld7s2kySVzpFIFvLOb+xrVL+JyZs7gwV9Q2Op1f02TGWFMTH1RnGgjc8LvIg0o5ZcwEzXv8WGAq05CEuDBHBPBMZq6ChSTW0bV26LR50LbvCKnu0smDMLBJJQh5FSjVpbbwJjQMDrCz/khjx45N7XQ0nhDQOwKkbOoY4gwZMsCgQUI0vKmLhRsxHS9B0xECpocAt2724XyhAoKujkSWjcDpk4fB/+UzLmTbTj+Bra2d3gU2xpp6F4oW+GEE1q5YyMe27j2URU8WIgv/8GQ0kBDQAQKocA6YNBO6Dhsvzfb03k34uX5puOd3VapLTWHL4pnwhUXPbtGiBRQpUiQ1U9FYQsAgCJCyqQeYMVAQutQeOnsert25q4cVaEpCwPQQaMkiMBfKkxvCQoPhMHMfIrJsBDasWcQFxBQpLVsL5z/1LbEx1tS3TDT/jyFw7851HtzJnrmAt+4tBOf7sZloFCGgWwRQ4fxp7GQYPWc1CzQmJH2IYOmtBjevCif3bE/VYu/D38Ge1cJv76+//pqquWgwIWAoBKwnMjLUYnJZBxXNiIgIuHDhArwJD4d2jSkUu1z2XtZysv+wmRwdYeex4/Di2WNo2aaLynk4WWNjYsJbW1mDo2MGKFm6ApQuVwkw+mtKCM/lvmPBfHB8s1YdAVOe6JuMsaa+ZaL5fxyBWX+O55Z135+HQZUGTX58IhpJCOgJgXwssnexijXg/OE9EBvzmZ+xPLVvG1hZ20LxClXZ2fSUL7xh7h9w7cxxqF+/Pvzyyy8pn4BGEAJGQICi0eoJ9ODgYPD29ubRJe8d2A0F8+TV00o0LSFgOgh8ZxE+8zRoDM9YpLwJU+dB3UQSX5sOx8QJIUAImBsCTx8/gG7t64OtnR1sufYKsmR1MTcRiF8ZIYD5MMd0aACvnj+WpK7O0i2Nnr0SHDM4SnXJFaI+RoFvSS+I/PAOzpw5A1WrCumakhtH7YSAsREgN1o97YCHhwf89NNPfPapS4WD3HpaiqYlBEwGgTQswufYPsL3fu3KBTwsu8kwR4wQAoSARSCwZtUCLkcTFgGZFE2L2FKLFiJHrlyw+PAVKFG5liTnaWbh7FW7ODy8eV2qS66we9UirmhWq1aNFM3kwKJ2k0KALJt63I6XL19C7ty5+Q3306MHwSdHDj2uRlMTAqaBQFxMLHjXrQ+BLGLetFnLoFqN+qbBGHFBCBACZo8ABqXq2KomWLMHW5uvvAS3bJ5mLxMJIA8EvsR+hXm/DZbOXKLUNmltYeCk2SxlSv8k3Wo/R8eAb+ns8J7lBj5y5AjUq1dPHqCRlBaBAFk29biNOXPmhK5duwLmAiPrph6BpqlNCgEbO1sY/VMvztPaFfP599+kGCRmCAFCwGwRWKcIjtKgbXdSNM12F+XJeFpbaxgxYyFM/GcbpHdw4iDEscjtc8YNgPE928DH9x8TBWbfhn+4olmmTBmoW7duov2ogRAwRQTIsqnnXXn06BEUKFCAJyl/cHAv5PXx0fOKND0hYHwEPn/+BDlr1oMwFiBryowlUKM2Bcky/q4QB4SAeSPw4tkT6NK2Dv9/uva/x4DuiUSEgDki8OrZc5jwUxt4fCc+H7t7Dh8Yv2gjFC1XQUWkqMho6FDOB969CYPdu3dD8+bNVdrpghAwdQTIsqnnHcqXLx/06tWLu9KOnTVHz6vR9ISAaSCQLp09TBjYjzOzdMF0iPvyxTQYIy4IAULAbBHA3xL0FGrSqTcpmma7i8Q4IuCVywcWHbwILXoOlAAJ8X8OA5pUgvnjRwC6zYq0ZdFMrmhWqMCifzdrJlbTJyFgNgiQZdMAWxUUFMTPbn5m6QIubNkAFUqUMMCqtAQhYFwEvjEFM3+jZvDE3x9GjpkKLXwNk4vRuFLT6oQAIaAPBG7duAL9e7UBO3t72HT5Bbi4ZdXHMjQnIWBwBE7t3Ql/Du0B0ZEfpLWz+eRheTpXsYcq+aF9eR+mfEZRBFoJHSqYGwJk2TTAjnl6esLw4cP5SqNmzAL2aNYAq9IShIBxEbBKmxb+HDGUM7Fi2WyIZv8siQgBQoAQSCkCaM1cNHcqH9au70hSNFMKIPU3aQRqNGsFq8/cgzJKwfQCnz+Bwc2rwjDf2lzRbNq0KUWgNeldJOaSQoCUzaTQ0WEbJt/NkiULnLvmB/v+PaXDmWkqQsB0EWhdvx6UK1YUIsLfwGYW4ICIECAECIGUInDm3yNw59Z1yJDZBToMHJ3S4dSfEDB5BNy9ssGsLYe5NdPBKaPE7/MHt3kZlU0iQsBcESBl00A7lzFjRhg/fjxfbfTMv+F7XJyBVqZlCAEjIpAmDfw1agRnYNOapVzpNCI3tDQhQAiYGQJx7H8lntVE6jFiIjg4OZiZBMQuIaAdAuzfJTTu2B3WnHsAFeo0URnUp08faNGiBTx9+lSlni4IAXNAgJRNA+5S3759wYdFo73/9Bms2LnLgCvTUoSA8RCoVq4sNKlRDT59ioZV/8w1HiO0MiFACJgdAvt3b/5/e2cBF9XShvHHRMUWUbFFRVGsa187r9fuxm695rW7u8XG7sTG7u7uFgPEAhSD+80MH1wQ9ArL7p7dfeb3W/fs2XNm3vc/h/U8Z2beFzK3pl0Ge1Rr1t7k7KfBJBBRArapUsK5+8Awp7m5ucHR0RH9+vXDhw8/TpMS5kTuIAEjE6DYNGAHWFlZYdSowHUng6fPUjffBmyeTZGA0QiM69VdpStw27ACT0TEPRYSIAES+C8C8gGVq1jvLUub/mMg8xSykIC5E5BhPeYM763c7NKli8rXHuTz58+fMXbsWDg4OGDp0qUq00HQd3wnAa0SoNg0cM/Ur18fv/32G557emLK4mUGbp3NkYBxCDhmyYrmNavj27dvmDdrgnGMYKskQAImRUCu8/Z+7QWH3AVQulpdk7KdxpJAZAkc370dl08dVnE+RowYgSVLluDkyZMoWLBgcJXPnz9Hs2bNULRoURw6dCh4PzdIQIsEKDYN3CvRo0fHuHGB60/GzF+I16+9DWwBmyMB4xAY2bULrGLHxoG923H96gXjGMFWSYAETIKADCq2cvEcZWuHIRMg/utkIQGzJ/D16z+YMyIwCNbAgQMh433IUqhQIZw4cUIJz5QpUwZzOHXqFEqVKoVy5crh+PHjwfu5QQJaIsCfbyP0RtmyZVGxYkX4+Ppi+OzA/0yNYAabJAGDErAT/0F2b9ZUtekybaxKzm5QA9gYCZCAyRBYvGC6WmpSqMyfyFespMnYTUNJQBcCu9YsxqPb15AhQwZ06NAhVFVysMLZ2Rm3b99Gnz59EFs8vA0q+/btw++//44//vgDUoCykICWCEQT+auY9NEIPXLp0iXkyZMHMWLEwJUtG5A9cxYjWMEmScCwBN5/eI8MZf/Am3fvMGKcC0qXq2xYA9gaCZCA5gncv3sLzRv+odajuR64gsw5cmreZhpIAroS+PDuA5oUzYI3ni+xYsUKNGrU6KdV3r9/HyNHjlRrN+USlZClcuXKGDZsmFq2FXI/t0nAGAQ4smkM6qLN3Llzo127dmoNW/uhIyGGeYxkCZslAcMRSJggIcZ076oanDZxGHx9fQzXOFsiARLQPAH5/HvimP5KaNZo0YlCU/M9RgOjisCCsQOU0CxWrBgaNGjwn9VmypQJrq6uuHHjBpo0aSKmmv97S799+3bkz58f5cuXx86dOxlI6D9p8gB9Evj3ytRnK6w7XAKjR4+GjY0NDp85i5VbtoV7DHeSgLkRaFevDgo45YSXeHq7mKlQzK176Q8J6ERg5/b1uHzxLBIlS47W/UbrVBdPJgFTIXDr8kVsdp0lBGMMuLi4hBKO/+VDlixZsGzZMly9elWJ1GgyYef/y969e/Hnn38iR44cmDt3Lvz8/IK+4jsJGIwAxabBUIdtKGnSpBg/frz6ovvY8ZBTDFlIwOwJiKnjs4cOVm6uWbEAcsocCwmQAAm8f/8OLlMDBWanoZORMHFCQiEBsycQEABM/ru9mOAWgG7dusLJySlSPmfPnh2rVq3ClStXUK9evVCC9ebNm5C53tOlS4cBAwbAw8MjUm3wJBKIDAGKzchQi8JzZOhquaj7lbc3BkyZEYU1syoS0C6B33LmQMdGDdTUnkli6hCXjmu3r2gZCRiKwPxZ4/H2jTdyFSqBivWaGKpZtkMCRiWwbfkC3LhwCnZ2dhg6dKjOtshRzDVr1uDu3bvo3r07EiRIEFzn69evIWfVyQBEMhWfu7u7Ws4VfAA3SEAPBBggSA9QI1rl5cuXkTdvXnXDfW7jGuR1zBHRKng8CZgcgXdiFCNzxcrw8n6DAcMnoVLlOibnAw0mARKIGgI3rl1GG+eqajRGBgXKlN0xaipmLSSgYQJvvLzRpEhmfHj3BqtXr1YCMKrNfScC8i1cuBDTp0/Ho0ePwlSfNm1albOzRYsWkOtAWUggqglwZDOqiUaivly5cqFr165KbHaQwYLknAoWEjBzAokSJsLk3r2Uly5TRkNOoWMhARKwPAIykuaksf2V43Xb9aDQtLxLwGI9njuitxKaMk+mnPqqjyJzdfbo0UONdK5btw5FixYN1cyTJ09UVFt7e3uULl1arf/k2s5QiPhBRwIc2dQRYFSd/v79e2TLlg3Pnz/H/BFD0bpe3aiqmvWQgHYJiMiTxRs74+i586hZtyl69hUPW1hIgAQsisDmdcsxUUynT54yNZYevw3r+PEsyn86a5kErpw+iU5ViiBmzFgiuM8VODg4GAyEnFG3aNEiJSzl1NrvS/z48VGlShXUqVMHlSpVQrx4/Jv8nhE//zoBis1fZ6X3I+UcexnuOol4CnV313YkTZpE722yARIwNoFrt+8gV/Vaav3mgmVbkc0xl7FNYvskQAIGIvDG2wsNa5aGj897DFuwHqWr1TZQy2yGBIxH4OvXf9CmXF7cu34J/fv3x6hRo4xizOfPn7F161aVQmXXrl3hpkiRQlMKTik8Zf7OkGtAjWI0GzU5ApxGq6Euk1Mo5FQKmfC+96TJGrKMppCA/gjkyJoFPZo1VQ1MHDOAwQr0h5o1k4DmCMyePkYJzfylKqJUVQpNzXUQDdILgY2uM5XQTJ8+vYoOq5dGfqHS2LFjo3bt2pB5OR8/fowxY8Yga9asoc6UU2o3bNiAhg0bInny5KhevTqWLFmCFy9ehDqOH0jgRwQ4svkjMkbaf+vWLeTMmRNfv37FsVXLUTRfXiNZwmZJwHAEfH18kbVSZXi88kSPfiNRq06g+DScBWyJBEjA0AQunj+Fzm3qIWasWFh85CbSMTiJobuA7RmBgOeLl2haJAv8fD/Azc0N1apVM4IVP25SRoeX02zXr1+vXjJtyo+KjDlSsWJFVKhQAcWKFUOcOHF+dCj3WzABik0Ndv7AgQPVlAqHjBlwyW0DrKz4x6vBbqJJUUxgwy531OnaQ6wNscbSNbuR0i5NFLfA6kiABLRC4NPHj2je8A88ffIQzt0HoXW/4VoxjXaQgN4ICB2HPo2r4uTebWpNpJzCqvVy/fp1JTrl6KYUoT8qcePGRcmSJYPFp8z7GS1atB8dzv0WRIBiU4Od/enTJ/z222+Qf+Ddmztjcr8+GrSSJpFAFBMQ/wvX7twVG/fuQ74CRTDVZWWopNRR3BqrIwESMCKBqROGYv3qRcjgkBML9l5AbKuYRrSGTZOAYQhsX7kE47o1R0IRjf3atatIk8a0Hqrevn0bGzduxM6dO3H8+HE1C+9H5JIlS4YiRYqoXPIyAm6BAgUgBSmL5RGg2NRon589exaFChVSi7WPrFiKYvl/06ilNIsEoo6Al/drZPuzGl6/eYvuvYejdv1mUVc5ayIBEtAEgfNnT+Cvdg3Uw6S57mfhkJvLRTTRMTRCrwRePvNA8+LZ4SuCYck1j87OznptT9+Vf/jwAQcOHMDu3bvh7u6uUqv8rM2YMWMiX758weJT3uNKsc3Rz59RM4/vKDY13I+DBg1SuY8ypU2DK1s2qumFGjaXppFAlBDYsGu3mE7bHVZi7ceSVe5Iky5DlNTLSkiABIxPwNfXB83qV8CL58/QrOdQtOozxPhG0QIS0DMBOX22Z72KOHtot1qjuXnzZrMTWffv3w8WnocPH4a3t/d/Uk2SJAly584d6pUjRw6xfMzqP881xgFyxuE7EcQzqMjRWxlQ6aNYFnDlyhU1zVhG65VrWeU04p8VX19fyDgt8iWFu6xHpr9JlSpVqNNevXqFe/fuhdonRXtIRjdu3MDbt2/VMbIeaVdQefjwoUqrGPQ5llgjnz9//qCPBnmn2DQI5sg1IkNSFyxYEJcuXULHRg0wa8igyFXEs0jAxAg07N4Lq3fsRK48+TFj3lrEiBHDxDyguSRAAuERmDC6P9w2rEDmnHkxd9cZxIrNv+3wOHGfeRHYvHgeJvduJ1LaJRXTZ68hZcqU5uXgd94EBARATrmVU22PHTum3n8WaCjk6fL/e5l3Pk+ePHB0dESWLFmQOXNm9TJ22hV5T37mzJlgc2VKmLZt26Jly5Z48+ZN8H650axZM7i4uITJUerp6Yk+ffpg8eLFkMGYvi/S51mzZqFUqVLqKxkpWOY8DVlWrVqlUiXKff7+/rCzswsW9126dMH06dODD5dTmE+cOBH8WYr7ixcvBn82xAbFpiEo69CGFJryCYSMTrtv8UKUKVJYh9p4KgmYBoE3b9/AsXINvPDyQqduA9GwaRvTMJxWkgAJ/JDAqROH0LOzM2KI6XQL9l6EvWOOHx7LL0jAXAh4PHyE5qVy4JOfL1avXo369eubi2sR8uP169dK9EgBKl9S8IQcJfyVyqRIl8JTCtAgEZpJRLFOnTo1bG1t9R7n4Xux+V82Dx8+HHKWYlC5cOECypYtG0aYBn0f8j0o/6oU7hkzZlSpaYK+//PPP1W6GvlZXlMyLU1QkaPFHh4eKjLwgwcPIPmELDNnzkSnTp1C7tL7NsWm3hHr3sDIkSPVxZpODK1f27oZ8RPE171S1kACGiewbf9BVO3QCbFixcbiVbuQPqO9xi2meSRAAj8i8OHDezjXKw/PVy/Qpv8YNO3W90eHcj8JmA0BoRPQrWZpXDxxEHXr1sXatWvNxjddHZGjeo8ePVKz9+TAihSf8l1Ox41MkWtC5RRUKTzDe9nY2EAKMTm6HNlARREVm7I9KbLlulQ5W1EOHsnptr9S5DlyOrJMKROkA4LOk74+e/ZMCezy5ctj7969QV+p9xUrVqBRo0Yqb6oUrUFF+i2FaOLEiYN2GeSdYtMgmHVrRI5qyoheMmhQqzq1sGDUCN0q5NkkYCIEmvfpjyWb3ZA9R27Mdt0I+QPLQgIkYHoERg3rhZ1b1iF73kKYtf2E+FtmSgTT60VaHFEC6+bPxIwBXZQokNNnpeBh+TmB9+/fK0EmheedO3eCX1KEyvvhqCgyH6gUnSFfUhjKqa8yfcuPSnhiM3369GraqpxGK0cxnzx5Eur058+fq2nTrq6uaNWqVajv5NrO5cuXq+/Hjx+PiRMnhvq+ePHiSnDKOtKlSxfK/2nTpqn1v3Lk8vvpuKVLl8b+/fvh5OSEq1evBtcpg1LJ4FSGLhSbhiYeyfbkouS8efOqJyM75s1GpZIlIlkTTyMB0yHwXoyGOFaujmcvX6Fdlz5o2ryj6RhPS0mABBSBY4f3ok/3VmJ9Zmws3H8FGUQACxYSMHcCT0RQl5alneD/6SM2bdqEGjVqmLvLevVPCk05Enr37t1gASrFqBR3cpTv+zWTkTFGCsIWLVr88NTvxWaiRIlw/vz54KmqUjDK9Zghy+nTp1Xal86dO6u1mCG/W7lyZfAU2C9fvijx6+PjE3xI/PjxIcW3HOWsXbu2SjsT9KUcJZXTaeVU3e+LPF6mqKlZs2aor44cOaJGSkPtNMAHik0DQI6qJiZMmIDevXvDzjY5rm93QyKRp4mFBMydwO6jx1CxVVsxEhILriu2I1NmB3N3mf6RgNkQeP/uLZrULQvv117oOHQyGnTsbja+0RES+BGBb9+AzlV/x7Wzx9GkSRMsW7bsR4dyfxQR8PPzU1NEpfD8/iVHBmV03KCXFHbhFRkluHr16uF9pfZ9LzZlgKAdO3YEHy+3K1euHPxZbsipsHKEUo42Hjx4MNR3MlhQyNHuihUrqoi+IQ96+vSpmha8Z88eVKhQIeRXarbXj0Z75UywkN/J6Lhy4MoYhXPSjEE9km326NFDPR2TUaXaDhqGNVMnQTzuiGRtPI0ETINAhWK/o229upi3dh2GDfwL8xa7qbQopmE9rSQByyUgp3aNH9VPCU2ngsVQtx2FpuVeDZbl+YrpY5TQlGsIQ0YGtSwKhvU2Xrx4wVFrf9ay/F2SaUek8JSjoUECVL7LGYS6lJDpSL6vR07Z/b7IdCUhxaYUzCFL9OjRYW1trXaVK1cO9vb2odKghBST3bt3x5o1a5TglieE/E5+bt26tXwzSolulFbZaKQIyHDQcq61vPDW7nLH3NVcaB4pkDzJ5AhM7vM3Mov1Cvfu3MT0KWGnjJicQzSYBCyAwMa1S3Fw3w7Es46PftOXihRGFuA0XbR4AheOH8HCsQMVh0WLFqmgNBYPRUMA5BRTOT1VroGUaUDkiKOcotqmTRu1T1+mligRdvnbrl27gpuT02VPnjwZ/FluyDWdQcF8pN0yzUp4RX4nI8z+SFDGFksY5HpNYxWKTWORj2S7MtTz/Pnz1dl/jR6DyzduRrImnkYCpkPAOr411k+bLCLTxoLb+hXY677FdIynpSRggQRu3biKGZNHKM//nuKKNJkyWiAFumxpBN54eWNEuwYiYEsA+vbtCzktkoUEJIHwxObgwYMxZ84crFu3Tq3p/X408vtz5HpSKRy/LzIirRz1lII5vLzkcu1myBHU78/X92eKTX0T1kP9Mp+OvKA+f/6COl17wNfHVw+tsEoS0BaB3I7ZMbVfb2XU+JF98fTxQ20ZSGtIgAQUAV+fDxjct4OYxvUF1Zp1QNkadUmGBMyegExzMrJTY3i99MDvv/+OESMCH7aYveN08JcIyFHU7wP2yGm8HTp0QL169XDgwIFQ9cicovK7kCV58uSoVatWyF1qu3379uo9TZo0qFKlSpjvpWYwZqHYNCZ9HdqWIY9lSOM7IjJXm8FDIR6j6VAbTyUB0yDQsVFD1P2jPPxEcuxB4mbW39/fNAynlSRgIQTkeqhx4mHQs6ePYZ8jD7qMmGYhntNNSyewcvo4nDmwS0QUTYbVq1er4C2WzoT+/0tArr+UeVYbN278784fbKVNm1YFFsqWLVuYI4KEZdAXMqdo1apVgz6GEahyxLNMmTLB3xtjg2LTGNSjoE2ZmFVetHJB9KrtO7Bg3fooqJVVkIDGCYh1CQtFntlMadPgzq3rmDV1pMYNpnkkYFkE5DT3/Xu2Ia6ILTB8wXoRzCuWZQGgtxZJ4NLJY1gwdoDyfdmypZAjTCzmR+D7Kar/9VkSCHmMjBC7dOlSyOwSjo6OYQDJ9Zly3eXRo0chl82FV2Qe0JAiVB4fMge5jFgrc28GFZnbU67pNGZh6hNj0o+CtmUy2KZNm8JKzOE+u34NcjpkjYJaWQUJaJvAuavXULh+IxVtbcQ4F5QuFzrUuLatp3UkYJ4EbosHQO2aVceXL58xeM5qlKtV3zwdpVckEILA29dv0Erk0/R88Uylpxs3blyIb7lJAj8mIIMCeXh44NOnT5DTZm1tbSFHQM2tUGyaQY/KpxoLFy5E1gwZcH7DWshgKiwkYO4EZi5bgS4jR6tIl64rdiBN2vTm7jL9IwHNEvD19UGrxpXx9MlDVG3SFn9PnqtZW2kYCUQVAblOs0+jyji1fweKFi2KgwcPqkB2UVU/6yEBcyBgfvLZHHolgj7IHE45c+bE7YcP0W7YMK7fjCA/Hm6aBDo3aYTa5cvBT9zkymAknz9z/aZp9iStNnUCcp3mBJFPUwrNTNlzocuoGabuEu0ngV8isGrmBCU0kyRJqtZpyojpLCRAAqEJUGyG5mGSn+S6Tbl+U67jXLFlOxat32iSftBoEogQAbEGwXXMCGRIbYfbN6/BZdroCJ3Og0mABKKGwJbNq1Q6ojji/6JhYp1mnLhhQ/NHTUushQS0Q+DyqROYP7qfMmjp0iWQQV1YSIAEwhKg2AzLxCT3ZM+eXeXqkcZ3GD4S569dN0k/aDQJRIRAwgQJsW7aFLU4fv3qxdi3i/k3I8KPx5KArgRuXLuMaeOHqmp6TpiP9D8IaqFrOzyfBLREwPulJ4a1qYuAgG/o1atXuOkmtGQvbSEBYxKg2DQm/Shu29nZGTLqlP/nz6jesTNeeXlGcQusjgS0RyC/U05M6RuYf3PUsJ6QN78sJEAC+ifg5fkK/Xq2VlPY5TrNinUb6b9RtkACRibg/+kL+jevrgICyXyao0dzVo2Ru4TNa5wAAwRpvIMiap7MOyjz6Rw/fhyF8+TGoWWLEDu2VUSr4fEkYFoExJqx1gMHY6GYQm6TPAUWLNsm3m1NywdaSwImRMBfRE/s3LaeeLhzCbkKFceUDQcQK3YME/KAppJAxAnIlOajuzSH+9rAabNnzpxBihQpIl4RzyABCyLAkU0z62wrKyts3LhRrR04efES2gwcyoBBZtbHdCccAmL95twhg1Dst3zw8nypRlvkzTALCZBA1BOQAYHGjeyjhKZt6nQY7rqJQjPqMbNGDRJY4zJZCc24ceNhy5YtFJoa7COapD0CFJva6xOdLZJP2eSPoAwYtNRtCya5Lta5TlZAAlonEEPkmt00cyrSpUqlboLlzbC8KWYhARKIWgIrF8/G7p2bIQMCjRWzCJImTxa1DbA2EtAggRN7dsJlWC9l2bJlS5EnTx4NWkmTSEB7BCg2tdcnUWKR/BFctmyZqqvX+InYeehwlNTLSkhAywRskibDtjmzEE88aJE3w/KmmIUESCDqCBw9tAezZwYmrR84ayUy53SKuspZEwlolMDDWzcxrG19Yd0/GCZSzNWuXVujltIsEtAeAYpN7fVJlFkkfwyHDh2q6qvfoxdu3bsXZXWzIhLQKgGnbA5YMWGsMk/eFMubYxYSIAHdCdy/ewvDBvylKmrVdxRKVK6ue6WsgQQ0TuCd91v0bVpF5HT+gLp162LQoEEat5jmkYC2CDBAkLb6I8qtCQgIQIMGDbBu3TrYp0uLM+tWIUniJFHeDiskAa0RGOUyBwOnzRDTyeNh7uLNyJTZQWsm0h4SMBkCb994o41zVTz3eIoy1RtgyLxVEEulWUjArAl8/RKAnvUr4MLRfcibNy+OHj0KmduchQRI4NcJcGTz11mZ5JHRo0fH4sWL1Y/kvcdPULdrTwR8+WKSvtBoEogIgQEd2qF+pT/w8aMf+nRvCXmzzEICJBBxAl/F/xmD+rRXQtMhV370nbaYQjPiGHmGCRKYPqirEpoyFoabmxuFpgn2IU02PgGKTeP3gd4tkE/h5I+k/LHcd/IU/hoduN5G7w2zARIwJgEx7LJ47Ej8liOHukke2LsDvnz5bEyL2DYJmBwBGWRrysQhuHDuFJLYpsSopVtEYCCm0zK5jqTBESbgtmQ+NrvORKxYIvjcpk0qyn+EK+EJJEACoNi0kIsgbdq06scyVqxYmLVyFSYzQq2F9LxluxknTlxscZmOlDY2uHj+JMaM6AM5tZyFBEjg1wisWDoHbutXiNQmsTF6sRts7VL92ok8igRMmICMPDulTwflwfz581CkSBET9oamk4BxCVBsGpe/QVuXP5ZySq0sPcdNwPLNbmqb/5CAOROwS5kSW0WE2rhx4mD39o1wmTbanN2lbyQQZQS2b1mHOdMDg231m74UOfIXjLK6WREJaJXAldMnMbhVbfFg8hv69euHZs2aadVU2kUCJkEghohWOtQkLKWRUULAyckJiRIlgru7O9z2H0BBp5zIkiF9lNTNSkhAqwTsUtiigLjWV23fgSuXzqr8gE6582vVXNpFAkYncOzwXhV5Vk6j7TxyOqo2aWl0m2gACeibgExx0qNOGRV5tmXLlpg2bZpYn8xIWPrmzvrNmwDFpnn3b7jeyRHOT58+qahqG/fsQ7kihZFGjP6wkIA5E7BPlw5ZxHTyDXv24szJI0iVJi2yZHU0Z5fpGwlEioB8INNbBNX6+vUrGnftj2bd+0WqHp5EAqZE4OUzD/xVowTeer1CtWrVVK7yGDFimJILtJUENEmAqU802S36N0o+rZZP7eS02iRipPPEqmVwsLfXf8NsgQSMTGDqoiXoPnY8ZKTmsZMXoGjxska2iM2TgHYI3L93G53EFMIPH97jz4at0GfqAkae1U730BI9EZC5NDtX/R2P7lxHsWLFsHv3bpE2K66eWmO1JGBZBCg2Lau/Q3krn1rXrFkT27ZtEyObKXByzQqkTsngD6Eg8YNZEug3cTLGzl8IKysrTJ29Ck65fzNLP+kUCUSEwIvnz9C+RU14eb7E7xWrY8SiTYgZk1MII8KQx5oegY++n9BdTJ29fu4EcubMicOHDyNJEuYjN72epMVaJUCxqdWeMZBdfn5+KF++PI4fPw7HzPY4tnIpEidKbKDW2QwJGImAGNlv0W8AFm9yQ4IECeHiuhEZM2UxkjFslgSMT+Dd2zfo0KoWHj+8j1yFimPi2r2IEze28Q2jBSSgRwJfvwSgv3M1nNy3HenTp8exY8eQOnVqPbbIqknA8ghQbFpen4fx2NvbG8WLF8f169dRJE8e7F+yADJlBAsJmDOBf8TIfvXOf2HrgUNILvIHzhGjOClS2pmzy/SNBMIl8PGjH7q2b4jrVy8iYzYnzNhyFAkTJwz3WO4kAXMhILNgjfmrOdzXLkHSpMnEQ/djcHBwMBf36AcJaIYAU59opiuMZ0jSpElVdFqZi/PExYuo81d3BHz5YjyD2DIJGIBAtJgxsXbqJBTNmweer16gR+cmkKM7LCRgSQS+it/6Qb07KKGZIk16TFizm0LTki4AC/Z19vDeSmjGi2eNnTt3UGha8LVA1/VLgGJTv3xNpvY0adIowSmF5/ZDR9C0X3/g2zeTsZ+GkkBkCMgR/O1zZyFH5sx49OAeev3VDD4iMAoLCVgCAbluf+SQHjh5/CASJEmGSWLqrG0qRia3hL63dB+XTx2HNS4TECNGTGzcuAEFCzKHrKVfE/RffwQoNvXH1uRqzp49O3bs2IF48eJh5dYdaNJXhLun4DS5fqTBESMg1yjvXjgX6e3scOPaJfTs0pSCM2IIebQJEvgmfttHCaG5130L4lpbY8KqXUgnHrqwkIC5E1g+bTzmje4r3IyGJUsWo2LFiubuMv0jAaMSoNg0Kn7tNV6oUCE1wikF54ot2yk4tddFtEgPBOxEntnDyxcrwXntykUKTj0wZpXaISCF5sjB3bFnl1ug0Fy9B4758mvHQFpCAnoioITmqD6i9mhYtMgVjRs31lNLrJYESCCIAMVmEAm+BxOQOabc3d3VCCcFZzAWbpg5gXQiAiEFp5l3Mt0Tk1XCCs1chYqQDAmYPYHvhWbz5s3N3mc6SAJaIECxqYVe0KANFJwa7BSapHcCFJx6R8wGjEjge6E5ftVukeaEQtOIXcKmDUQgpNB0dV0ICk0DgWczJCAIUGzyMvghAQrOH6LhF2ZMgILTjDvXgl0LT2jmLlzUgonQdUsh8L3QbNGihaW4Tj9JQBMEKDY10Q3aNYKCU7t9Q8v0R4CCU39sWbPhCVBoGp45W9QGAQpNbfQDrbBsAhSblt3/v+Q9BecvYeJBZkaAgtPMOtRC3aHQtNCOp9ug0ORFQALaIECxqY1+0LwVFJya7yIaqAcCFJx6gMoqDUaAQtNgqNmQxghQaGqsQ2iORROI9o8oFk2AzkeIwNGjR1VOKj8/P9T7oyJWjB+LmFaxI1QHDyYBUyPw+NkzlGjSHI88PJDN0QkTpi9BkiTJTM0N2mtBBD5/9seIQd1xYO92ld5EBgPiGk0LugAs1FV5R+s6fhiWTBoqCESDqwgGxDWaFnox0G3NEKDY1ExXmI4hUnBWqlQJPj4+KFekMDbPnA7r+Nam4wAtJYFIEJCCs5RzCzx4+gxp02XElFnLkdIuTSRq4ikkoF8Cvj4f0K9XG5w/cwLx4ifAuJW7KDT1i5y1a4CAyOqDyX06YOvSOYgWLboSmow6q4GOoQkWT4Bi0+IvgcgBuHDhghKcL1++RD5HR7gvnAObpBzpiRxNnmUqBF56vkKFVu1w+dZt2CS3xaQZy2CfJZupmE87LYCA92tP9OzijDu3riNJ8hSYuHo3sjjlsgDP6aIlE/D/9AUjOjTE4e0bEDu2FdasWY0aNWpYMhL6TgKaIUCxqZmuMD1D7t27hwoVKuD+/fvInC4d9i6aj/RpONJjej1JiyNC4P2H96jaoQsOnzmL+HLUaKorcuctGJEqeCwJ6IXAs6eP0aNTY8h3uwz2mLx2n3hPr5e2WCkJaIWAz3sfDHCuhgvHDyBhwkTYunULSpQooRXzaAcJWDwBBgiy+Esg8gDs7e1x/Phx5MmTB3cfP0bh+o1x5eatyFfIM0nABAgkTJAQe1znoWbZMmIq+Qd079gYRw7uNgHLaaI5E7gtRjLbt6iphGaWnPkwa9tJCk1z7nD6pgh4vXyFLtWLK6GZKlUqHDlymEKT1wYJaIwAxabGOsTUzEmRIgUOHTqE0qVL44WXF35v3BSHT58xNTdoLwlEiICcprVh+hS0qVsHnz9/xoC/22Hb5jURqoMHk0BUETh/9gQ6t66DN95eyFusLKa7HUYyW5uoqp71kIAmCTy9/wAdKxfGvWsXkSVLFvXwO1cuThnXZGfRKIsmEGOoKBZNgM7rTMDKygr169fHzZs3cfHSJazcvh1OWTIjm30mnetmBSSgVQLRokdH1dKlECCiUhwSU2qPHt6DWOJvIVfu/CI4RTStmk27zIzAgb070L9nW/j7f0KpavUw0nUT4saLY2Ze0h0SCE3g1uWL6FarFLyeP0P+/Pmxf/9+pE6dOvRB/EQCJKAJAhSbmugG0zciZsyYqF27Nl69eoVTp05j7U53pLZNjnw5cpi+c/SABH5EQIjK0oULwSZxYuw8fATnTh+Dr897FChcgoLzR8y4P8oIbF6/HKOG9EBAQABqtOiEPlMXIVYsTliKMsCsSJMEzh05iL/rV8CHd29Qrlw57NixQ6SiSqJJW2kUCZAAQLHJqyDKCEQXIz2VK1dW9R08eBBbDxxEDHEzXrJAfpHuiiM9UQaaFWmOQMHcuZBDjORv2rcfVy6dw5PHD1BETGeUD2FYSCCqCcj02K7zp8Jl6mhVdcveI9B+8FiIn2AWEjBrAvs2r8OglrXg/+kjGjRogHXr1iFevHhm7TOdIwFTJ8BotKbegxq138XFBZ06dVLWNaz8JxaNGQErK07t0mh30awoIrDv+AlU7/QXfP38kMMpD0ZPXIBkNsmjqHZWQwLAp48fMXrE39jvvlXh6DF+Lmo0b0s0JGDWBMTgPRZNGIYlk4YqP7t06YKpU6eKByx8wmLWHU/nzIIAxaZZdKM2nXBzc0OjRo3gJ2688+fMgS0uM5BKBBRiIQFzJnD5xk1Uad8JT168QHLblBg3xRVZs3E6uTn3uaF883z1An17tMKtG1cR19oag2avRrE/qhiqebZDAkYh8NH3E0Z3aYpD29aLSVLRMXHiBHTv3p1LFYzSG2yUBCL49NdEAAApiklEQVROgGIz4sx4RgQIXLlyBdWqVcPDhw+RKnlyuAnBWSCXUwRq4KEkYHoEPF97oXrHrjhx8aIY0bfCgGGTUaY8RYHp9aR2LL525Tz6iUBA3q89kTJdRoxdtg2Zsjtqx0BaQgJ6IPDi6TP0d66Ku1cvIIFIO7VmzWpUqlRJDy2xShIgAX0R4PwDfZFlvYqAk5MTTp8+jeLFi+O5pyeKidQoq7duJx0SMGsCyZPZ4PDSRWhes7qIEuqPwX07wXXOFBXIxawdp3N6IeC+YxM6t6mvhGaeIqUwz/0chaZeSLNSLRG4fOoE2lbIp4Rm5syZRfDBkxSaWuog2kICv0iAAYJ+ERQPizwBazHdq3Hjxnj58iXOnDmDDbv34MvnLyhbuCADB0UeK8/UOIHoMWOgRtkySBTfGruPncCFcyfx4P5tETiojIgYGkvj1tM8LRCQUWbnzhyHmVNGigcV31DVuT2GzF0N6wQMiKKF/qEN+iOwfeUSDGlVC34+H1TEWXd3d6RLl05/DbJmEiABvRHgNFq9oWXF3xOQERRnzpyJbt26BYbqL1MayyeMg7W4GWchAXMmsEukRanXrSc++PoiS9bsGDN5IVKmYk44c+5zXX3z9fXB8IFdcezwXhUEpeuomajRsgMDe+sKludrmoBIW4zZw3ph7ZxJyk4ZCGjy5MmM7K3pXqNxJPBzAhSbP+fDb/VAYM+ePahXrx7evn2LnFmyYNucmUifJo0eWmKVJKAdArfu3ROBgzrj7uPHIidcMoyeNA9OuUVaIBYS+I7As6eP0bd7SzESfgcJEiXBsIUbkL9E6e+O4kcSMC8CPu99MLRtPZzevxMxYsSEi8sstG3LSMvm1cv0xhIJUGxaYq9rwOfbt2+rwEG3bt1CsiSJsX7aFJQqJKbVspCAGRN4++4t6nbtib0nToon9bHQs/9IVK3ewIw9pmsRJXDu9DEM6tsR78W1ki5zdoxdvh1pMmWMaDU8ngRMisDju3dFIKBqeHz3BpImTYaNGzegZMmSJuUDjSUBEgifAMVm+Fy41wAE5MimTMos12JEixYNw7t0wsD24ilmjBgGaJ1NkIBxCAR8+YKuY8Zj5oqVyoA/KtdGz34jETcu1+EZp0e00eo3MX9wiesMLJo7FXLJQaEyf2LIvDWInzC+NgykFSSgJwK716/CxF5t8MnPFzlz5sSWLVuQMSMfsOgJN6slAYMToNg0OHI2GJLA169fMWTIEIwePVrtLl+0CFZMHAsZzZOFBMyZwNKNm9Fu6HB8EtFq02e0x4ixs5Eps4M5u0zffkDgtZcnhg3sgvNnTqgjnLsPQovew/nc7Qe8uNs8CHzy88e0/p2xfeUC5ZB8+Dxv3jyR4iSBeThIL0iABBQBik1eCJogIEc3mzRpAi8vL6S0scGqyRM4rVYTPUMj9Engxt07qP1XD9y4d1/l4+zeewQqV6/HZOX6hK6xus+eOiqEZle88fZCYhtbDJq9CgVKltGYlTSHBKKWwEOxlGZI6zp4cPMKYse2EsEDZ6B169b87YtazKyNBDRBgGJTE91AIySBZ8+eoVGjRjh8+LD6D2dopw4Y3LE9p9Xy8jBrAh8/+qHD0JFYstlN+Vnxz5piWu0oxIvHKM3m3PFy2uziedOwaME05WbeoqUxSKQ1sUlha85u0zcSwK41yzGpdzv4i9++rFmzYu3atcidOzfJkAAJmCkBik0z7VhTdUtOqx02bBhGjhypXChbuBBWThoHW5vkpuoS7SaBXyIQclptugyZ1LRa+yzZfulcHmRaBLw8X2HYgM4i9+opZXiznkPRvNcQTps1rW6ktREkIKfNTu3XETtWuaoz5cPlOXPmcNpsBDnycBIwNQIUm6bWYxZi7+7du9W0Wk9PT6RIlkwIzvEoU6SwhXhPNy2VgJxWW0dEq71+956YWhYb3fuOQJVq9Tm1zIwuiNMnD4v8md3w9s1rJEmeQk2bZVoTM+pguhIugYe3bmJw67p4eOuqWDIQR02bbdWqFX/bwqXFnSRgXgQoNs2rP83KGw8PDzRu3BgHDx5Ufg0R02rl1Fo+/jerbqYz3xGQ02o7DR+FRSKAkCwVKtVQ02qtrRmV9DtUJvVRztpwnT8VSxfMUHbnLVYWQ8T6zKQpOGvDpDqSxkaYwM7VyzC5T3s1bdbBwUFNm82VK1eE6+EJJEACpkmAYtM0+81irJbrmoYPH65e0uliv+XD0rGjkDFdOothQEctk8BysYaz7ZDh+PjpE1KnTY+BwybDKXd+y4Rh4l4/ffwQo4b2wJVL55QnLf4eDuceg/jczMT7leb/nMC7N+8wrV8n7N24Qh0ogwDOnj0b8ePzwdnPyfFbEjAvAhSb5tWfZuvN3r171bTaly9fIm6cOCK4QC90aFgfiB7dbH2mYyRw69491O3WE1du31HTzRo2bYtW7XuqyLWko30CAQEB2Lh2KWbPGAN/8dAgiW1KDBajmb8VL6V942khCehA4MSenRjfvRVev3qOOHHiYtasmWjRogWnzerAlKeSgKkSoNg01Z6zQLtlWpTOnTtjzZo1yvtyYg2n6+jhSGuX2gJp0GVLIfDV/zMGzZiJcQtc8c8//yBDxswYMGwKsufgNDQtXwPPPZ5izPBewbkzy9ZshG5jZiFR0sRaNpu2kYBOBHze+2DmoK7BQYCKFi2KxYsXI0uWLDrVy5NJgARMlwDFpun2ncVavm7dOnTo0AGvX79GfGtrTO/XBy3q1IJ4ZGqxTOi4+RM4dfESnPv0x+2HD8WAfnQ0adkJLVr/hVixYpu/8ybkoXwgsNVtNWZMFFOgxfrbhElt0GvCPJSqWtOEvKCpJBBxAqcP7sO4bi3g6fFE5c4cPXoUunXrJqaLx4h4ZTyDBEjAbAhQbJpNV1qWI3I6bfv27bF5c2AQlcoli2PByOFIacscdZZ1JViWt58+fUS/ydMwdcky5XjmLNkxYPgkZMmaw7JAaNRbz1cvMG5EH5w8flBZWKJybfQYPxdJkyfTqMU0iwR0J+Dn8xEuw3piy5LZqrICBQpgyZIlyJ49u+6VswYSIAGTJ0CxafJdaLkOyBGEFStWoEuXLnj79i0SJUgAl0ED0KhaFY5yWu5lYRGeHzlzFs369seDp88QI2ZMtGzdFY1bdERMsc1ieALyt8h9+0ZMnTAUPj7vkSBREnQb64JytRpwwoXhu4MtGpDAheNHMOavZnjx+IH4/Ykl8mQPRe/evflbZMA+YFMkoHUCFJta7yHa958Enj17hjZt2mDnzp3q2Jply2DuiCFInszmP8/lASRgqgT8/HzRa/wkzF4VuIY5m6OTWsuZMRPXRhmyT197eWLi6P44cmi3arZwuSr4e/ICJE+ZwpBmsC0SMCiBT37+mD+qL9aJdD6y5MmTR41mMqWJQbuBjZGASRCg2DSJbqKR/0VAjiy4urqq9SE+Pj5ImjgxpvT5G841qjFi7X/B4/cmTWDf8RNo0W8gnrx4odZvOrfujMbO7dWaKZN2TOPGy0izO7asg8v00Xj/7i3iiTyoXUbNxJ8Nm3E0U+N9R/N0IyDXZk7t0wFPH9wR68djYMCA/hg4cKD4zeH6cd3I8mwSME8CFJvm2a8W69WjR4/QqlUr7Nu3TzGQeTnnDB2MHFk52mOxF4UFOP7B5wO6jR4H1w2blLdp0mZA9z7DUahISQvw3vAu3rl9DZPGDMTVy+dV47+VKI8+UxchZRpGxjZ8b7BFQxF49fwFZg3qhgNbAmdTODo6qtHM/PmZ/9dQfcB2SMAUCVBsmmKv0eafEpCjnMuXL0evXr3w6tUrFbmzq3MTjOjSGdbxrX96Lr8kAVMmcPDUaXQYOhw37z9QbpQuVxldegyCbYpUpuyWZmz3FaJ+4dzJWL96MeTIZpLkKdBJpKEpX7shRzM100s0JKoJfP0SgA0LpsN1/CB89PVReTOHDBmMHj16cDQzqmGzPhIwQwIUm2bYqXQpkMCbN2/U1B4XFxe1w842Oab174s6f1RkACFeJGZL4Nvnz5i4aAmGzpqNT/7+iBs3Hlq264G6DZojZqxYZuu3Ph2TD7D2u2/F9CnDIddoRhNplmq07IzWfUeJYEAJ9Nk06yYBoxK4dPK4WJLSAfdvXFZ2VK9eHVOnTkWGDBmMahcbJwESMB0CFJum01e0NJIEzp49i44dO+LMmTOqhgq/F8Wswf2ROUPGSNbI00hA+wSeeDxD15FjsWnffmVsRvus6Nl3JPLkK6R94zVk4aOH9zB53ECcO31cWZU9byH0mDAHDrnyaMhKmkICUUvA2/O1CLT3N3auXqQqluJyxowZqFJFRHtnIQESIIEIEKDYjAAsHmq6BL59+4YFCxagX79+kCOescQIT9/WLdG/fRs1Jch0PaPlJPBzAjsOHkLnEaNUmhR5ZKUqddCxaz8kScpozT8j9+njRyx1nYEVS+fi29evKp1Ju0HjUaVJazE1/2dn8jsSMF0C4r9KbF02D/NG9oHP+7cq6Fjfvn3U/51x48Y1XcdoOQmQgNEIUGwaDT0bNgYBT09P9OnTB4sW/f9pbWo7TB/YH1VLl+LUWmN0CNs0CAF//08YPWc+xsxfiC9fviB+/ARo26k3qtVqxHx43/WAnDIr05hMmzgML58/U9/+2bAVpNBMYpP0u6P5kQTMh8CNC+fElNmOuHnxtHKqfPnymDlzJrJmzWo+TtITEiABgxOg2DQ4cjaoBQLHjh1Dhw4dcOXKFWVOyYIFMOHvniiQy0kL5tEGEtALgXuPHqLT8NFwP3pM1Z8+oz3ad+6LYiXLq3WIemnUhCq9duW8SGUyBpfOB95s2zvmRo/xc+BUsLAJeUFTSSBiBDwePsL80f2wb/MqdaKdnZ1al1mnTh3+LkQMJY8mARIIhwDFZjhQuMsyCHwVU+PkU9vhw4erqbXS63oieNCYnl2RKV16y4BALy2PgBi52+C+B39PmBg8tTZXnvxiau0A5MyVz/J4CI+fPH6AuTPH4+C+Hcr/hImTwrnXUNQSQYBixoxmkUzotPkTeOPljWWTh2PTYhcxVfyLmjLbrVtXDBo0CAkSMPCV+V8B9JAEDEOAYtMwnNmKhgnINZxjx45VT3I/i0ieMWLEQIcG9TGkc3vYJE2mYctpGglEnsBX/89wWb0Gw1zmwPvtW1VRyTJ/oF3nPkiXPlPkKzahM994e2HR/Glw27ACcl13bCsr1GnbHY3/6s8osybUjzQ1YgQ++fljrUjhs1KM4vv5fhAnR0PTpiI92IgRSJ+eD1ojRpNHkwAJ/BcBis3/IsTvLYbAkydPMHjwYCxevFj5bB0vngoi1LNlM5U+wmJA0FGLIvBB5I4cN28hJi1eqlKlRBfRb6qLtZwt2nZD0mTJzZKFn58vVq+Yj1VL5uLjRz/l458NW6JF7xFIIdZxs5CAORL4+vUfFV3WdexAvH71XLlYsWJFjBs3Drlz5zZHl+kTCZCABghQbGqgE2iCtgjIdZx9+/bFjh2BU+pS2thgWJdOaFOnFqLFjKktY2kNCUQRgecvX2Lw9FlYuGEjZJCcOHHiolHTdqjftA2sreNHUSvGrearCI60bfMaLJw3BXJUU5bC5aqg/aBxyJTd0bjGsXUS0BMB8eeMY+7bRCqTPnh057pqJV++fBg/fjzKli2rp1ZZLQmQAAkEEqDY5JVAAj8gcODAAfTu3RsyT6cs2TJlxNie3VG9bBlGrv0BM+42fQI3795Fn0mTsWX/IeVM4iTJ0FKMclat2UCt6TJFD6V4PnzAXazLHIfHj+4rF7LlKYj2QyYg3+8lTNEl2kwCv0Tg6plTmDP8b1w+dUQdnzFjRowaNQr169cXKXyYw+eXIPIgEiABnQhQbOqEjyebO4GAgACsW7cO/fv3x/37gTepubM5YFCHdqhdvhzEAk9zR0D/LJTA0bPn0Gv8RJy6dFkRsE2RCo2c26NqjQawihPHJKjIdZgy6M9S15m4d+emstkugz3aDhiL0tVkpE2TcINGkkCECMiRzIsnjmDp5BE4d3iPOjdZsmQq8E/79u1hJdYms5AACZCAoQhQbBqKNNsxaQIycNDcuXMxZswYPH8euNbFIWMGDGzfFo0q/4nosWKZtH80ngTCJSDuWjfu3otB02fg+t176pAkSW3QQEytrVG7iWan18rpsrvdN2O5q0vwSGYy21Ro2m0gqjq3Q6zYfEgUbn9zp0kTkCLz5H53LJ8yEldOH1W+yCnwXbv+pWbpJEqUyKT9o/EkQAKmSYBi0zT7jVYbicCnT5+waNEiFVDh0aNHyooMIqBIv7Zt0LJmDcS0im0ky9gsCeiRgBjh37R3H0bOnofz1wPXfCVIkBB1G7dCnfotkDChNm5i/f39sXPLOixf4oIXz58pICnTZkCjLv1QqUELMSLLh0J6vEpYtZEIiD9PHN3ppkYyb185p6xIkiSJEJld0aVLFyRNmtRIlrFZEiABEhArz8RaFvEsjIUESCAiBL6IkZPly5erkc47d+6oU+1sk6N3q5ZoW78Oo9dGBCaPNR0C4r+LnYePCNE5F8cvXFR2x4tnjVr1nFG/cWvIUU9jFBlRdvP6FVi9fC5ee3kqE9JkckCTrv1RoU4TxIzFtWnG6Be2qV8CMrrsAbc1WDZ1FB7euqoas7W1Rc+ePdGhQwfmytQvftZOAiTwiwQoNn8RFA8jgfAIyDVh69evVwEXZBRbWZIlSYyezZuhc5OGSBCfibHD48Z9Jk5AiM5DZ85ipMjRuffESeWMXAdWrVZjNGzaFnJ9pyGKz4f3WL92CdatXIh3b9+oJu0dc6Np94EoWaUOl1QbohPYhsEJfPn8DbvEdb9i+mh4PAyc3p4mTRo1VbZ169biYWdcg9vEBkmABEjgRwQoNn9EhvtJIAIEZCChbdu2KdF5+vRpdWbC+PHRsWF9dGxUH2ntUkegNh5KAqZD4NTFSxgt1jMHRa+NIdIDVapcG7UbNEOWrDn04sgLj6fYuGE53NYvh6/IEyqLY77CSmQWrVCZgX/0Qp2VGpvAuzfvsHOVK9aJ1D2eHk+UOfb29ipVl7OzM2LH5jIOY/cR2ycBEghLgGIzLBPuIYFIE5Cz0vfu3atE56FDgakjoomQlzXKlEYX5yYoXagg06ZEmi5P1DKBKzdvqem1a3e5B5uZO28BMcW2GUqW/kNMZdVtvaT82zp3+hg2iBGdo4f2qFygsqG8RUujaY9B+K14aYrMYPLcMCcCd69ewcaFM7BHPGDx//RRuebo6IgBAwagXr16iMn8z+bU3fSFBMyOAMWm2XUpHdIKgRMnTmDmzJlYu3Ytvn79qszKbp8JXRo3gnP1arCOb60VU2kHCUQZgbsPH2D6spVYtGkzfHz9VL02yW1RrXZjVK/ZGMlskkeoLV9fH+zatgEb1y3BoweBUwbl6GnpavVRu/VfyJFfPMBhIQEzI/D1SwAO79iIjQtmiByZh4O9q1ChAjp37ozKlSszT2YwFW6QAAlomQDFppZ7h7aZBQGZKmX+/PmYM2dOcNqUBEJothDRazs3bogsIsk2CwmYGwFfH18sdduCGStW4sa9wBy1UiSWKVdZjXbmzJVPjET+ONHlI7EWbdO6pdghosv6+fkqPDYp7FCteUdUa9IWSVNETLSaG1/6Y54EvF96YsuyuXBb7ILXrwLTbCVIkAAtWrRAx44d4eDgYJ6O0ysSIAGzJUCxabZdS8e0RkBGsN20aRNmzJiBo0cDc6BJGysW+12IzkaoUrI4GNFEa71Ge3QmIKa/7j95CjOXrcDm/QeCp79mzZYDtUXalHIVqoqUJHFUMzLg1omj+7FhzRKcOXUkuOlchUqgVusuKPFnLUaWDabCDXMhIP5EcO3sKTVV9sCWtfj29YtyLXv27GoUs2nTpowsay6dTT9IwAIJUGxaYKfTZeMTuHjxImbNmqXSp8jcnbJkTJMarWrXQtPqVZEuNQMKGb+XaEFUE3ji8QyzV63F3LXr4f32rao+YaLEKF66ImLHiq2EZlB+TClAy9duilqtuiBzTqeoNoX1kYDRCbx9/QYHNq/GdhFNOSg/ZrRo0VFdLLOQU2XLlCnz09F/oztAA0iABEjgFwhQbP4CJB5CAvoi4O3tDVdXVyU8Hz58GNxMiQL50VzccNSpVIHpU4KpcMNcCPj7f4Lrhk0YN38hHnkEThUM8i1+4iSo1fIv1G3XHYmSJArazXcSMAsCn/2/4sSebSp1ycm924NHMZMlS4Y2bdqgffv2SJ8+vVn4SidIgARIQBKg2OR1QAIaICCnD+7evRvLli3Dxo0b4e/vr6yyEqHsa5YrC+ca1fDH70URjVEHNdBbNCGyBP4RgbJ2HTuOJZvcsHnffvh//qyqihEjhphBHgOf//9Zju7kL1UBFes6o3ilmohrHTjNNrLt8jwSMCaBoGmy7mIN8v5Nq/DhXWBOWHmdV6xYAXKabM2a4jpnfkxjdhPbJgES0BMBik09gWW1JBBZAu/fi0T169dj6dKlCEqfIutKIZ58N6paGc1rVEeubCJIxE+Cq0S2bZ5HAlFOQNxpX7pxE4s3u2Hl1u14JUbzg0qpUqUg8wPWrl0bVlZW2LFjh3rgsnXrNhHBOXDdWlzr+ChVtS4qihQqeYqWFBE4g87mOwlom8DzR4/hvn4Z3NcuxrMHd4ONzZ07txKYjRo1QqpUqYL3c4MESIAEzJEAxaY59ip9MhsCcmrtihUrlPC8fft2sF9OWbOo9Cn1/6yItHZc3xkMhhuaISDXZ67Z4Y4lm7fg6p07wXbJaJpSYDZu3PiH0wVfv36NNWvWqOv+1KlTwecmt0uLCnWbolzNRsiUPQeftwST4YZWCMh1mEd2boK7CHIVMmVJypQp1TUvRzGl2GQhARIgAUshQLFpKT1NP02agExof/r0aTXqs2rVKsi1nkElr2N21ChTGjXLl4OTQ1aOeAaB4bthCYhr9PLNW9i8dx82iSmyF8VoZlCR69EaNGigRGaBAgUiFPREPmSR08vl69GjR0FVIlX6TGqKbbFKNeBUsBgDOQeT4YahCXg8fISjuzbj6M7NuHTysIi4HKBMiBMnLmrVqqmu+7JlyyIml0EYumvYHgmQgAYIUGxqoBNoAglEhMCDBw9UFFs54nnr1q3gU+X6zorFiqBm2XKoUqYkbJImC/6OGySgLwJe3q+xdd9BkdZkH9yPnghehynbk6OYcgSzSZMmyKhjPllPT0812rl8+XKEHO2U695yFy4BKTqL/VEDdhkYXEVffc16/yXg6+OHM/t3qVFMGfDH531gdGV5hJwaG/RwRY5i/iyf7L81cosESIAEzJMAxaZ59iu9shACN2/exObNm+Hm5oaTJ0+G8rrYb/lQo2wZ1ChXGvbpM4T6jh9IQBcC9x49xKY9+1WQn2PnL4SqqnDhwqhRo4ZI31Ad2bJlC/VdVH149uwZtmzZoq79/SJ3Z9D6Tll/puy5xIinEJ7ilTVXXk61jSrorAfeLz1x1N1NjWCePbwHX78EBriSaGROTHndy1f+/PnF2mIuLuYlQwIkQAKSAMUmrwMSMBMCz58/VzfgUnju3bsXX74EBliR7jlmthdTbcuIEc9SKJQzB6LHimUmXtMNQxAIENfSqavXsG3/QTFFdh9u3Lsf3GwscS2VL19eicuqVasaPODJu3fvsHPnTiU8ZYChDx8+BNtmkypN4IhnhWrIJUY/48SzCv6OGyTwXwQCxGzYBzeviVQl29U02evn5AO9f/5/WjT8LiKEy4cq8pU1q1jCwEICJEACJBCGAMVmGCTcQQKmT0DecO/atUvdgG/fvh3yhjyoWMeLh1IFfkMZMQJVunAB5HUQo08i7QQLCQQTEKl4Lty6if0nTmO/GDE/dPY8fP38gr9OlCgRqlSpom6y//jjDyRIkCD4O2NuyJRBBw8eVCP98qGLh4dHsDkxYsZCzvxFkbdYGeQrXgaO+QojtlXM4O+5QQIyRcnT+/dw7sg+nD8qX/vx3tsrGEzs2FaoUKG8Gr2U13+KFCmCv+MGCZAACZBA+AQoNsPnwr0kYDYE5AinTKEib7737NkTap2ndDJxwoQoU7AAyhQphLKFCyGbvT2DDJlN7/+iI+Iu+8a9u9gnxOWBk6ew//QZvBUpeEIWuf5SjmDKaYIlSpSAHNHUcgkQw1Lnzp1TD1zc3d3F9nlhbtCoFGAlgrc4FSqOfMXKKvGZNddvIoBLNC27RNv0QOD5k6c4L8TlhWP7cUG8e754FqoVOzs7lCtXTj1YqVChAuLHjx/qe34gARIgARL4OQGKzZ/z4bckYHYE5Hq3AwcOYP/+/eoVMsKndFbm8yxdqCDK/l98ZkybluLT3K4CIS7vP3ksRi1PC4F5CgdOncZLkW4kZEmfPj1kBM0yYvp16dKlIW+6Tbm8efNGPXSR1728/q9evRrKnXjxEyJ3kZL4rbgQn2L0M5OjE3N6hiJkHh/kusvzQlhKgXlOjF4+f/TvlHDpoY2NTfA1L6/9LFmyMMCPeXQ9vSABEjASAYpNI4FnsySgFQIyum2Q8JTvL168CGWaTdIkKCjWeebPmRMFnJzEyxEpktuGOoYftE3gpecrnL5yDWevXMVZIbJOi/WXXt5vQhktI2gGCUv5rmv02FCVa/DDy5cv1ZTboGv/7t27oayMZ50ADrnzI2ue/MiWpwCy5S4gIt1mYMChUJS0/eH92/e4deksbl08i5sXT4vXGbx69jiU0XJKeMmSJdW1L6/7HDnEmnYG9wnFiB9IgARIQBcCFJu60OO5JGBmBGQ+T5lOJegGXK5/e/3diJd02c42uRCgOZHfKfBVQNygJRWilMX4BLyFiDxzLVBYnrl8RW17vPIMY5gcwQl5ky2nyVpyioYnT54Ej/jLkc/Hj0OLEgkwQaIkcBDC00EI0Ox5CqptWzHiG42zb8NcX4beIVOR3LlyHjcvnBHi8gxuXjqDZw9CP0CQNllbW6NYsWLB4jJv3rxiyTrXrBu6v9geCZCA5RCg2LScvqanJBBhAlJ8Pnz4EGfPnlWvM2fOqHVw779bzycrzpDaTox6ihHQHDmRXUS/zZYxA+zTpGHk2whT/7UTZITYe0+f4uaDh7h+5y7OXb+GM2L08uGzf4PiBNWUUKzLlekYgl4FChSAnCZryeIyiM2P3uUIv1zzKa95ef3L91evXoU5PLGNrRj5LKhGPzNmy4G09g5Ikykr4sSNHeZY7tCdgIwQ++LpEzy9exMPxevO5XNKYD66c0NU/u+aXNlSnDhxkCdPHnXdy2teXv/yoQrFpe79wBpIgARI4FcJUGz+KikeRwIkoAjIwCtyymHQTbi8ET9//jz8QkQrDUIlb+rsxZrPbJnSwyFDRjhkyii2MyGbmI6YTI6EckgoCFX470Lse73xxs37D3FLTHe+dV+8Hj4Qnx/hnhiJ+yaixn5f4olow/ny5UPQzbW8wc6cOTOnBn4PKoKf5YOXp0Lch3zwIrflWtCwJRpSpEmHtJmzIV1mB6S3z4Y04j2d+MyR0LC0wtvj894Hj4WYfHL3lnp/fO+W2n56/zY++38Kc0pMEW04d+5coR6oODo6aj6QVRhHuIMESIAEzIwAxaaZdSjdIQFjEJCi58aNG+pGXApPORVXvr4PPhTSNhkFN5sQnw5CeDpkzIB0qVIila0tUospunYpbJHAWkR9NHcxKgTMB18feLx8hWdiqutzMXL2+PkLISwfihFLKSof4F2IvJEh+cltOTopR2qyZcsGOR1QCky5zZGb70np57MUoHLNsxSdchRU/g3I6/7+/fv4+vVruI1axY2nRj/TiRFQKUZTpk0PmxR2SJbSDjYpUyOReAhj7pe9BPPR9xNev3wOr5fP4PXCA14eT0XakdtCWIrfjXs38eZV6LXjIWGmTJlSXffy2g8auXQS68nlSCYLCZAACZCAtghQbGqrP2gNCZgVgY8fP+LOnTvqBvzmzZvBIlTekMtcoD8rccWNY2ohPqXwtEuePHhbilEpSu1sbZA0YWIkFGuwYlppa8riV//PeO/rC+/3b+HxykuJSCkmA0XlK3h4/rv98VPYUZqQXGQOyyBBKd+DXjJKZty4cUMeym2NEJDphqTgDHroEvLa9/L6N29jeObGjBUbyVKkUsLTRghQJUJTpBafA7eTi/cESWxgHT8BrOJaaUqYfv0SAF+fD/B991aISA8hJj1EKhHxLtKJvBbvgduB+30//Jv7NzwOUjjKazzoepcPUeR21qxZIYP6sJAACZAACZgGAYpN0+gnWkkCZkVAjgjJNXHyZlzeiEtB6uHhgefPn6t3mZ4lvGm5P4IQM2ZMMRJqrYSnfFfb8eV7XMSP9//P/98vRWyMGNERPVp0NQIYPXo0xBDbQREo5TThb/8EICDgHzVNNUBsf/sWACkKPwgBKUWkfPfxk+8f8d4n8HPI7340qhWe/XLaa+rUqVVqEZleRL5C3mTLURyurQyPnGnu8/b2Dhaht2/fVlNz5bUf9Hr37uciLKTX0aPHQDwhOuOKl0zdIgVo4LZ4FzMD5HeBr4SIIz7HFMfLfC7yWlcvMc09mrj25fUVEPBNvALwj3jJd/EPvop9X8R17+fzHh+liBQvP1/xEu/ys3wP+Tm86a0h7Q25HTt27FDXvIyGbC9y/EpBKYVlunTpgv8mQ57HbRIgARIgAdMiQLFpWv1Fa0nAIghIMSpHPoNuwH/0/vbtW3VcRMSdIQDGihULckRSjsAECcgfvcvjKCYN0Sum0YZ8yBL00CW8614+iJHrROXfh7+/v6ackgI26LqX4lFe80Hv31//SZMm5XWvqd6jMSRAAiSgHwIUm/rhylpJgAQMREAK08+fP6ubb3kD/l8veTMvR26+f8l1p1L0BY/6BI3+/P9djkDKG+lfeVlZWRnIezZjyQTkdN3/ut6DvvcVo/Ehr3l5vYf8LNf5yms/6D3o70Bey79yzctj5LRuPjix5CuSvpMACZBAWAIUm2GZcA8JkAAJkAAJkAAJkAAJkAAJkICOBKLreD5PJwESIAESIAESIAESIAESIAESIIEwBCg2wyDhDhIgARIgARIgARIgARIgARIgAV0JUGzqSpDnkwAJkAAJkAAJkAAJkAAJkAAJhCFAsRkGCXeQAAmQAAmQAAmQAAmQAAmQAAnoSoBiU1eCPJ8ESIAESIAESIAESIAESIAESCAMAYrNMEi4gwRIgARIgARIgARIgARIgARIQFcCFJu6EuT5JEACJEACJEACJEACJEACJEACYQhQbIZBwh0kQAIkQAIkQAIkQAIkQAIkQAK6EqDY1JUgzycBEiABEiABEiABEiABEiABEghDgGIzDBLuIAESIAESIAESIAESIAESIAES0JUAxaauBHk+CZAACZAACZAACZAACZAACZBAGAIUm2GQcAcJkAAJkAAJkAAJkAAJkAAJkICuBCg2dSXI80mABEiABEiABEiABEiABEiABMIQoNgMg4Q7SIAESIAESIAESIAESIAESIAEdCVAsakrQZ5PAiRAAiRAAiRAAiRAAiRAAiQQhgDFZhgk3EECJEACJEACJEACJEACJEACJKArAYpNXQnyfBIgARIgARIgARIgARIgARIggTAEKDbDIOEOEiABEiABEiABEiABEiABEiABXQlQbOpKkOeTAAmQAAmQAAmQAAmQAAmQAAmEIUCxGQYJd5AACZAACZAACZAACZAACZAACehKgGJTV4I8nwRIgARIgARIgARIgARIgARIIAwBis0wSLiDBEiABEiABEiABEiABEiABEhAVwIUm7oS5PkkQAIkQAIkQAIkQAIkQAIkQAJhCFBshkHCHSRAAiRAAiRAAiRAAiRAAiRAAroSoNjUlSDPJwESIAESIAESIAESIAESIAESCEOAYjMMEu4gARIgARIgARIgARIgARIgARLQlQDFpq4EeT4JkAAJkAAJkAAJkAAJkAAJkEAYAhSbYZBwBwmQAAmQAAmQAAmQAAmQAAmQgK4EKDZ1JcjzSYAESIAESIAESIAESIAESIAEwhCg2AyDhDtIgARIgARIgARIgARIgARIgAR0JUCxqStBnk8CJEACJEACJEACJEACJEACJBCGAMVmGCTcQQIkQAIkQAIkQAIkQAIkQAIkoCsBik1dCfJ8EiABEiABEiABEiABEiABEiCBMAQoNsMg4Q4SIAESIAESIAESIAESIAESIAFdCfwPAA+jl85SvKAAAAAASUVORK5CYII="
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![str%20list%20venn.png](attachment:str%20list%20venn.png)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Explain key differences between strings and lists: type flexibility, mutability"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 41,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "0 hello\n",
+      "1 14\n",
+      "2 True\n",
+      "3 5.678\n",
+      "4 ['list', 'inside', 'a', 'list']\n",
+      "\n",
+      "['list', 'inside', 'a', 'list']\n",
+      "inside\n",
+      "<class 'list'>\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Difference 1:  a string only holds characters, a list can hold anything\n",
+    "\n",
+    "list3 = [\"hello\", 14, True, 5.678, [\"list\", \"inside\", \"a\", \"list\"]]\n",
+    "\n",
+    "# fix the bug in this loop\n",
+    "for i in range(len(list3)):\n",
+    "    print(i, list3[i])\n",
+    "print()\n",
+    "\n",
+    "# print out the last thing in list3\n",
+    "print(list3[-1])\n",
+    "\n",
+    "# print out the word \"inside\" using double indexing\n",
+    "print(list3[-1] [1]    )\n",
+    "\n",
+    "# print out the type of the last thing in list3\n",
+    "print(type(list3[-1]))\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['.', '.', '.', '.', '.', 'S']\n",
+      "['.', 'S', 'S', 'S', '.', 'S']\n",
+      "['.', '.', '.', '.', '.', 'S']\n",
+      "['.', '.', '.', '.', '.', '.']\n",
+      "['.', '.', '.', '.', 'S', '.']\n",
+      "['.', '.', '.', '.', 'S', '.']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Lists of lists are common in programming\n",
+    "\n",
+    "game_grid = [\n",
+    "[\".\", \".\", \".\", \".\", \".\", \"S\"],\n",
+    "[\".\", \"S\", \"S\", \"S\", \".\", \"S\"],\n",
+    "[\".\", \".\", \".\", \".\", \".\", \"S\"],\n",
+    "[\".\", \".\", \".\", \".\", \".\", \".\"],\n",
+    "[\".\", \".\", \".\", \".\", \"S\", \".\"],\n",
+    "[\".\", \".\", \".\", \".\", \"S\", \".\"]\n",
+    "]\n",
+    "\n",
+    "for row in game_grid:\n",
+    "    print(row)\n",
+    "# change this to print out each item, one at a time, in each row"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "TypeError",
+     "evalue": "'str' object does not support item assignment",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [43]\u001b[0m, in \u001b[0;36m<cell line: 6>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;66;03m#Question:  which of the following two lines will cause Runtime error? \u001b[39;00m\n\u001b[1;32m      5\u001b[0m name \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mAndrew\u001b[39m\u001b[38;5;124m\"\u001b[39m  \n\u001b[0;32m----> 6\u001b[0m name[\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m] \u001b[38;5;241m=\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124ma\u001b[39m\u001b[38;5;124m\"\u001b[39m \n\u001b[1;32m      7\u001b[0m \u001b[38;5;28mprint\u001b[39m(name)\n",
+      "\u001b[0;31mTypeError\u001b[0m: 'str' object does not support item assignment"
+     ]
+    }
+   ],
+   "source": [
+    "# Difference 2: a string is immutable....\n",
+    "\n",
+    "name = \"Miles\"\n",
+    "#Question:  which of the following two lines will cause Runtime error? \n",
+    "name = \"Andrew\"  \n",
+    "name[-1] = \"a\" \n",
+    "print(name)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Mutate a list using indexing and double indexing\n",
+    "- Mutability has nothing to do with variable assignments / re-assignments\n",
+    "- Mutability has to do with changing values inside a sequence"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 46,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['hello', 17, True, 5.678, ['list', 'inside', 'a', 'list']]\n",
+      "['hello', 17, True, 5.678, ['list', 'inside', 'another', 'list']]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# ... but the elements of a list are mutable\n",
+    "print(list3)\n",
+    "\n",
+    "# change 14 to your favorite number\n",
+    "list3[1] = 17\n",
+    "\n",
+    "# change \"a\" to \"another\"\n",
+    "list3[-1][2] = \"another\"\n",
+    "\n",
+    "print(list3)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Mutate a list using methods such as append,  extend, pop, and sort"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 48,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['peanut butter', 'bread', 'jelly', 'nutella']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# append adds onto the end\n",
+    "list4 = ['peanut butter', 'bread', 'jelly']\n",
+    "list4.append(\"nutella\") \n",
+    "\n",
+    "# add something else onto the end\n",
+    "print(list4)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['peanut butter', 'bread', 'jelly', 'nutella', 'cheese', 'pickle']"
+      ]
+     },
+     "execution_count": 49,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# extend adds the elements of a list, one at a time, to the end of another list\n",
+    "list4.extend(['cheese', 'pickle'])\n",
+    "list4"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# what is the difference between .extend() and .append() ? \n",
+    "# answer in your own words below\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['peanut butter', 'nutella', 'cheese']"
+      ]
+     },
+     "execution_count": 51,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# pop removes by index\n",
+    "\n",
+    "# remove 'bread'\n",
+    "list4.pop(1)\n",
+    "list4.pop()\n",
+    "# the default value of pop is -1\n",
+    "# remove the last item and store it in a variable\n",
+    "list4"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[7, 13, 23, 44, 45, 50, 87, 97]\n",
+      "8 4\n",
+      "44.5\n"
+     ]
+    }
+   ],
+   "source": [
+    "# sort mutates a list\n",
+    "nums = [45, 13, 87, 23, 97, 44, 50, 7]\n",
+    "nums.sort() # sort by natural ordering\n",
+    "\n",
+    "print(nums) \n",
+    "print(len(nums), len(nums) // 2)  # print the length of nums\n",
+    "\n",
+    "# print out the median value:\n",
+    "if len(nums) % 2 == 0:\n",
+    "    print((nums[len(nums) // 2 - 1] + nums[len(nums) // 2]) / 2)\n",
+    "else:\n",
+    "    print(nums[len(nums)] // 2) # just get the middle number"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### split() a string into a list"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "enter a sentence: i am doing fine today\n",
+      "['i', 'am', 'doing', 'fine', 'today']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# split turns a string into a list based on a string to split off of\n",
+    "# https://www.w3schools.com/python/ref_string_split.asp\n",
+    "\n",
+    "sentence = input(\"enter a sentence: \")\n",
+    "sentence_split = sentence.split(\" \") \n",
+    "print(sentence_split)\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### join() list elements into a string"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 55,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "bread milk eggs apples macNcheese pb&j\n"
+     ]
+    }
+   ],
+   "source": [
+    "# join turns a list into a single string\n",
+    "\n",
+    "print(\" \".join(grocery_list))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Application: Profanity Filter"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 62,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'d*** the m****** was so awesome!'"
+      ]
+     },
+     "execution_count": 62,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "bad_words = [\"dang\", \"midterm\", \"exam\", \"project\"]\n",
+    "\n",
+    "def censor(input_string):\n",
+    "    \"\"\"\n",
+    "    replaces every bad word in input string with that word's first\n",
+    "    letter and then * for the remaining characters\n",
+    "    \"\"\"\n",
+    "    # TODO: use split to extract every word  from input_string\n",
+    "    words = input_string.split(\" \")\n",
+    "\n",
+    "    # Iterate over every word: 1. check if word is in bad_words 2. compute replacement 3. replace word\n",
+    "    for index in range(len(words)):\n",
+    "        curr_word = words[index]\n",
+    "        if curr_word.lower() in bad_words:\n",
+    "            words[index] = curr_word[0] + \"*\" * (len(curr_word) - 1)\n",
+    "            \n",
+    "    return \" \".join(words)\n",
+    "    \n",
+    "censor(\"dang the midterm was so awesome!\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# If Time: Wordle\n",
+    "\n",
+    "def get_wordle_results(guess):\n",
+    "    ''' generate the wordle string using the rules below'''\n",
+    "    wordle_result = \"\"\n",
+    "    for i in range(len(guess)):\n",
+    "        pass\n",
+    "    \n",
+    "    return wordle_result\n",
+    "\n",
+    "max_num_guesses = 6\n",
+    "current_num_guesses = 1\n",
+    "word_of_the_day = \"FROST\"\n",
+    "\n",
+    "print(\"Welcome to PyWordle!\")\n",
+    "print(\"You have 6 guesses to guess a 5 character word.\")\n",
+    "print(\"X\\tThe letter is not in the word.\")\n",
+    "print(\"_\\tThe letter is in the word, but in the wrong place.\")\n",
+    "print(\"O\\tThe letter is in the correct place!\")\n",
+    "\n",
+    "while current_num_guesses <= max_num_guesses:\n",
+    "    \n",
+    "    guess = input(\"Guess:  \")\n",
+    "\n",
+    "    wordle_result = get_wordle_result(guess)\n",
+    "    print(\"{}\\t{}\".format(guess, wordle_result))\n",
+    "    current_num_guesses += 1\n",
+    "\n",
+    "    \n",
+    "if current_num_guesses > max_num_guesses:\n",
+    "    print(\"Better luck next time!\")\n",
+    "    print(\"The word was: {}\".format(word_of_the_day))\n",
+    "else:\n",
+    "    print(\"You won in {} guesses!\".format(current_num_guesses))\n",
+    "\n",
+    "    \n",
+    "# improvements: change input to upper case\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# After Lecture Practice\n",
+    "\n",
+    "# Improve the Wordle game: \n",
+    "#    when you win, leave the loop\n",
+    "#    write a while loop to ensure that the input is exactly length 5\n",
+    "#  convert the user's input into uppercase\n",
+    "\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Practice:\n",
+    "# Improve the profanity filter"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/f22/andy_lec_notes/lec18_Oct19_Dictionaries2/lec18_dictionaries2_completed.ipynb b/f22/andy_lec_notes/lec18_Oct19_Dictionaries2/lec18_dictionaries2_completed.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..bd633627b92bd8da256277f6c77fd378f4babd49
--- /dev/null
+++ b/f22/andy_lec_notes/lec18_Oct19_Dictionaries2/lec18_dictionaries2_completed.ipynb
@@ -0,0 +1,927 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Warmup #1: answer these Q's about dictionaries\n",
+    "\n",
+    "# keys can be what type? :   must be immutable type\n",
+    "# values can be what type? :  any type\n",
+    "\n",
+    "# indexing with ints.... NO \n",
+    "# slicing? ..... NO \n",
+    "# mutable?......YES"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Warmup #2a: Process the age data from the 'amfam_survey_data.csv'\n",
+    "import csv\n",
+    "\n",
+    "# source:  Automate the Boring Stuff with Python\n",
+    "def process_csv(filename):\n",
+    "    exampleFile = open(filename, encoding=\"utf-8\")  \n",
+    "    exampleReader = csv.reader(exampleFile) \n",
+    "    exampleData = list(exampleReader)        \n",
+    "    exampleFile.close()  \n",
+    "    return exampleData\n",
+    "\n",
+    "survey_data = process_csv('amfam_survey_data.csv')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['pizza topping',\n",
+       " 'state',\n",
+       " 'years',\n",
+       " 'sleep preference',\n",
+       " 'month',\n",
+       " 'pets',\n",
+       " 'lat-long']"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 2b: get the header and the rows\n",
+    "header = survey_data[0]\n",
+    "rows = survey_data[1:]\n",
+    "header"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[['mushroom',\n",
+       "  'Florida',\n",
+       "  '7',\n",
+       "  'early bird',\n",
+       "  'March',\n",
+       "  '',\n",
+       "  '30.263214888389417, -81.54792098150529'],\n",
+       " ['pineapple',\n",
+       "  'Wisconsin',\n",
+       "  '4',\n",
+       "  'night owl',\n",
+       "  'April',\n",
+       "  'other',\n",
+       "  '43.1581437, -89.2921125'],\n",
+       " ['sausage',\n",
+       "  'Wisconsin',\n",
+       "  '10',\n",
+       "  'early bird',\n",
+       "  'July',\n",
+       "  'other',\n",
+       "  '43.15645, -89.28814']]"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# show the first 3 rows\n",
+    "rows[:3]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "10.0\n"
+     ]
+    }
+   ],
+   "source": [
+    "# The cell function will also be useful\n",
+    "# It returns the cell at row_idx with col_name as the appropriate type.\n",
+    "# If there is nothing in the cell, it returns None.\n",
+    "def cell(row_idx, col_name):\n",
+    "    col_idx = header.index(col_name)\n",
+    "    val = rows[row_idx][col_idx]\n",
+    "    if val == \"\":\n",
+    "        return None\n",
+    "    elif col_name in [\"years\"]:  # used 'in' to allow for easy modification\n",
+    "        return float(val)\n",
+    "    else:\n",
+    "        return val\n",
+    "print(cell(2,'years'))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['pizza topping',\n",
+       " 'state',\n",
+       " 'years',\n",
+       " 'sleep preference',\n",
+       " 'month',\n",
+       " 'pets',\n",
+       " 'lat-long']"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "header"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'Florida': 7,\n",
+       " 'Wisconsin': 19,\n",
+       " 'Minnesota': 1,\n",
+       " 'New Jersey': 1,\n",
+       " 'Rhode Island': 1,\n",
+       " 'Texas': 3}"
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 3: Make a dictionary of frequency of 'state'\n",
+    "# change all instances of WI to Wisconsin and TX to Texas\n",
+    "\n",
+    "state_dict = {}\n",
+    "\n",
+    "for idx in range(len(rows)):\n",
+    "    key = cell(idx, 'state')\n",
+    "    if key == \"WI\" or key == \"madison\":\n",
+    "        key = \"Wisconsin\"\n",
+    "    elif key == \"FL\":\n",
+    "        key = \"Florida\" \n",
+    "    elif key == \"TX\":\n",
+    "        key = \"Texas\" \n",
+    "        \n",
+    "    if key not in state_dict:\n",
+    "        state_dict[key] = 1\n",
+    "    else:\n",
+    "        state_dict[key] += 1 # takes old value, adds 1, becomes new value\n",
+    "state_dict\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Lecture 18: Combining Dictionaries and Lists\n",
+    "\n",
+    "Learning Objectives:\n",
+    " - Handle key errors with get and pop using default values\n",
+    " - Understand the idea of nesting data structures\n",
+    " - Use a dictionary of lists to put rows of data into \"buckets\"\n",
+    " - Use a list of dictionaries to represent a table of data.\n",
+    " - Create a dictionary of dictionaries\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### What errors that can occur with get and pop?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "nd\n",
+      "th\n"
+     ]
+    },
+    {
+     "ename": "KeyError",
+     "evalue": "7",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mKeyError\u001b[0m                                  Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [17]\u001b[0m, in \u001b[0;36m<cell line: 10>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[38;5;28mprint\u001b[39m(suffix\u001b[38;5;241m.\u001b[39mget(\u001b[38;5;241m10\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mth\u001b[39m\u001b[38;5;124m\"\u001b[39m))\n\u001b[1;32m      9\u001b[0m \u001b[38;5;66;03m# what happens whey you try to pop a key that is not there?\u001b[39;00m\n\u001b[0;32m---> 10\u001b[0m \u001b[43msuffix\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mpop\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m7\u001b[39;49m\u001b[43m)\u001b[49m\n",
+      "\u001b[0;31mKeyError\u001b[0m: 7"
+     ]
+    }
+   ],
+   "source": [
+    "suffix = {1:\"st\", 2:'nd', 3:\"rd\"}\n",
+    "\n",
+    "\n",
+    "# what happens when you try to get a key that is not there? \n",
+    "# try it\n",
+    "print(suffix.get(2))\n",
+    "print(suffix.get(10, \"th\"))\n",
+    "\n",
+    "# what happens whey you try to pop a key that is not there?\n",
+    "suffix.pop(7)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "rd\n",
+      "th\n",
+      "th\n",
+      "nd\n",
+      "{1: 'st', 3: 'rd'}\n"
+     ]
+    }
+   ],
+   "source": [
+    "# How to fix it....add a 2nd argument that is the default\n",
+    "\n",
+    "# get(key, default value) \n",
+    "print(suffix.get(3, 'th'))\n",
+    "print(suffix.get(5, 'th')) #default value, but does not add the key\n",
+    "\n",
+    "# pop(key, default value)\n",
+    "print(suffix.pop(7, 'th'))\n",
+    "print(suffix.pop(2, 'th'))\n",
+    "print(suffix)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## What is Nesting? \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Its a way to put one data structure inside another"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Nesting Part 1"
+   ]
+  },
+  {
+   "attachments": {
+    "buckets.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![buckets.png](attachment:buckets.png)"
+   ]
+  },
+  {
+   "attachments": {
+    "bins.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\n",
+    "\n",
+    "![bins.png](attachment:bins.png)\n",
+    "\n",
+    "What is it?\n",
+    " - Start with an empty Dictionary\n",
+    " - Read a row\n",
+    "  - Keys are values from one of the colums of the data\n",
+    "  - Each key's associated value is a list of lists\n",
+    " - Each row of data ends up in some bin\n",
+    "\n",
+    "Why bucket data?\n",
+    " - A way to organize our data, without losing information in the process\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['pizza topping',\n",
+       " 'state',\n",
+       " 'years',\n",
+       " 'sleep preference',\n",
+       " 'month',\n",
+       " 'pets',\n",
+       " 'lat-long']"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# let's take another look at our 'amfam_survey_data.csv'\n",
+    "header\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "12\n",
+      "True\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Example 1: Place the data into buckets by month\n",
+    "# Key:  name of month\n",
+    "# Value:  a list of each row that goes with that season (list of lists) \n",
+    "#            skip the lat-long to make it easier to read\n",
+    "\n",
+    "month_bins_dict = {}\n",
+    "\n",
+    "for idx in range(len(rows)):\n",
+    "    month = cell(idx, 'month')\n",
+    "    topping = cell(idx, 'pizza topping')\n",
+    "    state = cell(idx, 'state')\n",
+    "    years = cell(idx, 'years')\n",
+    "    row_list = [topping, state, years]\n",
+    "    #print(row_list)\n",
+    "    if month not in month_bins_dict:\n",
+    "        month_bins_dict[month] = []\n",
+    "    month_bins_dict[month].append(row_list)\n",
+    "        \n",
+    "month_bins_dict       \n",
+    "print(len(month_bins_dict))\n",
+    "print(\"October\" in month_bins_dict)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 36,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "4.0\n",
+      "10.0\n",
+      "20.0\n"
+     ]
+    }
+   ],
+   "source": [
+    "# avg years for May people\n",
+    "\n",
+    "may_people = month_bins_dict['April']\n",
+    "may_people\n",
+    "for row in may_people:\n",
+    "    years = row[2]\n",
+    "    print(years)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "scrolled": false
+   },
+   "outputs": [],
+   "source": [
+    "# could make a 2nd dictionary where the key is the month\n",
+    "# and the value is the average years\n"
+   ]
+  },
+  {
+   "attachments": {
+    "table_rep.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Nesting part 2: Tables\n",
+    "### Use a list of dictionaries to represent a table of data.\n",
+    "\n",
+    "![table_rep.png](attachment:table_rep.png)\n",
+    "What is it?\n",
+    " - Start with an empty list\n",
+    " - Each row of data is one dictionary\n",
+    "  - keys are the column names\n",
+    "  - values are the data in each cell\n",
+    " - Makes a list of dictionaries\n",
+    "\n",
+    "Why put data in table form?\n",
+    " - It seems redundant, but is used often in Web apps for storing info\n",
+    " - Its a little easier to access subsets of the data without worrying about the header"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "['pizza topping',\n",
+       " 'state',\n",
+       " 'years',\n",
+       " 'sleep preference',\n",
+       " 'month',\n",
+       " 'pets',\n",
+       " 'lat-long']"
+      ]
+     },
+     "execution_count": 37,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Let's put the student survey data into a list of dictionaries\n",
+    "header"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 42,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[{'pizza topping': 'mushroom',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 7.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'March',\n",
+       "  'pets': None,\n",
+       "  'lat-long': '30.263214888389417, -81.54792098150529'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 4.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'April',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.1581437, -89.2921125'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 10.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'July',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.15645, -89.28814'},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'WI',\n",
+       "  'years': 7.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'September',\n",
+       "  'pets': 'dog,cat',\n",
+       "  'lat-long': '43.073051, -89.401230'},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'madison',\n",
+       "  'years': 7.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'November',\n",
+       "  'pets': None,\n",
+       "  'lat-long': None},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'FL',\n",
+       "  'years': 1.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'December',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '42.35623761108948, -71.05691488946681'},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 2.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'February',\n",
+       "  'pets': None,\n",
+       "  'lat-long': '43.159045128642774, -89.29146323507756'},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 0.5,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'May',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.160601, -89.287671'},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 10.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'January',\n",
+       "  'pets': 'dog,fish',\n",
+       "  'lat-long': '43.1562216,-89.2880086'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 8.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'July',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.158655, -89.289895'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Minnesota',\n",
+       "  'years': 15.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'August',\n",
+       "  'pets': 'dog,cat',\n",
+       "  'lat-long': '45.13881645889933, -93.47636590830673'},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'New Jersey',\n",
+       "  'years': 1.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'May',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.07148896663423, -89.40567798752735'},\n",
+       " {'pizza topping': 'basil',\n",
+       "  'state': 'Rhode Island',\n",
+       "  'years': 1.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'March',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.156490793353775, -89.28796434617352'},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'TX',\n",
+       "  'years': 1.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'January',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': None},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 3.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'July',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '27.979191147972834, -82.33356380365498'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 0.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'December',\n",
+       "  'pets': 'dog,cat',\n",
+       "  'lat-long': '43.15631441766965, -89.28785659081201'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 6.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'June',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.157716440341964, -89.28939262164963'},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 7.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'July',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '30.053546, -81.514610'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 3.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'January',\n",
+       "  'pets': 'dog,fish',\n",
+       "  'lat-long': '30.263357, -81.547884'},\n",
+       " {'pizza topping': 'mac&cheese',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 5.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'July',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.158328032172754, -89.28946714938327'},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 10.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'April',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.1884213,-89.2762121'},\n",
+       " {'pizza topping': 'other',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 10.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'August',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43.15833, -89.28988'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'WI',\n",
+       "  'years': 14.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'September',\n",
+       "  'pets': 'dog,cat',\n",
+       "  'lat-long': '43.15733597381252, -89.29013010509833'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 6.0,\n",
+       "  'sleep preference': 'no preference',\n",
+       "  'month': 'August',\n",
+       "  'pets': 'dog,cat',\n",
+       "  'lat-long': '43.159061371631616, -89.29141118826759'},\n",
+       " {'pizza topping': 'pepperoni',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 8.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'September',\n",
+       "  'pets': 'dog,cat,fish',\n",
+       "  'lat-long': '43.158359 -89.289972'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Florida',\n",
+       "  'years': 8.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'October',\n",
+       "  'pets': None,\n",
+       "  'lat-long': '30.263432655702932, -81.54807118535949'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'TX',\n",
+       "  'years': 4.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'October',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '42.3558293029345, -71.05683171712127'},\n",
+       " {'pizza topping': 'other',\n",
+       "  'state': 'WI',\n",
+       "  'years': 2.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'June',\n",
+       "  'pets': None,\n",
+       "  'lat-long': None},\n",
+       " {'pizza topping': 'mushroom',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 20.0,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'September',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.15826500058843, -89.28945716165009'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 8.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'June',\n",
+       "  'pets': 'dog',\n",
+       "  'lat-long': '43.15839022178169, -89.28998287477457'},\n",
+       " {'pizza topping': 'sausage',\n",
+       "  'state': 'Wisconsin',\n",
+       "  'years': 20.0,\n",
+       "  'sleep preference': 'night owl',\n",
+       "  'month': 'April',\n",
+       "  'pets': 'bird',\n",
+       "  'lat-long': '43.15648555750267, -89.28783647996661'},\n",
+       " {'pizza topping': 'pineapple',\n",
+       "  'state': 'Texas',\n",
+       "  'years': 0.5,\n",
+       "  'sleep preference': 'early bird',\n",
+       "  'month': 'August',\n",
+       "  'pets': 'other',\n",
+       "  'lat-long': '43, 89'}]"
+      ]
+     },
+     "execution_count": 42,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Let's make a list of dictionaries, but only store state, years, and pizza\n",
+    "\n",
+    "table_dict_list = [] # empty list\n",
+    "\n",
+    "for idx in range(len(rows)):\n",
+    "    row = rows[idx]\n",
+    "    one_person_dict = dict()\n",
+    "    for col_name in header:\n",
+    "        one_person_dict[col_name] = cell(idx,col_name)\n",
+    "    table_dict_list.append(one_person_dict)\n",
+    "table_dict_list    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 43,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Same thing as above, done without hard-coding, includes all columns\n",
+    "# we did that"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Nesting part 3: Dictionary of Dictionaries \n",
+    "## Typical of Data used in Web Pages or Mobile Apps"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "https://www.w3schools.com/python/python_dictionaries_nested.asp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 50,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Nested Dictionary Example:\n",
+    "# add another word to the dictionary\n",
+    "# \n",
+    "\n",
+    "nested_english_dict = {\n",
+    "    \"shenanigans\": {\n",
+    "        \"definition\": \"silly or high-spirited behavior; mischief.\",\n",
+    "        \"usage\": \"widespread financial shenanigans had ruined the fortunes of many\",\n",
+    "        \"fun_to_say\": 7 # on a scale of 1-10\n",
+    "    },\n",
+    "    \"bamboozle\": {\n",
+    "        \"definition\": \"fool or cheat (someone).\",\n",
+    "        \"usage\": \"Tom Sawyer bamboozled the neighborhood boys into painting for him\",\n",
+    "        \"fun_to_say\": 8 # on a scale of 1-10\n",
+    "    },\n",
+    "    \"gubbins\": {\n",
+    "        \"definition\": \"(objects) of little to no value.\",\n",
+    "        \"usage\": \"I cleared all the gubbins off my desk before I started working\",\n",
+    "        \"fun_to_say\": 10 # on a scale of 1-10\n",
+    "    },\n",
+    "    \"malarkey\": {\n",
+    "        \"definition\": \"meaningless talk; nonsense.\",\n",
+    "        \"usage\": \"don't give me that malarkey\",\n",
+    "        \"fun_to_say\": 5 # on a scale of 1-10\n",
+    "    },\n",
+    "    \"gnarly\": {\n",
+    "        \"definition\": \"gnarled.\",\n",
+    "        \"usage\": \"twisted trees and gnarly roots\",\n",
+    "        \"fun_to_say\": 2 # on a scale of 1-10\n",
+    "    }\n",
+    "    \n",
+    "}\n",
+    "\n",
+    "# can you add a word? "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 51,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'Tom Sawyer bamboozled the neighborhood boys into painting for him'"
+      ]
+     },
+     "execution_count": 51,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# find the usage of 'bamboozle'\n",
+    "nested_english_dict['bamboozle']['usage']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "shenanigans 7\n",
+      "bamboozle 8\n",
+      "gubbins 10\n",
+      "malarkey 5\n",
+      "gnarly 2\n"
+     ]
+    }
+   ],
+   "source": [
+    "# print out all words in the dictionary with a fun_to_say score greater than 7\n",
+    "for word in nested_english_dict:\n",
+    "    print(word, nested_english_dict[word]['fun_to_say'])\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/f22/andy_lec_notes/lec_19/.ipynb_checkpoints/lec19_json_template-checkpoint.ipynb b/f22/andy_lec_notes/lec19_Oct21_JSON/.ipynb_checkpoints/lec19_json_template-checkpoint.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_19/.ipynb_checkpoints/lec19_json_template-checkpoint.ipynb
rename to f22/andy_lec_notes/lec19_Oct21_JSON/.ipynb_checkpoints/lec19_json_template-checkpoint.ipynb
diff --git a/f22/andy_lec_notes/lec_19/.ipynb_checkpoints/lec_19_850-checkpoint.ipynb b/f22/andy_lec_notes/lec19_Oct21_JSON/.ipynb_checkpoints/lec_19_850-checkpoint.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_19/.ipynb_checkpoints/lec_19_850-checkpoint.ipynb
rename to f22/andy_lec_notes/lec19_Oct21_JSON/.ipynb_checkpoints/lec_19_850-checkpoint.ipynb
diff --git a/f22/andy_lec_notes/lec_19/cs220_survey_data.csv b/f22/andy_lec_notes/lec19_Oct21_JSON/cs220_survey_data.csv
similarity index 100%
rename from f22/andy_lec_notes/lec_19/cs220_survey_data.csv
rename to f22/andy_lec_notes/lec19_Oct21_JSON/cs220_survey_data.csv
diff --git a/f22/andy_lec_notes/lec_19/kiva.json b/f22/andy_lec_notes/lec19_Oct21_JSON/kiva.json
similarity index 100%
rename from f22/andy_lec_notes/lec_19/kiva.json
rename to f22/andy_lec_notes/lec19_Oct21_JSON/kiva.json
diff --git a/f22/andy_lec_notes/lec_19/kiva_query.txt b/f22/andy_lec_notes/lec19_Oct21_JSON/kiva_query.txt
similarity index 100%
rename from f22/andy_lec_notes/lec_19/kiva_query.txt
rename to f22/andy_lec_notes/lec19_Oct21_JSON/kiva_query.txt
diff --git a/f22/andy_lec_notes/lec_19/lec19_json_850.ipynb b/f22/andy_lec_notes/lec19_Oct21_JSON/lec19_json_completed.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_19/lec19_json_850.ipynb
rename to f22/andy_lec_notes/lec19_Oct21_JSON/lec19_json_completed.ipynb
diff --git a/f22/andy_lec_notes/lec_19/lec19_json_template.ipynb b/f22/andy_lec_notes/lec19_Oct21_JSON/lec19_json_template.ipynb
similarity index 99%
rename from f22/andy_lec_notes/lec_19/lec19_json_template.ipynb
rename to f22/andy_lec_notes/lec19_Oct21_JSON/lec19_json_template.ipynb
index 0b3ccab63e98f5a26c948c49823e2459bca8da7b..4e9233d0b670ec517d11ac5570f8724a9d8eff55 100644
--- a/f22/andy_lec_notes/lec_19/lec19_json_template.ipynb
+++ b/f22/andy_lec_notes/lec19_Oct21_JSON/lec19_json_template.ipynb
@@ -205,7 +205,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "## March 11:  JSON Files\n",
+    "## Lecture 19:  JSON Files\n",
     "Learning Objectives:\n",
     "- Interpret JSON formatted data and recognize differences between JSON and Python\n",
     "- Deserialize data from JSON for use in Python programs (read)\n",
diff --git a/f22/andy_lec_notes/lec_19/lec19_worksheet_answers.ipynb b/f22/andy_lec_notes/lec19_Oct21_JSON/lec19_worksheet_answers.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_19/lec19_worksheet_answers.ipynb
rename to f22/andy_lec_notes/lec19_Oct21_JSON/lec19_worksheet_answers.ipynb
diff --git a/f22/andy_lec_notes/lec19_Oct21_JSON/lec_19_slides.pdf b/f22/andy_lec_notes/lec19_Oct21_JSON/lec_19_slides.pdf
new file mode 100644
index 0000000000000000000000000000000000000000..0df0964ba08339fbe6543fa24cc1043843831995
Binary files /dev/null and b/f22/andy_lec_notes/lec19_Oct21_JSON/lec_19_slides.pdf differ
diff --git a/f22/andy_lec_notes/lec_19/readme.md b/f22/andy_lec_notes/lec19_Oct21_JSON/readme.md
similarity index 100%
rename from f22/andy_lec_notes/lec_19/readme.md
rename to f22/andy_lec_notes/lec19_Oct21_JSON/readme.md
diff --git a/f22/andy_lec_notes/lec_19/score_history.json b/f22/andy_lec_notes/lec19_Oct21_JSON/score_history.json
similarity index 100%
rename from f22/andy_lec_notes/lec_19/score_history.json
rename to f22/andy_lec_notes/lec19_Oct21_JSON/score_history.json
diff --git a/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_completed.ipynb b/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_completed.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..1c438277a596169bf466809d27b745c258580070
--- /dev/null
+++ b/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_completed.ipynb
@@ -0,0 +1,1046 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Warmups"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from collections import namedtuple\n",
+    "# we are going to learn about this today !"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dict"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 1a: How do you make an empty dict?\n",
+    "thing1 = dict()\n",
+    "type(thing1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "set"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 1b:  How do you make an empty set? \n",
+    "name_set = set()\n",
+    "type(name_set)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## October 24:  Objects and Tuples\n",
+    "\n",
+    "Learning Objectives:\n",
+    "- Use tuples to store immutable sequences of values.\n",
+    "- Use namedtuple (immutable) to store user-defined data objects.\n",
+    "- Explain the difference between objects vs references, and stack vs heap.\n",
+    "- Determine the side effects that occur when modifying object parameters.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Use tuples to store immutable sequences of values.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<class 'list'> <class 'tuple'>\n",
+      "[32, 55, 72, 91, 88]\n",
+      "[32, 55, 72, 91, 99]\n"
+     ]
+    },
+    {
+     "ename": "TypeError",
+     "evalue": "'tuple' object does not support item assignment",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [13]\u001b[0m, in \u001b[0;36m<cell line: 24>\u001b[0;34m()\u001b[0m\n\u001b[1;32m     22\u001b[0m \u001b[38;5;28mprint\u001b[39m(scores)\n\u001b[1;32m     23\u001b[0m \u001b[38;5;66;03m# try to change one element of coordinates\u001b[39;00m\n\u001b[0;32m---> 24\u001b[0m coordinates[\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m] \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m99\u001b[39m\n",
+      "\u001b[0;31mTypeError\u001b[0m: 'tuple' object does not support item assignment"
+     ]
+    }
+   ],
+   "source": [
+    "# Tuples are like lists BUT are IMMUTABLE\n",
+    "\n",
+    "# practice with tuples\n",
+    "scores = [32, 55, 72, 91]   # a list is mutable\n",
+    "\n",
+    "coordinates = (-3, 4, 7)    # a tuple is not mutable\n",
+    "\n",
+    "# print out the type of each\n",
+    "print(type(scores), type(coordinates))\n",
+    "\n",
+    "\n",
+    "# try to append to scores\n",
+    "scores.append(88)\n",
+    "print(scores)\n",
+    "\n",
+    "# try to append to coordinates\n",
+    "#coordinates.append(10)  # error\n",
+    "#print(coordinates)\n",
+    "\n",
+    "# try to change one element of scores\n",
+    "scores[-1] = 99\n",
+    "print(scores)\n",
+    "# try to change one element of coordinates\n",
+    "coordinates[-1] = 99\n",
+    "\n",
+    "\n",
+    "# Takeaway: Write a note to yourself about tuples\n",
+    "# Tuples are like lists, but you cannot mutate a tuple\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[32, 55, 72, 91, 99]\n",
+      "[-3, 4, 7]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Question:  Can tuples be sorted?\n",
+    "# Discuss with your neighbor\n",
+    "\n",
+    "scores.sort()\n",
+    "print(scores)\n",
+    "\n",
+    "#coordinates.sort() # tuples are immutable\n",
+    "new_tuple = sorted(coordinates) # sorted makes a new object\n",
+    "print(new_tuple)\n",
+    "# but what is the type of new_tuple? "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(-3, 4, 7)"
+      ]
+     },
+     "execution_count": 19,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# you can turn a list into a tuple\n",
+    "new_tuple = tuple(sorted(coordinates))\n",
+    "new_tuple"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# tuples, like all Python objects, can be reassigned\n",
+    "new_tuple = (4, 5, 6)\n",
+    "# this is different from mutating, a new object is created\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Tuples Reference:  https://www.w3schools.com/python/python_tuples.asp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Why use tuples? \n",
+    "#    1. helps us accidentally avoid changing our dataset\n",
+    "#    2. TBA.......see below"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "TypeError",
+     "evalue": "unhashable type: 'list'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [21]\u001b[0m, in \u001b[0;36m<cell line: 6>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# Why use tuples? \u001b[39;00m\n\u001b[1;32m      2\u001b[0m \u001b[38;5;66;03m#    3. keys in dictionaries must be immutable types\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \n\u001b[1;32m      4\u001b[0m \u001b[38;5;66;03m# Fails with TypeError\u001b[39;00m\n\u001b[0;32m----> 5\u001b[0m buildings \u001b[38;5;241m=\u001b[39m {\n\u001b[1;32m      6\u001b[0m     [\u001b[38;5;241m0\u001b[39m,\u001b[38;5;241m0\u001b[39m]: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mComp Sci\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      7\u001b[0m     [\u001b[38;5;241m0\u001b[39m,\u001b[38;5;241m2\u001b[39m]: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mPsychology\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      8\u001b[0m     [\u001b[38;5;241m4\u001b[39m,\u001b[38;5;241m0\u001b[39m]: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mNoland\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m      9\u001b[0m     [\u001b[38;5;241m1\u001b[39m,\u001b[38;5;241m8\u001b[39m]: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mVan Vleck\u001b[39m\u001b[38;5;124m\"\u001b[39m }\n",
+      "\u001b[0;31mTypeError\u001b[0m: unhashable type: 'list'"
+     ]
+    }
+   ],
+   "source": [
+    "# Why use tuples? \n",
+    "#    3. keys in dictionaries must be immutable types\n",
+    "\n",
+    "# Fails with TypeError\n",
+    "buildings = {\n",
+    "    [0,0]: \"Comp Sci\",\n",
+    "    [0,2]: \"Psychology\",\n",
+    "    [4,0]: \"Noland\",\n",
+    "    [1,8]: \"Van Vleck\" }"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Dictionary with tuples as keys\n",
+    "buildings = {\n",
+    "    (0,0): \"Comp Sci\",\n",
+    "    (0,2): \"Psychology\",\n",
+    "    (4,0): \"Noland\",\n",
+    "    (1,8): \"Van Vleck\" }\n",
+    "\n",
+    "# find the name of the building at coordinate (4,0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'Noland'"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "buildings[(4,0)]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Use namedtuple to store immutable user-defined data objects.\n",
+    "- namedtuple is useful for creating well-defined objects\n",
+    "- namedtuple is like a mix of tuples and dictionaries\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 33,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "<class '__main__.Person'> Person(fname='Bucky', lname='Badger', age=62)\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# A namedtuple is like its own kind of type!\n",
+    "# its a Python convention to use a Capital letter when naming a namedtuple\n",
+    "# define a namedtuple called Person\n",
+    "Person = namedtuple(\"Person\", [\"fname\", \"lname\", \"age\"])\n",
+    "\n",
+    "# make a single person....pls don't name it person !!\n",
+    "p1 = Person(\"Bucky\", \"Badger\", 62)\n",
+    "print(type(p1), p1)\n",
+    "\n",
+    "# make another person\n",
+    "p2 = Person(\"Sam\", \"Kuemmel\", 16)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 34,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "int"
+      ]
+     },
+     "execution_count": 34,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# print out just their age using the 'dot' notation\n",
+    "type(p2.age)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 35,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create another Person ...this time use keyword arguments \n",
+    "p3 = Person(age=16, fname=\"Sam\", lname=\"Kuemmel\")\n",
+    "p4 = Person(lname=\"Nowel\", fname=\"Joel\", age=12)\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 37,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[Person(fname='Alice', lname='Anderson', age=30), Person(fname='Bob', lname='Baker', age=31), Person(fname='Bucky', lname='Badger', age=62), Person(fname='Sam', lname='Kuemmel', age=16), Person(fname='Sam', lname='Kuemmel', age=16), Person(fname='Joel', lname='Nowel', age=12)]\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# make a list of Person\n",
+    "people=[\n",
+    "    Person(\"Alice\", \"Anderson\", 30),  # positional arguments\n",
+    "    Person(\"Bob\", \"Baker\", 31),\n",
+    "    p1, p2, p3, p4\n",
+    "    # add more Persons to people, from the variables above\n",
+    "\n",
+    "]\n",
+    "\n",
+    "print(people)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 45,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "found Bucky\n"
+     ]
+    }
+   ],
+   "source": [
+    "# say 'Hello Alice'\n",
+    "#print(\"Hello\", people[0].fname)\n",
+    "\n",
+    "for p in people:\n",
+    "    if p.fname == 'Bucky':\n",
+    "        print(\"found\", p.fname)\n",
+    "        break"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 47,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "AttributeError",
+     "evalue": "can't set attribute",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
+      "Input \u001b[0;32mIn [47]\u001b[0m, in \u001b[0;36m<cell line: 5>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      2\u001b[0m people\u001b[38;5;241m.\u001b[39mappend(Person(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGloria\u001b[39m\u001b[38;5;124m\"\u001b[39m,\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGator\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;241m33\u001b[39m))\n\u001b[1;32m      3\u001b[0m \u001b[38;5;66;03m#print(people)\u001b[39;00m\n\u001b[0;32m----> 5\u001b[0m p2\u001b[38;5;241m.\u001b[39mage \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m99\u001b[39m\n",
+      "\u001b[0;31mAttributeError\u001b[0m: can't set attribute"
+     ]
+    }
+   ],
+   "source": [
+    "# add another Person to your people list by using append\n",
+    "people.append(Person(\"Gloria\",\"Gator\", 33))\n",
+    "print(people)\n",
+    "\n",
+    "# p2.age = 99 # named tuples are immutable"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 49,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Hello Alice\n",
+      "Hello Bob\n",
+      "Hello Bucky\n",
+      "Hello Sam\n",
+      "Hello Sam\n",
+      "Hello Joel\n",
+      "Hello Gloria\n",
+      "Hello Gloria\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "[Person(fname='Alice', lname='Anderson', age=30),\n",
+       " Person(fname='Bob', lname='Baker', age=31),\n",
+       " Person(fname='Bucky', lname='Badger', age=62),\n",
+       " Person(fname='Sam', lname='Kuemmel', age=16),\n",
+       " Person(fname='Sam', lname='Kuemmel', age=16),\n",
+       " Person(fname='Joel', lname='Nowel', age=12),\n",
+       " Person(fname='Gloria', lname='Gator', age=33),\n",
+       " Person(fname='Gloria', lname='Gator', age=33)]"
+      ]
+     },
+     "execution_count": 49,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# say hello to each person in the list by using their first name\n",
+    "\n",
+    "for p in people:\n",
+    "    print(\"Hello\", p.fname)\n",
+    "    \n",
+    "people"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 56,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Help on class Person in module __main__:\n",
+      "\n",
+      "class Person(builtins.tuple)\n",
+      " |  Person(fname, lname, age)\n",
+      " |  \n",
+      " |  Person(fname, lname, age)\n",
+      " |  \n",
+      " |  Method resolution order:\n",
+      " |      Person\n",
+      " |      builtins.tuple\n",
+      " |      builtins.object\n",
+      " |  \n",
+      " |  Methods defined here:\n",
+      " |  \n",
+      " |  __getnewargs__(self)\n",
+      " |      Return self as a plain tuple.  Used by copy and pickle.\n",
+      " |  \n",
+      " |  __repr__(self)\n",
+      " |      Return a nicely formatted representation string\n",
+      " |  \n",
+      " |  _asdict(self)\n",
+      " |      Return a new dict which maps field names to their values.\n",
+      " |  \n",
+      " |  _replace(self, /, **kwds)\n",
+      " |      Return a new Person object replacing specified fields with new values\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Class methods defined here:\n",
+      " |  \n",
+      " |  _make(iterable) from builtins.type\n",
+      " |      Make a new Person object from a sequence or iterable\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Static methods defined here:\n",
+      " |  \n",
+      " |  __new__(_cls, fname, lname, age)\n",
+      " |      Create new instance of Person(fname, lname, age)\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Data descriptors defined here:\n",
+      " |  \n",
+      " |  fname\n",
+      " |      Alias for field number 0\n",
+      " |  \n",
+      " |  lname\n",
+      " |      Alias for field number 1\n",
+      " |  \n",
+      " |  age\n",
+      " |      Alias for field number 2\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Data and other attributes defined here:\n",
+      " |  \n",
+      " |  _field_defaults = {}\n",
+      " |  \n",
+      " |  _fields = ('fname', 'lname', 'age')\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Methods inherited from builtins.tuple:\n",
+      " |  \n",
+      " |  __add__(self, value, /)\n",
+      " |      Return self+value.\n",
+      " |  \n",
+      " |  __contains__(self, key, /)\n",
+      " |      Return key in self.\n",
+      " |  \n",
+      " |  __eq__(self, value, /)\n",
+      " |      Return self==value.\n",
+      " |  \n",
+      " |  __ge__(self, value, /)\n",
+      " |      Return self>=value.\n",
+      " |  \n",
+      " |  __getattribute__(self, name, /)\n",
+      " |      Return getattr(self, name).\n",
+      " |  \n",
+      " |  __getitem__(self, key, /)\n",
+      " |      Return self[key].\n",
+      " |  \n",
+      " |  __gt__(self, value, /)\n",
+      " |      Return self>value.\n",
+      " |  \n",
+      " |  __hash__(self, /)\n",
+      " |      Return hash(self).\n",
+      " |  \n",
+      " |  __iter__(self, /)\n",
+      " |      Implement iter(self).\n",
+      " |  \n",
+      " |  __le__(self, value, /)\n",
+      " |      Return self<=value.\n",
+      " |  \n",
+      " |  __len__(self, /)\n",
+      " |      Return len(self).\n",
+      " |  \n",
+      " |  __lt__(self, value, /)\n",
+      " |      Return self<value.\n",
+      " |  \n",
+      " |  __mul__(self, value, /)\n",
+      " |      Return self*value.\n",
+      " |  \n",
+      " |  __ne__(self, value, /)\n",
+      " |      Return self!=value.\n",
+      " |  \n",
+      " |  __rmul__(self, value, /)\n",
+      " |      Return value*self.\n",
+      " |  \n",
+      " |  count(self, value, /)\n",
+      " |      Return number of occurrences of value.\n",
+      " |  \n",
+      " |  index(self, value, start=0, stop=9223372036854775807, /)\n",
+      " |      Return first index of value.\n",
+      " |      \n",
+      " |      Raises ValueError if the value is not present.\n",
+      " |  \n",
+      " |  ----------------------------------------------------------------------\n",
+      " |  Class methods inherited from builtins.tuple:\n",
+      " |  \n",
+      " |  __class_getitem__(...) from builtins.type\n",
+      " |      See PEP 585\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "help(Person)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['Joel', 'Alice', 'Sam', 'Bucky', 'Gloria', 'Bob']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# make a list of just the unique first names\n",
+    "\n",
+    "list_first_name = []\n",
+    "for person in people:\n",
+    "    list_first_name.append(person.fname)\n",
+    "    \n",
+    "print (list(set(list_first_name)))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 58,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "29.125"
+      ]
+     },
+     "execution_count": 58,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# write a function to find the average age of the Persons in people\n",
+    "# Practice\n",
+    "\n",
+    "def avg_age(p_list):\n",
+    "    # assume p_list is a list of Person\n",
+    "    \n",
+    "    if len(p_list) == 0:\n",
+    "        return None\n",
+    "    \n",
+    "    sum = 0\n",
+    "    for p in people :\n",
+    "        sum += p.age\n",
+    "    sum = sum / len(people)\n",
+    "    return sum\n",
+    "\n",
+    "avg_age(people)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "15"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "attachments": {
+    "lec20%20use%20of%20chars.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![lec20%20use%20of%20chars.png](attachment:lec20%20use%20of%20chars.png)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Explain the difference between objects vs references, and stack vs heap.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 64,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Happy\n",
+      "Happy\n"
+     ]
+    }
+   ],
+   "source": [
+    "# put this into Python Tutor\n",
+    "x = \"Happy\"\n",
+    "y = x\n",
+    "print(y)\n",
+    "y += \" Halloween\"\n",
+    "print(x)\n",
+    "# takeaways:"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Let's go to the Interactive Exercises\n",
+    "\n",
+    "https://cs220.cs.wisc.edu/f22/materials/lec-20.html\n",
+    "    \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "https://cs220.cs.wisc.edu/f22/materials/lec-20.html"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Determine the side effects that occur when modifying parameters.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: 30\n",
+      "after: 10\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# example 5a:  try this in Python tutor\n",
+    "def f(x):\n",
+    "  x *= 3\n",
+    "  print(\"f:\", x)\n",
+    "\n",
+    "num = 10\n",
+    "f(num)\n",
+    "print(\"after:\", num)\n",
+    "\n",
+    "# takeaway:  what happens when a parameter is reassigned?\n",
+    "# your answer: \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: ['hello', 'world', '!!!']\n",
+      "after: ['hello', 'world', '!!!']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5b:  try in Python Tutor\n",
+    "def f(items):\n",
+    "  items.append(\"!!!\")\n",
+    "  print(\"f:\", items)\n",
+    "\n",
+    "words = ['hello', 'world']\n",
+    "f(words)\n",
+    "print(\"after:\", words)\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is mutated ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: ['hello', 'world', '!!!']\n",
+      "after: ['hello', 'world']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5c:  try in Python Tutor\n",
+    "def f(items):\n",
+    "  items = items + [\"!!!\"]\n",
+    "  print(\"f:\", items)\n",
+    "\n",
+    "words = ['hello', 'world']\n",
+    "f(words)\n",
+    "print(\"after:\", words)\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is reassigned ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "first: 4\n",
+      "smallest: 1\n",
+      "first: 1\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5d:  try in Python Tutor\n",
+    "def first(items):\n",
+    "    return items[0]\n",
+    "\n",
+    "def smallest(items):\n",
+    "    items.sort()\n",
+    "    return items[0]\n",
+    "\n",
+    "numbers\t= [4,5,3,2,1]\n",
+    "print(\"first:\", first(numbers))\n",
+    "print(\"smallest:\", smallest(numbers))\n",
+    "print(\"first:\", first(numbers))\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is sorted \"in place\" using .sort() ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "first: 4\n",
+      "smallest: 1\n",
+      "first: 4\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5e:  try in Python Tutor\n",
+    "def first(items):\n",
+    "    return items[0]\n",
+    "\n",
+    "def smallest(items):\n",
+    "    items = sorted(items)\n",
+    "    return items[0]\n",
+    "\n",
+    "numbers = [4,5,3,2,1]\n",
+    "print(\"first:\", first(numbers))\n",
+    "print(\"smallest:\", smallest(numbers))\n",
+    "print(\"first:\", first(numbers))\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is sorted using sorted()? \n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### In summary, write one good thing and one bad thing about lists being mutable"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Good thing:\n",
+    "# "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Bad thing: \n",
+    "# "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_template.ipynb b/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_template.ipynb
new file mode 100644
index 0000000000000000000000000000000000000000..166c84163d91563d803e08821f02da12399e3528
--- /dev/null
+++ b/f22/andy_lec_notes/lec20_Oct24_Tuples/lec20_tuples_template.ipynb
@@ -0,0 +1,756 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Warmups"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from collections import namedtuple\n",
+    "# we are going to learn about this today !"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "dict"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 1a: How do you make an empty dict?\n",
+    "thing1 = None\n",
+    "type(thing1)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "NoneType"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Warmup 1b:  How do you make an empty set? \n",
+    "thing2 = None\n",
+    "type(thing2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## October 24:  Objects and Tuples\n",
+    "\n",
+    "Learning Objectives:\n",
+    "- Use tuples to store immutable sequences of values.\n",
+    "- Use namedtuple (immutable) to store user-defined data objects.\n",
+    "- Explain the difference between objects vs references, and stack vs heap.\n",
+    "- Determine the side effects that occur when modifying object parameters.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Use tuples to store immutable sequences of values.\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[32, 55, 72, 100]\n",
+      "(32, 55, 72, 100)\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Tuples are like lists BUT are IMMUTABLE\n",
+    "\n",
+    "# practice with tuples\n",
+    "scores = [32, 55, 72, 91]   # a list is mutable\n",
+    "\n",
+    "coordinates = (-3, 4, 7)    # a tuple is not mutable\n",
+    "\n",
+    "# print out the type of each\n",
+    "print(type(scores), type(coordinates))\n",
+    "\n",
+    "\n",
+    "# try to append to scores\n",
+    "\n",
+    "# try to append to coordinates\n",
+    "\n",
+    "\n",
+    "\n",
+    "# try to change one element of scores\n",
+    "\n",
+    "# try to change one element of coordinates\n",
+    "\n",
+    "\n",
+    "\n",
+    "# Takeaway: Write a note to yourself about tuples\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Question:  Can tuples be sorted?\n",
+    "# Discuss with your neighbor\n",
+    "\n",
+    "# coordinates.sort() # tuples are immutable\n",
+    "#new_tuple = sorted(coordinates) # sorted makes a new object\n",
+    "\n",
+    "# but what is the type of new_tuple? "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# you can turn a list into a tuple\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# tuples, like all Python objects, can be reassigned\n",
+    "\n",
+    "# this is different from mutating, a new object is created\n",
+    "\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Tuples Reference:  https://www.w3schools.com/python/python_tuples.asp"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Why use tuples? \n",
+    "#    1. helps us accidentally avoid changing our dataset\n",
+    "#    2. we can avoid the problems we had above with ........"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "ename": "TypeError",
+     "evalue": "unhashable type: 'list'",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "\u001b[0;32m<ipython-input-8-266ce4d9d9c7>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;31m# Fails with TypeError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m buildings = {\n\u001b[0m\u001b[1;32m      7\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Comp Sci\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Psychology\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;31mTypeError\u001b[0m: unhashable type: 'list'"
+     ]
+    }
+   ],
+   "source": [
+    "# Why use tuples? \n",
+    "#    3. keys in dictionaries must be .......... types\n",
+    "\n",
+    "# Fails with TypeError\n",
+    "buildings = {\n",
+    "    [0,0]: \"Comp Sci\",\n",
+    "    [0,2]: \"Psychology\",\n",
+    "    [4,0]: \"Noland\",\n",
+    "    [1,8]: \"Van Vleck\" }"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{(0, 0): 'Comp Sci',\n",
+       " (0, 2): 'Psychology',\n",
+       " (4, 0): 'Noland',\n",
+       " (1, 8): 'Van Vleck'}"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# Dictionary with tuples as keys\n",
+    "buildings = {\n",
+    "    (0,0): \"Comp Sci\",\n",
+    "    (0,2): \"Psychology\",\n",
+    "    (4,0): \"Noland\",\n",
+    "    (1,8): \"Van Vleck\" }\n",
+    "\n",
+    "# find the name of the building at coordinate (4,0)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Use namedtuple to store immutable user-defined data objects.\n",
+    "- namedtuple is useful for creating well-defined objects\n",
+    "- namedtuple is like a mix of tuples and dictionaries\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "None\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# A namedtuple is like its own kind of type!\n",
+    "# its a Python convention to use a Capital letter when naming a namedtuple\n",
+    "# define a namedtuple called Person\n",
+    "Person = namedtuple(\"Person\", [\"fname\", \"lname\", \"age\"])\n",
+    "\n",
+    "# make a single person....pls don't name it person !!\n",
+    "p1 = Person(\"Bucky\", \"Badger\", 62)\n",
+    "print(type(p1), p1)\n",
+    "\n",
+    "# make another person\n",
+    "p2 = None \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# print out just their age using the 'dot' notation\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Create another Person ...this time use keyword arguments \n",
+    "p3 = Person(age=16, fname=\"Sam\", lname=\"Kuemmel\")\n",
+    "\n",
+    "p4 = None\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n",
+    "# make a list of Person\n",
+    "people=[\n",
+    "    Person(\"Alice\", \"Anderson\", 30),  # positional arguments\n",
+    "    Person(\"Bob\", \"Baker\", 31),\n",
+    "    \n",
+    "    # add more Persons to people, from the variables above\n",
+    "\n",
+    "]\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# say 'Hello Alice'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# add p2 to your people list\n",
+    "\n",
+    "\n",
+    "print(people)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# say hello to each person in the list by using their first name\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# make a list of just the first names"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# write a function to find the average age of the Persons in people\n",
+    "# Practice\n",
+    "\n",
+    "def avg_age(p_list):\n",
+    "    # assume p_list is a list of Person\n",
+    "    sum = 0\n",
+    "\n",
+    "    return sum\n",
+    "\n",
+    "avg_age(people)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "15"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "attachments": {
+    "lec20%20use%20of%20chars.png": {
+     "image/png": 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"
+    }
+   },
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![lec20%20use%20of%20chars.png](attachment:lec20%20use%20of%20chars.png)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Explain the difference between objects vs references, and stack vs heap.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# put this into Python Tutor\n",
+    "x = \"Happy\"\n",
+    "y = x\n",
+    "y += \" Halloween\"\n",
+    "\n",
+    "# takeaways:"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Let's go to the Interactive Exercises\n",
+    "\n",
+    "https://cs220.cs.wisc.edu/f22/materials/lec-20.html\n",
+    "    \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Determine the side effects that occur when modifying parameters.\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: 30\n",
+      "after: 10\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# example 5a:  try this in Python tutor\n",
+    "def f(x):\n",
+    "  x *= 3\n",
+    "  print(\"f:\", x)\n",
+    "\n",
+    "num = 10\n",
+    "f(num)\n",
+    "print(\"after:\", num)\n",
+    "\n",
+    "# takeaway:  what happens when a parameter is reassigned?\n",
+    "# your answer: \n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: ['hello', 'world', '!!!']\n",
+      "after: ['hello', 'world', '!!!']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5b:  try in Python Tutor\n",
+    "def f(items):\n",
+    "  items.append(\"!!!\")\n",
+    "  print(\"f:\", items)\n",
+    "\n",
+    "words = ['hello', 'world']\n",
+    "f(words)\n",
+    "print(\"after:\", words)\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is mutated ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "f: ['hello', 'world', '!!!']\n",
+      "after: ['hello', 'world']\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5c:  try in Python Tutor\n",
+    "def f(items):\n",
+    "  items = items + [\"!!!\"]\n",
+    "  print(\"f:\", items)\n",
+    "\n",
+    "words = ['hello', 'world']\n",
+    "f(words)\n",
+    "print(\"after:\", words)\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is reassigned ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "first: 4\n",
+      "smallest: 1\n",
+      "first: 1\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5d:  try in Python Tutor\n",
+    "def first(items):\n",
+    "    return items[0]\n",
+    "\n",
+    "def smallest(items):\n",
+    "    items.sort()\n",
+    "    return items[0]\n",
+    "\n",
+    "numbers\t= [4,5,3,2,1]\n",
+    "print(\"first:\", first(numbers))\n",
+    "print(\"smallest:\", smallest(numbers))\n",
+    "print(\"first:\", first(numbers))\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is sorted \"in place\" using .sort() ?\n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "first: 4\n",
+      "smallest: 1\n",
+      "first: 4\n"
+     ]
+    }
+   ],
+   "source": [
+    "# example 5e:  try in Python Tutor\n",
+    "def first(items):\n",
+    "    return items[0]\n",
+    "\n",
+    "def smallest(items):\n",
+    "    items = sorted(items)\n",
+    "    return items[0]\n",
+    "\n",
+    "numbers = [4,5,3,2,1]\n",
+    "print(\"first:\", first(numbers))\n",
+    "print(\"smallest:\", smallest(numbers))\n",
+    "print(\"first:\", first(numbers))\n",
+    "\n",
+    "# takeaway:  what happens when a list parameter is sorted using sorted()? \n",
+    "# your answer: "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### In summary, write one good thing and one bad thing about lists being mutable"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Good thing:\n",
+    "# "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Bad thing: \n",
+    "# "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.9.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/f22/andy_lec_notes/lec_20/readme.md b/f22/andy_lec_notes/lec20_Oct24_Tuples/readme.md
similarity index 100%
rename from f22/andy_lec_notes/lec_20/readme.md
rename to f22/andy_lec_notes/lec20_Oct24_Tuples/readme.md
diff --git a/f22/andy_lec_notes/lec_21/CS220_Lec21_Worksheet_Exercises.ipynb b/f22/andy_lec_notes/lec21_Oct26_Copying/CS220_Lec21_Worksheet_Exercises.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_21/CS220_Lec21_Worksheet_Exercises.ipynb
rename to f22/andy_lec_notes/lec21_Oct26_Copying/CS220_Lec21_Worksheet_Exercises.ipynb
diff --git a/f22/andy_lec_notes/lec_21/lec-21-worksheet-solution-meena.pdf b/f22/andy_lec_notes/lec21_Oct26_Copying/lec-21-worksheet-solution-meena.pdf
similarity index 100%
rename from f22/andy_lec_notes/lec_21/lec-21-worksheet-solution-meena.pdf
rename to f22/andy_lec_notes/lec21_Oct26_Copying/lec-21-worksheet-solution-meena.pdf
diff --git a/f22/andy_lec_notes/lec_21/lec21_copying_complete.ipynb b/f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_complete.ipynb
similarity index 87%
rename from f22/andy_lec_notes/lec_21/lec21_copying_complete.ipynb
rename to f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_complete.ipynb
index 3850a45533b7782c0ac3d05971b3edc0aeec85e7..fa2081f36f62e434cd03e67a721f39f36d0049af 100644
--- a/f22/andy_lec_notes/lec_21/lec21_copying_complete.ipynb
+++ b/f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_complete.ipynb
@@ -6,56 +6,159 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "# Start off by completing the code from the previous lecture about NamdeTuples"
+    "import copy # we are going to learn about this module today"
    ]
   },
   {
-   "cell_type": "code",
-   "execution_count": 11,
+   "cell_type": "markdown",
    "metadata": {},
-   "outputs": [],
    "source": [
-    "import copy # we are going to learn about this module today"
+    "## Warmup"
    ]
   },
   {
-   "cell_type": "markdown",
+   "cell_type": "code",
+   "execution_count": 2,
    "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'UW': {'name': 'University of Wisconsin',\n",
+       "  'type': 'public',\n",
+       "  'year': 1850,\n",
+       "  'enrollment': 35474},\n",
+       " 'MI': {'name': 'University of Michigan',\n",
+       "  'type': 'public',\n",
+       "  'year': 1817,\n",
+       "  'enrollment': 44718},\n",
+       " 'MU': {'name': 'Marquette University',\n",
+       "  'type': 'private',\n",
+       "  'year': 1881,\n",
+       "  'enrollment': 11294},\n",
+       " 'EDG': {'name': 'Edgewood College',\n",
+       "  'type': 'private',\n",
+       "  'year': 1927,\n",
+       "  'enrollment': 2650}}"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "## Warmup"
+    "college_dict = {\n",
+    "    \"UW\": {'name': \"University of Wisconsin\", 'type':'public', 'year': 1850, 'enrollment': 35474  },\n",
+    "    \"MI\": {'name': \"University of Michigan\", 'type':'public', 'year': 1817, 'enrollment': 44718  },\n",
+    "    \"MU\": {'name': \"Marquette University\",  'type':'private', 'year': 1881, 'enrollment': 11294  },\n",
+    "    \"EDG\": {'name': \"Edgewood College\",  'type':'private', 'year': 1927, 'enrollment': 2650  },\n",
+    "    }\n",
+    "college_dict"
    ]
   },
   {
-   "attachments": {
-    "image-2.png": {
-     "image/png": 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"
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'University of Michigan'"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
     }
-   },
-   "cell_type": "markdown",
+   ],
+   "source": [
+    "#Warmup 1: What is the name of the university that is the oldest?\n",
+    "\n",
+    "oldest_name = None\n",
+    "year_founded = None\n",
+    "for key in college_dict:\n",
+    "    name = college_dict[key]['name']\n",
+    "    year = college_dict[key]['year']\n",
+    "    if year_founded == None or year < year_founded:\n",
+    "        year_founded = year\n",
+    "        oldest_name = name\n",
+    "oldest_name"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
    "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "{'public': 35474}\n",
+      "{'public': 80192}\n",
+      "{'public': 80192, 'private': 11294}\n",
+      "{'public': 80192, 'private': 13944}\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "{'public': 80192, 'private': 13944}"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
+    "#Warmup 2: using one dict to make a new dict\n",
     "\n",
+    "# let's make a new dictionary of the total enrollment by type\n",
+    "# key is the type, value is the total enrollment for that type\n",
     "\n",
-    "#### Review.  Think about it, then discuss with a partner. \n",
-    "![image-2.png](attachment:image-2.png)\n",
     "\n",
+    "enrollment_by_type_dict = {}\n",
     "\n",
-    "\n",
-    "\n"
+    "for key in college_dict:\n",
+    "    col_type = college_dict[key]['type']\n",
+    "    enrollment = college_dict[key]['enrollment']\n",
+    "    #print(col_type, enrollment)\n",
+    "    if col_type not in enrollment_by_type_dict:\n",
+    "        enrollment_by_type_dict[col_type] = enrollment\n",
+    "    else:\n",
+    "        enrollment_by_type_dict[col_type] += enrollment\n",
+    "    print(enrollment_by_type_dict)\n",
+    "enrollment_by_type_dict "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 10,
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'public': 53423, 'private': 11223}"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "{'public': 53423, 'private':11223}"
+   ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# March 23:  Reference Copy, Copy, Deep Copy\n",
+    "# Lecture 21:  Reference Copy, Copy, Deep Copy\n",
     "Learning Objectives:\n",
     "\n",
     "- Correctly predict the output of code that uses reference variable mutation and reassignment.\n",
@@ -85,14 +188,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "{'MI': 'Ann Arbor'} {}\n"
+      "{'MI': 'Ann Arbor', 'WI': 'Madison'} {'MI': 'Ann Arbor', 'WI': 'Madison'}\n"
      ]
     }
    ],
@@ -101,9 +204,9 @@
     "# for extra understanding, go to Python tutor\n",
     "dict1 = {}\n",
     "dict2 = {}\n",
-    "#dict2 = dict1   # reference variable reassignment\n",
-    "#dict1[\"MI\"] = \"Ann Arbor\"\n",
-    "#dict2[\"WI\"] = \"Madison\" \n",
+    "dict2 = dict1   # reference variable reassignment\n",
+    "dict1[\"MI\"] = \"Ann Arbor\"\n",
+    "dict2[\"WI\"] = \"Madison\" \n",
     "print(dict1, dict2)"
    ]
   },
@@ -158,8 +261,13 @@
     "    {\"name\":\"C\", \"score\":100}]\n",
     "\n",
     "#y = x              # reference copy\n",
+    "#y[0]['name'] = \"Andy\"\n",
+    "\n",
     "#y = copy.copy(x)    # shallow copy...copies the first level\n",
+    "#y[1]['name'] = \"Bianca\"\n",
+    "\n",
     "#y = copy.deepcopy(x) # deep copy...copies down to every level\n",
+    "#y[2]['name'] = \"Chris\"\n",
     "\n",
     "# takeway:  Write a note to yourself\n",
     "\n",
@@ -168,28 +276,6 @@
     "#\n"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "loan_info = {\n",
-    "    'name': 'Safarmo',\n",
-    "      'description': \"Safarmo is 47 years old. She lives with her husband and her children in Khuroson district. <br /><br />Safarmo is a seamstress. She has been engaged in sewing for 10 years. She learned this activity with help of her mother and elder sister. <br /><br />Safarmo's sewing machine is old and she cannot work well. Her difficulty is lack of money. That’s why she applied for a loan to buy a new modern sewing machine. <br /><br />Safarmo needs your support.\",\n",
-    "      'loanAmount': '1075.00',\n",
-    "      'geocode': {\n",
-    "          'city': 'Khuroson',\n",
-    "       'country': {\n",
-    "           'name': 'Tajikistan',\n",
-    "        'region': 'Asia',\n",
-    "        'fundsLentInCountry': 64243075}\n",
-    "      }\n",
-    "}\n",
-    "\n",
-    "z = copy.deepcopy(loan_info)"
-   ]
-  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -231,7 +317,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [
     {
@@ -248,7 +334,7 @@
     "player_scores = [\n",
     "    {\"name\":\"Anna\", \"score\":88},\n",
     "    {\"name\":\"Bianca\", \"score\":111},\n",
-    "    {\"name\":\"Carl\", \"score\":100}\n",
+    "    {\"name\":\"Chris\", \"score\":100}\n",
     "]\n",
     "    \n",
     "# a.) write a function that finds the name of the person\n",
@@ -257,12 +343,11 @@
     "def max_score(score_list):\n",
     "    best_person = None\n",
     "    high_score = None\n",
-    "    for person in player_scores:\n",
-    "        #print(person['name'], person['score'])\n",
-    "        if high_score == None or person['score'] > high_score:\n",
-    "            #print(person['name'], person['score'])\n",
-    "            high_score = person['score']\n",
-    "            best_person = person['name']\n",
+    "    for player in score_list:\n",
+    "        if best_person == None or player['score'] > high_score:\n",
+    "            best_person = player['name']\n",
+    "            high_score = player['score']\n",
+    "\n",
     "    return best_person\n",
     "\n",
     "#print(player_scores)\n",
@@ -304,42 +389,67 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": 17,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "<class 'dict'>\n",
-      "<class 'dict'>\n",
-      "<class 'dict'>\n",
-      "[{'name': 'Anna', 'scores': [11, 17, 18, 23]}, {'name': 'Bianca', 'scores': [4, 9, 11, 21]}, {'name': 'Carl', 'scores': [3, 8, 10, 12]}]\n",
-      "[{'name': 'Anna', 'scores': [11, 17, 18, 23]}, {'name': 'Bianca', 'scores': [4, 9, 11, 21]}, {'name': 'Carl', 'scores': [3, 8, 10, 12]}]\n"
+      "[{'name': 'Anna', 'scores': [23, 18, 11, 17, 6]}, {'name': 'Bianca', 'scores': [11, 21, 9, 4, 10]}, {'name': 'Chris', 'scores': [12, 10, 3, 8, 7]}, {'name': 'Sal', 'scores': [5, 11, 6, 62, 22]}]\n",
+      "[{'name': 'Anna', 'scores': [23, 18, 11, 17, 6]}, {'name': 'Bianca', 'scores': [11, 21, 9, 4, 10]}, {'name': 'Chris', 'scores': [12, 10, 3, 8, 7]}]\n"
      ]
     }
    ],
    "source": [
-    "# Example 4b.) use a shallow copy to sort each list of scores \n",
     "player_scores = [\n",
-    "    {\"name\":\"Anna\", \"scores\":[23, 18, 11, 17]},\n",
-    "    {\"name\":\"Bianca\", \"scores\":[11, 21, 9, 4]},\n",
-    "    {\"name\":\"Carl\", \"scores\":[12, 10, 3, 8]}\n",
+    "    {\"name\":\"Anna\", \"scores\":[23, 18, 11, 17, 6]},\n",
+    "    {\"name\":\"Bianca\", \"scores\":[11, 21, 9, 4, 10]},\n",
+    "    {\"name\":\"Chris\", \"scores\":[12, 10, 3, 8, 7]}\n",
     "]\n",
     "\n",
+    "# shallow copy to add a temp person\n",
+    "shallow_copy = copy.copy(player_scores)\n",
+    "shallow_copy.append({\"name\":\"Sal\", 'scores':[5, 11, 6, 62, 22]})\n",
+    "\n",
+    "print(shallow_copy)\n",
+    "print(player_scores)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "[{'name': 'Anna', 'scores': [23, 18, 11, 17, 6]}, {'name': 'Bianca', 'scores': [11, 21, 9, 4, 10]}, {'name': 'Chris', 'scores': [12, 10, 3, 8, 7]}]\n",
+      "[{'name': 'Anna', 'scores': [6, 11, 17, 18, 23]}, {'name': 'Bianca', 'scores': [4, 9, 10, 11, 21]}, {'name': 'Chris', 'scores': [3, 7, 8, 10, 12]}]\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Example 4b.) use a deep copy to sort each list of scores \n",
+    "player_scores = [\n",
+    "    {\"name\":\"Anna\", \"scores\":[23, 18, 11, 17, 6]},\n",
+    "    {\"name\":\"Bianca\", \"scores\":[11, 21, 9, 4, 10]},\n",
+    "    {\"name\":\"Chris\", \"scores\":[12, 10, 3, 8, 7]}\n",
+    "]\n",
     "\n",
-    "player_scores_copy = copy.copy(player_scores)\n",
-    "for row_dict in player_scores_copy:\n",
-    "    print(type(row_dict))\n",
-    "    score_list =  row_dict['scores']\n",
-    "    score_list.sort()\n",
+    "\n",
+    "player_scores_copy = copy.deepcopy(player_scores) # makes a shallow copy\n",
+    "\n",
+    "# iterate through the list player_scores_copy and sort each list\n",
+    "for player in player_scores_copy:\n",
+    "    player['scores'].sort()\n",
     "\n",
     "print(player_scores)  # should be unchanged\n",
     "print(player_scores_copy)\n",
-    "# after you write this code, run it in Python Tutor\n",
     "\n",
     "\n",
-    "# we"
+    "\n"
    ]
   },
   {
@@ -395,14 +505,14 @@
     "player_scores= [\n",
     "    {\"name\":\"Anna\", \"score\":88},\n",
     "    {\"name\":\"Bianca\", \"score\":111},\n",
-    "    {\"name\":\"Carl\", \"score\":100}\n",
+    "    {\"name\":\"Chris\", \"score\":100}\n",
     "]\n",
     "\n",
     "\n",
     "players_before = copy.deepcopy(player_scores)  \n",
     "\n",
-    "# change someone's score\n",
-    "player_scores[1]['score'] = 120\n",
+    "# change someone's score here\n",
+    "\n",
     "\n",
     "print(players_before)\n",
     "print('after changes:')\n",
@@ -453,7 +563,7 @@
    "outputs": [],
    "source": [
     "\n",
-    "# Do Worksheet for today (good exam practice)\n",
+    "# Do Worksheet for today (good quiz practice)\n",
     "# Answers will be posted on later today to the same place you found this Notebook file. \n",
     "\n",
     "\n"
@@ -462,7 +572,7 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3",
+   "display_name": "Python 3 (ipykernel)",
    "language": "python",
    "name": "python3"
   },
@@ -476,7 +586,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.1"
+   "version": "3.9.12"
   }
  },
  "nbformat": 4,
diff --git a/f22/andy_lec_notes/lec_21/lec21_copying_template.ipynb b/f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_template.ipynb
similarity index 87%
rename from f22/andy_lec_notes/lec_21/lec21_copying_template.ipynb
rename to f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_template.ipynb
index 3c45a638c722c104525ec3c69b15234bdd06aae7..0cc0433f5feb4aab517e19c50afb05dac5666f32 100644
--- a/f22/andy_lec_notes/lec_21/lec21_copying_template.ipynb
+++ b/f22/andy_lec_notes/lec21_Oct26_Copying/lec21_copying_template.ipynb
@@ -1,14 +1,5 @@
 {
  "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Start off by completing the code from the previous lecture about NamdeTuples"
-   ]
-  },
   {
    "cell_type": "code",
    "execution_count": 11,
@@ -26,21 +17,17 @@
    ]
   },
   {
-   "attachments": {
-    "image-2.png": {
-     "image/png": 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"
-    }
-   },
-   "cell_type": "markdown",
+   "cell_type": "code",
+   "execution_count": null,
    "metadata": {},
+   "outputs": [],
    "source": [
+    "# Warmup 1:  determine the key that has the highest value in a dict\n",
     "\n",
-    "\n",
-    "#### Review.  Think about it, then discuss with a partner. \n",
-    "![image-2.png](attachment:image-2.png)\n",
-    "\n",
-    "\n",
-    "\n",
+    "# which dog is the oldest?\n",
+    "dog_dict = {\"Miles\": 2, \"Gertie\": 4, \"Sammy\": 11, \"Fido\": 3, \"Jordy\": 5}\n",
+    "oldest_dog = None\n",
+    "max_age = 0\n",
     "\n"
    ]
   },
@@ -49,13 +36,20 @@
    "execution_count": null,
    "metadata": {},
    "outputs": [],
-   "source": []
+   "source": [
+    "#Warmup 2: Which dog is the oldest?\n",
+    "dog_list = [ {'id': 34523, 'name': \"Miles\", 'age': 2},\n",
+    "            {'id': 22334, 'name': \"Gertie\", 'age': 4},\n",
+    "            {'id': 87654, 'name': \"Fido\", 'age': 3'} ]\n",
+    "oldest_dog = None\n",
+    "max_age = 0 "
+   ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# March 23:  Reference Copy, Copy, Deep Copy\n",
+    "# Lecture 21:  Reference Copy, Copy, Deep Copy\n",
     "Learning Objectives:\n",
     "\n",
     "- Correctly predict the output of code that uses reference variable mutation and reassignment.\n",
@@ -158,8 +152,13 @@
     "    {\"name\":\"C\", \"score\":100}]\n",
     "\n",
     "#y = x              # reference copy\n",
+    "#y[0]['name'] = \"Andy\"\n",
+    "\n",
     "#y = copy.copy(x)    # shallow copy...copies the first level\n",
+    "#y[1]['name'] = \"Bianca\"\n",
+    "\n",
     "#y = copy.deepcopy(x) # deep copy...copies down to every level\n",
+    "#y[2]['name'] = \"Chris\"\n",
     "\n",
     "# takeway:  Write a note to yourself\n",
     "\n",
@@ -168,28 +167,6 @@
     "#\n"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "loan_info = {\n",
-    "    'name': 'Safarmo',\n",
-    "      'description': \"Safarmo is 47 years old. She lives with her husband and her children in Khuroson district. <br /><br />Safarmo is a seamstress. She has been engaged in sewing for 10 years. She learned this activity with help of her mother and elder sister. <br /><br />Safarmo's sewing machine is old and she cannot work well. Her difficulty is lack of money. That’s why she applied for a loan to buy a new modern sewing machine. <br /><br />Safarmo needs your support.\",\n",
-    "      'loanAmount': '1075.00',\n",
-    "      'geocode': {\n",
-    "          'city': 'Khuroson',\n",
-    "       'country': {\n",
-    "           'name': 'Tajikistan',\n",
-    "        'region': 'Asia',\n",
-    "        'fundsLentInCountry': 64243075}\n",
-    "      }\n",
-    "}\n",
-    "\n",
-    "z = copy.deepcopy(loan_info)"
-   ]
-  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -248,7 +225,7 @@
     "player_scores = [\n",
     "    {\"name\":\"Anna\", \"score\":88},\n",
     "    {\"name\":\"Bianca\", \"score\":111},\n",
-    "    {\"name\":\"Carl\", \"score\":100}\n",
+    "    {\"name\":\"Chris\", \"score\":100}\n",
     "]\n",
     "    \n",
     "# a.) write a function that finds the name of the person\n",
@@ -317,18 +294,20 @@
    "source": [
     "# Example 4b.) use a shallow copy to sort each list of scores \n",
     "player_scores = [\n",
-    "    {\"name\":\"Anna\", \"scores\":[23, 18, 11, 17]},\n",
-    "    {\"name\":\"Bianca\", \"scores\":[11, 21, 9, 4]},\n",
-    "    {\"name\":\"Carl\", \"scores\":[12, 10, 3, 8]}\n",
+    "    {\"name\":\"Anna\", \"scores\":[23, 18, 11, 17, 6]},\n",
+    "    {\"name\":\"Bianca\", \"scores\":[11, 21, 9, 4, 10]},\n",
+    "    {\"name\":\"Chris\", \"scores\":[12, 10, 3, 8, 7]}\n",
     "]\n",
     "\n",
     "\n",
-    "player_scores_copy = copy.copy(player_scores)\n",
+    "player_scores_copy = copy.copy(player_scores) # makes a shallow copy\n",
+    "\n",
+    "# iterate through the list player_scores_copy and sort each list\n",
     "\n",
     "\n",
     "print(player_scores)  # should be unchanged\n",
     "print(player_scores_copy)\n",
-    "# after you write this code, run it in Python Tutor\n",
+    "\n",
     "\n",
     "\n"
    ]
@@ -386,7 +365,7 @@
     "player_scores= [\n",
     "    {\"name\":\"Anna\", \"score\":88},\n",
     "    {\"name\":\"Bianca\", \"score\":111},\n",
-    "    {\"name\":\"Carl\", \"score\":100}\n",
+    "    {\"name\":\"Chris\", \"score\":100}\n",
     "]\n",
     "\n",
     "\n",
@@ -444,7 +423,7 @@
    "outputs": [],
    "source": [
     "\n",
-    "# Do Worksheet for today (good exam practice)\n",
+    "# Do Worksheet for today (good quiz practice)\n",
     "# Answers will be posted on later today to the same place you found this Notebook file. \n",
     "\n",
     "\n"
@@ -453,7 +432,7 @@
  ],
  "metadata": {
   "kernelspec": {
-   "display_name": "Python 3",
+   "display_name": "Python 3 (ipykernel)",
    "language": "python",
    "name": "python3"
   },
@@ -467,7 +446,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.1"
+   "version": "3.9.12"
   }
  },
  "nbformat": 4,
diff --git a/f22/andy_lec_notes/lec_21/readme.md b/f22/andy_lec_notes/lec21_Oct26_Copying/readme.md
similarity index 100%
rename from f22/andy_lec_notes/lec_21/readme.md
rename to f22/andy_lec_notes/lec21_Oct26_Copying/readme.md
diff --git a/f22/andy_lec_notes/lec_22/.ipynb_checkpoints/lec22_recursion_complete-checkpoint.ipynb b/f22/andy_lec_notes/lec22_Oct28_Recursion/.ipynb_checkpoints/lec22_recursion_complete-checkpoint.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_22/.ipynb_checkpoints/lec22_recursion_complete-checkpoint.ipynb
rename to f22/andy_lec_notes/lec22_Oct28_Recursion/.ipynb_checkpoints/lec22_recursion_complete-checkpoint.ipynb
diff --git a/f22/andy_lec_notes/lec_22/lec22_recursion_complete.ipynb b/f22/andy_lec_notes/lec22_Oct28_Recursion/lec22_recursion_complete.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_22/lec22_recursion_complete.ipynb
rename to f22/andy_lec_notes/lec22_Oct28_Recursion/lec22_recursion_complete.ipynb
diff --git a/f22/andy_lec_notes/lec_22/lec22_recursion_template.ipynb b/f22/andy_lec_notes/lec22_Oct28_Recursion/lec22_recursion_template.ipynb
similarity index 100%
rename from f22/andy_lec_notes/lec_22/lec22_recursion_template.ipynb
rename to f22/andy_lec_notes/lec22_Oct28_Recursion/lec22_recursion_template.ipynb
diff --git a/f22/andy_lec_notes/lec_22/readme.md b/f22/andy_lec_notes/lec22_Oct28_Recursion/readme.md
similarity index 100%
rename from f22/andy_lec_notes/lec_22/readme.md
rename to f22/andy_lec_notes/lec22_Oct28_Recursion/readme.md
diff --git a/f22/andy_lec_notes/lec_20/lec20_tuples_850.ipynb b/f22/andy_lec_notes/lec_20/lec20_tuples_850.ipynb
deleted file mode 100644
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--- a/f22/andy_lec_notes/lec_20/lec20_tuples_850.ipynb
+++ /dev/null
@@ -1,731 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Warmups"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from collections import namedtuple\n",
-    "# we are going to learn about this today !"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "dict"
-      ]
-     },
-     "execution_count": 1,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# Warmup 1a: \n",
-    "thing1 = {}\n",
-    "type(thing1)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "<class 'set'>\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Warmup 1b:  How do you make an empty set? \n",
-    "thing2 = set()\n",
-    "print(type(thing2))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Warmup 1c: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## October 25:  Objects and Tuples\n",
-    "\n",
-    "Learning Objectives:\n",
-    "- Explain the difference between objects vs references, and stack vs heap.\n",
-    "- Determine the side effects that occur when modifying object parameters.\n",
-    "- Use tuples to store immutable sequences of values.\n",
-    "- Use namedtuple (immutable) to store user-defined data objects.\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Explain the difference between objects vs references, and stack vs heap.\n",
-    "\n",
-    "- check out the slides starting at slide ____\n",
-    "- try some of that code in Python Tutor"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Determine the side effects that occur when modifying parameters.\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: 30\n",
-      "after: 10\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# example 5a:  try this in Python tutor\n",
-    "def f(x):\n",
-    "    x *= 3\n",
-    "    print(\"f:\", x)\n",
-    "\n",
-    "num = 10\n",
-    "f(num)\n",
-    "print(\"after:\", num)\n",
-    "\n",
-    "# takeaway:  what happens when a parameter is reassigned?\n",
-    "# your answer:  Python makes a new object,\n",
-    "#                the reference changes to the new object\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world', '!!!']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5b:  try in Python Tutor\n",
-    "def f(items):\n",
-    "  items.append(\"!!!\")\n",
-    "  print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is mutated ?\n",
-    "# your answer:    we don't make a new object, the reference is the same"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5c:  try in Python Tutor\n",
-    "def f(items):\n",
-    "    items = items + [\"!!!\"]\n",
-    "    print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is reassigned ?\n",
-    "# your answer:  a new object is made, the reference changes"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 1\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5d:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items.sort()\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers\t= [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted \"in place\" using .sort() ?\n",
-    "# your answer: sort() mutates a list, changes remain"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 4\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5e:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items = sorted(items)\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers = [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted using sorted()? \n",
-    "# your answer: sorted makes a new list, that is reassignment"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### In summary, write one good thing and one bad thing about lists being mutable"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Good thing:\n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Bad thing: \n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Use tuples to store immutable sequences of values.\n",
-    "Check out the slides about tuples"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "(32, 55, 72, 91)\n",
-      "(-3, 4, 7)\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Tuples are like lists BUT are IMMUTABLE\n",
-    "\n",
-    "# practice with tuples\n",
-    "scores = [32, 55, 72, 91]   # a list is mutable\n",
-    "coordinates = (-3, 4, 7)    # a tuple is not mutable\n",
-    "\n",
-    "\n",
-    "\n",
-    "\n",
-    "scores_tuple = tuple(scores) # you can convert a list into a tuple\n",
-    "print(scores_tuple)\n",
-    "\n",
-    "\n",
-    "# Question:  Can tuples be sorted?\n",
-    "# Discuss with your neighbor\n",
-    "\n",
-    "# coordinates.sort() # tuples are immutable\n",
-    "new_tuple = tuple(sorted(coordinates)) # sorted makes a new list\n",
-    "print(new_tuple)\n",
-    "# Takeaway: Write a note to yourself about tuples\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[32, 55, 72, 91, 17]\n"
-     ]
-    }
-   ],
-   "source": [
-    "# show that scores is mutable\n",
-    "scores.append(17)\n",
-    "print(scores)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "[1, 55, 72, 91, 17]"
-      ]
-     },
-     "execution_count": 8,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# give an example of reassignment of 'coordinates'\n",
-    "scores[0] = 1\n",
-    "scores"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "TypeError",
-     "evalue": "'tuple' object does not support item assignment",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-9-567a460f4882>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;31m# show that tuples are immutable\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mcoordinates\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcoordinates\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;31mTypeError\u001b[0m: 'tuple' object does not support item assignment"
-     ]
-    }
-   ],
-   "source": [
-    "# show that tuples are immutable\n",
-    "coordinates[0] = 1\n",
-    "\n",
-    "print(coordinates)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Tuples Reference:  https://www.w3schools.com/python/python_tuples.asp"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Why use tuples? \n",
-    "#    1. helps us accidentally avoid changing our dataset\n",
-    "#    2. we can avoid the problems we had above with changes in functions"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "TypeError",
-     "evalue": "unhashable type: 'list'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-8-266ce4d9d9c7>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;31m# Fails with TypeError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m buildings = {\n\u001b[0m\u001b[1;32m      7\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Comp Sci\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Psychology\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;31mTypeError\u001b[0m: unhashable type: 'list'"
-     ]
-    }
-   ],
-   "source": [
-    "# Why use tuples? \n",
-    "#    3. keys in dictionaries must be immutable types\n",
-    "\n",
-    "# Fails with TypeError\n",
-    "buildings = {\n",
-    "    [0,0]: \"Comp Sci\",\n",
-    "    [0,2]: \"Psychology\",\n",
-    "    [4,0]: \"Noland\",\n",
-    "    [1,8]: \"Van Vleck\" }"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "{(0, 0): 'Comp Sci',\n",
-       " (0, 2): 'Psychology',\n",
-       " (4, 0): 'Noland',\n",
-       " (1, 8): 'Van Vleck'}"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# Dictionary with tuples as keys\n",
-    "buildings = {\n",
-    "    (0,0): \"Comp Sci\",\n",
-    "    (0,2): \"Psychology\",\n",
-    "    (4,0): \"Noland\",\n",
-    "    (1,8): \"Van Vleck\" }\n",
-    "\n",
-    "# find the name of the building at coordinate (4,0)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### 21.3 Use namedtuple (immutable) to store user-defined data objects.\n",
-    "- namedtuple is useful for creating well-defined objects\n",
-    "- namedtuple is like a mix of tuples and dictionaries\n",
-    "- let's look at the slides\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Person(fname='Stevie', lname='Kuemmel', age=14)\n",
-      "14\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# A namedtuple is like its own kind of type!\n",
-    "# its a Python convention to use a Capital letter when naming a namedtuple\n",
-    "# define a namedtuple called Person\n",
-    "Person = namedtuple(\"Person\", [\"fname\", \"lname\", \"age\"])\n",
-    "\n",
-    "# make a single person....pls don't name it person !!\n",
-    "p1 = Person(\"Stevie\", \"Kuemmel\", 14)\n",
-    "\n",
-    "print(p1)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# print out just their age using the 'dot' notation\n",
-    "print(p1.age)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Create another Person ...this time use keyword arguments \n",
-    "person2 = None\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n",
-    "# make a list of Person\n",
-    "people=[\n",
-    "    Person(\"Alice\", \"Anderson\", 30),  # positional arguments\n",
-    "    Person(\"Bob\", \"Baker\", 31),\n",
-    "    \n",
-    "    # add two more Persons to people, \n",
-    "\n",
-    "]\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# say 'Hello Alice'"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add p2 to your people list\n",
-    "\n",
-    "\n",
-    "print(people)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# say hello to each person in the list by using their first name\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# make a list of just the first names"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# write a function to find the average age of the Persons in people\n",
-    "# Practice\n",
-    "\n",
-    "def avg_age(p_list):\n",
-    "    # assume p_list is a list of Person\n",
-    "    sum = 0\n",
-    "\n",
-    "    return sum\n",
-    "\n",
-    "avg_age(people)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Namedtuples have a deeper significance....the namedtuples we create are their own type"
-   ]
-  },
-  {
-   "attachments": {
-    "namedtuple.png": {
-     "image/png": 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"
-    }
-   },
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "![namedtuple.png](attachment:namedtuple.png)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "15"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# how can you demonstrate that namedtuples are immutable \n",
-    "# but lists of namedtuples are mutable\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.9.1"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/f22/andy_lec_notes/lec_20/lec20_tuples_complete.ipynb b/f22/andy_lec_notes/lec_20/lec20_tuples_complete.ipynb
deleted file mode 100644
index 6ade7e63e757971d82501431142f6e7ee5cdfe4d..0000000000000000000000000000000000000000
--- a/f22/andy_lec_notes/lec_20/lec20_tuples_complete.ipynb
+++ /dev/null
@@ -1,640 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Warmups"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from collections import namedtuple\n",
-    "# we are going to learn about this today !"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "<class 'dict'>\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Warmup 1a: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "<class 'set'>\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Warmup 1b:  How do you make an empty set? \n",
-    "thing2 = set()\n",
-    "print(type(thing2))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Warmup 1c: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## October 25:  Objects and Tuples\n",
-    "\n",
-    "Learning Objectives:\n",
-    "- Explain the difference between objects vs references, and stack vs heap.\n",
-    "- Determine the side effects that occur when modifying parameters.\n",
-    "- Use tuples to store immutable sequences of values.\n",
-    "- Use namedtuple (immutable) to store user-defined data objects.\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Explain the difference between objects vs references, and stack vs heap.\n",
-    "\n",
-    "- check out the slides starting at slide ____\n",
-    "- try some of that code in Python Tutor"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Determine the side effects that occur when modifying parameters.\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: 30\n",
-      "after: 10\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# example 5a:  try this in Python tutor\n",
-    "def f(x):\n",
-    "  x *= 3\n",
-    "  print(\"f:\", x)\n",
-    "\n",
-    "num = 10\n",
-    "f(num)\n",
-    "print(\"after:\", num)\n",
-    "\n",
-    "# takeaway:  what happens when a parameter is reassigned?\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world', '!!!']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5b:  try in Python Tutor\n",
-    "def f(items):\n",
-    "  items.append(\"!!!\")\n",
-    "  print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is mutated ?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5c:  try in Python Tutor\n",
-    "def f(items):\n",
-    "  items = items + [\"!!!\"]\n",
-    "  print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is reassigned ?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 1\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5d:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items.sort()\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers\t= [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted \"in place\" using .sort() ?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 4\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5e:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items = sorted(items)\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers = [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted using sorted()? "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### In summary, write one good thing and bad thing about lists being mutable"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Good thing:\n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Bad thing: \n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Use tuples to store immutable sequences of values.\n",
-    "Check out the slides about tuples"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[32, 55, 72, 100]\n",
-      "(32, 55, 72, 100)\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Tuples are like lists BUT are IMMUTABLE\n",
-    "\n",
-    "# practice with tuples\n",
-    "scores = [32, 55, 72, 91]   # a list is mutable\n",
-    "coordinates = (-3, 4, 7)    # a tuple is not mutable\n",
-    "\n",
-    "# show that scores is mutable\n",
-    "scores[-1] = 100\n",
-    "print(scores)\n",
-    "\n",
-    "\n",
-    "coordinates = (5, 77, -3)     #re-assignment is OK\n",
-    " \n",
-    "\n",
-    "# show that tuples are immutable\n",
-    "#coordinates[-1] = 100.   #tuple not mutable\n",
-    "#print(coordinates)\n",
-    "\n",
-    "scores_tuple = tuple(scores) # you can convert a list into a tuple\n",
-    "print(scores_tuple)\n",
-    "\n",
-    "\n",
-    "# Question:  Can tuples be sorted?\n",
-    "# Discuss with your neighbor\n",
-    "\n",
-    "# coordinates.sort() # tuples are immutable\n",
-    "new_tuple = sorted(coordinates) # sorted makes a new object\n",
-    "\n",
-    "# Takeaway: Write a note to yourself about tuples\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# reference:  https://www.w3schools.com/python/python_tuples.asp"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "TypeError",
-     "evalue": "unhashable type: 'list'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-8-266ce4d9d9c7>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;31m# Fails with TypeError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m buildings = {\n\u001b[0m\u001b[1;32m      7\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Comp Sci\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Psychology\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;31mTypeError\u001b[0m: unhashable type: 'list'"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# Why use tuples? \n",
-    "#     keys in dictionaries must be immutable types\n",
-    "#     some data never changes : GPS coordinates\n",
-    "\n",
-    "# Fails with TypeError\n",
-    "buildings = {\n",
-    "    [0,0]: \"Comp Sci\",\n",
-    "    [0,2]: \"Psychology\",\n",
-    "    [4,0]: \"Noland\",\n",
-    "    [1,8]: \"Van Vleck\" }"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "{(0, 0): 'Comp Sci',\n",
-       " (0, 2): 'Psychology',\n",
-       " (4, 0): 'Noland',\n",
-       " (1, 8): 'Van Vleck'}"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# Works with tuple as keys\n",
-    "buildings = {\n",
-    "    (0,0): \"Comp Sci\",\n",
-    "    (0,2): \"Psychology\",\n",
-    "    (4,0): \"Noland\",\n",
-    "    (1,8): \"Van Vleck\" }\n",
-    "\n",
-    "# find the name of the building at coordinate (4,0)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### 21.3 Use namedtuple (immutable) to store user-defined data objects.\n",
-    "- namedtuple is useful for creating well-defined objects\n",
-    "- namedtuple is like a mix of tuples and dictionaries\n",
-    "- let's look at the slides\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "124\n",
-      "Hello Alice Anderson\n",
-      "[Person(fname='Alice', lname='Anderson', age=30), Person(fname='Bob', lname='Baker', age=31), Person(fname='Celia', lname='Answer', age=21), Person(fname='Marcus', lname='Carlson', age=33), Person(fname='Stevie', lname='Kuemmel', age=13)]\n",
-      "Hello Alice Anderson\n",
-      "Hello Bob Baker\n",
-      "Hello Celia Answer\n",
-      "Hello Marcus Carlson\n",
-      "Hello Stevie Kuemmel\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# A namedtuple is like its own kind of type!\n",
-    "# its a Python convention to use a Capital letter when naming a namedtuple\n",
-    "# define a namedtuple called Person\n",
-    "Person = namedtuple(\"Person\", [\"fname\", \"lname\", \"age\"])\n",
-    "\n",
-    "# make a single person....pls don't name it person !!\n",
-    "p1 = Person(\"Bucky\", \"Badger\", 124)\n",
-    "print(p1.age)\n",
-    "\n",
-    "\n",
-    "\n",
-    "# right here, add another Person by using keyword arguments \n",
-    "person2 = Person(age=13, lname=\"Kuemmel\", fname = \"Stevie\")\n",
-    "\n",
-    "# add this person to your list....\n",
-    "people.append(person2)\n",
-    "\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n",
-    "# make a list of Persons\n",
-    "people=[\n",
-    "    Person(\"Alice\", \"Anderson\", 30),  # positional arguments\n",
-    "    Person(\"Bob\", \"Baker\", 31),\n",
-    "    # add two more Persons to people\n",
-    "    Person(\"Celia\", \"Answer\", 21),\n",
-    "    Person(\"Marcus\", \"Carlson\", 33)\n",
-    "    \n",
-    "]\n",
-    "\n",
-    "person0 = people[0]\n",
-    "print(\"Hello \" + person0.fname + \" \" + person0.lname)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# print out people\n",
-    "print(people)\n",
-    "\n",
-    "for p in people:\n",
-    "    print(\"Hello \" + p.fname + \" \" + p.lname)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Namedtuples have a deeper significance....the namedtuples we create are their own type"
-   ]
-  },
-  {
-   "attachments": {
-    "namedtuple.png": {
-     "image/png": 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"
-    }
-   },
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "![namedtuple.png](attachment:namedtuple.png)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "NameError",
-     "evalue": "name 'people' is not defined",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-11-29e651cafe44>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0msum\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m \u001b[0mavg_age\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpeople\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
-      "\u001b[0;31mNameError\u001b[0m: name 'people' is not defined"
-     ]
-    }
-   ],
-   "source": [
-    "# write a function to find the average age of the Persons in people\n",
-    "# Practice\n",
-    "\n",
-    "def avg_age(p_list):\n",
-    "    # assume p_list is a list of Persons\n",
-    "    sum = 0\n",
-    "\n",
-    "    return sum\n",
-    "\n",
-    "avg_age(people)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "15"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# how can you demonstrate that namedtuples are immutable \n",
-    "# but lists of namedtuples are mutable\n",
-    "\n",
-    "# Practice"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.9.1"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/f22/andy_lec_notes/lec_20/lec20_tuples_template.ipynb b/f22/andy_lec_notes/lec_20/lec20_tuples_template.ipynb
deleted file mode 100644
index 2270a62d556b323e0bf8beea0150a2e3d2b916f0..0000000000000000000000000000000000000000
--- a/f22/andy_lec_notes/lec_20/lec20_tuples_template.ipynb
+++ /dev/null
@@ -1,696 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Warmups"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from collections import namedtuple\n",
-    "# we are going to learn about this today !"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "<class 'dict'>\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Warmup 1a: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "<class 'set'>\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Warmup 1b:  How do you make an empty set? \n",
-    "thing2 = set()\n",
-    "print(type(thing2))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Warmup 1c: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## October 25:  Objects and Tuples\n",
-    "\n",
-    "Learning Objectives:\n",
-    "- Explain the difference between objects vs references, and stack vs heap.\n",
-    "- Determine the side effects that occur when modifying object parameters.\n",
-    "- Use tuples to store immutable sequences of values.\n",
-    "- Use namedtuple (immutable) to store user-defined data objects.\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Explain the difference between objects vs references, and stack vs heap.\n",
-    "\n",
-    "- check out the slides starting at slide ____\n",
-    "- try some of that code in Python Tutor"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Determine the side effects that occur when modifying parameters.\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: 30\n",
-      "after: 10\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# example 5a:  try this in Python tutor\n",
-    "def f(x):\n",
-    "  x *= 3\n",
-    "  print(\"f:\", x)\n",
-    "\n",
-    "num = 10\n",
-    "f(num)\n",
-    "print(\"after:\", num)\n",
-    "\n",
-    "# takeaway:  what happens when a parameter is reassigned?\n",
-    "# your answer: \n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world', '!!!']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5b:  try in Python Tutor\n",
-    "def f(items):\n",
-    "  items.append(\"!!!\")\n",
-    "  print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is mutated ?\n",
-    "# your answer: "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "f: ['hello', 'world', '!!!']\n",
-      "after: ['hello', 'world']\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5c:  try in Python Tutor\n",
-    "def f(items):\n",
-    "  items = items + [\"!!!\"]\n",
-    "  print(\"f:\", items)\n",
-    "\n",
-    "words = ['hello', 'world']\n",
-    "f(words)\n",
-    "print(\"after:\", words)\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is reassigned ?\n",
-    "# your answer: "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 1\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5d:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items.sort()\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers\t= [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted \"in place\" using .sort() ?\n",
-    "# your answer: "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "first: 4\n",
-      "smallest: 1\n",
-      "first: 4\n"
-     ]
-    }
-   ],
-   "source": [
-    "# example 5e:  try in Python Tutor\n",
-    "def first(items):\n",
-    "    return items[0]\n",
-    "\n",
-    "def smallest(items):\n",
-    "    items = sorted(items)\n",
-    "    return items[0]\n",
-    "\n",
-    "numbers = [4,5,3,2,1]\n",
-    "print(\"first:\", first(numbers))\n",
-    "print(\"smallest:\", smallest(numbers))\n",
-    "print(\"first:\", first(numbers))\n",
-    "\n",
-    "# takeaway:  what happens when a list parameter is sorted using sorted()? \n",
-    "# your answer: "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### In summary, write one good thing and one bad thing about lists being mutable"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Good thing:\n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Bad thing: \n",
-    "# "
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Use tuples to store immutable sequences of values.\n",
-    "Check out the slides about tuples"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "[32, 55, 72, 100]\n",
-      "(32, 55, 72, 100)\n"
-     ]
-    }
-   ],
-   "source": [
-    "# Tuples are like lists BUT are IMMUTABLE\n",
-    "\n",
-    "# practice with tuples\n",
-    "scores = [32, 55, 72, 91]   # a list is mutable\n",
-    "coordinates = (-3, 4, 7)    # a tuple is not mutable\n",
-    "\n",
-    "\n",
-    "\n",
-    "\n",
-    "\n",
-    " \n",
-    "\n",
-    "\n",
-    "scores_tuple = tuple(scores) # you can convert a list into a tuple\n",
-    "print(scores_tuple)\n",
-    "\n",
-    "\n",
-    "# Question:  Can tuples be sorted?\n",
-    "# Discuss with your neighbor\n",
-    "\n",
-    "# coordinates.sort() # tuples are immutable\n",
-    "new_tuple = sorted(coordinates) # sorted makes a new object\n",
-    "\n",
-    "# Takeaway: Write a note to yourself about tuples\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# show that scores is mutable\n",
-    "\n",
-    "\n",
-    "print(scores)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# give an example of reassignment of 'coordinates'\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# show that tuples are immutable\n",
-    "\n",
-    "\n",
-    "print(coordinates)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Tuples Reference:  https://www.w3schools.com/python/python_tuples.asp"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Why use tuples? \n",
-    "#    1. helps us accidentally avoid changing our dataset\n",
-    "#    2. we can avoid the problems we had above with ........"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "ename": "TypeError",
-     "evalue": "unhashable type: 'list'",
-     "output_type": "error",
-     "traceback": [
-      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
-      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
-      "\u001b[0;32m<ipython-input-8-266ce4d9d9c7>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0;31m# Fails with TypeError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 6\u001b[0;31m buildings = {\n\u001b[0m\u001b[1;32m      7\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Comp Sci\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      8\u001b[0m     \u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0;34m\"Psychology\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
-      "\u001b[0;31mTypeError\u001b[0m: unhashable type: 'list'"
-     ]
-    }
-   ],
-   "source": [
-    "# Why use tuples? \n",
-    "#    3. keys in dictionaries must be .......... types\n",
-    "\n",
-    "# Fails with TypeError\n",
-    "buildings = {\n",
-    "    [0,0]: \"Comp Sci\",\n",
-    "    [0,2]: \"Psychology\",\n",
-    "    [4,0]: \"Noland\",\n",
-    "    [1,8]: \"Van Vleck\" }"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "{(0, 0): 'Comp Sci',\n",
-       " (0, 2): 'Psychology',\n",
-       " (4, 0): 'Noland',\n",
-       " (1, 8): 'Van Vleck'}"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# Dictionary with tuples as keys\n",
-    "buildings = {\n",
-    "    (0,0): \"Comp Sci\",\n",
-    "    (0,2): \"Psychology\",\n",
-    "    (4,0): \"Noland\",\n",
-    "    (1,8): \"Van Vleck\" }\n",
-    "\n",
-    "# find the name of the building at coordinate (4,0)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### 21.3 Use namedtuple (immutable) to store user-defined data objects.\n",
-    "- namedtuple is useful for creating well-defined objects\n",
-    "- namedtuple is like a mix of tuples and dictionaries\n",
-    "- let's look at the slides\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "None\n"
-     ]
-    }
-   ],
-   "source": [
-    "\n",
-    "# A namedtuple is like its own kind of type!\n",
-    "# its a Python convention to use a Capital letter when naming a namedtuple\n",
-    "# define a namedtuple called Person\n",
-    "Person = namedtuple(\"Person\", [\"fname\", \"lname\", \"age\"])\n",
-    "\n",
-    "# make a single person....pls don't name it person !!\n",
-    "p1 = None\n",
-    "\n",
-    "print(p1)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# print out just their age using the 'dot' notation\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Create another Person ...this time use keyword arguments \n",
-    "person2 = None\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n",
-    "# make a list of Person\n",
-    "people=[\n",
-    "    Person(\"Alice\", \"Anderson\", 30),  # positional arguments\n",
-    "    Person(\"Bob\", \"Baker\", 31),\n",
-    "    \n",
-    "    # add two more Persons to people, \n",
-    "\n",
-    "]\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# say 'Hello Alice'"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add p2 to your people list\n",
-    "\n",
-    "\n",
-    "print(people)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# say hello to each person in the list by using their first name\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# make a list of just the first names"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# write a function to find the average age of the Persons in people\n",
-    "# Practice\n",
-    "\n",
-    "def avg_age(p_list):\n",
-    "    # assume p_list is a list of Person\n",
-    "    sum = 0\n",
-    "\n",
-    "    return sum\n",
-    "\n",
-    "avg_age(people)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Namedtuples have a deeper significance....the namedtuples we create are their own type"
-   ]
-  },
-  {
-   "attachments": {
-    "namedtuple.png": {
-     "image/png": 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"
-    }
-   },
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "![namedtuple.png](attachment:namedtuple.png)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "15"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# how can you demonstrate that namedtuples are immutable \n",
-    "# but lists of namedtuples are mutable\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.9.1"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}