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"code", "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['Solarize_Light2', '_classic_test_patch', '_mpl-gallery', '_mpl-gallery-nogrid', 'bmh', 'classic', 'dark_background', 'fast', 'fivethirtyeight', 'ggplot', 'grayscale', 'seaborn-v0_8', 'seaborn-v0_8-bright', 'seaborn-v0_8-colorblind', 'seaborn-v0_8-dark', 'seaborn-v0_8-dark-palette', 'seaborn-v0_8-darkgrid', 'seaborn-v0_8-deep', 'seaborn-v0_8-muted', 'seaborn-v0_8-notebook', 'seaborn-v0_8-paper', 'seaborn-v0_8-pastel', 'seaborn-v0_8-poster', 'seaborn-v0_8-talk', 'seaborn-v0_8-ticks', 'seaborn-v0_8-white', 'seaborn-v0_8-whitegrid', 'tableau-colorblind10']\n" - ] - } - ], - "source": [ - "print(plt.style.available)" - ] - }, - { - "cell_type": "code", - "execution_count": 1, "metadata": { "cell_id": "211eaf07-febe-480e-9d9d-f7152cca2a4f", "tags": [ @@ -123,8 +106,8 @@ "ardy = 0\n", "\n", "fig = plt.figure(figsize=[7,7])\n", - "plt.plot(xs, ys, label=\"Original Demand Curve\", linestyle='-', linewidth=2)\n", - "plt.plot(xs, ys2, label=\"Shifted Demand Curve\", linestyle='--', linewidth=2)\n", + "plt.plot(xs, ys, label=\"Original Demand Curve\", linewidth=2)\n", + "plt.plot(xs, ys2, label=\"Shifted Demand Curve\", linestyle=\"dashed\", linewidth=2, color=\"#049348\")\n", "plt.arrow(arx, ary, ardx, ardy, head_width=0.8, head_length=0.5, length_includes_head=True)\n", "plt.xticks([])\n", "plt.yticks([])\n", @@ -173,7 +156,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "metadata": { "tags": [ "remove_input" @@ -188,17 +171,17 @@ "q_2, p_2 = 8, -16\n", "\n", "fig = plt.figure(figsize=[7,7])\n", - "plt.plot(xs, ys)\n", + "plt.plot(xs, ys, color=\"#1F578E\")\n", "plt.scatter([q_1, q_2], [p_1, p_2], s=200, color=\"g\", zorder=15)\n", - "plt.arrow(q_1, p_1, q_2 - q_1, p_2 - p_1, color=\"tab:orange\", width=.1, head_length=1.5, head_width=0.5, length_includes_head=True, zorder=-1)\n", + "plt.arrow(q_1, p_1, q_2 - q_1, p_2 - p_1, color=\"#CB7432\", width=.1, head_length=1.5, head_width=0.5, length_includes_head=True, zorder=-1)\n", "\n", "# (q_1, p_1)\n", - "plt.vlines(q_1, -1000, p_1, linestyle=\"dashed\")\n", - "plt.hlines(p_1, -1000, q_1, linestyle=\"dashed\")\n", + "plt.vlines(q_1, -1000, p_1, linestyle=\"dashed\", color=\"#1F578E\")\n", + "plt.hlines(p_1, -1000, q_1, linestyle=\"dashed\", color=\"#1F578E\")\n", "\n", "# (q_2, p_2)\n", - "plt.vlines(q_2, -1000, p_2, linestyle=\"dashed\")\n", - "plt.hlines(p_2, -1000, q_2, linestyle=\"dashed\")\n", + "plt.vlines(q_2, -1000, p_2, linestyle=\"dashed\", color=\"#1F578E\")\n", + "plt.hlines(p_2, -1000, q_2, linestyle=\"dashed\", color=\"#1F578E\")\n", "\n", "plt.xticks([q_1, q_2], [r\"$q_1$\", r\"$q_2$\"], size=14)\n", "plt.yticks([p_1, p_2], [r\"$p_1$\", r\"$p_2$\"], size=14)\n", diff --git a/_sources/content/02-supply/01-supply.ipynb b/_sources/content/02-supply/01-supply.ipynb index ab38e12..3b5c53a 100644 --- a/_sources/content/02-supply/01-supply.ipynb +++ b/_sources/content/02-supply/01-supply.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "metadata": { "tags": [ "remove_cell" @@ -16,9 +16,9 @@ "import numpy as np\n", "import pandas as pd\n", "from utils import *\n", - "plt.style.use('seaborn-muted')\n", + "plt.style.use('seaborn-v0_8-muted')\n", "from matplotlib import patches\n", - "import csaps\n", + "from csaps import csaps\n", "import warnings\n", "warnings.filterwarnings(\"ignore\")" ] @@ -40,7 +40,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -72,7 +72,7 @@ "4 | 40 | 50 | 90" ] }, - "execution_count": 3, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -89,7 +89,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": { "tags": [ "remove_input" @@ -98,22 +98,20 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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WrDEA48knnzRyc3Ov+Hc0cOBAo0GDBpc8Pnr0aOPiX9eA0bJlS6NWrVrG22+/bUyePNlo0KCB4e3tbWzfvv2S17Zq1cq4++67jffee8949NFHDcDpv4FhGEaDBg2MgQMHOu7feuutRvv27S+J59lnnzX8/f2NjIyMK16PiJRf586dM3bu3GmcO3fuus6Tl281tu5LNX7efMbYui/VyMu3llCEl3fgwAFj4MCBRt26dQ2LxWIAxv3333/J76TDhw8bPXr0MHx9fY2IiAjjxx9/NAIDA42YmBjHmFdffdWoWbOm4efnZzz00EPGjBkzjMDAQMfzo0ePNtq0aeN03hkzZjj9rt69e7dxyy23GN7e3gZgHDhwwPj5558NwPFvh2EYxtNPP23UrFnTAIzRo0c7nbNz585GixYtrnrt48aNM5o1a2Z4e3sbNWrUMO69915j//79jud//fVXo1WrVoaXl5fRuXNn45tvvnHEZBi2f4sDAwONf/7zn0ajRo0MT09Po1u3bsbBgwcvueYPPvjAqFevnuHl5WX85S9/Mc6cOeMYM3DgQOPee+913O/SpYvx4osvOu7n5OQYo0aNMsLDww13d3cjODjYuO+++4xt27Y5xsydO9eoX7++4e3tbdx9993GtGnTnP7uL2b/t3zBggXGTTfdZHh4eBjNmzc3/vvf/14ydt++fQZgTJky5Yp/n88995zRvHnzQp87evSo4eLiYvzrX/8q9Pmi/gwp2RKRMlEw2XrvvfcMf39/IzMz0zAMw+jbt6/xpz/9yTAMo9Bkyz7OLicnx2jZsqXRtWtXp8cBw8XFxdixY4fT4wWTrdzcXOOhhx4yvL29jdjYWMeYhIQEw9XV1ZgwYYLTa7dv3264ubk5Pd67d+9Ck6LCWK1Wo0uXLgZg1K1b13j44YeN999/3+kfNrviJluAERcX53js4MGDhpeXl3Hfffdd8tp77rnH6fXPPvusARhbt251PHZxsvXRRx8ZgLFr1y7HYzk5OUatWrWcxolIxVNSyVZ5MGrUKMPPz89Yu3at2aFcE6vVajRu3Nh49913S/297MnWlRSWYFY0v/zyi+Hu7m4cO3as1N6jqD9DKiMUkTL34IMPcu7cOZYsWUJaWhpLliy5bAkh4FS/fvbsWVJSUujcuTObNm26ZGyXLl1o3rx5oefJycmhb9++LFmyhB9//JEePXo4nvvuu++wWq08+OCDnDp1ynELCgoiIiKCn3/++Zqu1WKxEBsby/jx46levTpffvklQ4YMoUGDBjz00ENOm08Wl71tr11YWBj33nsvsbGxl6wNGDJkiNP9559/HoAff/zxsud/8MEH8fLyctpXJTY2llOnTvHoo49ec9wiIiVp7NixzJ49m3Xr1pVY44qycvLkSd577z2OHTvm6Ngr1y47O5tDhw4xZswY+vbtS926dc0OSd0IRaTs1a5dm27durFgwQIyMzPJz8+/YvelJUuWMH78eLZs2UJ2drbj8cI2rWzYsOFlzzNx4kTS09NZunQpd9xxh9Nz9v1bIiIiCn3txd2oisPT05M333yTN998k6NHj7Jq1SpmzZrF119/jbu7O59//vk1nbewWCMjI8nMzOTkyZNOtfUXj23cuDEuLi5OG29erFq1atx9990sWLCAcePGAfDFF18QEhJC165drylmEZHSUFETlTp16lCrVi3+8Y9/UL16dbPDqfC+/PJLHn/8cdq2bcv8+fPNDgdQsiUiJnnkkUd48sknOXbsGL169XK06r3Y//73P+655x5uv/12PvjgA4KDg3F3dycmJoYFCxZcMv5KXZx69uzJsmXLmDJlCnfccQdeXl6O56xWKxaLhaVLl17SqhZKrl1tcHAw/fr144EHHqBFixZ8/fXXzJs3Dzc3t0KTR+CqXa6uxeXe62IDBgzgm2++Yc2aNbRq1Yp///vfPPvss44WwyIicu2Mq+wZVtIGDRp01b2jxowZw5gxY8oknpJWlOsra0q2RMQU9913H3/7299Yt24dX3311WXH/fOf/8TLy4vY2FinPbjsu9AXxy233MLTTz/Nn//8Z/r27cuiRYtwc7P9GmzcuDGGYdCwYcOr7qlR1ETlStzd3WndujXx8fGOcsXq1asXWlZ4uVbE8fHxlzy2Z88efHx8HC2AC44tOOu3d+9erFbrFTspAkRHR1O7dm2++OILbr75ZjIzM3nssceufoEiIiKi1u8iYg4/Pz/mzJnDmDFjrrjXlKurKxaLxWl2JyEhgcWLF1/T+3br1o2FCxeybNkyHnvsMUd9//3334+rqytjx4695JtGwzA4ffq0476vry8pKSlFer/4+HgSExMveTw5OZm1a9dSvXp1R2LUuHFjUlJS2LZtm2Pc0aNHL9uKeO3atU7r1pKSkvjXv/5Fjx49Lpmde//9953u//3vfwdsG2ReiZubGw8//LBjBq5Vq1a0bt36iq8RERERG81siYhpBg4ceNUxvXv3Zvr06URHR/PII49w4sQJ3n//fZo0aeKUlBRHnz59iImJYcCAAQQEBPDRRx/RuHFjxo8fz4gRI0hISKBPnz74+/tz4MABFi1axFNPPcWwYcMAaN++PV999RUvv/wyHTp0wM/P77IJ49atW3nkkUfo1asXnTt3pkaNGhw+fJhPP/2UI0eOMHPmTEdi1K9fP1577TXuu+8+XnjhBTIzM5kzZw6RkZGFNgNp2bIlPXv25IUXXsDT05MPPvgAsC0Wv9iBAwe45557iI6OZu3atXz++ec88sgjtGnT5qp/XwMGDGD27Nn8/PPPTJ48uch/zyIiIlWdki0RKde6du3K3LlzmTRpEkOHDqVhw4ZMnjyZhISEa062AB599FHS0tJ49tlnCQgIYOrUqbz++utERkYyY8YMR8ISGhpKjx49uOeeexyvffbZZ9myZQsxMTHMmDGDBg0aXDbZuv322xk3bhxLly5l+vTpnDx5En9/f9q1a8fkyZN54IEHHGNr1qzJokWLePnllxk+fDgNGzZk4sSJxMfHX7bzYseOHRk7diyJiYk0b96cefPmFTrz9NVXXzFq1Chef/113NzceO6555g6dWqR/q7at29PixYt2LVrF/379y/Sa0RERAQsRlmvzBMRketmsVgYMmQI77333hXHjRkzhrFjx3Ly5Elq1ap1ze/Xrl07atSowYoVK675HCJSfmRlZXHgwAEaNmzo1CxIRIqmqD9DWrMlIiJXFBcXx5YtWxgwYIDZoYiIVAgrV67EYrFc116K5dmgQYPo06eP4/4dd9zB0KFDr+uc8+bNu2xnYrCt17ZYLGzZsuW63qesKdkSEZFC/f7773z66acMHjyY4OBgHnroIbNDEhEhKSmJwYMHU69ePTw8PGjQoAEvvviiUyOjslRYotGpUyeOHj1KYGAgcPVEoqL77rvvHPsxVjRjxozBYrE4boGBgXTu3JlVq1aVyPmVbImISKG+/fZb/vrXv5Kbm8uXX36pUiMRKdSKpM20+uIpViRtLvX32r9/P1FRUcTHx/Pll1+yd+9ePvzwQ1asWEHHjh05c+ZMqcdQFB4eHgQFBZXIViEVQY0aNfD39zc7jGvWokULjh49ytGjR1m7di0RERH8+c9/LnLn4StRsiUiUgEZhnHV9Vpg+8bOMIxrWq81ZswYrFYru3btokuXLtcSpohUcoZhMHJtDH+cTWLk2phS36R3yJAheHh48NNPP9GlSxfCwsLo1asX//nPfzh8+DBvvvmmY6zFYrlkm5Bq1aoxb948x/3XXnuNyMhIfHx8aNSoEW+99Ra5ubmO58eMGUPbtm357LPPCA8PJzAwkH79+pGWlgbYyulWrVrFrFmzHDMjCQkJTmWEK1eu5K9//SspKSmOMWPGjOHtt9+mZcuWl1xj27Zteeuttwq9/rNnz9K/f39q166Nt7c3ERERjn0nCytd3LJliyMmuDDDtnjxYiIiIvDy8qJnz54kJSVdcs0fffQRoaGh+Pj48OCDD14x8bh4di87O5thw4YREhKCr68vN998MytXrnR6zbx58wgLC8PHx4f77ruvyDOTf/zxB506dcLLy4uWLVs6ZqAMw6BJkyZMmzbNabz972Dv3r2XPaebmxtBQUEEBQXRvHlz3n77bdLT09mzZ0+RYroSJVsiIiIigmEYZORmFev2/YF1xJ2wbbAedyKe7w+sK/Y5ipqgnTlzhtjYWJ599lm8vb2dngsKCqJ///589dVXxUr4/P39mTdvHjt37mTWrFl8/PHHzJgxw2nMvn37WLx4MUuWLGHJkiWsWrWKSZMmATBr1iw6duzIk08+6ZgZCQ0NdXp9p06dmDlzJgEBAY4xw4YNY/DgwezatYsNGzY4xm7evJlt27bx17/+tdB433rrLXbu3MnSpUvZtWsXc+bMKfaXaZmZmUyYMIH58+ezevVqkpOT6devn9OYvXv38vXXX/P999+zbNkyNm/ezLPPPlvk93juuedYu3YtCxcuZNu2bfTt25fo6Gji423/r6xfv57HH3+c5557ji1btvCnP/2J8ePHF+ncr776Kq+88gqbN2+mY8eO3H333Zw+fRqLxcLgwYMdyaddTEwMt99+O02aNCnS+bOzs4mJiaFatWo0bdq0yNd8OWr9LiIiIiJk5mVT7aP7ruscD/z4drFfk/y3Rfi6X71MOT4+HsMwaNasWaHPN2vWjLNnz3Ly5Enq1KlTpPceOXKk4zg8PJxhw4axcOFChg8f7njcarUyb948R5ncY489xooVK5gwYQKBgYF4eHjg4+NDUFBQoe/h4eFBYGAgFovFaYyfnx89e/YkJiaGDh06ALbEoEuXLjRq1KjQcyUmJtKuXTuioqIcMRdXbm4u7733HjfffDMAn376Kc2aNeO3337jpptuAmyd9ubPn09ISAgAf//73+nduzfvvvvuZa+zYIwxMTEkJiZSr149AIYNG8ayZcuIiYnhnXfeYdasWURHRzv+niMjI1mzZg3Lli27avzPPfecY9uUOXPmsGzZMubOncvw4cMZNGgQo0aNclxLbm4uCxYsuGS262Lbt2/Hz88PsCWj/v7+fPXVVwQEBFw1nqtRslUIq9XKkSNH8Pf3rzK1tiIiImIOwzBIS0ujXr16uLio6OhqrjZz5eHhUeRzffXVV8yePZt9+/aRnp5OXl7eJR+ww8PDndYjBQcHc+LEieIFfRlPPvkkgwcPZvr06bi4uLBgwYJLZtYKeuaZZ3jggQfYtGkTPXr0oE+fPnTq1KlY7+nm5uZI7gBuuOEGqlWrxq5duxzJVlhYmCPRAujYsSNWq5Xdu3dfNdnavn07+fn5REZGOj2enZ1NzZo1Adi1axf33eec2Hfs2LFIyVbHjh2driUqKopdu3YBUK9ePXr37s0nn3zCTTfdxPfff092djZ9+/a94jmbNm3Kv//9bwDS0tL46quv6Nu3Lz///LMjsb1WSrYKceTIkUumgEVERERKU1JSEvXr1zft/X3cPEn+26IijTUMg66LhrPt1H7yDavjcVeLC61rNeK/900p8hfWPm6eRRrXpEkTLBZLoR/UwfYBvnbt2o6ufxaL5ZLErOB6rLVr19K/f3/Gjh1Lz549CQwMZOHChbz77rtOr3F3d3e6b7FYsFqtlIS7774bT09PFi1ahIeHB7m5ufzlL3+57PhevXpx8OBBfvzxR5YvX86dd97JkCFDmDZtmiNRL3jNBa+3rKSnp+Pq6srGjRtxdXV1es4+e1SannjiCR577DFmzJhBTEwMDz30ED4+Pld8jYeHh1OZYbt27Vi8eDEzZ87k888/v654lGwVwv7tRVJSUolMH4qIiIhcTmpqKqGhoaZ3c7NYLEUq5wP46eBGNp+8tOFAvmFl88m9rDm6kx4N2pdofDVr1qR79+588MEHvPTSS07rto4dO8YXX3zBkCFDHI/Vrl2bo0ePOu7Hx8eTmZnpuL9mzRoaNGjg1FTj4MGDxY7Lw8OD/Pz8axrj5ubGwIEDiYmJwcPDg379+l2yHu1itWvXZuDAgQwcOJDOnTvz6quvMm3aNGrXrg3A0aNHqV69OkChe1Ll5eURFxfnmMXavXs3ycnJTuWZiYmJHDlyxFEGuG7dOlxcXIq0hqldu3bk5+dz4sQJOnfuXOiYZs2asX79eqfH1q1bd9Vz28fdfvvtjmvZuHEjzz33nOP5u+66C19fX0eJ4S+//FKk817M1dWVc+fOXdNrC1KyVQj7NzEBAQFKtkRERKRMVJSlC4ZhMHr9p7hgwcqlJX0uWBi9/lO6h91Y4tf03nvv0alTJ3r27Mn48eNp2LAhO3bs4NVXXyUyMpJRo0Y5xnbt2pX33nuPjh07kp+fz2uvveY0SxUREUFiYiILFy6kQ4cO/PDDDyxaVLSZvYLCw8NZv349CQkJ+Pn5UaNGjULHpKens2LFCtq0aYOPj49jtuWJJ55wJDqrV6++4nuNGjWK9u3b06JFC7Kzs1myZInjtU2aNCE0NJQxY8YwYcIE9uzZc8ksHdhm6p5//nlmz56Nm5sbzz33HLfccosj+QLw8vJi4MCBTJs2jdTUVF544QUefPDBq5YQgm39Vf/+/RkwYADvvvsu7dq14+TJk6xYsYLWrVvTu3dvXnjhBW699VamTZvGvffeS2xsbJFKCAHef/99IiIiaNasGTNmzODs2bMMHjzY8byrqyuDBg1ixIgRREREOJUdXk5eXh7Hjh0DLpQR7ty5k9dee61IMV2JCoNFREREpMhyrLkkpp0sNNECsGKQlH6KHGvJl7BFRESwYcMGGjVqxIMPPkiDBg3o1asXkZGRrF692qlM7d133yU0NJTOnTvzyCOPMGzYMKdysnvuuYeXXnqJ5557jrZt27JmzZrLtly/kmHDhuHq6krz5s2pXbs2iYmJl4zp1KkTTz/9NA899BC1a9dmypQpTtfUqVMnbrjhBkfTisvx8PBgxIgRtG7dmttvvx1XV1cWLlwI2JKoL7/8kj/++IPWrVszefLkQjv8+fj48Nprr/HII49w66234ufnx1dffeU0pkmTJtx///3cdddd9OjRg9atW/PBBx8U+e8kJiaGAQMG8Morr9C0aVP69OnDhg0bCAsLA+CWW27h448/ZtasWbRp04affvrJqVnJlUyaNIlJkybRpk0bfv31V/79739f0pHx8ccfJycn57JdHS+2Y8cOgoODCQ4Opm3btnz99dfMmTOHAQMGFPmaL8dilPaGCBVQamoqgYGBpKSkaGZLRERESpUZnzuysrI4cOAADRs2vKYNy5PSTnLy3OX3XarjE0h9v9rXE2KRjR49munTp7N8+XJuueWWMnnPkmQYBhERETz77LO8/PLLpfpe8+bNY+jQoU57cV1szJgxLF68uNASxIrif//7H3feeSdJSUnUrVu3VN6jqD9DKiMUERERkWIJ9a9NqH/ZJFNXM3bsWMLDw1m3bh033XRTheroePLkSRYuXMixY8eKPAsjl5ednc3JkycZM2YMffv2LbVEqziUbImIiIhIhVZRE5U6depQq1Yt/vGPfziaWsi1+/LLL3n88cdp27Yt8+fPNzscQGWEhVIZoYiIiJSVilhGKFLVFfVnqOLMs4qIiIiIiFQgSrZERERERERKgZItERERERGRUqBkS0REREREpBQo2RIRERERESkFSrZERERERERKgZItEREREZEC5s2bR7Vq1cwOo0wlJCRgsVjYsmWL2aFUKkq2RERERKRCGDRoEBaLhaeffvqS54YMGYLFYmHQoEFlH9hFVq5cicViITk5+apjP/74Y9q0aYOfnx/VqlWjXbt2TJw4sfSDlDKhZEtERERErl1cHHTtavuzDISGhrJw4ULOnTvneCwrK4sFCxYQFhZ23efPzc297nMU1SeffMLQoUN54YUX2LJlC6tXr2b48OGkp6eXWQxSupRsiYiIiMi1mz8ffv4ZPvusTN7uxhtvJDQ0lO+++87x2HfffUdYWBjt2rVzGrts2TJuu+02qlWrRs2aNfnzn//Mvn37HM/bS+e++uorunTpgpeXF1988cUl73ny5EmioqK47777yM7Oxmq1MnHiRBo2bIi3tzdt2rTh22+/dZzzT3/6EwDVq1e/4mzbv//9bx588EEef/xxmjRpQosWLXj44YeZMGGCY8wdd9zB0KFDnV7Xp08fp3OGh4czbtw4Hn74YXx9fQkJCeH99993eo3FYmHOnDn06tULb29vGjVq5Ij5YoZh0KRJE6ZNm+b0+JYtW7BYLOzdu7fQ18mllGyJiIiICBgGZGQU7bZrF/z6K6xeDQsX2l7/5Ze2+7/+anu+qOcyjGKHOnjwYGJiYhz3P/nkE/76179eMi4jI4OXX36ZuLg4VqxYgYuLC/fddx9Wq9Vp3Ouvv86LL77Irl276Nmzp9NzSUlJdO7cmZYtW/Ltt9/i6enJxIkTmT9/Ph9++CE7duzgpZde4tFHH2XVqlWEhobyz3/+E4Ddu3dz9OhRZs2aVeh1BAUFsW7dOg4ePFjsv4OLTZ06lTZt2rB582bH9SxfvtxpzFtvvcUDDzzA1q1b6d+/P/369WPXrl2XnMtisVzydwwQExPD7bffTpMmTa473qrCzewAROTK8q0GOxLSOZOaR40AN1qE++HqYjE7LBERqWwyM8HP79pff/Ik3HZb8V+Xng6+vsV6yaOPPsqIESMcScrq1atZuHAhK1eudBr3wAMPON3/5JNPqF27Njt37qRly5aOx4cOHcr9999/yfvs3r2b7t27c9999zFz5kwsFgvZ2dm88847/Oc//6Fjx44ANGrUiF9//ZWPPvqILl26UKNGDQDq1KlzxUYbo0eP5v777yc8PJzIyEg6duzIXXfdxV/+8hdcXIo3J3Lrrbfy+uuvAxAZGcnq1auZMWMG3bt3d4zp27cvTzzxBADjxo1j+fLl/P3vf+eDDz645HyDBg1i1KhR/Pbbb9x0003k5uayYMGCS2a75Mo0syVSjq3+PZlBU3by2sf7mPzVQV77eB+Dpuxk9e/JZodWbqxI2kyrL55iRdJms0MRkcqqjNckydXVrl2b3r17M2/ePGJiYujduze1atW6ZFx8fDwPP/wwjRo1IiAggPDwcAASExOdxkVFRV3y2nPnztG5c2fuv/9+Zs2ahcVi+6Jz7969ZGZm0r17d/z8/By3+fPnO5UoFkVwcDBr165l+/btvPjii+Tl5TFw4ECio6MvmX27GnviV/D+xbNWRRljV69ePXr37s0nn3wCwPfff092djZ9+/YtVlxVXblJtiZNmoTFYrmkJvVi33zzDTfccANeXl60atWKH3/80el5wzAYNWoUwcHBeHt7061bN+Lj40sxcpHSsfr3ZMZ/kcCpFOeFuqdSchn/RYISLmw/7yPXxvDH2SRGro3BuIZSFBGRqyrjNUmm8fGxzTIV9fbrr4Wf59dfi3ceH59rCnfw4MHMmzePTz/9lMGDBxc65u677+bMmTN8/PHHrF+/nvXr1wOQk5PjNM63kJk1T09PunXrxpIlSzh8+LDjcXvzih9++IEtW7Y4bjt37rzsGqiradmyJc8++yyff/45y5cvZ/ny5axatQoAFxeXS/59K6smHk888YSjGUlMTAwPPfQQPtf436uqKhfJ1oYNG/joo49o3br1FcetWbOGhx9+mMcff5zNmzfTp08f+vTpw++//+4YM2XKFGbPns2HH37I+vXr8fX1pWfPnmRlZZX2ZYiUmHyrwYdLDl9xzEdLDpNvrdrJxfLETcSdsH2ZEncinuWJm0yOSEQqjYMHYeNG2LTpwpqkhQtt9zdutD1f2VgstnK+ot68vW2vs5e72f/09i7eeSzXVhofHR1NTk4Oubm5l6yzAjh9+jS7d+9m5MiR3HnnnTRr1oyzZ88W+fwuLi589tlntG/fnj/96U8cOXIEgObNm+Pp6UliYiJNmjRxuoWGhgLg4eEBQH5+frGvq3nz5oBtvRnYZvGOHj3qeD4/P9/ps6/dunXrLrnfrFmzYo8p6K677sLX15c5c+awbNmyyya1cnmmr9lKT0+nf//+fPzxx4wfP/6KY2fNmkV0dDSvvvoqcKHW9L333uPDDz/EMAxmzpzJyJEjuffeewGYP38+devWZfHixfTr16/Q82ZnZ5Odne24n5qaWkJXJ3JtdiSkXzKjdbGTKbnsSEindSP/MoqqfDEMg1HrPnXcd7W4MHr9p3QPu9FR6iEics3Ol5s5OXkS2re/cL+qz6bXqQNBQRAaCo8/DnPnQlKS7fEy4Orq6iiBc3V1veT56tWrU7NmTf7xj38QHBxMYmKiY01Tcd7jiy++4OGHH6Zr166sXLmSoKAghg0bxksvvYTVauW2224jJSWF1atXExAQwMCBA2nQoAEWi4UlS5Zw11134e3tjV8h6+GeeeYZ6tWrR9euXalfvz5Hjx5l/Pjx1K5d21Hy17VrV15++WV++OEHGjduzPTp0wvdv2v16tVMmTKFPn36sHz5cr755ht++OEHpzHffPMNUVFR3HbbbXzxxRf89ttvzJ0794rXP2jQIEaMGEFERMQlZYhydabPbA0ZMoTevXvTrVu3q45du3btJeN69uzJ2rVrAThw4ADHjh1zGhMYGMjNN9/sGFOYiRMnEhgY6LjZv5UQMcuZ1LwSHVcZLU/cxMaTF0qE8w2rZrdEpOR8/jm4XfSdtD25cnOzPV/V1a8PCQmwfj387W+2PxMSbI+XkYCAAAICAgp9zsXFhYULF7Jx40ZatmzJSy+9xNSpU4v9Hm5ubnz55Ze0aNGCrl27cuLECcaNG8dbb73FxIkTadasGdHR0fzwww80bNgQgJCQEMaOHcvrr79O3bp1ee655wo9d7du3Vi3bh19+/YlMjKSBx54AC8vL1asWEHNmjUBW7nkwIEDGTBgAF26dKFRo0aO1vIFvfLKK8TFxdGuXTvGjx/P9OnTL5nxGzt2LAsXLqR169bMnz+fL7/80jGTdjmPP/44OTk5hXZ7lKuzGCYucli4cCETJkxgw4YNeHl5cccdd9C2bVtmzpxZ6HgPDw8+/fRTHn74YcdjH3zwAWPHjuX48eOsWbOGW2+9lSNHjhAcHOwY8+CDDzr2UChMYTNboaGhpKSkXPYHWKQ0bdufxmsfX32R7eQnG1fJmS3DMOj0zYtsPLEXgwu/wlwtLrSr3Zg1fWdpdktErt9nn8GAAZc+vnEj3Hhjib1NamoqgYGBZfq5IysriwMHDtCwYUO8vLzK5D2l9ISHhzN06NAr9j6wWCwsWrSIPn36FOvc//vf/7jzzjtJSkqibt261xdoJVLUnyHTygiTkpIc/f/N/iH39PTE09PT1BhECmoR7ketQPcrlhLWDnSnRfh1tOitwAqu1Sqo4OxWjwbtC3mliEgRGQZc3OLaxQWK2SFOpKLKzs7m5MmTjBkzhr59+yrRukamlRFu3LiREydOcOONN+Lm5oabmxurVq1i9uzZuLm5FbqgMCgoiOPHjzs9dvz4cYKCghzP2x+73BiRisDVxcLTfw654pi//TmkSu63ZRgGo9d/ioXCr90FC6PXf6rOhCJyfRYuhG3bbMdt2sCHH9rWawUFldmaJBEzffnllzRo0IDk5GSmTJlidjgVlmnJ1p133sn27dudWmZGRUXRv39/tmzZUuhCx44dO7JixQqnx5YvX+5YrNewYUOCgoKcxqSmprJ+/Xot6JMK59aW1RjZPxzXi35Kawe6M7J/OLe2rGZKXGbLseaSmHbSqXywICsGSemnyLGWTVtcEamEMjNh+HDb8ejRsHmzaWuSRIoiISHhqtsnGYZRrBLCQYMGkZ+fz8aNGwkJufIXwHJ5ppUR+vv7O+3cDbY9DmrWrOl4fMCAAYSEhDBx4kQAXnzxRbp06cK7775L7969WbhwIXFxcfzjH/8AcOzTNX78eCIiImjYsCFvvfUW9erVK3Z9qkh50DDYm3wruFjghftCCa7pQYtwvyo5o2Xn6erBugdnM/g/01h5eBtPtejF4y3uchpTxycQT1cPkyIUkQpv6lQ4dAgaNIDXXrvQmtxiAS07EJFiML31+5UkJibi4nLha/1OnTqxYMECRo4cyRtvvEFERASLFy92StqGDx9ORkYGTz31FMnJydx2220sW7bM9HVhItcibrdtG4IW4b707FDT5GjKj7o+1Rxrtv7aPJob6zQxOSIRqTSSkmDyZNvx1KkX9pKqpFRyLXJtivqzU66SrZUrV17xPkDfvn3p27fvZc9hsVh4++23efvtt0s4OpGyF7cnDYAOTdUVs6A1R3eSnnuOOt7VlGiJSMl67TU4dw46d4a//MXsaEqNu7s7AJmZmXhX8oRSpDRkZmYCF36WLqdcJVsickF2rpWt+2zJVpSSLSdLD24AoEdYe1wspm8XKCKVxZo18OWXtnLBWbMulA9WQq6urlSrVo0TJ04A4OPjoy0zRIrAMAwyMzM5ceIE1apVK7TPREFKtkTKqW3708nJM6gV6E54XZXBFrTsfLLVK7yDyZGISKVhtcKLL9qOBw+Gdu3MjacM2Ds12xMuESm6atWqFanbuZItkXLKvl6rQ9MAfdtYwMHU4+w8k4iLxYXuoSW3qaiIVHGffQZxceDvDxMmmB1NmbBYLAQHB1OnTh1yc9XBVaSo3N3drzqjZadkS6Sc2nA+2YqK9Dc5kvJlWWIcALcE3UB1L/3diEgJSEuD11+3Hb/1FlSxzVtdXV2L/MFRRIpHix1EyqHDp7I5eiYHN1cLbZsooSgo9qAt2erVQCWEIlJCJk6EY8egcWN44QWzoxGRSkTJlkg5tKFAy3cfT33baJedn8OKpM0A9GwQZXI0IlIpHDgA06fbjt99V/toiUiJUrIlUg5tKLBeSy743+HfyczLJtinBm1rNTY7HBGpDF59FbKzoVs3uOces6MRkUpGyZZIOZOVk8/2A+mAkq2LLTtfQtizQZSahojI9Vu5Ev75T3BxgRkzKnWrdxExh5ItkXJm6750cvMM6lRzJ7S2ylkKsrd8j1YJoYhcr/x8GDrUdvz009CypanhiEjlpGRLpJzZoJbvhdqfcpTdyYdwtbjQTS3fReR6zZ0LW7dCtWowdqzZ0YhIJaVkS6QcMQyDuD1pgEoIL2YvIewU3JxAT1+ToxGRCi05GUaOtB2PHQu1apkajohUXkq2RMqRpJPZHD9ra/neprGf2eGUK/YSQrV8F5HrNm4cnDwJzZrBM8+YHY2IVGJKtkTKkbjzJYStG/nh5aGW73bn8rJZeXgbANFKtkTkeuzZA7Nn246nTwd3d3PjEZFKTcmWSDliX68VFamNjAv65fB2zuVlE+Jbk5Y1w80OR0Qqsldegbw8uOsuiI42OxoRqeSUbImUE5nZ+fyekAFovdbFljq6EHZQ0xARuXaxsbBkCbi5XdjIWESkFCnZEikntu5LJy/fILiGByG11PK9oNjzzTF6hauEUESuUW4uvPSS7fj556FpU3PjEZEqQcmWSDnhKCFUy3cn8cmH2ZtyBHcXN7rWb2t2OCJSUX34IezaZes8OGqU2dGISBWhZEukHDAMw9EcQyWEzuwt32+r1wJ/Dx+ToxGRCun0aRg92nY8bpxtby0RkTKgZEukHDh4PIuTKbl4uFlo3Ugt3wuyt3yPDosyORIRqbDGjIGzZ6FVK3jiCbOjEZEqRMmWSDmwoUDLd093/VjaZeZmscre8l3rtUTkWuzYAXPm2I5nzrQ1xxARKSP6VCdSDsTtSQNUQnixlYe3kZ2fSwP/OjSrHmZ2OCJS0RiGrSlGfj7cdx907Wp2RCJSxSjZEjFZRlY+OxLSAVtzDLnA3vK9Z4MoNQ0RkeJbsgSWLwcPD5g2zexoRKQKUrIlYrLNe9PIt0JILU/q1VTLdzvDMFiWYEu2ejVQCaGIFFNOjm0DY7DNbjVqZG48IlIlKdkSMZm6EBZud/IhEtKO4+Hixp/U8l1Eiuvvf4f4eAgKgjffNDsaEamilGyJmMgwDMd6rahIf5OjKV+Wnp/Vuj2kFb7uXiZHIyIVyokT8PbbtuN33gF//X4VEXMo2RIx0YFjWZxOzcXT3YVWDdXyvaDYRNv+WtEqIRSR4ho5ElJToX17GDjQ7GhEpApTsiViInvL9zaN/fBQy3eH9Jxz/HJ4O6BkS0SKacsW+L//sx3PnAku+t0qIubRbyARE23Qeq1C/ffQFnKteTQKCCKyWojZ4YhIRWEYMHSo7c+HHoLbbjM7IhGp4pRsiZgk7VweuxIzAOjQVOsJClp28EIJoVq+i0iR/fOfsGoVeHnBlClmRyMiomRLxCyb49OwWiG0jid1q6vlu51hGCw7v79WdIMok6MRkQojKwtefdV2PHw4hGkjdBExn5ItEZPYuxCqhNDZzjOJJKWfxMvVgy4hrc0OR0QqiunTISEBQkJsyZaISDmgZEvEBFarof21LsM+q9UlpDU+avkuIkVx5IitxTvA5Mng62tuPCIi5ynZEjHBvqPnOJueh7eHCy0a6ENBQUtVQigixTViBGRkQMeO8MgjZkcjIuKgZEvEBPZZrbZN/HF304+hXWpOBquP7gDU8l1Eiui332D+fNvxrFmgpjoiUo7oU56ICewt36PUhdDJiqQt5FnziQgMoUm1emaHIyLlnb3VO8CAAdBBX9KISPmiZEukjKVm5PFHUiYAHSK1XqsgRwlhuEoIRaQIvvwS1q61rdGaONHsaERELqFkS6SMbYpPwzAgPMiL2tU8zA6n3DAMg1j7/lph+nZaRK4iI+NC18E33oB6mg0XkfJHyZZIGXOUEGpWy8m20wc4knEabzdPbg9pZXY4IlLeTZkChw9DeDi8/LLZ0YiIFErJlkgZsloN4uLV8r0w9lmtrvXb4OWmGT8RuYLERFuyBTB1KnhpmwgRKZ+UbImUofjDmaRm5OPj6UJztXx3Yl+v1VNdCEXkal57DbKy4Pbb4YEHzI5GROSylGyJlCF7CWG7CH/cXNWe2C45O521R3cC2l9LRK7i119h4UJbi3e1eheRck7JlkgZitudBqiE8GL/SdpMvmGlWfVQGgYEmR2OiJRXVuuFVu9PPAFt25oZjYjIVSnZEikjyem57Dlsa/mu5hjOliaohFBEiuDTT2HjRggIgPHjzY5GROSqlGyJlJGNe2wt3xsFe1MzwN3scMoNq2ElNtHWHKOXSghF5HLS0mwt3gHeegvq1DE3HhGRIlCyJVJG4vaoC2Fhtpzcz/HMs/i6e3FrvRZmhyMi5dU778CxY9CkCbzwgtnRiIgUiZItkTKQbzXYuMe2Xiuqqb/J0ZQvy853Ibyzfjs8XdXyXUQKsW8fTJ9uO54+HTz0u0JEKgYlWyJlYE9SJmnn8vHzcqVZqFq+F7Ts/P5a6kIoIpf16quQkwPdu8Of/2x2NCIiRaZkS6QM2Fu+3xjhj6tavjucPpfK+uN/ABCt5hgiUpiff4ZFi8DVFWbMUKt3EalQlGyJlAF7shWl9VpOlidtwmpYaVEjnFD/2maHIyLlTV7ehVbvTz8NLbSuU0QqFiVbIqXsTFoue4+cAyAqUuu1CrKXEPYKVwmhiBTi//4Ptm2D6tVh7FizoxERKTZTk605c+bQunVrAgICCAgIoGPHjixduvSy4++44w4sFsslt969ezvGDBo06JLno6Ojy+JyRAq18XwXwogQb6r7q+W7ndWw8tP5lu/RYSohFJGLJCfbWryDLdGqWdPUcEREroWbmW9ev359Jk2aREREBIZh8Omnn3LvvfeyefNmWhRSKvDdd9+Rk5PjuH/69GnatGlD3759ncZFR0cTExPjuO/p6Vl6FyFyFXG77V0IVUJY0MYT8Zw8l4K/uzedgpubHY6IlDdvvw2nTkGzZrYSQhGRCsjUZOvuu+92uj9hwgTmzJnDunXrCk22atSo4XR/4cKF+Pj4XJJseXp6EhQUVOQ4srOzyc7OdtxPTU0t8mtFriQ/32BjvPbXKoy9hLBb6I24u5r6q0hEypvdu+Hvf7cdz5gB7qoKEJGKqdys2crPz2fhwoVkZGTQsWPHIr1m7ty59OvXD19f51baK1eupE6dOjRt2pRnnnmG06dPX/E8EydOJDAw0HELDQ295usQKWhXYgYZWVYCfFyJrO9jdjjlytLz+2tFh6uEUEQu8vLLtuYYf/4z9OxpdjQiItfM9GRr+/bt+Pn54enpydNPP82iRYto3vzqJUW//fYbv//+O0888YTT49HR0cyfP58VK1YwefJkVq1aRa9evcjPz7/suUaMGEFKSorjlpSUdN3XJQIQt8fe8j0AVxe1K7Y7eS6ZuON7AIgOU3MMESlg2TL48UfbbNa775odjYjIdTG9dqdp06Zs2bKFlJQUvv32WwYOHMiqVauumnDNnTuXVq1acdNNNzk93q9fP8dxq1ataN26NY0bN2blypXceeedhZ7L09NT67qkVNhbvndoqi6EBf2UuAkDg9a1GlHPT4veReS83Fx46SXb8fPPQ2SkufGIiFwn02e2PDw8aNKkCe3bt2fixIm0adOGWbNmXfE1GRkZLFy4kMcff/yq52/UqBG1atVi7969JRWySJGcSslh/9EsLBbbzJZcsCzBVkLYSxsZi0hBc+bAH39ArVoXOhGKiFRgpidbF7NarU7NKgrzzTffkJ2dzaOPPnrV8x06dIjTp08THBxcUiGKFMnGPbYuhJH1fajmZ/okcrmRb83np8SNAEQ3UAmhiJx36hSMHm07Hj8eqlUzNRwRkZJg6ifAESNG0KtXL8LCwkhLS2PBggWsXLmS2NhYAAYMGEBISAgTJ050et3cuXPp06cPNS/acyM9PZ2xY8fywAMPEBQUxL59+xg+fDhNmjShpxbYShlzlBBGalaroN+O7+FMdhqBHr7cEtTM7HBEpLwYPdq2t1br1nDRemwRkYrK1GTrxIkTDBgwgKNHjxIYGEjr1q2JjY2le/fuACQmJuLi4jz5tnv3bn799Vd++umnS87n6urKtm3b+PTTT0lOTqZevXr06NGDcePGaU2WlKm8fINNe7W/VmFiE20lhD3C2uPm4mpyNCJSLvz+O3z4oe141ixw1e8GEakcTE225s6de8XnV65cecljTZs2xTCMQsd7e3s7ZsVEzLTzYDrnsq0E+roREeJtdjjlytIE2/5aPVVCKCIAhmFrimG1wv33wx13mB2RiEiJKXdrtkQqgw27z89qRfrjopbvDscyzrDpZDwAPcPamxyNiJQL338P//kPeHjA1KlmRyMiUqKUbImUgrjz67VUQujM3hjjxtoRBPnWMDkaETFddrZtA2OAV16BRo3MjUdEpIQp2RIpYSeTc0g4noWLBdpHaH+tgpYdtJUQqguhiAAwezbs2wdBQTBihNnRiIiUOCVbIiVswx7brNYNYb74+6jlu12eNZ/lSZsAiNb+WiJy/DiMG2c7njgR/PXllIhUPkq2RErYhRJCfXAoaN2xXSRnp1PD05+b6kaaHY6ImG3kSEhLg6goGDDA7GhEREqFki2REpSTZ2Xz3nRA+2tdzF5C2COsPa5q+S5StW3eDPaOxLNmgYs+johI5aTfbiIlaEdCBlk5Vqr7u9EoWC3fC1p20La/VnS4SghFqjTDgBdftP358MPQqZPZEYmIlBolWyIlyFFCGBmglu8FHE4/xdZT+7FgoUfYjWaHIyJm+vZb+N//wNsbJk82OxoRkVKlZEukBG04n2x1UMt3J7HnW75H1Y2ktnc1c4MREfOcOwevvmo7Hj4cQkPNjUdEpJQp2RIpIcfOZJN0MhsXF2jXxM/scMqVWHsJYZhavotUae++CwcPQv36tmRLRKSSU7IlUkLidqcB0DzMFz9vtXy3y83P4z9JmwGt1xKp0g4ftrV4B5gyBXx8zI1HRKQMKNkSKSH2/bVUQuhs7bGdpOZkUts7kKg6EWaHIyJmGTECMjNtDTH69TM7GhGRMqFkS6QE5ORa2brPNrOlZMvZ0vMlhN3D2uNi0a8ckSpp/Xr47DPb8cyZYFEDIRGpGvTJR6QEbD+QTnauQc0Ad8KDvMwOp1xZmmDbX6tXA5UQilRJVqut1TvAwIHQQb8LRKTqULIlUgIudCH0x6JvbB2S0k6y40wCLhYXuoeq5btIlbRggW1my8/vwpotEZEqQsmWSAmwN8eIUgmhE/tGxjfVbUpNb/3diFQ5GRnw+uu24zfegOBgc+MRESljSrZErtORU9kcPp2Nqwu0bexvdjjlyrKDKiEUqdImT7Z1IWzYEF56yexoRETKnJItketk70LYMtwPXy9Xk6MpP7Lzc/jvoS0A9Gyg/bVEqpyDB2HqVNvx1KngpfWsIlL1KNkSuU5x59drqYTQ2eojO0jPPUddn+q0q93Y7HBEpKwNHw5ZWXDHHXD//WZHIyJiCiVbItchK8fKtv3pgK05hlxgLyHsGRallu8iVc3//gdffw0uLmr1LiJVmj4BiVyHbfvTyckzqFPNnbA6KpEpyN4cI1olhCJVi9UKQ4fajp94Atq0MTUcEREzKdkSuQ6OEsLIALV8LyAh9Ti7zibhanGhW2g7s8MRkbI0bx5s2gQBATBunNnRiIiYSsmWyDUyDMPRHKOD1ms5sc9q3RLUjOpeKq8UqTJSU2HECNvx6NFQp4658YiImEzJlsg1Onwqm2NncnBztdCmsZ/Z4ZQr9mRLLd9FqpgJE+DECYiMhOeeMzsaERHTKdkSuUYbzpcQtmroi7enWr7bZeXl8POhrQBEhyvZEqky9u2zNcMAePdd8PAwNRwRkfJAyZbINdqwOw1QCeHF/ndkO5l52dTzrUnrmg3NDkdEysqwYZCTAz16QO/eZkcjIlIuKNkSuQbnsvPZfsDW8j0qUslWQUvPlxD2bBClpiEiVcWKFbB4Mbi6wowZavUuInKeki2Ra7B1fzp5+QZB1T2oX9vT7HDKldjz+2tpvZZIFZGXd6HV+7PPQvPmpoYjIlKeKNkSuQb29Vodmqrle0F7k4+wJ/kwbi6u3Bna1uxwRKQsfPwx/P471KgBY8aYHY2ISLmiZEukmAzDuLC/VlO1NS/I3oXw1uAWBHj4mhyNiJS6s2fhrbdsx2PH2hIuERFxULIlUkyJJ7I5kZyLu5uF1o2UbBUUm2grIYxuEGVyJCJSJsaOhdOnbaWDTz9tdjQiIuWOki2RYrKXELZu6IeXh36E7M7lZbPy0DYAorVeS6Ty++MPeP992/HMmeDmZmo4IiLlkT4pihRT3J4L67XkglWHt5GVn0OoX21a1GhgdjgiUtpeftnWHOPuu6F7d7OjEREpl5RsiRRDRlY+OxIyACVbF1uaoJbvIlXGjz/C0qXg7m7bwFhERAqlZEukGLbsSyMv36BeTQ/q1VLLdzvDMBzNMdTyXaSSy821zWoBvPACRESYG4+ISDmmZEukGOJ2pwGa1bpYfPJh9qcew93FjT/Vb2N2OCJSmt5/H3bvhtq1L3QiFBGRQinZEikiwzCc9teSC5aen9XqXK8l/h4+JkcjIqXm1ClbB0KACRMgMNDceEREyjklWyJFlHAsi9OpuXi6W2jV0M/scMoVewmhuhCKVHKjRkFyMrRpA4MHmx2NiEi5p2RLpIg2nO9C2KaRPx7u+tGxy8jN4pfD2wHtryVSqW3fDh99ZDueNQtcXc2NR0SkAtAnRpEispcQRjXVRsYF/XxoCznWPML963JD9VCzwxGR0mAYMHQoWK3wl79Aly5mRyQiUiEo2RIpgoysfHYetLV8j9J6LSfLDsYBEB3eQS3fRSqrf/0L/vtf8PSEqVPNjkZEpMJQsiVSBJvi07BaIbS2J8E11PLdrmDL9+gwlRCKVErZ2TBsmO34lVcgPNzUcEREKhIlWyJF4CghjNSsVkG7ziZyMO0Enq7u3KGW7yKV06xZsG8fBAfDiBFmRyMiUqEo2RK5CsMwiDvfHKPDDUq2Coo9X0J4e71W+Lp7mRyNiJS4Y8dg3Djb8cSJ4KdOrCIixaFkS+Qq9h09x9m0PLw8XGgR7mt2OOWKfX+t6HC1fBeplN58E9LToUMHeOwxs6MREalwlGyJXEXc7jQA2jb2w8NNPzJ2aTmZ/HpkBwC9tL+WSOWzaRPExNiOZ80CF/3+ExEpLv3mFLkK+3qtDupC6OS/h7aQa82jcWAwEdVCzA5HREqSYcCLL9r+fOQR6NjR7IhERCokJVsiV5CWmccfiWr5XpilCedLCDWrJVL5fP01/PoreHvDpElmRyMiUmEp2RK5gk1707Aa0KCuF3WqeZgdTrlhGAaxibbmGCohFKlkzp2D4cNtx6+/DqHarFxE5Fop2RK5gg1/qISwML+fTuBQ+im8XD24PaSV2eGISEmaNg0SE21Jln1/LRERuSamJltz5syhdevWBAQEEBAQQMeOHVm6dOllx8+bNw+LxeJ08/JybjdtGAajRo0iODgYb29vunXrRnx8fGlfilRCVqtB3B5bc4yoSH+Toylf7BsZ/6l+G7zdtMmzSKVx6NCFssEpU8DHx9x4REQqOFOTrfr16zNp0iQ2btxIXFwcXbt25d5772XHjh2XfU1AQABHjx513A4ePOj0/JQpU5g9ezYffvgh69evx9fXl549e5KVlVXalyOVzN4j50jJyMPb04XmDdTyvaBl5/fX6tkgyuRIRKREvf46ZGbCrbfCQw+ZHY2ISIXnZuab33333U73J0yYwJw5c1i3bh0tWrQo9DUWi4WgoKBCnzMMg5kzZzJy5EjuvfdeAObPn0/dunVZvHgx/fr1K9kLkErN3oWwXRN/3NXy3SElO4PVR9XyXaTSWbcOvvgCLBZbq3eLxeyIREQqvHLzCTI/P5+FCxeSkZFBxyu0mE1PT6dBgwaEhoZeMgt24MABjh07Rrdu3RyPBQYGcvPNN7N27drLnjM7O5vU1FSnm0icWr4XakXSZvINK02r1adRYLDZ4YhISbBaba3eAQYNgvbtTQ1HRKSyMD3Z2r59O35+fnh6evL000+zaNEimjdvXujYpk2b8sknn/Cvf/2Lzz//HKvVSqdOnTh06BAAx44dA6Bu3bpOr6tbt67jucJMnDiRwMBAxy1UnZeqvJSMPHYfygS0XutiS8+v11IJoUgl8sUX8Ntv4OcH77xjdjQiIpWG6clW06ZN2bJlC+vXr+eZZ55h4MCB7Ny5s9CxHTt2ZMCAAbRt25YuXbrw3XffUbt2bT766KPrimHEiBGkpKQ4bklJSdd1Pqn4Nu5JxTCgYZAXtQLV8t3OMAxiD6rlu0ilkp5uW6sF8OabcJlSfRERKT5T12wBeHh40KRJEwDat2/Phg0bmDVrVpESKHd3d9q1a8fevXsBHGu5jh8/TnDwhfKm48eP07Zt28uex9PTE09PdVSTC+xdCFVC6Gzrqf0czTyDj5snnUNamh2OiJSESZPgyBFo2BCGDjU7GhGRSsX0ma2LWa1WsrOzizQ2Pz+f7du3OxKrhg0bEhQUxIoVKxxjUlNTWb9+/RXXgYkUlG812LhH67UKY2/53rV+WzxdNeMnUuElJNj21QJ49124aDsVERG5PqbObI0YMYJevXoRFhZGWloaCxYsYOXKlcTGxgIwYMAAQkJCmDhxIgBvv/02t9xyC02aNCE5OZmpU6dy8OBBnnjiCcDWqXDo0KGMHz+eiIgIGjZsyFtvvUW9evXo06ePWZcpFUz8oUxSM/Px9XKhWZhavhdkb/keHa4SQpFKYfhwyM6GP/0J9O+kiEiJMzXZOnHiBAMGDODo0aMEBgbSunVrYmNj6d69OwCJiYm4uFyYfDt79ixPPvkkx44do3r16rRv3541a9Y4NdQYPnw4GRkZPPXUUyQnJ3PbbbexbNmySzY/Frkce8v3GyMCcHVV62O7s1lprD22C4DoMDXHEKnwfvkFvvkGXFxg5ky1ehcRKQUWwzAMs4Mob1JTUwkMDCQlJYWAAJWRVTUvvLeb+MPneOmBUHpE1TQ7nHLj6/hV9I+dRPMaYWx95Pqa0oiIyfLzISoKtmyBv/0NPvzQ7IiqNH3uEKm8yt2aLREznU3LJf7wOQCiIvUPXkGOEkJ1IRSp+GJibIlWYCCMG2d2NCIilZaSLZECNsbbuhA2qedNjQB3k6MpP6yG1dHyPVr7a4lUbKmpthbvAKNHQ+3a5sYjIlKJKdkSKcC+XitKXQidbDqxlxPnkvFz9+bW4BZmhyMi12P8eDhxAiIjYcgQs6MREanUlGyJnJefb7ApXvtrFSY20TardWdoWzxcNeMnUmHFx9uaYQBMnw4e2sJBRKQ0KdkSOe+PpAzSz+Xj7+1K01Afs8MpV5Ym2PbX0notkQpu2DDIzYXoaLjrLrOjERGp9JRsiZwXt8c2q3VjhD+uLmqBbHfqXAq/Hd8NaL2WSIX2n//Av/8Nrq62WS21ehcRKXVKtkTOs6/XUgmhs+WJmzAwaFkznPp+WkgvUiHl5cHQobbjIUOgWTNTwxERqSqUbIkAZ1Jz2XfE1vK9faS/ydGUL0sP2koIe6mEUKTi+ugj2LEDatSwdSAUEZEyoWRLBIjbY5vViqzvQzU/NYCwy7fmszxxI6ASQpEK68wZGDXKdjxunC3hEhGRMqFkS4SCJYSa1Soo7kQ8p7JSCfDwoWNQc7PDEZFrMXasLeFq2RKeesrsaEREqhQlW1Ll5RVo+R4VqfVaBS07X0LYPfRG3F3dTI5GRIpt5054/33b8YwZ4KafYxGRsqRkS6q8XYkZZGZbCfB1JaK+Wr4XtOygbX+tniohFKl4DANefhny8+Gee6BbN7MjEhGpcpRsSZVnLyGMighQy/cCTmQmE3diDwA9w5RsiVQ4P/4IsbHg7g7TppkdjYhIlaRkS6q8OHuypZbvTn463xijbe3G1POraXI0IlIsOTm2WS2wtXyPiDA1HBGRqkrJllRpJ1NyOHAsC4sF2keoOUZB9vVa0ZrVEql43n8f9uyBOnVg5EizoxERqbKUbEmVFrfb1hijaX0fAny1cNwuz5rvmNmKDtf+WiIVysmTtg6EABMmQIBm7UVEzKJkS6o0+/5aHVRC6OS347s5m51ONU8/bq57g9nhiEhxvPUWpKRA27bw17+aHY2ISJWmZEuqrNw8K5vPt3zvcIOSrYLsJYQ9wm7EzcXV5GhEpMi2bYOPP7Ydz5oFrvr5FRExk5ItqbJ2HszgXI6Van5uNA72NjuccsXe8j26gUoIRSoMw7A1w7BaoW9fuP12syMSEanylGxJleVo+R7pj4tavjsczTjD5pN7AegR1t7kaESkyBYvhp9/Bk9PmDLF7GhERAQlW1KFbTjfHEMt353Fnp/Val8ngro+1U2ORkSKJCsLXnnFdjxsGISHmxqOiIjYKNmSKun42RwST2ThYoEb1fLdSWyivYRQLd9FKoyZM+HAAahXD15/3exoRETkPCVbUiXZuxA2a+CLv7davtvl5uexPHEToPVaIhXG0aO2Fu8AkyaBn5+58YiIiIOSLamSLqzXUglhQeuO7SIlJ4OaXgF0qBNpdjgiUhRvvgnp6XDTTdC/v9nRiIhIAUq2pMrJybOyZW86AB2aqoSwIHsXwu5hN+Kqlu8i5V9cHMTE2I5nzQIX/bMuIlKe6LeyVDm/H8ggO9dKDX83Gqnlu5Ol5/fX6qUSQpHyz97qHWwzWrfcYmo4IiJyKSVbUuXE2UsImwZgsajlu93h9FNsP30ACxa1fBepCL76ClavBh8f21otEREpd5RsSZWz4XxzjA5q+e7EXkLYoW4ktbwDTY5GRK4oMxOGD7cdv/461K9vbjwiIlIoJVtSpRw9k82hk9m4ukC7JlqvVdAylRCKVBxTp0JSEoSF2fbVEhGRcknJllQp9hLC5g188fVSAwi7nPxcViRtBqCn9tcSKd+SkmDyZNvxlCngrbWnIiLllZItqVI27E4DVEJ4sTVHd5KWe47a3oG0rxNhdjgiciWvvw7nzsFtt8GDD5odjYiIXIGSLakysnOtbNtvS7ailGw5sa/X6hkWhYtFvxZEyq01a2DBArBYbK3e1eRHRKRc06cqqTK2708nO9egVqA74XW9zA6nXLGv14pWCaFI+WW1wosv2o7/+le48UZz4xERkatSsiVVxobdF7oQquX7BYlpJ9hx5iAuFhe6q+W7SPn12We2TYz9/WHCBLOjERGRIlCyJVVG3PmW71GR6kJYkL2E8Oa6N1DDS383IuVSejqMGGE7HjkSgoLMjUdERIpEyZZUCYdPZXPkdA5urhbaquW7E0fL93CVEIqUWxMnwtGj0LjxhVJCEREp95RsSZVgLyFsEe6Lj6davttl5+fw30NbAIjW/loi5dOBA/Duu7bjadPA09PceEREpMiUbEmVEFdgvZZc8OuRHWTkZhHkU522tRqbHY6IFObVVyE7G7p2hXvvNTsaEREpBiVbUull5VjZdiAdULJ1saUJthLCng2i1DREpDxatQr++U9wcYGZM9XqXUSkglGyJZXetv1p5OYZ1KnmTmhtld8UFJtoa47RSyWEIuVPfv6F9Vl/+xu0amVuPCIiUmxKtqTS27DbtpGxWr47259ylD/OJuFqceHO0HZmhyMiF/vkE9i6FapVg7ffNjsaERG5Bkq2pFIzDMNpfy25wN7yvVNwc6p5+pkcjYg4SUmBN9+0HY8eDbVqmRuPiIhcEyVbUqkdOpnN8bO2lu9tGiuhKCj2fLKlLoQi5dC4cXDyJDRtCkOGmB2NiIhcIyVbUqnZZ7VaN/LDy0Mt3+3O5WXz8+GtgJItkXInPh5mz7Ydz5gB7u7mxiMiItdMyZZUavZkKypSGxkX9Mvh7ZzLyybEtyataoabHY6IFPTKK5CbC7162W4iIlJhKdmSSutcdj6/J2QAWq91Mft6rZ4NOqhpiEh58tNP8P334OYG06ebHY2IiFwnJVtSaW3Zl05evkFwDQ9Caqnle0HLDtr21+rVIMrkSETEIS8PXnrJdjxkCNxwg7nxiIjIdVOyJZVWnL2EUC3fncQnH2ZvyhHcXdzoGtrW7HBExO7DD2HnTqhZ09aBUEREKjwlW1IpqeX75dlLCG8NbkGAh6/J0YgIAKdPw6hRtuNx46B6dXPjERGREqFkSyqlg8ezOJmSi4ebhdaN1PK9IJUQipRDY8bA2bPQsiU8+aTZ0YiISAkxNdmaM2cOrVu3JiAggICAADp27MjSpUsvO/7jjz+mc+fOVK9enerVq9OtWzd+++03pzGDBg3CYrE43aKjo0v7UqSciduTBthavnu66zsFu8zcLFYd3gbYmmOISDmwYwfMmWM7njnT1hxDREQqBVM/hdavX59JkyaxceNG4uLi6Nq1K/feey87duwodPzKlSt5+OGH+fnnn1m7di2hoaH06NGDw4cPO42Ljo7m6NGjjtuXX35ZFpcj5YhKCAu38vA2svNzCfOvQ/MaYWaHIyKGAS+/DPn50KcP3Hmn2RGJiEgJMvXrs7vvvtvp/oQJE5gzZw7r1q2jRYsWl4z/4osvnO7/3//9H//85z9ZsWIFAwYMcDzu6elJUFBQ6QQt5V5GVj47EtIBW3MMucC+Xiu6QZSahoiUBz/8YGv37uEB06aZHY2IiJSwclNflZ+fz8KFC8nIyKBjx45Fek1mZia5ubnUqFHD6fGVK1dSp04dmjZtyjPPPMPp06eveJ7s7GxSU1OdblJxbdmbRr4VQmp5Uq+mWr7bGYbB0gRb2W20SghFzJeTY5vVAhg6FBo3NjUcEREpeaYXhm/fvp2OHTuSlZWFn58fixYtonnz5kV67WuvvUa9evXo1q2b47Ho6Gjuv/9+GjZsyL59+3jjjTfo1asXa9euxdXVtdDzTJw4kbFjx5bI9Yj5VEJYuN3Jh0hIO46Hixt/Cmljdjgi8ve/Q3w81K0Lb75pdjQiIlIKTE+2mjZtypYtW0hJSeHbb79l4MCBrFq16qoJ16RJk1i4cCErV67Ey8vL8Xi/fv0cx61ataJ169Y0btyYlStXcudlauFHjBjBy/ZvF4HU1FRCQ0Ov88rEDIZhOJpjREX6mxxN+WIvIewc0go/D2+ToxGp4k6cgLffth1PmAAB+nJIRKQyMr2M0MPDgyZNmtC+fXsmTpxImzZtmDVr1hVfM23aNCZNmsRPP/1E69atrzi2UaNG1KpVi7179152jKenp6Mjov0mFdOBY1mcTs3F092FVg3V8r0ge8t3lRCKlANvvQWpqXDjjTBokNnRiIhIKTF9ZutiVquV7Ozsyz4/ZcoUJkyYQGxsLFFRV98n6NChQ5w+fZrg4OCSDFPKKXsJYZvGfnio5btDes45/nd4OwC9lGyJmGvLFvj4Y9vxzJlwmRJ3ERGp+ExNtkaMGEGvXr0ICwsjLS2NBQsWsHLlSmJjYwEYMGAAISEhTJw4EYDJkyczatQoFixYQHh4OMeOHQPAz88PPz8/0tPTGTt2LA888ABBQUHs27eP4cOH06RJE3r27GnadUrZidN6rUL9fHgrOdY8GgYEEVktxOxwRKouw7A1wzAMePBB6NzZ7IhERKQUmZpsnThxggEDBnD06FECAwNp3bo1sbGxdO/eHYDExERcXC7MTsyZM4ecnBz+8pe/OJ1n9OjRjBkzBldXV7Zt28ann35KcnIy9erVo0ePHowbNw5PT3Wlq+zSz+WxMzEDgA5NtV6roKUJF0oI1fJdxETffQerVoGXF0yZYnY0IiJSykxNtubOnXvF51euXOl0PyEh4Yrjvb29HbNiUvVs3puO1QqhdTypW13JtZ1hGMQm2ppj9Gpw9dJbESklWVkwbJjt+NVXoUEDc+MREZFSp0UtUmmo5Xvhdp5JJDHtBJ6u7nQJuXJDGREpRTNmQEIChITAa6+ZHY2IiJQBJVtSKVithtZrXYa9C+EdIW3wcfe6ymgRKRVHjthavANMmgS+vubGIyIiZULJllQK+4+e42x6Ht4eLrRooA8xBdn31+qpEkIR87zxBmRkwM03wyOPmB2NiIiUESVbUinYSwjbNvHH3U3/W9ul5mTw69HfAbV8FzHNhg3w6ae241mzwEW/o0REqgr9xpdKIW5PGgBR6kLo5L9JW8iz5hMRGEKTavXMDkek6jEMePFF2/Fjj9lmtkREpMpQsiUVXmpGHn/YW75Har1WQUtVQihiri+/hLVrwccHzu8ZKSIiVYeSLanwNsWnYTUgPMiL2tU8zA6n3DAMg9jzzTFUQihigoyMC10HR4ywdSEUEZEqRcmWVHhxe2zrtaI0q+Vk++kEDmecxtvNk9tDWpkdjkjVM3UqHDpk20/rlVfMjkZEREygZEsqNKvVYMMetXwvjL3l+59C2uDlphk/kTKVmAhTptiOp04Fb29z4xEREVMo2ZIKLf5wJqkZ+fh4utBcLd+dLD2fbEWHq4RQpMy99hqcOwedO8Nf/mJ2NCIiYhIlW1Khxe22dSFsF+GPm6vF5GjKj+TsdNYe3QlAtJpjiJSt1ath4UKwWGyt3i363SQiUlUp2ZIKzb6/lkoInf0naTP5hpUbqofSMCDI7HBEqg6r9UKr98GDoV07c+MRERFTKdmSCis5PY89hzMBNce4mH29VrS6EIqUrfnzYeNG8PeHCRPMjkZEREymZEsqrE3xqRgGNAr2pmaAu9nhlBtWw0rs+f21VEIoUobS0mwt3gHeegvq1jU3HhERMZ2SLamwVEJYuC0n93Ms8yy+7l7cVq+F2eGIVB3vvAPHjkHjxvDCC2ZHIyIi5YCSLamQ8q0GG/fYmmNENfU3OZryJTbRVkLYtX5bPF3V8l2kTOzfD9On247ffRc8Pc2NR0REygUlW1Ih7UnKJO1cPn5erjQLVcv3gpYm2EsItV5LpMy8+irk5EC3bnDPPWZHIyIi5YSSLamQ7CWEN0b446qW7w5nstJYf/wPQOu1RMrMzz/Dd9+BiwvMmKFW7yIi4qBkSyqkuD22ZCtK67WcLE/ciNWw0qJGA8L865gdjkjll58PQ4fajp9+Glq2NDUcEREpX5RsSYVzJi2X+MPnAIiK1HqtgpYeVAmhSJn6v/+DbdugWjUYO9bsaEREpJxRsiUVjr0xRkSIN9X91fLdzmpY+SlRLd9FykxyMowcaTseOxZq1TI1HBERKX+UbEmFE7dbJYSF2XginpPnUvB396ZTcHOzwxGp/MaNg1OnoFkzeOYZs6MREZFySMmWVCj5+Qab4m0zW9pfy9my8yWE3UJvxMNVM34ipWr3bpg923Y8fTq462dOREQupWRLKpRdSRmkZ+UT4ONKZH0fs8MpV5YdtO2v1VMlhCKl75VXIC8P7roLoqPNjkZERMopJVtSocQ5Wr4H4Oqi9sp2J88ls+H4HkDrtURKXWws/PADuLld2MhYRESkEEq2pELZsNteQqguhAUtT9yEgUHrWo0I8dMifZFSk5sLL71kO37+eWja1Nx4RESkXFOyJRXGqZQc9h89h8Vim9mSC5aeLyGMDtOslkipmjMHdu2ydR4cNcrsaEREpJxTsiUVhr3le2R9H6r5uZkcTfmRb83np4MbAegVrv21RErN6dMwZozteNw4295aIiIiV6BkSyqMDXts67U6RGpWq6ANJ/ZwJjuNQA9fbglqZnY4IpXX6NFw9iy0agVPPGF2NCIiUgEo2ZIKIa9Ay3ftr+XM3oWwe9iNuLm4mhyNSCX1++/w4Ye245kzbc0xRERErkLJllQIOw+mcy7bSqCvGxEh3maHU64sTbDtrxXdQCWEIqXCMGxNMfLz4b77oGtXsyMSEZEKQsmWVAj2LoRRkf64qOW7w/HMs2w6GQ9Az7D2JkcjUkl9/z385z/g4QHTppkdjYiIVCBKtqRCsO+vpRJCZ7EHbbNa7Wo3Ici3hsnRiFRC2dm2DYzBNrvVqJG58YiISIWiZEvKvZPJOSQcz8LFAu0jtL9WQbGJ9hJCtXwXKRV//zvs3QtBQfDmm2ZHIyIiFYySLSn37F0Ibwjzxd9Hi9Lt8qz5/JS4CdB6LZFScfy4rcU7wDvvgL++7BERkeJRsiXl3oUSQn3QKWjdsV0kZ6dTw9Ofm+s2NTsckcpn5EhITYX27WHgQLOjERGRCkjJlpRrOXlWtuxNB7S/1sXs67W6h92Iq1q+i5SszZth7lzb8cyZ4KJ/LkVEpPj0r4eUazsSMjiXY6W6vxuNgtXyvaCl5/fXUgmhSAkzDBg61PbnQw/BbbeZHZGIiFRQSrakXHOUEEYGqOV7AUfST7P11H4sWOihlu8iJeuf/4RffgEvL5gyxexoRESkAlOyJeWavTlGB7V8d2LvQti+TgR1fKqZG4xIZXLuHAwbZjsePhzCwsyNR0REKjQlW1JuHT+bTdKJbFxcoF0TP7PDKVeWnS8h7KUSQpGSNX06HDwIISG2ZEtEROQ6XFeylZOTw+7du8nLyyupeEQcNuxOA6B5mC9+3mr5bpebn8d/kjYD0FP7a4mUnCNHYOJE2/HkyeDra248IiJS4V1TspWZmcnjjz+Oj48PLVq0IDExEYDnn3+eSZMmlWiAUnVt2K0SwsKsPbaT1JxMankFEFUnwuxwRCqPESMgIwM6doRHHjE7GhERqQSuKdkaMWIEW7duZeXKlXh5eTke79atG1999VWJBSdVV06ula37bDNbSrac2bsQ9mgQpZbvIiVl/XqYP992PGsWWNSQR0RErt811WYtXryYr776iltuuQVLgX+QWrRowb59+0osOKm6th9IJzvXoGaAO+FBXld/QRWy7Pz+WtFhKiEUKRH2Vu8AAwZAB62FFBGRknFNM1snT56kTp06lzyekZHhlHyJXKsLJYT++n+qgKS0k/x+OkEt30VK0oIFsG6dbY2Wfc2WiIhICbimZCsqKooffvjBcd/+Yfj//u//6NixY8lEJlVa3B5bCWFUpEoIC7K3fL856AZqeuvvRuS6ZWTAa6/Zjt94A+rVMzceERGpVK6pjPCdd96hV69e7Ny5k7y8PGbNmsXOnTtZs2YNq1atKukYpYo5ciqbw6eycXWBtk38zQ6nXLG3fI9WF0KRkjF5Mhw+DOHh8PLLZkcjIiKVzDXNbN12221s2bKFvLw8WrVqxU8//USdOnVYu3Yt7durtEmuj30j45bhfvh6qQGEXU5+LiuStgAQrf21RK7fwYMwdarteOpU8NL6UBERKVnXvHlR48aN+fjjj0syFqni8q0GOxLSid1wGoAbIzWrVdDqoztIzz1HHe9qtKvd2OxwRCq+116DrCy4/XZ44AGzoxERkUromma2fvzxR2JjYy95PDY2lqVLlxb5PHPmzKF169YEBAQQEBBAx44dr/r6b775hhtuuAEvLy9atWrFjz/+6PS8YRiMGjWK4OBgvL296datG/Hx8UWOScyx+vdkBk3ZyWsf7+PAsSwAFv16ktW/J5sbWDmxImkz/Za+A9g2MnaxXNd+5CJVW1wc3HgjfPWVrcW7Wr2LiEgpuaZPbK+//jr5+fmXPG4YBq+//nqRz1O/fn0mTZrExo0biYuLo2vXrtx7773s2LGj0PFr1qzh4Ycf5vHHH2fz5s306dOHPn368PvvvzvGTJkyhdmzZ/Phhx+yfv16fH196dmzJ1lZWcW/UCkTq39PZvwXCZxKyXV6PDk9j/FfJFT5hMswDEaujeFMtq1piFq+i1ynTz+FzZttx088AW3bmhqOiIhUXhbDMIzivsjb25tdu3YRHh7u9HhCQgItWrQgIyPjmgOqUaMGU6dO5fHHH7/kuYceeoiMjAyWLFnieOyWW26hbdu2fPjhhxiGQb169XjllVcYNmwYACkpKdStW5d58+bRr1+/IsWQmppKYGAgKSkpBASo41tpyrcaDJqy85JEq6Dage7EDG+Oq0vV/Ob5p4Mb6f39SMf9hdFv8ECTziZGJFIBHTwIp07ZZrDuuAPS0mzHP/0E1atDrVrQoIHZUUoVpc8dIpXXNc1sBQYGsn///kse37t3L76+vtcUSH5+PgsXLiQjI+Oy7ePXrl1Lt27dnB7r2bMna9euBeDAgQMcO3bMaUxgYCA333yzY0xhsrOzSU1NdbpJ2diRkH7FRAvgZEouOxLSyyii8sUwDEav/xQLFxLNaZu+4Rq+IxGp2sLDISoK2re3JVpg28y4e3fb4xd9eSgiIlISrinZuvfeexk6dCj79u1zPLZ3715eeeUV7rnnnmKda/v27fj5+eHp6cnTTz/NokWLaN68eaFjjx07Rt26dZ0eq1u3LseOHXM8b3/scmMKM3HiRAIDAx230NDQYl2DXLszqXklOq6yWZ64ibgT8RhcSK7iTsSzPHGTiVGJVECffw5ul+kJ5eZme15ERKSEXVOyNWXKFHx9fbnhhhto2LAhDRs2pFmzZtSsWZNp06YV61xNmzZly5YtrF+/nmeeeYaBAweyc+fOawnrmo0YMYKUlBTHLSkpqUzfvyqrEVC0hphFHVeZ2Ge1XC9qhuFqcWH0+k81uyVSHP37w7ffFv7c+vW250VERErYNX2CDQwMZM2aNSxfvpytW7fi7e1N69atuf3224t9Lg8PD5o0aQJA+/bt2bBhA7NmzeKjjz66ZGxQUBDHjx93euz48eMEBQU5nrc/Fhwc7DSm7RUWQHt6euLp6Vns2OX6tQj3o1ag+1XXbLUI9yvDqMoH+6zWxfINq2N2q0cD7WsnUmQzZzrfd3EBq9WUUEREpGq45v7RFouFHj168Oqrr/Lcc89dU6JVGKvVSnZ2dqHPdezYkRUrVjg9tnz5cscar4YNGxIUFOQ0JjU1lfXr1192HZiYy9XFwtN/DrnimL/9OaTKNcewz2q5UPh1u2DR7JZIcfz3v7Bype24RQv48EPb+q2gIKhTx9TQRESk8iryzNbs2bN56qmn8PLyYvbs2Vcc+8ILLxTpnCNGjKBXr16EhYWRlpbGggULWLlypWMPrwEDBhASEsLEiRMBePHFF+nSpQvvvvsuvXv3ZuHChcTFxfGPf/wDsCWAQ4cOZfz48URERNCwYUPeeust6tWrR58+fYp6qVLGbm1ZjQe71OHrVSecHq8d6M7f/hzCrS2rmROYiXKsuSSmncRK4cmUFYOk9FPkWHPxdPUo4+hEKpi8PBg61Hb89NPwwQe2ToRPPQU5OaDKBhERKSVFTrZmzJhB//798fLyYsaMGZcdZ7FYipxsnThxggEDBnD06FECAwNp3bo1sbGxdO/eHYDExERcXC5MvnXq1IkFCxYwcuRI3njjDSIiIli8eDEtW7Z0jBk+fDgZGRk89dRTJCcnc9ttt7Fs2TK8vLyKeqligows275tHZsFcHvr6tQIcKNFuF+Vm9Gy83T1YN2Ds9l8ci8P/Pg2rhYXfuozCT93b8eYOj6BSrREiuL//g+2b7e1eB8//sIGxhaLEi0RESlV17TPVmWn/S7KlmHY9to6kZzL2IENuemGQLNDKjfe3/Zvhv4yh9vrtWLF/VPMDkek4jl7FiIi4PRpmD0bnn/e7IhELqHPHSKVV7HXbOXm5tK4cWN27dpVGvFIFZR4IpsTybm4u1lo3cjf7HDKlWUHNwDQK7yDyZGIVFBvv21LtJo1s5UQioiIlKFiJ1vu7u5kZWWVRixSRcXtsW0i3bqhH14e19yzpdI5l5fNykPbAOgZFmVyNCIV0B9/wHvv2Y5nzAB3d3PjERGRKueaPtkOGTKEyZMnk5dXNTealZK1Ybct2erQVKUTBa06vI2s/Bzq+9WiZc1ws8MRqXheecXWHOPPf4aePc2ORkREqqBr2mdrw4YNrFixgp9++olWrVrh6+vr9Px3331XIsFJ5ZeZnc+OhAxAydbFlibYSgijG3TAYqmajUJErtnSpfDjj7bZrHffNTsaERGpoq4p2apWrRoPPPBAScciVdCWvWnk5RvUq+lBvVrqCmZnGIZjvVZ0A5UQihRLbi68/LLt+PnnITLS3HhERKTKKlayZbVamTp1Knv27CEnJ4euXbsyZswYvL29r/5ikUJs2J0GaFbrYvHJh9mfegx3Fze61m9rdjgiFcsHH9jWa9WqBW+9ZXY0IiJShRVrzdaECRN444038PPzIyQkhNmzZzNkyJDSik0qOcMwHM0xoiKVbBW0LDEOgNvqtcDfw8fkaEQqkFOnYMwY2/GECVCtmpnRiIhIFVesZGv+/Pl88MEHxMbGsnjxYr7//nu++OILrFZracUnlVjC8SxOpeTi6W6hVSM/s8MpV5adX6/Vq4FavosUy+jRkJwMbdrA44+bHY2IiFRxxUq2EhMTueuuuxz3u3XrhsVi4ciRIyUemFR+9i6EbRr54+mulu92GblZrDpsa/kerWRLpOi2b4cPP7Qdz5wJrq6mhiMiIlKsT7h5eXl4eXk5Pebu7k5ubm6JBiVVQ9z5ZCuqqTYyLmjloa3kWPNo4F+HG6qHmh2OSMVgGPDSS2C1wv33wx13mB2RiIhI8RpkGIbBoEGD8PS80DUuKyuLp59+2qn9u1q/y9VkZOWz46Ct5XuUmmM4WXpQLd9Fiu3f/4YVK8DDA6ZONTsaERERoJjJ1sCBAy957NFHHy2xYKTq2BSfhtUKobU9Ca6hlu92BVu+a72WSBFlZ9s2MAbbn40amRuPiIjIecVKtmJiYkorDqli1IWwcH+cTeJg2gk8XNy4o34bs8MRqRhmzYJ9+yAoCEaMMDsaERERB3UlkDJnGIZjvVaHG5RsFWSf1eoS0hpfd6+rjBYRjh+H8eNtxxMngr/WgIqISPmhZEvK3P6j5ziTloeXhwstwn2v/oIqZNlB2/5aPRtEmRyJSAXx5puQlgZRUTBggNnRiIiIOFGyJWVuw+40ANo29sPDTf8L2qXlZPK/I78DWq8lUiSbNsEnn9iOZ80CF/0+ERGR8kX/MkmZs++v1UFdCJ3899AWcq15NA4MJqJaiNnhiJRvhgEvvmj78+GHoVMnsyMSERG5hJItKVNp5/L4I1Et3wvjKCEMi1LLd5Gr+eYb+PVX8PaGyZPNjkZERKRQSrakTG2KT8NqQIO6XtSp5mF2OOWGU8v3cJUQilzRuXPw6qu24+HDIVSbf4uISPmkZEvKVJxKCAu148xBDqWfwsvVgy4hrc0OR6R8e/ddSEyE+vVtyZaIiEg5pWRLyozVahC3x9YcIypS7ZkLss9q3VG/Nd5u2uRZ5LIOH7a1eAeYMgV8fMyNR0RE5AqUbEmZ2XvkHMnpeXh7utC8gVq+F7Q0wZZsRasLociVvf46ZGbaGmL062d2NCIiIlekZEvKjL2EsF0Tf9zV8t0hJTuDNcd2AhCt/bVELm/dOvj8c9vxzJmgRjIiIlLO6ROvlBm1fC/ciqTN5FnziawWQuPAemaHI1I+Wa0wdKjteNAg6KBZYBERKf+UbEmZSMnIY/ehTEDrtS629KBKCEWuasECWL8e/PzgnXfMjkZERKRIlGxJmdgUn4ZhQMMgL2oFquW7nWEYxJ7fX0slhCKXkZ4Or71mO37jDQgONjceERGRIlKyJWVCJYSF23pqP0czz+Dj5knneq3MDkekfJo8GY4cgYYN4aWXzI5GRESkyJRsSanLtxpsjLclW1FKtpzYZ7X+VL8NXm6a8RO5xMGDMG2a7XjaNPDyMjceERGRYlCyJaUu/lAmqRn5+Hq50CxMLd8L0notkasYPhyysuCOO+C++8yORkREpFiUbEmps5cQ3hgRgJurWjXbnc1KY+2xXYCSLZFC/fILfP01uLio1buIiFRISrak1MXtSQPUhfBi/0najNWw0qx6KOEBdc0OR6R8yc+/0Or9iSegTRtTwxEREbkWSrakVCWn57LH0fJd67UKUgmhyBXMmwebN0NAAIwbZ3Y0IiIi10TJlpSqjedntZrU86ZGgLvJ0ZQfVsPKT4kbAegVrmRLxElqqq3FO8Do0VCnjrnxiIiIXCMlW1Kq7Ou11IXQ2eaT+zieeRY/d29uDW5hdjgi5cv48XDiBERGwnPPmR2NiIjINVOyJaUmP99gY7xtZkv7azlbdr6E8M7Qtni4asZPxGHvXlszDIB33wUPbYkgIiIVl5ItKTW7D2WSfi4fP29Xmob6mB1OubLs/P5aPcOiTI5EpJwZNgxyc6FHD+jd2+xoRERErouSLSk19hLC9hH+uLqoZbPdqXMprD/2B6DmGCJOVqyAf/0LXF1hxgy1ehcRkQpPyZaUGnuypRJCZ8sTN2Fg0LJmOKH+tc0OR6R8yMu70Or92WeheXNTwxERESkJSrakVJxJzWXfkXMAtNf+Wk6WJdpKCKMbqIRQxOEf/4Dff4caNWDMGLOjERERKRFKtqRUxO2xzWpF1vehmp8aQNhZDSs/nV+v1UslhCI2Z8/CqFG247FjbQmXiIhIJaBkS0pF3Pn9taI0q+Uk7kQ8p7JSCfDwoWOQyqREAFuCdfo0tGgBTz9tdjQiIiIlRsmWlLi8fINN8VqvVZhlCbaW791C2+Hu6mZyNCLlwK5d8P77tuMZM8BNPxciIlJ5KNmSErcrMYOMLCsBvq5E1FfL94KWnt9fS10IRc57+WVbc4y774bu3c2ORkREpEQp2ZISF+do+R6glu8FnMhMZuOJeED7a4kA8OOPsGwZuLvbNjAWERGpZJRsSYlTy/fC/ZS4EQODNrUaUc+vptnhiJgrN9c2qwXw4osQEWFuPCIiIqVAyZaUqJMpORw4loXFYtvMWC5Ydr6EUF0IRbCt09q9G2rXhpEjzY5GRESkVCjZkhK18XwXwqb1fQjw1UJ3u3xrPj8lbgSgp/bXkqru5MkLe2lNmACBgaaGIyIiUlqUbEmJUglh4dYf383Z7HSqefpxS1Azs8MRMdeoUZCSAm3awODBZkcjIiJSapRsSYnJzbOyee/5/bWUbDmJPb+RcffQG3FzcTU5GhETbdsG//iH7XjWLHDVz4OIiFReSrakxOw8mMG5bCvV/NxoUs/b7HDKlQst31VCKFWYYcDQoWC1wl/+Al26mB2RiIhIqVKyJSXGXkIYFemPi1q+OxzLOMPmk3sBrdeSKm7xYvj5Z/D0hKlTzY5GRESk1JmabE2cOJEOHTrg7+9PnTp16NOnD7t3777ia+644w4sFsslt969ezvGDBo06JLno6OjS/tyqry4PSohLEzs+cYYN9aOoK5PdZOjETFJdjYMG2Y7fuUVCA83NRwREZGyYGq7uFWrVjFkyBA6dOhAXl4eb7zxBj169GDnzp34+voW+prvvvuOnJwcx/3Tp0/Tpk0b+vbt6zQuOjqamJgYx31PT8/SuQgB4ERyDgePZ+FigRvV8t2Jo+V7uGa1pAqbORP274fgYBgxwuxoREREyoSpydayZcuc7s+bN486deqwceNGbr/99kJfU6NGDaf7CxcuxMfH55Jky9PTk6CgoCLFkZ2dTXZ2tuN+ampqkV4nF8SdLyFs1sAXf2+1fLfLs+azPHETANHaX0uqqmPHYPx42/GkSeDnZ248IiIiZaRcrdlKSUkBLk2ormTu3Ln069fvkpmwlStXUqdOHZo2bcozzzzD6dOnL3uOiRMnEhgY6LiFhoZe2wVUYRfWa6mEsKB1x3aRkpNBTa8AOtSJNDscEXO8+Sakp8NNN8Gjj5odjYiISJkpN8mW1Wpl6NCh3HrrrbRs2bJIr/ntt9/4/fffeeKJJ5wej46OZv78+axYsYLJkyezatUqevXqRX5+fqHnGTFiBCkpKY5bUlLSdV9PVZKTZ2XLvnQAOjRVCWFBSxNsJYTdw27EVS3fpSrauBHsJd0zZ4JLuflnR0REpNSVm3qvIUOG8Pvvv/Prr78W+TVz586lVatW3HTTTU6P9+vXz3HcqlUrWrduTePGjVm5ciV33nnnJefx9PTUmq7rsCMhg6wcKzX83WgUrJbvBS1LtO2vpRJCqZIMA1580fbnI49Ax45mRyQiIlKmysVXjM899xxLlizh559/pn79+kV6TUZGBgsXLuTxxx+/6thGjRpRq1Yt9u7de72hSiE2/HG+hLBpABaLWr7bHU4/xbZT+7FgoUfYjWaHI1L2vv4aVq8GHx+YPNnsaERERMqcqTNbhmHw/PPPs2jRIlauXEnDhg2L/NpvvvmG7OxsHi1C/f+hQ4c4ffo0wcHB1xOuXMaGPbZkq4NavjtZdtA2q9WhbiS1vauZG4xIWcvMhOHDbcevvQZF/CJNRESkMjF1ZmvIkCF8/vnnLFiwAH9/f44dO8axY8c4d+6cY8yAAQMYUUib4Llz59KnTx9q1qzp9Hh6ejqvvvoq69atIyEhgRUrVnDvvffSpEkTevbsWerXVNUcPZPNoZPZuLpAuyZar1VQ7EGVEEoVNm0aJCZCaOiF/bVERESqGFNntubMmQPYNiouKCYmhkGDBgGQmJiIy0ULqnfv3s2vv/7KTz/9dMk5XV1d2bZtG59++inJycnUq1ePHj16MG7cOK3LKgX2lu/NG/ji66UGEHY5+bn8J8ne8l37a0kVc+jQhbLBKVNsZYQiIiJVkOllhFezcuXKSx5r2rTpZV/r7e1NbGzs9YYmRRS3Ow2wrdeSC9Ye3UVa7jlqewfSvk6E2eGIlK3XX7eVEd56Kzz0kNnRiIiImKZcNMiQiik718rW/bZkS+u1nC09aGv53iMsCheLfsykClm7Fr74AiwWmDXL9qeIiEgVpU+Bcs22708nO9egVqA74XW9zA6nXFl2PtnqpRJCqUqsVlurd4BBg6B9e1PDERERMZuSLblmcee7EEZFquV7QYlpJ9hx5iAuFhe6h+nDplQhn38OGzaAnx+8847Z0YiIiJhOyZZcsw277S3f1YWwIHvL95vr3kANL/3dSBWRnm5bqwUwciQEBZkbj4iISDmgZEuuyeFT2Rw5nYObq4W2avnuxN7yvVe4SgilCpk0CY4ehUaNYOhQs6MREREpF5RsyTWxt3xvEe6Lj6davttl5+ew4tBmAHqGaX8tqSISEmz7aoHtT22zISIiAijZkmt0oYRQXQgL+vXIDjJyswjyqU7b2o3MDkekbLz6KmRnw5/+BH36mB2NiIhIuaFkS4otK8fKtgPpgK05hlxgX6+llu9SZaxaBd9+Cy4uMHOmWr2LiIgUoE+DUmzb9qeRm2dQp5o7YXVULlSQo+V7uEoIpQrIz7+wPuupp6B1a1PDERERKW+UbEmxbdh9YSNjtXy/4EDqMf44m4SrxYVuoe3MDkek9MXEwJYtEBgIb79tdjQiIiLljpItKRbDMBzrtaK0XsuJvYSwY3Bzqnn6mRyNSClLSYE33rAdjx4NtWubG4+IiEg5pGRLiuXQyWyOnz3f8r2xEoqCliWcLyFsoBJCqQLGj4eTJyEyEoYMMTsaERGRcknJlhRL3B7brFarhn54eajlu11WXg4/H94KQM8G2l9LKrn4eJg1y3Y8YwZ4eJgbj4iISDmlZEuK5ULLd21kXNAvh7dzLi+ber41aV2zodnhiJSuYcMgNxeio+Guu8yORkREpNxSsiVFdi47n+0HMgDtr3Wxpee7EEY36KCmIVK5LV8O//43uLrC9OlmRyMiIlKuKdmSItu6L528fIOgGh6E1FLL94JizzfHiFYJoVRmeXnw0ku24yFDoFkzc+MREREp55RsSZFdKCFUy/eC4pMPE59yGDcXV+4MbWt2OCKl56OPYMcOqFkTxowxOxoREZFyT8mWFEnBlu8qIXRmb/l+W3BLAjx8TY5GpJScOQOjRtmO334bqlc3Nx4REZEKQMmWFEniiSxOpuTi4WahdSO1fC9IJYRSJYwZY0u4WraEp54yOxoREZEKQcmWFMmG3WkAtG7kh6e7/rexy8zNYuX5lu/R2l9LKqudO+GDD2zHM2aAm5u58YiIiFQQ+tQsRRJ3voQwSiWETlYd3kZ2fi6hfrVpXiPM7HBESp5hwMsvQ34+3HsvdOtmdkQiIiIVhpItuaqMrHx+T0gHoEOkkq2CljpKCNXyXSqpH3+E2Fhwd4dp08yORkREpEJRsiVXtWVvGvlWCKnlST21fHcwDINl5/fX6hWuEkKphHJybLNaAEOHQpMmpoYjIiJS0SjZkquK23O+hDDS3+RIypc9yYc5kHoMDxc3/hTSxuxwREree+/Bnj1Qpw6MHGl2NCIiIhWOki25IlvLd1tzDLV8d7b0/KxW55BW+Hl4mxyNSAk7edLW4h3gnXcgQD//IiIixaVkS64o4VgWp1Nz8XR3oVVDtXwvKPZ8sqUuhFIpvfUWpKRAu3YwaJDZ0YiIiFRISrbkiuwbGbdp7IeHWr47pOec45fD2wHtryWV0Nat8PHHtuNZs8DV1dx4REREKih9epYrsidbKiF09vPhreRY82gYEETTavXNDkek5BiGrRmG1Qp9+0LnzmZHJCIiUmEp2ZLLSj+Xx87EDAA6NFVzjILsXQh7NohSy3epXBYtgpUrwdMTpkwxOxoREZEKTcmWXNbmvelYrRBax5O61dXy3c7W8t22v1YvrdeSyiQrC4YNsx2/+iqEh5sajoiISEWnZEsuSyWEhdt5JpHEtBN4urpzR0hrs8MRKTkzZ8KBA1CvHrz2mtnRiIiIVHhKtqRQVqtRYH8tJVsF2bsQdglpjY+7l8nRiJSQo0dh/Hjb8aRJ4KfuoyIiItdLyZYUav/Rc5xNy8Pbw4UW4b5mh1OuLD1fQqiW71KpvPEGZGTATTdB//5mRyMiIlIpKNmSQm04P6vVtokfHm7638QuNSeD1Ud3AGr5LpVIXBzMm2c7njULXPQzLyIiUhL0L6oUKm53GgBRWq/l5L9JW8i15tEksB4R1ULMDkfk+tlbvQM8+ijccoup4YiIiFQmSrbkEmmZefxhb/mu9VpOVEIolc5XX8Hq1eDjY1urJSIiIiVGyZZcYmN8GlYDwut6Ubuah9nhlBuGYTiaY6iEUCqFzExbi3eA11+HEM3WioiIlCQlW3KJuPMt31VC6Gz76QQOZ5zG282T20NamR2OyPWbOhUOHYKwsAv7a4mIiEiJUbIlTmwt323rtbS/lrNl52e1/hTSBm83bfIsFVxSEkyebDueOhW8vc2NR0REpBJSsiVO4g+fIyUjDx9PF5o3UMv3guzJVk+VEEpl8PrrcO4cdO4MffuaHY2IiEilpGRLnNhLCNtF+OPmajE5mvIjOTudNUd3AlqvJZXAmjWwYAFYLDBzpu1PERERKXFKtsSJfX8tdSF0tiJpM/mGlabV6tMoMNjscESundUKL75oOx48GG680dx4REREKjElW+KQnJ7HnkOZgJpjXGypowuhWr5LBffZZ7ZNjP39YcIEs6MRERGp1JRsicOm+FQMAxoFe1MzwN3scMoNq2El9vz+Wr3ClWxJBZaWBiNG2I5HjoS6dc2NR0REpJJTsiUOG3bbuxD6mxxJ+bL11H6OZZ7F192L2+q1MDsckWs3cSIcPQqNG18oJRQREZFSo2RLAMi3Gmzco/21CmPvQti1fls8XbXJs1RQBw7A9Om243ffBU9tXyAiIlLalGwJAHsOZZJ2Lh8/L1eaharle0HLzpcQar2WVGivvgrZ2XDnnXDPPWZHIyIiUiUo2RIANpxv+X5jhD+uavnucCYrjXXH/gDU8l0qsFWr4J//BBcXmDFDrd5FRETKiJItAS7sr6USQmfLEzdiNay0qNGAMP86ZocjUnz5+RfWZ/3tb9CqlbnxiIiIVCFKtoSzabnEHz4HQFSkmmMUZC8h7KlZLamo5s6FrVuhWjV4+22zoxEREalSTE22Jk6cSIcOHfD396dOnTr06dOH3bt3X/E18+bNw2KxON28vLycxhiGwahRowgODsbb25tu3boRHx9fmpdSocXtsXUhjAjxprq/Wr7bWQ0rsYnnW75rvZZURCkpthbvAGPGQK1apoYjIiJS1ZiabK1atYohQ4awbt06li9fTm5uLj169CAjI+OKrwsICODo0aOO28GDB52enzJlCrNnz+bDDz9k/fr1+Pr60rNnT7KyskrzcioslRAWbuOJeE6eS8Hf3ZtOwc3NDkek+MaNg5Mn4YYb4NlnzY5GRESkynEz882XLVvmdH/evHnUqVOHjRs3cvvtt1/2dRaLhaCgoEKfMwyDmTNnMnLkSO69914A5s+fT926dVm8eDH9+vUruQuoBPLzDTbFn99fK1LJVkH2jYzvDG2Hh6tm/P6/vTuPj7K69zj+nawEEhKWrJAVCDsihGJAi1UkUNtKbXtduCpFbdXQEhRFRFBxCeAG6qtQtYXrgqi3ojW3BmKQWBSQsAgohbAmQhLWrJB1nvvHZIaMBEVk8kxmPu/Xa1558jxnJr85PMD8cs75HbQxu3dLL7xgO37uOcmfexgAgNbmVmu2ysvLJUmdO3f+znZVVVWKj49XbGysrrvuOn311VeOa/v371dJSYlGjx7tOBcaGqrhw4dr3bp1Lb5ebW2tKioqnB7eYmdRtapqGhUS5Kvk2PZmh+NWPmraX4uS72iT7rtPqq+Xxo2zPQAAQKtzm2TLarUqIyNDI0eO1IABA87Zrnfv3vr73/+uDz74QG+88YasVqtGjBihb775RpJUUlIiSYqMjHR6XmRkpOPat2VmZio0NNTxiI2NvUjvyv3l77KNag1NDpGvD+Wg7Y6dLtfG0t2SpLT4oSZHA/xAq1ZJWVmSn9+ZjYwBAECrc5tkKz09XTt27NDy5cu/s11qaqpuvfVWDR48WKNGjdJ7772n8PBw/fWvf73gnz1jxgyVl5c7HkVFRRf8Wm2NfX+tYazXcrKqcJMMGRrYJVHdg8PNDgc4fw0N0tSptuPJk23rtQAAgClMXbNlN3nyZGVlZenTTz9V9+7df9Bz/f39demll2rPnj2S5FjLVVpaqujoaEe70tJSDR48uMXXCAwMVGBg4IUF34Ydr6jXvuLTslikIb1ItpqzTyGkCiHanMWLpa+/lrp0kWbPNjsaAAC8mqkjW4ZhaPLkyVqxYoVWr16txMTEH/wajY2N2r59uyOxSkxMVFRUlHJzcx1tKioqtGHDBqWmpl602D1B/m7bqFZyt/YKC3aLvNstNFoblVO4WZI0lv210JYcP34mwXr8calTJ3PjAQDAy5n6CTs9PV3Lli3TBx98oJCQEMeaqtDQUAUFBUmSbr31VnXr1k2ZmZmSpDlz5uiyyy5Tz549VVZWpqeffloHDx7UHXfcIclWqTAjI0NPPPGEevXqpcTERM2aNUsxMTEaP368Ke/TXTGFsGUbj+zW8ZoKhQZ00GVRfc0OBzh/jz4qnTwpDRwo3Xmn2dEAAOD1TE22Fi1aJEm68sornc4vWbJEEydOlCQVFhbKx+fMANzJkyd15513qqSkRJ06ddLQoUP1+eefq1+/M/sgPfDAA6qurtYf/vAHlZWV6fLLL1d2dvZZmx97s4ZGQ1uaSr6zv5Yze8n3a+KGyN+XET+0EV99JTX9m6oFC2zFMQAAgKkshmEYZgfhbioqKhQaGqry8nJ17OiZici2fVWa/soehXbw07KH+suHSoQOl73zZ206UqBXrpqqif3GmB0O8P0MQ0pLk3JypPHjpRUrzI4IwA/gDZ87AG/lNtUI0brsUwhTkkNItJopPXVSm44USJLSWK+FtiIry5ZoBQRIzzxjdjQAAKAJyZaXshfHSEnmN2jNrSrcJEkaHN5D0R2+e3NtwC3U1dk2MJZsJd979DA3HgAA4ECy5YWOltXpQEmNfCzSkF4hZofjVrIp+Y625sUXpYICKTJSmjnT7GgAAEAzJFteaGPTqFafuA7q2IFF9HYN1katcpR8J9lCG3DkiDRnju34qaekEH55AgCAOyHZ8kL5u5qqECbzway5DaX/UVltlToFBmt4ZG+zwwG+36xZUkWFNGSI1FTBFQAAuA+SLS9T32DV1j22ZIv9tZxlH7BNIRwTN1S+Pr4mRwN8j61bpVdesR0vWCD58M85AADuhv+dvcxXB6t1us6qTsF+SooOMjsct5JdaNtfiyqEcHuGIWVk2L7ecIN0xRVmRwQAAFpAsuVlHCXfe3ek5Hszh6uOa+vRvZKktDiSLbi5996T8vKkdu2k+fPNjgYAAJwDyZaXsSdbTCF0trJpVCslIlkR7cPMDQb4LjU10rRptuP775fi4syNBwAAnBPJlhcpPVmroiO18vGRLu0ZbHY4bmXlQVuyNZYphHB3zz0nHTggdesmTZ9udjQAAOA7kGx5kY1NVQj7xXVQcBAl3+3qGxuUU0TJd7QBhw/bSrxL0rx5UocO5sYDAAC+E8mWF2EKYcvWlXytirpT6tquo1IiepkdDnBuDz0kVVdLl10m3Xyz2dEAAIDvQbLlJerqrfpyb5UkW3EMnJHdNIXwGkq+w51t3Cj9z//YjhculCwUuAEAwN2RbHmJ7furVFtvVZeO/kqMamd2OG7lo4O2/bXGMYUQ7sowpClTbMe33CL95CfmxgMAAM4LyZaXyN9tW6+VkhwiC78Rd/im6qh2HD8giyy6Jm6I2eEALXvrLWndOtsarcxMs6MBAADniWTLS7Beq2X2KYQ/ieytrkGhJkcDtKC6+kzVwRkzbFUIAQBAm0Cy5QUOH6/VoWO18vWRBvcMMTsct5Jtn0KYwBRCuKmnn5a++UaKj5fuvdfsaAAAwA9AsuUF8ptGtfonBKtDOwpA2NU11iu3aKskKS2O/bXghgoLpfnzbcdPPy0FBZkbDwAA+EFItrwAUwhb9lnxV6qqP62IoDANiehpdjjA2aZPl06fln76U+m3vzU7GgAA8AORbHm42nqrtu2zlXwf1psphM3Z12ulxafIx8JfBbiZzz6Tli+3lXhfsIBS7wAAtEF8wvRw2/ZVqa7BUHiov+IiKPnenH291th4phDCzVitZ0q93367dOml5sYDAAAuCMmWh2s+hZCS72ccrCjV1ycK5WPx0TWxlHyHm3ntNWnTJikkRHriCbOjAQAAF4hky4MZhuFItlJYr+Uku9A2hfCyqD7q1I7plXAjlZW2Eu+SNHu2FBlpbjwAAOCCkWx5sEPHalVyok5+vhYN7hFsdjhuJftAU8n3eEq+w8089ZRUUiL17Cn9+c9mRwMAAH4Eki0PZh/VGpjYQUGBlHy3q2mo0+pvtkqSxpJswZ3s2yc995zt+NlnpYAAc+MBAAA/CsmWB8vfXSlJSklmCmFzaw/v0KmGWkW376xLuiaZHQ5wxv33S3V10ujR0i9/aXY0AADgRyLZ8lA1dY3NSr6TbDX3UVMVwrT4FIqGwH188on03nuSj4/0/POUegcAwAOQbHmoL/dWqaHRUGSnAHUPDzQ7HLeysml/LUq+w200NkoZGbbju++WBgwwNRwAAHBxkGx5KEq+t2xv+WHtKvtGvhYfjabkO9zFq69K27ZJnTpJjz1mdjQAAOAiIdnyQM1Lvg/rTVnz5rKbRrVGRvdXaGAHk6MBJJWVSQ8/bDt+9FGpSxczowEAABcRyZYHKjpaqyNl9fL3s2hQEslWc0whhNuZM0c6dkzq29c2hRAAAHgMki0PZB/VGpQYrHYB/BHbnW6o1SfffCmJku9wE7t2SS++aDt+/nnJ39/ceAAAwEXFJ3EPlN9svRbO+PTQdtU01ql7cFcN6JJgdjiAdN99UkODdO21Ulqa2dEAAICLjGTLw5yqbdSOA9WSpBSSLSeOku9xlHyHG1i5Uvq//5P8/GwbGAMAAI9DsuVhtu6pVEOjoZguAerWlZLvzWU3JVvjEphCCJPV10tTp9qO//QnqXdvc+MBAAAuQbLlYfJ3V0qSUpIZ1WquoOyQ9pYXy9/HT1d1H2x2OPB2ixZJO3dKXbtKs2ebHQ0AAHARki0P4lzynWSrOfsUwstj+iskoL3J0cCrHT9uK/EuSU88IYWFmRkNAABwIZItD3KgtEbHyusV6G/RwKRgs8NxK9kHmqYQUoUQZnvkEenkSWnQIOmOO8yOBgAAuBDJlgexVyEclBSiQH/+aO2q62v06eHtkqQ09teCmXbskBYvth0vWCD5+poaDgAAcC0+kXuQM1MI2ci4uTXffKnaxnrFh0Sob6c4s8OBtzIMW1GMxkbp+uuln/3M7IgAAICLkWx5iOqaRn19kJLvLckuzJdkG9Wi5DtM8+GH0scfSwEB0tNPmx0NAABoBSRbHmLLnko1WqXu4YGK7kzJdzvDMFivBfPV1to2MJake++VkpLMjQcAALQKki0P4ZhCSMl3J/85WaQDlaUK8PHTzyj5DrO8+KK0Z48UFSU99JDZ0QAAgFZCsuUBDMNwFMdgCqGz7IO2KYQ/7TZQHfzbmRwNvFJpqTRnju04M1MKYU0lAADegmTLA+wrPq0TlQ0K9PfRgMQOZofjVrKb9tcayxRCmOXhh6XKSiklRbr1VrOjAQAArYhkywNs3FUpSbq0Z7AC/PgjtausO6V/H94hifVaMMmWLdLf/mY7XrBA8uHvJwAA3oT/+T1A/m6mELbkk2++VL21QUkdo9QrrJvZ4cDbGIaUkWH7euON0siRZkcEAABaGclWG1d5ukE77SXfKY7h5KNmUwgp+Y5W949/SJ9+KgUFSfPmmR0NAAAwAclWG7eloFJWQ4qLaKfITgFmh+M2DMPQyqbiGGPjU0yOBl7n9Glp2jTb8QMPSHFspg0AgDci2WrjHCXfe1PhrLmvThxUUdVRtfMN0Khug8wOB97mueekgwel7t1tyRYAAPBKpiZbmZmZGjZsmEJCQhQREaHx48dr165d3/mcV155RVdccYU6deqkTp06afTo0friiy+c2kycOFEWi8XpMXbsWFe+FVNYrYbyd9uKYwxjvZYTexXCK7sPUntKvqM1HT5sK/Eu2aYPtm9vbjwAAMA0piZbeXl5Sk9P1/r165WTk6P6+nqNGTNG1dXV53zOmjVrdNNNN+mTTz7RunXrFBsbqzFjxujQoUNO7caOHavi4mLH46233nL122l1e4tPq6yqQUEBPuoXT8n35uz7a6XFMYUQrWzGDKm6WkpNlW66yexoAACAifzM/OHZ2dlO3y9dulQRERHatGmTfvrTn7b4nDfffNPp+1dffVX/+Mc/lJubq1ub7WETGBioqKioix+0G9n4H9sUwkt7hcifku8OFXXV+qz4K0nsr4VWtmGD9NprtuOFCyUKswAA4NXc6hN6eXm5JKlz587n/ZxTp06pvr7+rOesWbNGERER6t27t+6++24dP378nK9RW1uriooKp0dbYC/5zhRCZ7lFW9VgbVRyWDf1DIsxOxx4C3upd0m67TZpGIk+AADezm2SLavVqoyMDI0cOVIDBgw47+dNnz5dMTExGj16tOPc2LFj9dprryk3N1fz5s1TXl6exo0bp8bGxhZfIzMzU6GhoY5HbGzsj34/rlZe3aD/FJ2SJA1NpjhGc/aS72lUIURrWrZMWr9e6tBBeuops6MBAABuwNRphM2lp6drx44dWrt27Xk/Z+7cuVq+fLnWrFmjdu3OFEG48cYbHccDBw7UoEGD1KNHD61Zs0ZXX331Wa8zY8YM3XvvvY7vKyoq3D7h2lxQKcOQEqPaKTyUku92zUu+j2MKIVpLdbU0fbrt+KGHpBhGVAEAgJuMbE2ePFlZWVn65JNP1L179/N6zjPPPKO5c+dq1apVGjTou0t7JyUlqWvXrtqzZ0+L1wMDA9WxY0enh7vLbyr5nsIUQifbju/X4erjau8XqCtiBpodDrzFvHnSoUNSQoLU7Bc3AADAu5k6smUYhv70pz9pxYoVWrNmjRITE8/refPnz9eTTz6plStXKiXl+6eKffPNNzp+/Liio6N/bMhuodFqKL+A9VotyT5gm0L4s+6XqJ0fI35oBQcPSk8/bTt+5hmpHVsNAAAAG1NHttLT0/XGG29o2bJlCgkJUUlJiUpKSnT69GlHm1tvvVUzZsxwfD9v3jzNmjVLf//735WQkOB4TlVVlSSpqqpK999/v9avX68DBw4oNzdX1113nXr27Km0tLRWf4+uUPDNKVVUN6pDOx/1jaPke3P29VpUIUSrmT5dqqmRRo2Srr/e7GgAAIAbMTXZWrRokcrLy3XllVcqOjra8Xj77bcdbQoLC1VcXOz0nLq6Ov32t791es4zzzwjSfL19dW2bdv0q1/9SsnJybr99ts1dOhQ/fvf/1ZgYGCrv0dXsFchvLRniPx8KS1td7KmUutLdkoi2UIr+fe/pbfftpV4X7CAUu8AAMCJ6dMIv8+aNWucvj9w4MB3tg8KCtLKlSt/RFTub+OuSklMIfy2j4u2qNGwqm+nWCV0jDQ7HHg6q/VMqfc775QGDzYzGgAA4IbcokAGzl9ZVb0KDtlKvqckk2w1l91UhTCNUS20hqVLpc2bpY4dpccfNzsaAADghki22phNu20l33vEBKlzR3+zw3EbVsOqlYX2ku/srwUXq6iwlXiXpNmzpYgIc+MBAABuiWSrjdm4iyqELdlydK9KT51UsH+QRsb0NzsceLqnnpJKS6VevaQ//cnsaAAAgJsi2WpDGq2GNhXY1mulJIeYHI17sW9kfFX3wQr0peQ7XGjvXun5523Hzz4rBXC/AQCAlpFstSG7ik6p6nSjgoN81SeWku/NnSn5zhRCuNi0aVJdnTRmjPSLX5gdDQAAcGMkW21IftMUwqG9QuRLyXeH46cr9EXpLkmUfIeLrV4tvf++5OtrG92i1DsAAPgOJFttiH29VgrrtZzkFG2W1bCqf+cExYaEmx0OPFVDw5lS73ffLfXrZ2o4AADA/ZFstREnKuu15/BpSazX+jb7FMJxCUwhhAu9+qq0fbvUqZP06KNmRwMAANoAkq02YtNu26hWr25BCgum5Lud1bBqVVNxjLFxTCGEi5w8KT38sO14zhypSxdz4wEAAG0CyVYbsXGXrQohJd+d5R8p0LGaCoX4B2lENNO64CJz5kjHj9umDt51l9nRAACANoJkqw1obDS0uYD9tVqSfcA2hfCauCHy9/UzORp4pP/8R3rpJdvx889LftxnAADg/JBstQE7C6tVXWNVx/a+6tW9vdnhuJXsQtsUwjSqEMJV7rvPVhzjF7+wlXsHAAA4TyRbbYC9CuHQ5I7y9aHUtN3R02XKL90tSRobR3EMuMBHH0n/+pfk72/bwBgAAOAHINlqA/KbimNQhdDZqsLNMmRoUNckxQRTsAAXWX29dO+9tuM//1lKTjY3HgAA0OaQbLm5Y+V12ldcI4vFNrKFM+zrtcYxhRCu8Je/2NZrhYdLs2aZHQ0AAGiDSLbcXP5uWxXC3t3bK7QDC/PtGq2NWlW4SZI0Np4phLjIjh07s5fWE09IoaGmhgMAANomki03l9+0XiuFKoROvijdrRO1lQoLDNZlUX3NDgee5pFHpLIy6ZJLpNtvNzsaAADQRpFsubH6Bqs272F/rZZkH2wq+R47RH4+viZHA4+yfbu0eLHteOFCyZf7CwAAXBiSLTf29cFqna61KizYTz1jgswOx6181JRsMYUQF5VhSFOnSlar9JvfSKNGmR0RAABow0i23Jh9vdbQXiHyoeS7Q0n1CW05ukeSlEayhYvpn/+UcnOlwEDp6afNjgYAALRxJFtuzL6/1rA+TCFsbmVTYYwh4b0U2b6TydHAY9TW2jYwlmxfExPNjQcAALR5JFtu6khZnQ6W1sjHIg3pyf5aza08mC+JKYS4yBYulPbulaKjpRkzzI4GAAB4AJItN2WvQtgnroNC2lPy3a7BqeQ7+2vhIikttZV4l6TMTCk42Nx4AACARyDZclOOKYRUIXSyvmSnyuuq1TkwRD+JTDY7HHiKmTOlykpp2DDpllvMjgYAAHgIki03VNdg1da9VZKklN5MIWwuu2kK4Zi4ofKl5Dsuhs2bpb//3Xa8YIHkwz+LAADg4uBThRv66kC1auqs6hzipx7RlHxvzlHyPYEphLgIDEOaMsX29eabpREjzI4IAAB4EJItN2Rfr5XSu6MsFkq+2x2qOqZtx/bJIovGxA0xOxx4gnffldaulYKCpLlzzY4GAAB4GJItN2Rfr5WSzHqt5uwl31MikxUeFGZuMGj7Tp+W7r/fdjx9uhQba248AADA45BsuZmSE7UqOlorHx9pSC/WazWXfcA2hXAcVQhxMTz7rFRYaEuy7EkXAADARUSy5Wbyd1VKkvrFd1CHdhSAsKtvbNDHRZslSWnsr4Uf69AhW4l3SZo/X2rf3tx4AACARyLZcjOUfG/Z58Vfq7L+tMKDQpUS0cvscNDWPfigdOqUNHKkdMMNZkcDAAA8FMmWG6mrt+rLfbaRLZItZ/YqhGPiUuRj4bbFj7B+vfTGG7bjBQskitAAAAAX4VOrG9m+v0q19Ya6dPRXQmQ7s8NxK/b9tcYyhRA/htUqZWTYjidOlFK4nwAAgOuQbLmR5lMIKfl+RlHlUX114oB8LD66JpaS7/gRli2TNmyQgoOlp54yOxoAAODhSLbciL04RkpvqhA2l900hfAnkb3VJYjplbhAVVW2Eu+SNHOmFB1tbjwAAMDjkWy5iUPHanXoeK38fC0a3INkqzn7FEJKvuNHmTdPOnxYSkw8M5UQAADAhUi23ER+0xTC/gmUfG+utrFOud9skSSNJdnChTp4UHrmGdvxM89I7VgTCQAAXI9ky03k77YlWynJTJNr7rPDX6m6vkaR7TtpcHiS2eGgrXrgAammRvrZz6Rf/9rsaAAAgJcg2XIDNXVWfbmvShIl37/to6YphGmUfMeF+vRT6Z13JB8fSr0DAIBWxadXN7BtX6XqGwxFhPkrLiLQ7HDcir04xrgEphDiAjQ2nlmfdeed0qBBpoYDAAC8C8mWGzhThZCS783tryjRf04Wydfio9Gxl5odDtqipUulLVuk0FDp8cfNjgYAAHgZki2TGYbhtL8WzrBXIUyN7qewwGCTo0GbU1EhPfSQ7fiRR6TwcHPjAQAAXodky2SHjtWq5GRdU8l3EormVjZNIRwbl2JyJGiTnnhCOnJESk6W0tPNjgYAAHghki2T2Ue1BiYGq10AJd/tahrqtPqbLyVJY1mvhR9qzx5bMQxJeu45KSDA1HAAAIB3Itky2ZkphGxk3Nynh7brdEOtYjp00aAuiWaHg7Zm2jSpvl5KS5N+/nOzowEAAF6KZMtEp2sbtX1/tSTWa31bdqFtCmFafApFQ/DD5OZKH3wg+fraRrW4fwAAgElItkz05d4qNTQaiuocoG5dKfneXPYBW3GMcfFMIcQP0NBwptR7errUr5+p4QAAAO9GsmWijbvPVCFk9OaMPWWHVVB+SH4+vro6drDZ4aAtefllaccOqXNnWwVCAAAAE5FsmcQwDOU3rddKSWYKYXP2jYxHRvdXx4AOJkeDNuPkSWn2bNvxnDm2hAsAAMBEfmYH4I0arYZyN5/QkbJ6+flI/RNIKJqz76/FFEL8II89Jh0/LvXvL/3xj2ZHAwAAQLLV2j7bUabFWYd0rLxektRgle5a8B/d9YtuGjkgzNzg3MD/7d+gVYW2ZCstnv21cB7y823rszZtsn2/YIHkxz9tAADAfKZOI8zMzNSwYcMUEhKiiIgIjR8/Xrt27fre57377rvq06eP2rVrp4EDB+pf//qX03XDMDR79mxFR0crKChIo0ePVkFBgavexnn7bEeZnnjzgCPRsjtWXq8n3jygz3aUmROYmzAMQ9PWvixDkr+Pn/p1ijM7JLQFr70mffGF1Ngo/epX0ujRZkcEAAAgyeRkKy8vT+np6Vq/fr1ycnJUX1+vMWPGqLq6+pzP+fzzz3XTTTfp9ttv15YtWzR+/HiNHz9eO3bscLSZP3++XnjhBS1evFgbNmxQhw4dlJaWppqamtZ4Wy1qtBpanHXoO9v8NeuQGq1GK0XkfnIKN2tP+WFJUr21QR8XbTE5IritgwdtI1mbN9uSLbvf/952/uBB82IDAABoYjEMw20+3R89elQRERHKy8vTT3/60xbb3HDDDaqurlZWVpbj3GWXXabBgwdr8eLFMgxDMTExuu+++zRt2jRJUnl5uSIjI7V06VLdeOONZ71mbW2tamtrHd9XVFQoNjZW5eXl6tjx4hSv2LavUtNf2fu97ebd2UODkrxvg2PDMJT67hRtOmIbgfSRRUMieurz3y2kUiPOdj73hPv80wYA36miokKhoaEX9XMHAPfgVtUIy8vLJUmdv6OK2Lp16zT6W9OE0tLStG7dOknS/v37VVJS4tQmNDRUw4cPd7T5tszMTIWGhjoesbGxP/atnOVERcNFbedpcgo3OxItSbLKUP6RAuUUbjYxKritN94497osPz/bdQAAAJO5TbJltVqVkZGhkSNHasCAAedsV1JSosjISKdzkZGRKikpcVy3nztXm2+bMWOGysvLHY+ioqIf81Za1Lnj+S3YP992nsQwDD2y4X/ka3G+HX0tPnpkw//IjQZf4S4mTJA2bGj52oYNtusAAAAmc5tP9unp6dqxY4fWrl3b6j87MDBQgYGBLv0Z/ROC1TXU/6ziGM2Fh/qrf0KwS+NwRzmFm5V/5OwCJo2G1TG6NSZ+qAmRoU3w8ZGs1jNfAQAA3IRbjGxNnjxZWVlZ+uSTT9S9e/fvbBsVFaXS0lKnc6WlpYqKinJct587Vxsz+PpYdNcvun1nmz/+opt8fbxrfZJ9VMtHLb9vH1kY3ULLIiKkqChp6FBp8WLb16go23kAAAA3YGqyZRiGJk+erBUrVmj16tVKTEz83uekpqYqNzfX6VxOTo5SU1MlSYmJiYqKinJqU1FRoQ0bNjjamGXkgDA9PCFBXUP9nc6Hh/rr4QkJXrnPVp21XoWVR2VVy8mUVYaKqo6pznruEUF4qe7dpQMHbNMG//hH29cDB2znAQAA3ICp0wjT09O1bNkyffDBBwoJCXGsqQoNDVVQUJAk6dZbb1W3bt2UmZkpSZoyZYpGjRqlZ599Vtdee62WL1+u/Px8vfzyy5Iki8WijIwMPfHEE+rVq5cSExM1a9YsxcTEaPz48aa8z+ZGDgjTZf1C9dWBKp2oaFDnjn7qnxDsdSNadoG+AVr/Xy/o6Onyc7aJaB+qQN+AVowKbUbz6b8Wi/P3AAAAJjM12Vq0aJEk6corr3Q6v2TJEk2cOFGSVFhYKB+fMwNwI0aM0LJly/Twww/roYceUq9evfT+++87FdV44IEHVF1drT/84Q8qKyvT5ZdfruzsbLVr187l7+l8+PpYvLK8+7nEhoQrNiTc7DAAAACAi8qt9tlyF+x3AQAAWgufOwDP5RYFMgAAAADA05BsAQAAAIALkGwBAAAAgAuQbAEAAACAC5BsAQAAAIALkGwBAAAAgAuQbAEAAACAC5BsAQAAAIALkGwBAAAAgAuQbAEAAACAC5BsAQAAAIALkGwBAAAAgAuQbAEAAACAC5BsAQAAAIALkGwBAAAAgAuQbAEAAACAC/iZHYA7MgxDklRRUWFyJAAAwNPZP2/YP38A8BwkWy2orKyUJMXGxpocCQAA8BaVlZUKDQ01OwwAF5HF4NcoZ7FarTp8+LBCQkJksVhc8jMqKioUGxuroqIidezY0SU/oy2iX1pGv5wbfdMy+uXc6JuW0S/n5uq+MQxDlZWViomJkY8PKzwAT8LIVgt8fHzUvXv3VvlZHTt25D+1FtAvLaNfzo2+aRn9cm70Tcvol3NzZd8wogV4Jn59AgAAAAAuQLIFAAAAAC5AsmWSwMBAPfLIIwoMDDQ7FLdCv7SMfjk3+qZl9Mu50Tcto1/Ojb4BcKEokAEAAAAALsDIFgAAAAC4AMkWAAAAALgAyRYAAAAAuADJFgAAAAC4AMmWC2VmZmrYsGEKCQlRRESExo8fr127djm1qampUXp6urp06aLg4GD95je/UWlpqUkRt45FixZp0KBBjs0hU1NT9dFHHzmue2OftGTu3LmyWCzKyMhwnPPWvnn00UdlsVicHn369HFc99Z+sTt06JD++7//W126dFFQUJAGDhyo/Px8x3XDMDR79mxFR0crKChIo0ePVkFBgYkRu15CQsJZ94zFYlF6erok771nGhsbNWvWLCUmJiooKEg9evTQ448/rua1srzxfrGrrKxURkaG4uPjFRQUpBEjRmjjxo2O697cNwAuDMmWC+Xl5Sk9PV3r169XTk6O6uvrNWbMGFVXVzvaTJ06VR9++KHeffdd5eXl6fDhw7r++utNjNr1unfvrrlz52rTpk3Kz8/XVVddpeuuu05fffWVJO/sk2/buHGj/vrXv2rQoEFO5725b/r376/i4mLHY+3atY5r3twvJ0+e1MiRI+Xv76+PPvpIX3/9tZ599ll16tTJ0Wb+/Pl64YUXtHjxYm3YsEEdOnRQWlqaampqTIzctTZu3Oh0v+Tk5EiSfve730ny3ntm3rx5WrRokV566SXt3LlT8+bN0/z58/Xiiy862njj/WJ3xx13KCcnR6+//rq2b9+uMWPGaPTo0Tp06JAk7+4bABfIQKs5cuSIIcnIy8szDMMwysrKDH9/f+Pdd991tNm5c6chyVi3bp1ZYZqiU6dOxquvvkqfGIZRWVlp9OrVy8jJyTFGjRplTJkyxTAM775fHnnkEeOSSy5p8Zo394thGMb06dONyy+//JzXrVarERUVZTz99NOOc2VlZUZgYKDx1ltvtUaIbmHKlClGjx49DKvV6tX3zLXXXmtMmjTJ6dz1119vTJgwwTAM775fTp06Zfj6+hpZWVlO54cMGWLMnDnTq/sGwIVjZKsVlZeXS5I6d+4sSdq0aZPq6+s1evRoR5s+ffooLi5O69atMyXG1tbY2Kjly5erurpaqamp9Imk9PR0XXvttU59IHG/FBQUKCYmRklJSZowYYIKCwsl0S///Oc/lZKSot/97neKiIjQpZdeqldeecVxff/+/SopKXHqn9DQUA0fPtwr+keS6urq9MYbb2jSpEmyWCxefc+MGDFCubm52r17tyTpyy+/1Nq1azVu3DhJ3n2/NDQ0qLGxUe3atXM6HxQUpLVr13p13wC4cH5mB+AtrFarMjIyNHLkSA0YMECSVFJSooCAAIWFhTm1jYyMVElJiQlRtp7t27crNTVVNTU1Cg4O1ooVK9SvXz9t3brVa/tEkpYvX67Nmzc7rRGw8+b7Zfjw4Vq6dKl69+6t4uJiPfbYY7riiiu0Y8cOr+4XSdq3b58WLVqke++9Vw899JA2btyoP//5zwoICNBtt93m6IPIyEin53lL/0jS+++/r7KyMk2cOFGSd/9devDBB1VRUaE+ffrI19dXjY2NevLJJzVhwgRJ8ur7JSQkRKmpqXr88cfVt29fRUZG6q233tK6devUs2dPr+4bABeOZKuVpKena8eOHU7rTLxZ7969tXXrVpWXl+t///d/ddtttykvL8/ssExVVFSkKVOmKCcn56zfrHo7+2/dJWnQoEEaPny44uPj9c477ygoKMjEyMxntVqVkpKip556SpJ06aWXaseOHVq8eLFuu+02k6NzD3/72980btw4xcTEmB2K6d555x29+eabWrZsmfr376+tW7cqIyNDMTEx3C+SXn/9dU2aNEndunWTr6+vhgwZoptuukmbNm0yOzQAbRTTCFvB5MmTlZWVpU8++UTdu3d3nI+KilJdXZ3Kysqc2peWlioqKqqVo2xdAQEB6tmzp4YOHarMzExdcsklWrhwoVf3yaZNm3TkyBENGTJEfn5+8vPzU15enl544QX5+fkpMjLSa/vm28LCwpScnKw9e/Z49T0jSdHR0erXr5/Tub59+zqmWdr74NuV9rylfw4ePKiPP/5Yd9xxh+OcN98z999/vx588EHdeOONGjhwoG655RZNnTpVmZmZkrhfevTooby8PFVVVamoqEhffPGF6uvrlZSU5PV9A+DCkGy5kGEYmjx5slasWKHVq1crMTHR6frQoUPl7++v3Nxcx7ldu3apsLBQqamprR2uqaxWq2pra726T66++mpt375dW7dudTxSUlI0YcIEx7G39s23VVVVae/evYqOjvbqe0aSRo4cedaWErt371Z8fLwkKTExUVFRUU79U1FRoQ0bNnhF/yxZskQRERG69tprHee8+Z45deqUfHyc/+v39fWV1WqVxP1i16FDB0VHR+vkyZNauXKlrrvuOvoGwIUxu0KHJ7v77ruN0NBQY82aNUZxcbHjcerUKUebu+66y4iLizNWr15t5OfnG6mpqUZqaqqJUbvegw8+aOTl5Rn79+83tm3bZjz44IOGxWIxVq1aZRiGd/bJuTSvRmgY3ts39913n7FmzRpj//79xmeffWaMHj3a6Nq1q3HkyBHDMLy3XwzDML744gvDz8/PePLJJ42CggLjzTffNNq3b2+88cYbjjZz5841wsLCjA8++MDYtm2bcd111xmJiYnG6dOnTYzc9RobG424uDhj+vTpZ13z1nvmtttuM7p162ZkZWUZ+/fvN9577z2ja9euxgMPPOBo4633i2EYRnZ2tvHRRx8Z+/btM1atWmVccsklxvDhw426ujrDMLy7bwBcGJItF5LU4mPJkiWONqdPnzbuueceo1OnTkb79u2NX//610ZxcbF5QbeCSZMmGfHx8UZAQIARHh5uXH311Y5EyzC8s0/O5dvJlrf2zQ033GBER0cbAQEBRrdu3YwbbrjB2LNnj+O6t/aL3YcffmgMGDDACAwMNPr06WO8/PLLTtetVqsxa9YsIzIy0ggMDDSuvvpqY9euXSZF23pWrlxpSGrxvXrrPVNRUWFMmTLFiIuLM9q1a2ckJSUZM2fONGprax1tvPV+MQzDePvtt42kpCQjICDAiIqKMtLT042ysjLHdW/uGwAXxmIYzbaNBwAAAABcFKzZAgAAAAAXINkCAAAAABcg2QIAAAAAFyDZAgAAAAAXINkCAAAAABcg2QIAAAAAFyDZAgAAAAAXINkCAAAAABcg2QIAk61Zs0YWi0VlZWVmhwIAAC4iki0AHq+oqEiTJk1STEyMAgICFB8frylTpuj48eOtHsuVV16pjIwMp3MjRoxQcXGxQkNDJUlLly5VWFhYq8cGAAAuLpItAB5t3759SklJUUFBgd566y3t2bNHixcvVm5urlJTU3XixAmzQ1RAQICioqJksVjMDgUAAFxEJFsAPFp6eroCAgK0atUqjRo1SnFxcRo3bpw+/vhjHTp0SDNnzpQkWSwWvf/++07PDQsL09KlSx3fT58+XcnJyWrfvr2SkpI0a9Ys1dfXO64/+uijGjx4sF5//XUlJCQoNDRUN954oyorKyVJEydOVF5enhYuXCiLxSKLxaIDBw44TSNcs2aNfv/736u8vNzR5tFHH9WcOXM0YMCAs97f4MGDNWvWrIvfcQAA4Ecj2QLgsU6cOKGVK1fqnnvuUVBQkNO1qKgoTZgwQW+//bYMwziv1wsJCdHSpUv19ddfa+HChXrllVf0/PPPO7XZu3ev3n//fWVlZSkrK0t5eXmaO3euJGnhwoVKTU3VnXfeqeLiYhUXFys2Ntbp+SNGjNCCBQvUsWNHR5tp06Zp0qRJ2rlzpzZu3Ohou2XLFm3btk2///3vL6R7AACAi/mZHQAAuEpBQYEMw1Dfvn1bvN63b1+dPHlSR48ePa/Xe/jhhx3HCQkJmjZtmpYvX64HHnjAcd5qtWrp0qUKCQmRJN1yyy3Kzc3Vk08+qdDQUAUEBKh9+/aKiopq8WcEBAQoNDRUFovFqU1wcLDS0tK0ZMkSDRs2TJK0ZMkSjRo1SklJSecVPwAAaF2MbAHweN83chUQEHBer/P2229r5MiRioqKUnBwsB5++GEVFhY6tUlISHAkWpIUHR2tI0eO/PCgW3DnnXfqrbfeUk1Njerq6rRs2TJNmjTporw2AAC4+Ei2AHisnj17ymKxaOfOnS1e37lzp8LDwxUWFiaLxXJWUtZ8Pda6des0YcIE/fznP1dWVpa2bNmimTNnqq6uzuk5/v7+Tt9bLBZZrdaL8n5++ctfKjAwUCtWrNCHH36o+vp6/fa3v70orw0AAC4+phEC8FhdunTRNddco7/85S+aOnWq07qtkpISvfnmm0pPT5ckhYeHq7i42HG9oKBAp06dcnz/+eefKz4+3lFQQ5IOHjz4g2MKCAhQY2PjBbXx8/PTbbfdpiVLliggIEA33njjWWvRAACA+2BkC4BHe+mll1RbW6u0tDR9+umnKioqUnZ2tq655holJydr9uzZkqSrrrpKL730krZs2aL8/HzdddddTqNUvXr1UmFhoZYvX669e/fqhRde0IoVK35wPAkJCdqwYYMOHDigY8eOtTjqlZCQoKqqKuXm5urYsWNOSd8dd9yh1atXKzs7mymEAAC4OZItAB6tV69e2rhxo5KSkvRf//Vfio+P17hx45ScnKzPPvtMwcHBkqRnn31WsbGxuuKKK3TzzTdr2rRpat++veN1fvWrX2nq1KmaPHmyBg8erM8///yCSq5PmzZNvr6+6tevn8LDw89a8yXZKhLedddduuGGGxQeHq758+c7vZ8RI0aoT58+Gj58+AX0CAAAaC0W43xrHgOAh3jkkUf03HPPKScnR5dddpnZ4fwghmGoV69euueee3TvvfeaHQ4AAPgOrNkC4HUee+wxJSQkaP369frJT34iH5+2Mch/9OhRLV++XCUlJeytBQBAG8DIFgC0ERaLRV27dtXChQt18803mx0OAAD4HoxsAUAbwe/GAABoW9rG3BkAAAAAaGNItgAAAADABUi2AAAAAMAFSLYAAAAAwAVItgAAAADABUi2AAAAAMAFSLYAAAAAwAVItgAAAADABf4f2XMARb2UHgkAAAAASUVORK5CYII=", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=[7,7])\n", "plt.plot(market_supply.column(1), market_supply.column(0), marker='o')\n", - "plt.plot(market_supply.column(2), market_supply.column(0), marker='o')\n", - "plt.plot(market_supply.column(3), market_supply.column(0), marker='o')\n", + "plt.plot(market_supply.column(2), market_supply.column(0), marker='^', color=\"#049348\")\n", + "plt.plot(market_supply.column(3), market_supply.column(0), marker='*', color=\"red\")\n", "plt.xlabel('Quantity')\n", "plt.ylabel('Price')\n", "plt.title('Market Supply')\n", @@ -183,7 +181,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -259,7 +257,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 5, "metadata": { "tags": [ "remove_input" @@ -268,22 +266,20 @@ "outputs": [ { "data": { - "image/png": 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", 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444038PDwoHz58nTt2hWADRs28Mcff3Dp0iU8PT3jvq8ff/yR77//ng4dOjB27FjatWtHu3btAPj4449ZtWrVQ3vVjhw5Qr58+XB3d3/o9zBy5EjatGkTF+h69erFli1bGDlyJNWrV+fUqVMEBARQs2ZN3N3dyZUrFxUqVAAgU6ZMuLq6kj59+ng/XxERkftRUEsgT3cXFn1Y4pHO3Xs8jA9mHP/P8/7XJi/F8/73Goye7k92pzo0NJRz585RqVKlePsrVap0z23Df7t48SIDBw5k7dq1XLp0idjYWG7fvs2pU6cSVEP16tWZPHly3Pt06dI98Nxp06ZRsGBBXFxc2LdvX9xtwt27dxMWFkbmzJnjnR8eHs5ff/0FwIEDB3jnnXfiHa9YsSJr1qx5YHuPemv5wIEDdOjQId6+SpUqMW7cOMDs7Rs7diz58uXjhRdeoG7dutSvXx83N/11ExGRhNF/ORLIZrM98u3H0kE+ZPF1v2cgwT/5+bpTOsgHVxfnflapdevWXL16lXHjxpE7d248PT2pWLEiUVFRCbpOunTpKFCgwCOdu3v3bm7duoWLiwvnz58nW7ZsAISFhZEtWzbWrl17z2fu3J58HAULFmTDhg1ER0f/Z6/awwQGBnLo0CFWrVrFypUr6dSpEyNGjGDdunVPdF0REUkC27dD374wfDiUK2d1NRpM4EiuLjbeqZfjoee8XS9HkoU0Hx8fsmfPzsaNG+Pt37hxY9yzX3eeSYuNjb3nnG7dulG3bl2KFSuGp6cnV65ccVit165do02bNgwYMIA2bdrQokULwsPDAShTpgwXLlzAzc2NAgUKxHtlyZIFgCJFirB169Z419yyZctD23z99dcJCwtj0qRJ9z1+48aNuGs/7GcI4OXlRf369Rk/fjxr165l8+bN7NljPtvo4eFxz89XREScxKxZsGYNOMlIf/WoOVil4hkY2CIPU5aejdez5ufrztv1clCpeIYkradPnz4MHjyY/PnzU6pUKaZPn05wcDBz5swBwN/fHy8vL5YvX07OnDlJkyYNvr6+BAUF8c0331CuXDlCQ0Pp06ePQxepf+eddwgMDGTgwIFERkZSunRp3n33XSZOnEjNmjWpWLEiDRs2ZPjw4RQsWJBz587x888/88orr1CuXDm6d+9OmzZtKFeuHJUqVWLOnDns27fvoYMJnn76afr27Uvv3r05e/Ysr7zyCtmzZ+fo0aNMmTKFypUr0717d/r06UOTJk0oXbo0NWvWZMmSJSxcuJBVq1YBMGPGDGJjY3n66adJmzYts2fPxsvLi9y5cwPmPGrr16+nWbNmeHp6xoVLERGxyMmTcOUK2Gwwf765b948aN0aDAOyZIG//w1PcoYYISEhBmCEhITccyw8PNzYv3+/ER4e/kRtxMTajd1/hRprdl0zdv8VasTE2p/oeo9q+vTphq+vb9z72NhYY8iQIUaOHDkMd3d3o2TJksayZcvifebLL780AgMDDRcXF6Nq1aqGYRjGzp07jXLlyhlp0qQxgoKCjAULFhi5c+c2xowZE/c5wFi0aNEDa2ndurXRoEGD+x6rWrWq0b17d8MwDGPmzJlGunTpjMOHD8cd37p1q+Hu7m788ssvhmEYRmhoqNG1a1cje/bshru7uxEYGGi0aNHCOHXqVNxnPvnkEyNLliyGt7e30bp1a6Nv375GyZIl//NnNn/+fKNKlSpG+vTpjXTp0hlPPfWU8dFHHxnXr1+PO2fSpElGvnz5DHd3d6NgwYLGrFmz4o4tWrTIePrppw0fHx8jXbp0xjPPPGOsWrUq7vjmzZuNp556yvD09DSS6q9gYv0ei4ikSGYce/grET0sd/ybzawvdQsNDcXX15eQkBB8fHziHYuIiOD48ePkzZuXNGnSWFShyJPR77GIyEPMmQNt2kBMzL3H3Nxgxgxo0SLRmntY7rin+URrVURERCQ5atECihSBsmXvPbZ1K5Qpk/Q1/U2DCURERET+zcU5IpJzVCEiIiJipQsX7m5/8onZuxYQAP7+1tWEgpqIiIiI+RwamLdB33/fvOV54gTkzGllVQpqIiIiksodOQI//GBu9+tnfrXZ4O9lCq2koCYiIiKp28iRYLfDSy9BiUdbJjKpKKiJiIhI6nX+/N3bnv37W1rK/SioiYiISOo1dixERUGlSlC5stXV3ENBTURERFKnGzdg8mRz2wl700BBTRKRzWbjxx9/TBZtDxkyhFKlSj30nDZt2tCwYcMnqktERJzY5Mlw8yYULw5161pdzX0pqCWh1ad3UWJOB1af3uXQdmw220NfQ4YMeeBnT5w4gc1mIzg4OFFrql+/Pi+88MJ9j/3+++/YbDb+/PPPx77++fPnefHFFx/784509OhR2rZtS86cOfH09CRv3rw0b96c7du3J8r1HyV0iojIv4SHm7c9wRzp6SQT3P6bc1aVAhmGwcDN0zl4/TQDN0/HkUusnj9/Pu41duxYfHx84u179913Hdb2g7Rr146VK1dy5syZe45Nnz6dcuXK8dRTTyX4ulFRUQAEBATg6QTDqP9t+/btlC1blsOHDzN16lT279/PokWLKFy4ML1797a6PBGR1GvGDLh0CXLnhqZNra7mgRTUEsgwDG5FRyT4teT4FrZfOgLA9ktHWHJ8S4Kv8ajhLiAgIO7l6+uLzWaLe+/v78/o0aPjendKlSrF8uXL4z6bN29eAEqXLo3NZqNatWoAbNu2jVq1apElSxZ8fX2pWrUqO3fufOSfW7169fDz82PGnZE1fwsLC2PBggW0a9eOq1ev0rx5c3LkyEHatGkpUaIE3377bbzzq1WrRpcuXejRowdZsmShTp06wL23Pvv160fBggVJmzYt+fLl44MPPiA6OvqeuqZOnUpgYCBp06alSZMmhISEPPB7sNvtfPbZZ+TNmxcvLy9KlizJ999//8DzDcOgTZs2BAUF8fvvv/PSSy+RP39+SpUqxeDBg1m8eHHcuXv27KFGjRp4eXmROXNmOnToQFhYWNzxtWvXUqFCBdKlS0eGDBmoVKkSJ0+eZMaMGXz44Yfs3r07rsf03z9jERH5l5gYc0oOgN69wd3d2noeQouyJ9DtmEgyTH3lia/T+JePEvyZG28vIp17midqd9y4cYwaNYqpU6dSunRppk2bxssvv8y+ffsICgrijz/+oEKFCqxatYpixYrh4eEBwM2bN2ndujUTJkzAMAxGjRpF3bp1OXLkCOnTp//Pdt3c3GjVqhUzZsxgwIAB2Gw2ABYsWEBsbCzNmzcnLCyMsmXL0q9fP3x8fPj5559p2bIl+fPnp0KFCnHXmjlzJh07dmTjxo0PbC99+vTMmDGD7Nmzs2fPHtq3b0/69Onp27dv3DlHjx7lu+++Y8mSJYSGhtKuXTs6derEnDlz7nvNzz77jNmzZzNlyhSCgoJYv349b7zxBn5+flStWvWe84ODg9m3bx9z587F5T5d6hkyZADg1q1b1KlTh4oVK7Jt2zYuXbrEW2+9RZcuXZgxYwYxMTE0bNiQ9u3b8+233xIVFcUff/yBzWajadOm7N27l+XLl7Nq1SoAfH19//PPQ0QkVfv+ezh2DLJkgXbtrK7moRTUUpmRI0fSr18/mjVrBsCwYcNYs2YNY8eOZeLEifj5+QGQOXNmAgIC4j5Xo0aNeNf54osvyJAhA+vWraNevXqP1Pabb77JiBEjWLduXVxP3fTp02ncuDG+vr74+vrGuy3btWtXVqxYwXfffRcvqAUFBTF8+PCHtjVw4MC47Tx58vDuu+8yb968eEEtIiKCWbNmkSNHDgAmTJjASy+9xKhRo+J97wCRkZF8+umnrFq1iooVKwKQL18+NmzYwNSpU+8b1I4cMXtQCxcu/NBa586dG1dLunTpAPj888+pX78+w4YNw93dnZCQEOrVq0f+/PkBKFKkSNznvb29cXNzu6dmERG5D8OAoUPN7W7dIG1aa+v5DwpqCZTWzZMbby965PMNw6DGor78eeUYsYY9br+rzYWnsuTjt1eGx/UuPUrbTyI0NJRz585RqVKlePsrVarE7t27H/rZixcvMnDgQNauXculS5eIjY3l9u3bnDp16pHbL1y4MM8++yzTpk2jWrVqHD16lN9//52PPjJ7F2NjY/n000/57rvvOHv2LFFRUURGRpL2X3+JypYt+59tzZ8/n/Hjx/PXX38RFhZGTEwMPj4+8c7JlStXXEgDqFixIna7nUOHDt0Teo4ePcrt27epVatWvP1RUVGULl36vjU86q3qAwcOULJkybiQBuafyZ1aqlSpQps2bahTpw61atWiZs2aNGnShGzZsj3S9UVE5B9WrIDduyFdOujc2epq/pOeUUsgm81GOvc0j/zadH4/uy4fjRfSAGINO7suH2XT+f2PfK1HDXSO0Lp1a4KDgxk3bhybNm0iODiYzJkzxz3M/6jatWvHDz/8wM2bN5k+fTr58+eP640aMWIE48aNo1+/fqxZs4bg4GDq1KlzTxv/DDT3s3nzZlq0aEHdunVZunQpu3btYsCAAQmu9Z/uPC/2888/ExwcHPfav3//A59TK1iwIAAHDx587HbvmD59Ops3b+bZZ59l/vz5FCxYkC1btjzxdUVEUp07vWlvvw2ZMllbyyNQUHMgwzAYvHUmLtw/YLlgY/DWmQ4dAfpPPj4+ZM+e/Z5nuzZu3EjRokUB4p5Ji42Nveecbt26UbduXYoVK4anpydXrlxJcA1NmjTBxcWFuXPnMmvWLN588824ALpx40YaNGjAG2+8QcmSJcmXLx+HDx9OcBubNm0id+7cDBgwgHLlyhEUFMTJkyfvOe/UqVOcO3cu7v2WLVtwcXGhUKFC95xbtGhRPD09OXXqFAUKFIj3CgwMvG8dpUqVomjRoowaNQq73X7P8Rs3bgDmbczdu3dz69atuGMbN268p5bSpUvz3nvvsWnTJooXL87cuXMB88/s339eIiJyH5s3w7p15uCBnj2truaRKKg5UJQ9mlM3L2Pn/kHMjsHpsCtE2e8djegoffr0YdiwYcyfP59Dhw7Rv39/goOD6d69OwD+/v54eXmxfPlyLl68GDcKMigoiG+++YYDBw6wdetWWrRogZeXV4Lb9/b2pmnTprz33nucP3+eNm3axB0LCgpi5cqVbNq0iQMHDvD2229z8eLFBLcRFBTEqVOnmDdvHn/99Rfjx49n0aJ7b1enSZOG1q1bs3v3bn7//Xe6detGkyZN7vusV/r06Xn33Xfp2bMnM2fO5K+//mLnzp1MmDCBmTNn3rcOm83G9OnTOXz4MM899xy//PILx44d488//+STTz6hQYMGALRo0SKulr1797JmzRq6du1Ky5YtyZo1K8ePH+e9995j8+bNnDx5kl9//ZUjR47EPaeWJ08ejh8/TnBwMFeuXCEyMjLBPzMRkVRh2DDza8uWkDOntbU8KkOMkJAQAzBCQkLuORYeHm7s37/fCA8Pf6xrnwq9ZOy4eOSBr9M3Lz1p+Q81ffp0w9fXN+59bGysMWTIECNHjhyGu7u7UbJkSWPZsmXxPvPll18agYGBhouLi1G1alXDMAxj586dRrly5Yw0adIYQUFBxoIFC4zcuXMbY8aMifscYCxatOg/a9q0aZMBGHXr1o23/+rVq0aDBg0Mb29vw9/f3xg4cKDRqlUro0GDBnHnVK1a1ejevfs91/x323369DEyZ85seHt7G02bNjXGjBkT7+cwePBgo2TJksakSZOM7NmzG2nSpDFeffVV49q1a3HntG7dOl7bdrvdGDt2rFGoUCHD3d3d8PPzM+rUqWOsW7fuod/voUOHjFatWhnZs2c3PDw8jNy5cxvNmzc3du7cGXfOn3/+aVSvXt1IkyaNkSlTJqN9+/bGzZs3DcMwjAsXLhgNGzY0smXLFvf5QYMGGbGxsYZhGEZERITRuHFjI0OGDAZgTJ8+/Z4anvT3WEQk2du3zzDAMGw2wzhwwNJSHpY7/s1mGEl0382JhYaG4uvrS0hIyD0PnEdERHD8+HHy5s1LmjRPNjWGiFX0eywiqV6bNjBzJrzyCixcaGkpD8sd/6ZbnyIiIpKynT4Nd+bI7NfP2loSSEFNREREUrbRo83VCKpXh6eftrqaBFFQExERkZTr6lX44gtzu39/a2t5DApqIiIiknJ9/jncvg2lS8O/Ji1PDhTUREREJGW6dQvGjze3+/cHCyeOf1wKaiIiIpIyffUVXLsG+fND48ZWV/NYFNREREQk5YmKglGjzO2+fcHV1dp6HpOCmoiIiKQ8335rTssREACtWlldzWNTUBMREZGUxW6H4cPN7R49IBlP9K2gJonGZrPx448/Wl2GiIikdkuXwv794OMD77xjdTVPREEtKW3fDjVqmF8dyGazPfQ1ZMiQB372xIkT2Gw2goODHVLbhQsX6Nq1K/ny5cPT05PAwEDq16/P6tWrE+X6M2bMIEOGDIlyLRERSYYMAz77zNzu1Al8fa2t5wm5WV1AqjJrFqxZA998A+XKOayZ8+fPx23Pnz+fQYMGcejQobh93t7eDmv7YU6cOEGlSpXIkCEDI0aMoESJEkRHR7NixQo6d+7MwYMHLalLRERSkN9/hy1bwNMTune3uponph61hDIMc16WR30dOAAbNsDGjTBvnnmNb78132/YYB5/1GsZxiOVGBAQEPfy9fXFZrPFvff392f06NHkzJkTT09PSpUqxfLly+M+mzdvXgBKly6NzWajWrVqAGzbto1atWqRJUsWfH19qVq1Kjt37kzQj65Tp07YbDb++OMPGjduTMGCBSlWrBi9evViy5YtceedOnWKBg0a4O3tjY+PD02aNOHixYtxx3fv3k316tVJnz49Pj4+lC1blu3bt7N27Vratm1LSEjII/UeiohICjR0qPm1bVtzIEEypx61hLp9G560R+ryZahcOeGfCwuDdOmeqOlx48YxatQopk6dSunSpZk2bRovv/wy+/btIygoiD/++IMKFSqwatUqihUrhoeHBwA3b96kdevWTJgwAcMwGDVqFHXr1uXIkSOkT5/+P9u9du0ay5cv55NPPiHdfb6HO7cr7XZ7XEhbt24dMTExdO7cmaZNm7J27VoAWrRoQenSpZk8eTKurq4EBwfj7u7Os88+y9ixY+P1IFrVeygiIhbYvRuWLQMXF3j3XaurSRRO06M2dOhQbDYbPXr0iNsXERFB586dyZw5M97e3jRu3DhezwqYvS8vvfQSadOmxd/fnz59+hATE5PE1ScfI0eOpF+/fjRr1oxChQoxbNgwSpUqxdixYwHw8/MDIHPmzAQEBJApUyYAatSowRtvvEHhwoUpUqQIX3zxBbdv32bdunWP1O7Ro0cxDIPChQs/9LzVq1ezZ88e5s6dS9myZXn66aeZNWsW69atY9u2bYD5Z16zZk0KFy5MUFAQr732GiVLlsTDw+OeHkQFNRGRVGTYMPNrkybmJLcpgFMEtW3btjF16lSeeuqpePt79uzJkiVLWLBgAevWrePcuXM0atQo7nhsbCwvvfQSUVFRbNq0iZkzZzJjxgwGDRrkuGLTpjV7thLy2rDh/tfasCFh10mb9olKDw0N5dy5c1SqVCne/kqVKnHgwIGHfvbixYu0b9+eoKAgfH198fHxISwsjFOnTj1S28Yj3rY9cOAAgYGBBAYGxu0rWrQoGTJkiKuxV69evPXWW9SsWZOhQ4fy119/PdK1RUQkBTt2DObPN7f79bO2lkRkeVALCwujRYsWfPnll2TMmDFuf0hICF9//TWjR4+mRo0alC1blunTp7Np06a455l+/fVX9u/fz+zZsylVqhQvvvgi//vf/5g4cSJRUVGOKdhmM28/JuTl5WV+1sUl/lcvr4Rdx8I1ylq3bk1wcDDjxo1j06ZNBAcHkzlz5kf+OQcFBWGz2RJlwMCQIUPYt28fL730Er/99htFixZl0aJFT3xdERFJxkaNMudPq1MHSpWyuppEY3lQ69y5My+99BI1a9aMt3/Hjh1ER0fH21+4cGFy5crF5s2bAdi8eTMlSpQga9ascefUqVOH0NBQ9u3b98A2IyMjCQ0NjfdyKH9/84HGsmVhyhTza0CAuT8J+fj4kD17djZu3Bhv/8aNGylatChA3DNpsbGx95zTrVs36tatS7FixfD09OTKlSuP3HamTJmoU6cOEydO5NatW/ccv3HjBgBFihTh9OnTnD59Ou7Y/v37uXHjRlyNAAULFqRnz578+uuvNGrUiOnTp8fV/+/aRUQkhbt4EaZNM7f797e2lkRmaVCbN28eO3fu5LM78538w4ULF/Dw8LhnTqysWbNy4cKFuHP+GdLuHL9z7EE+++wzfH19417/vM3mEDlzwokTsHUrvP22+fXECXN/EuvTpw/Dhg1j/vz5HDp0iP79+xMcHEz3v4cw+/v74+XlxfLly7l48SIhISGA2SP2zTffcODAAbZu3UqLFi3wutNT+IgmTpxIbGwsFSpU4IcffuDIkSMcOHCA8ePHU7FiRQBq1qxJiRIlaNGiBTt37uSPP/6gVatWVK1alXLlyhEeHk6XLl1Yu3YtJ0+eZOPGjWzbto0iRYoAkCdPHsLCwli9ejVXrlzh9u3bifjTExERpzR+PEREwNNPQ9WqVleTqCwLaqdPn6Z79+7MmTOHNEm8tMN7771HSEhI3OufvTcO4+l599alzWa+t0C3bt3o1asXvXv3pkSJEixfvpyffvqJoKAgANzc3Bg/fjxTp04le/bsNGjQAICvv/6a69evU6ZMGVq2bEm3bt3wT2CPYL58+di5cyfVq1end+/eFC9enFq1arF69WomT54MmJP1Ll68mIwZM1KlShVq1qxJvnz5mP/3cweurq5cvXqVVq1aUbBgQZo0acKLL77Ihx9+CMCzzz7LO++8Q9OmTfHz82P4nSVEREQkZQoNhYkTze3+/S19TMgRbMajPuWdyH788UdeeeUVXP+xmn1sbCw2mw0XFxdWrFhBzZo1uX79erxetdy5c9OjRw969uzJoEGD+Omnn+LNon/8+PG4QFC6dOlHqiU0NBRfX19CQkLw8fGJdywiIoLjx4+TN2/eJA+UIolFv8cikmKNGAF9+0LhwrBv393nwJ3Yw3LHv1n23Tz//PPs2bOH4ODguFe5cuVo0aJF3La7u3u8pYUOHTrEqVOn4m6TVaxYkT179nDp0qW4c1auXImPj0+855lEREQkBYqIgNGjze1+/ZJFSEsoyya8TZ8+PcWLF4+3L126dGTOnDluf7t27ejVqxeZMmXCx8eHrl27UrFiRZ555hkAateuTdGiRWnZsiXDhw/nwoULDBw4kM6dO+Np0a1FERERSSLffAMXLpjPfL/+utXVOIRTr0wwZswYXFxcaNy4MZGRkdSpU4dJkybFHXd1dWXp0qV07NiRihUrki5dOlq3bs1HH31kYdUiIiLicLGxcOc55N694e9ZC1Iay55RcyZ6Rk1SOv0ei0iKs2CBuQJBxoxw6tSTL++YhJLFM2rJjfKsJGf6/RWRFMUw7i4X1bVrsgppCaWg9h/ujEp12EoHIkngzu/vP0dZi4gkW6tXw44d5go/XbtaXY1DOfUzas7Azc2NtGnTcvnyZdzd3XFJgSNKJGWz2+1cvnyZtGnT4uamv/IikgIMHWp+bd8esmSxthYH07/a/8Fms5EtWzaOHz/OyZMnrS5H5LG4uLiQK1cubClsIkgRSYW2bTN71NzcoFcvq6txOAW1R+Dh4UFQUJBuf0qy5eHhod5gEUkZ7jyb9vrrkDu3tbUkAQW1R+Ti4qLRciIiIlY6dAgWLjS3+/a1tpYkov/FFhERkeRhxAhzxOfLL0OxYg5pYvXpXZSY04HVp3c55PoJpaAmIiIizu/sWZg1y9zu188hTRiGwcDN0zl4/TQDN093iqmNFNRERETE+Y0dC9HR8Nxz8OyzDmli5amdbL90BIDtl46w8tROh7STEApqIiIi4tyuX4cpU8zt/v0d0oRhGAzeOpM7Y+NtwOCtMy3vVVNQExEREec2aRKEhUGJEvDiiw5p4k5v2p1YZuAcvWoKaiIiIuK8bt+GcePM7f79wQHzQf67N+0OV5uL5b1qCmoiIiLivKZPh8uXIU8ecxF2B/h3b9odsYbd8l41BTURERFxTtHR5pQcAH36mKsRJLI7vWkP4oLN0l41BTURERFxTt99BydPgp8ftG3rkCai7NGcvHnpgcftGJwOu0KUPdoh7f8XrUwgIiIizscw7i4X1b07eHk5pBlPVw/aF6vLp9u/JZe3H/NfHICLzTXeOf5pffF09XBI+/9FQU1EREScz7JlsGcPeHtDp04OayYyNooZB34FYECFFpTLWshhbT0O3foUERER5zN0qPn1nXcgY0aHNTP30BrO3bpK9nSZaVGousPaeVwKaiIiIuJcNm6E338HDw/o2dNhzcTaYxm183sAepR6xbLbmw+joCYiIiLO5c6zaa1aQfbsDmvmp+NbOHTjDBk8vXmrmGMm0n1SCmoiIiLiPPbuhSVLzIlt+/RxWDOGYTB8x3cAdCpRn/QeaR3W1pNQUBMRERHnMXy4+bVxYyhY0GHNrD27m+2XDuPl5kmXki87rJ0npaAmIiIizuHkSZg719zu18+hTd3pTWtbpDZ+Xhkc2taTUFATERER5zBqFMTGwvPPQ7lyDmtmx6UjrDq9C1ebCz1LN3ZYO4lBQU1ERESsd/kyfPWVud2/v0ObujPSs0lQVfL4ZHVoW09KQU1ERESs9/nnEB4OZcuaPWoOcuTGWX74awMAfcq85rB2EouCmoiIiFgrLAwmTDC3+/c3R3w6yOhdP2A37NTNXYESWfI6rJ3EoqAmIiIi1vryS7h+HYKC4JVXHNbM+VvXmHVgJQB9yjp/bxooqImIiIiVoqLMQQQAffuCq+vDz38C43cvIsoew7PZilI5e3GHtZOYFNRERETEOnPmwNmzkC0btGzpsGZuRIYxdc/PAPQt08Rh7SQ2BTURERGxht1+d7moXr3A09NhTU3d8zM3o8MplikPL+Yp77B2EpuCmoiIiFhj8WI4dAh8faFDB4c1Ex4TyfjdPwLms2kutuQTf5JPpSIiIpJyGAYMHWpud+4MPj4Oa2rWwVVcCr9BrvT+NClQxWHtOIKCmoiIiCS9devgjz8gTRro1s1hzcTYYxn99wS3PUs1wt3VzWFtOYKCmoiIiCS9O71pb74JWR23OsAPR3/nWOgFsqTx4c2idRzWjqMoqImIiEjS2rULVqwwp+J4912HNWMYBsN3LgCgS8kGpHVP47C2HEVBTURERJLWnZGeTZtCXsetDvDrqR38eeUY6dzT0LFEfYe140gKaiIiIpJ0jh6FBWYvF/36ObSp4Tu+A6B9sbpkSpPeoW05ioKaiIiIJJ2RI8350+rWhaeeclgzm88fYP25Pbi7uNG9VEOHteNoCmoiIiKSNM6fh+nTzW0H96aN/PvZtBaFapDT28+hbTmSgpqIiIgkjXHjzLU9K1aE555zWDMHrp3ip+ObsWGjd5lXHdZOUlBQExEREccLCYHJk83t/v3BZnNYUyP/njetQb6KFM4Y6LB2koKCmoiIiDjelCkQGgpFi0K9eg5r5vTNy8w9/BsA75Z5zWHtJBUFNREREXGsiAgYM8bc7tcPXBwXP8YGLyTGHku1HCV5OqCww9pJKgpqIiIi4lgzZ8LFixAYCM2bO6yZq+GhfLVvGQB9yyb/3jRQUBMRERFH2rIFevQwt999F9zdHdbUpD1LuB0TSSm//NQMLOOwdpKSgpqIiIg4zocfmrc+06SBdu0c1syt6Ag+370YgL5lmmBz4GCFpJS8lpAXERER53fyJFy5Ym6vWmV+dXWFQ4fAMCBLFsidO1Gb/Hr/cq5F3iS/bzYa5a+UqNe2koKaiIiIJK48ee7dd/s2lC17971hJFpz0bExjN21EIBepV/F1cU10a5tNd36FBERkcQ1eza4/asv6E4wc3MzjyeieUfWcjrsMlnTZqRV4ZqJem2rKaiJiIhI4nr9dahW7f7Htm6FFi0SrSm7YY9bLqp7yYakcfNItGs7AwU1ERERSVzz5t19Nu3OQ/0Omjvt5xN/sP/aKXw80tKh+EsOacNKCmoiIiKSeM6ehc6dzW1vbyhXzlyVoGxZCAgAf/9Ea8owDIZtnw/AO8Xr4euZLtGu7Sw0mEBEREQSh2GYU3Bcv24Gs7VrIV06s1etQwdzQXZPz0RrbsO5vWy9eBBPV3e6lmyQaNd1JgpqIiIikjimToUVK8wwNmuW2aN2h82WqCENYPjO7wBoXaQWAekyJeq1nYVufYqIiMiTO3oUevc2tz/7zFx83YF2XznG8pPbcbG50Kt0Y4e2ZSUFNREREXkysbHQurU5V1rVqtC9u8ObHLnDHOn5aoHK5PfN7vD2rKKgJiIiIk9m5EjYtAnSp4cZMxw2wvOOYyHn+e7oegDeLZMyFl9/EAU1EREReXx//gmDBpnbY8fef1WCRDYmeCF2w07tXGUp7VfA4e1ZSUFNREREHk9kJLRsaY7mrF8f2rZ1eJMXb19nxv5fAXPx9ZROQU1EREQez4cfmj1qWbLAl1/endzWgT7fvZiI2CgqZC1ElRwlHN6e1RTUREREJOE2b4Zhw8ztKVMga1aHNxkadYvJe5YC0LdsE2xJEAytpqAmIiIiCXPrFrRqBXY7vPEGNE6a6TG+3LuMkKhbFM4YSP28zyRJm1ZTUBMREZGE6dvXnDctRw6YMCFJmoyIiWJs8ELAHOnpYksdESZ1fJciIiKSOH79FSZNMrenT4cMGZKk2dmHVnPh9nVyemehecFqSdKmM1BQExERkUdz/Tq8+aa53bkz1KqVJM3G2mMZvfMHALqXaoSHq3uStOsMFNRERETk0XTtCmfPQlDQ3YEESeDHY5s4EnKWjJ7evFX0hSRr1xkoqImIiMh/+/57mDPHXHVg1ixIly5JmjUMg+F/LxfV+amX8fbwSpJ2nYWCmoiIiDzchQvwzjvmdv/+8EzSjbj87UwwOy8fwcvNk85PvZxk7ToLBTURERF5MMOA9u3h6lUoWRIGD07S5ofv+A6AdkVfIIuXb5K27QwU1EREROTBpk+HpUvBwwO++cb8mkS2XTzEb2eCcXNxpUepV5KsXWeioCYiIiL3d/w4dO9ubv/vf1AiaZdsGrnTfDatWVA1cvs4fuUDZ6SgJiIiIvey281F1sPCoFIl6N07SZs/dP0Mi/7aBJgT3KZWCmoiIiJyr3HjYN06c3TnzJng6pqkzY/a9T0GBvXyPE2xzLmTtG1noqAmIiIi8e3fD++9Z26PGgX58ydp82fDrjD74GoA+pRtkqRtOxsFNREREbkrOhpatoTISHjhBejQIclLGL/7R6LtMVTOXpxnsxVN8vadiYKaiIiI3PXJJ7BzJ2TMCF9/DTZbkjZ/PeImX+z9BYC+qfjZtDsU1ERERMS0bRt8/LG5PWkSZM+e5CVM2buUsOhwimfOwwu5yyd5+85GQU1EREQgPBxatYLYWGjaFJo1S/ISbkdHMGH3YgD6lmmCLYl785yRgpqIiIjA++/DwYOQLRtMnGhJCTMOrORyeAh50mfltaAqltTgbBTUREREUrs1a2DsWHP7q68gc+YkLyE6NobRu74HoGfpxri5JO10IM5KQU1ERCQ1Cw2FNm3M7Q4doG5dS8pYcHQ9J29ews/LlzZFallSgzNSUBMREUnNevSAU6cgXz5zzjQLGIbBiL+Xi+pasgFp3dNYUoczUlATERFJrX76yVx03WaDGTPA29uSMpaf3MbeqyfwdvfineL1LKnBWSmoiYiIpEaXL0P79ub2u+/Cc89ZVsrwv3vTOhSvS8Y06S2rwxkpqImIiKQ2hgFvvw2XLkHx4vDRR5aVsvH8Pjac24uHixvdS75iWR3OSkFNREQktZk9GxYtAjc3mDUL0lj3TNjIHWZv2huFa5LdO+lHmzo7BTUREZHU5PRp6NrV3B4yBEqXtqyUvVdPsPTEVmzY6F26sWV1ODMFNRERkdTCboe2bSEkBJ5+Gvr1s7SckTvNedNeyf8sBTPmtLQWZ6WgJiIiklpMmgSrV4OXl3nL083NslJOhl5k3uE1ALyrxdcfSEFNREQkNTh8GPr2NbeHD4eCBS0tZ2zwImINOzVylqJ81kKW1uLMFNRERERSupgYc8H18HCoWRM6dbK0nCvhIXy9fzkAfcs2sbQWZ6egJiIiktINGwZbt4KvL0ybBi7W/ud/4p8/ER4TSRm/IGrkLGVpLc5OQU1ERCQl27XLHN0JMGECBAZaWk5YVDgT//wJgL5lX8Nms1laj7NTUBMREUmpIiLMW54xMdCoEbzxhtUV8dX+5VyPDCPINwcN8z1rdTlOT0FNREQkpRo0CPbuBX9/mDLFXNPTQlGx0Yzd9QMAvcu8iquLq6X1JAcKaiIiIinRhg0wcqS5/eWX4OdnbT3A3ENrOHvrKtnSZuKNwjWsLidZUFATERFJaW7eNG95GoY5we3LL1tdEXbDzsi/F1/vXuoVPF09LK4oeVBQExERSWnefReOH4fcuWHsWKurAeCnY5s5dOMMvh7paF/8RavLSTYU1ERERFKSZcvgiy/M7enTwcfH2noAwzAY/ndvWscS9fDxSGdxRcmHgpqIiEhKcfUqtGtnbvfoAdWrW1rOHevP7mHbxUOkcfWgS8kGVpeTrFga1CZPnsxTTz2Fj48PPj4+VKxYkWXLlsUdj4iIoHPnzmTOnBlvb28aN27MxYsX413j1KlTvPTSS6RNmxZ/f3/69OlDTExMUn8rIiIi1uvcGc6fh8KF4dNPra4GgNWnd9Fg6WAA2hStTda0GS2uKHmxNKjlzJmToUOHsmPHDrZv306NGjVo0KAB+/btA6Bnz54sWbKEBQsWsG7dOs6dO0ejRo3iPh8bG8tLL71EVFQUmzZtYubMmcyYMYNBgwZZ9S2JiIhYY948mD8fXF3hm2/MhdctZhgGPddP4VZMBAA9SzX6j0/Iv9kMwzCsLuKfMmXKxIgRI3j11Vfx8/Nj7ty5vPrqqwAcPHiQIkWKsHnzZp555hmWLVtGvXr1OHfuHFmzZgVgypQp9OvXj8uXL+Ph8WgjSkJDQ/H19SUkJAQfJ7iXLyIikiDnzkHx4nD9OgwefHclAov9enIHLy0ZGPf+5/ofUzt3WQsrcg4JyR1O84xabGws8+bN49atW1SsWJEdO3YQHR1NzZo1484pXLgwuXLlYvPmzQBs3ryZEiVKxIU0gDp16hAaGhrXK3c/kZGRhIaGxnuJiIgkS4ZhPpd2/TqULQsDBlhdEWD2pvXb9FXcexebjcFbZ+Jk/UNOz/KgtmfPHry9vfH09OSdd95h0aJFFC1alAsXLuDh4UGGDBninZ81a1YuXLgAwIULF+KFtDvH7xx7kM8++wxfX9+4V6DF656JiIg8ti+/hOXLwdPTvOXp7m51RQCsOLWdvVdPxL23GwbbLx1h5amd1hWVDFke1AoVKkRwcDBbt26lY8eOtG7dmv379zu0zffee4+QkJC41+nTpx3anoiIiEP89Rf06mVuf/YZFClibT1/MwyDTmsm3LPf1eaiXrUEcrO6AA8PDwoUKABA2bJl2bZtG+PGjaNp06ZERUVx48aNeL1qFy9eJCAgAICAgAD++OOPeNe7Myr0zjn34+npiaenZyJ/JyIiIkkoNhZat4Zbt6BqVeje3eqK4ny9bzmnwy7fsz/WsMf1qulZtUdjeY/av9ntdiIjIylbtizu7u6sXr067tihQ4c4deoUFStWBKBixYrs2bOHS5cuxZ2zcuVKfHx8KFq0aJLXLiIikmRGj4aNGyF9epgxA1yc4z/pUTHR9N4w9YHHXdCzaglhaY/ae++9x4svvkiuXLm4efMmc+fOZe3ataxYsQJfX1/atWtHr169yJQpEz4+PnTt2pWKFSvyzDPPAFC7dm2KFi1Ky5YtGT58OBcuXGDgwIF07txZPWYiIpJy7dkDA/8eTTl2LOTJY2U18Xyy/Vtux0Q+8Lgdg9NhV4iyR2u9z0dgaVC7dOkSrVq14vz58/j6+vLUU0+xYsUKatWqBcCYMWNwcXGhcePGREZGUqdOHSZNmhT3eVdXV5YuXUrHjh2pWLEi6dKlo3Xr1nz00UdWfUsiIiKOs327uY7nuXMQFQX165uLrjuJ7RcPM2zHfAD+90xraucqd9/z/NP6KqQ9IqebR80KmkdNRESShW7dYMLfD+lnyQJ798K/Zj+wSnhMJE/P78qB66d5rUAV5tTpj81ms7osp5SQ3GH5YAIRERF5iJMn4coVsNlg9uy7+/v2hTNnICICcue2rr6/fbB5JgeunyYgbUYmVO2skJZIFNRERESc2YOeP+vb9+62xTfH1p35k3G7FwHwRY0eZPbS3anE4hxDREREROT+Zs8Gtwf0q7i5xe9ls0Bo1C3arR4FQLuiL/BingqW1pPSqEdNRETEmVWrBjlzwokT9x7buhXKlEnqiuLp/fsXnLx5ibw+AYyo3N7SWlIi9aiJiIg4qxMnoEqVuyHtznNfTjJn2tLjW5hx4Fds2JhWszfpPdJaXVKK4xx/0iIiIhLfoUPw3HNw7Jg5WMDPD8qVgylTzMXXAwLA39+y8i6H3+Dt38YB0LN0IypnL25ZLSmZbn2KiIg4mz//hFq14NIlc/3OVasgc2bw8DB71Tp0MOdRs2hyd8Mw6Lzmcy6F36BYptx8+HQrS+pIDRTUREREnMm2bVCnDly/DqVLw4oVZm/aP9lsloU0gLmH17Do2EbcXFyZXutd0rhp8lpH0a1PERERZ7FhAzz/vBnSKlaE3367N6RZ7EzYZbqvM1cJ+qB8C0r7FbC4opRNQU1ERMQZrFwJtWvDzZtQvTr8+itkyGB1VfHYDTtvrR5DSNQtymctRN+yTawuKcVTUBMREbHaTz9BvXoQHg5168LPP4O3t9VV3WPKnp9ZfXoXXm6eTK/5Lm4urlaXlOIpqImIiFhp3jxo1MgcHNC4MSxaBF5eVld1jyM3ztJ/09cAfFqxLYUy5rS4otRBQU1ERMQq06bB669DbCy88YYZ2jyc78H8GHssbVeOJDwmkho5S9HpqfpWl5RqKKiJiIhY4fPPoV07c53Ot9+GmTMfvFSUxUbuXMDWiwfx8UjLV8/3wsWm+JBU9JMWERFJasOGQdeu5navXjB5stOsNvBvwZf/4qM/5gAwtkpHAtM71yjUlM45fytERERSIsOADz6A/v3N94MGwciRd5eGcjKRsVG0WTmSaHsMDfM9yxuFnre6pFTHOftYRUREUhrDgN69YcwY8/2wYdC3r7U1/YchW79h37UT+Hn5Mql6V2xOGihTMgU1ERERR4uNhU6d4IsvzPeffw6dO1tb03/YcG4vo3b+AMCU6t3x88pgbUGplIKaiIiII8XEQJs2MGeO+Rza11+b751YWFQ47VaNwsCgVeFavJyvotUlpVoKaiIiIo4SGQnNm5tzo7m5wezZ0LSp1VX9p74bv+JY6AVypfdn9HNvW11OqqagJiIi4gjh4eZEtsuXmwuoL1gA9Z1//rHlJ7fx5b5fAPjq+Z74eqazuKLUTUFNREQksd28CS+/DGvXQtq0sHgx1KxpdVX/6VrETTqsHgtA15INqJ6zlKX1iIKaiIhI4rp+3Vyvc8sW8PEx1+2sXNnqqh5Jt3UTOX/7GoUy5OSTim2tLkdQUBMREUk8ly9D7doQHAyZMsGKFVCunNVVPZLvjqxj/pF1uNpcmFbrXbzcPK0uSVBQExERSRxnz5q3Nw8ehKxZYeVKKFHC6qoeybmwq3RdOxGA98o1o0LWQhZXJHcoqImIiDypEyfg+efh2DHImRNWr4aCBa2u6pEYhsHba8ZyLfImpf0K8H655laXJP+gJaRERESexOHD8NxzZkjLlw9+/z3ZhDSAr/YtY/nJ7Xi6ujO95ru4u6oPx5koqImIiDyuPXugShU4cwaKFDFDWp48Vlf1yI6FnKfPxi8B+N8zbSiWObfFFcm/KaiJiIg8ju3boVo1uHgRSpWCdesge3arq3pksfZY3lw1ilvRETyXvTjdSzW0uiS5DwU1ERGRhNqwAWrUgGvX4JlnYM0a8POzuqoEGRu8iI3n9+Ht7sXXNXvjYlMkcEb6UxEREUmIlSvNKThu3jR71H79FTJksLqqBNl79QSDtswEYNRzb5PXJ8DiiuRBFNREREQe1ZIlUK+euTzUiy/CL79A+vRWV5UgUbHRtFk5gih7DHVzV6BtkdpWlyQPoaAmIiLyKObPN9fujIoyvy5aBF5eVleVYB9vm8vuK8fInMaHqTW6Y7PZrC5JHkJBTURE5L9Mnw6vvw4xMfDGG2Zo80x+M/dvuXCAYTu+A2BitS4EpMtkcUXyXxTUREREHmbiRHjzTbDboUMHmDkT3JLfXGO3oyN4c+Uo7Iad5gWr07jAc1aXJI9AQU1ERORBhg2DLl3M7Z49YcoUcEme/+l8b9M0joScJUe6zIyr0tHqcuQRJc/fNhEREUcyDPjgA+jf33z/wQcwahQk0+e5Vp/exaQ9SwD48vmeZEyTvAZApGbJr+9WRETEkQwDeveGMWPM90OHQr9+1tb0BG5EhvHW6tEAvFOiHrVylbW4IkkIBTUREZE77Hbo2BG++MJ8P2HC3VufyVSP9VM4E3aFAr7ZGfpsO6vLkQRSUBMREQFzRGfbtjB7tvkc2ldfme+TsUV/bWTOodW42Fz4umZv0rmnsbokSSAFNRERkagoaN4cFi40R3TOng1Nm1pd1RO5ePs6ndaMB6BPmdd4NltRiyuSx6HBBCIikjpt326u17lhAzRsaIY0Dw/44YdkH9IMw6DjmvFciQilROa8fFDhdatLksekHjUREUmdZs0yF1Nv1gzOnoW0aWHxYqhZ0+rKntisg6tYcnwL7i5uzKjVB09XD6tLksekoCYiIqnHyZNw5Yo5zca335r77oS08eMhKMja+hLBydCL9Fw/GYAPn27JU1nyWlyRPAkFNRERST3y5Ln//tu34a23zG3DSLJyEpvdsNNu9WhuRodTMaAovUo3trokeUJ6Rk1ERFKPb7558MoCdwYRJGOf//kT687+SVo3T6bV7I2ri6vVJckTUo+aiIikDqGhsGyZOVfa/WzdCmXKJG1NiejAtVMM2DQdgOGV21MgQ3aLK5LEoKAmIiIp3x9/mNNvHDtm9qjZ7fd+TcaiY2Nou2okEbFR1M5Vlg7F6lpdkiQS3foUEZGUy26H4cOhUiUzpOXObU6/ERAAZcuai6yXLWu+9/e3utrHNmzHfHZcOkIGT2++qNEDWzJdk1TupR41ERFJmS5cgFatYOVK8/1rr5lLQ2XIAC++aM6ZZrNBhw7mhLeenpaW+7i2XzzMJ9vNEawTqnYmh3cWiyuSxKQeNRERSXlWrICSJc2Q5uVlBrT5882QBmYou9PrZLMl25AWHhPJm6tGEmOP5dUCz9E0qKrVJUkiU1ATEZGUIyoK+vSBF16AS5egRAlzBYL27e8GsxRk0JZZHLh+moC0GZlQtbNueaZAuvUpIiIpw9Gj5oCB7dvN9507w4gRZo9aCrTuzJ+MC14EwNQaPcji5WtxReIICmoiIpL8zZ4NHTtCWBhkzAjTppnrd6ZQoVG3aLd6FAYGbxZ9gbp5KlhdkjiIgpqIiCRfN29Cly7mup0AVaqYoS0w0Nq6HOzdDV9y8uYl8qTPysjK7a0uRxxIQU1ERJKnHTvMW51HjphzoQ0eDAMGgGvKnY1/9eldvLV6NGfCrmDDxrSavUnvkdbqssSBFNRERCR5sdth7Fjo3x+io83eszlz4LnnrK7MoQzDoN/GrzgTdgWA7iUb8lyOEhZXJY6moCYiIsnHpUvQpo25FBTAK6/AV19BpkyWlpUUfj21g91XjsW9r5rzKQurkaSi6TlERCR5WLXKnBtt2TJIkwYmTzZXGUgFIc1ut9Nu1ai49y42G59sm4thGBZWJUlBQU1ERJxbdLR5m7N2bXO1gaJFYds2eOedFDk32r/ZDTsNfh7MxfAb/9hnsP3SEVae2mldYZIkFNRERMR5HT9uPns2bBgYBrz9thnSihe3urIkEWOPpc3KkSw/uf2eY642FwZvnaletRROQU1ERJzTvHlQqhRs3Wou/fT99+Yi6mlTxyjHyNgomi//lG8Pr7nv8VjDrl61VEBBTUREnMutW/Dmm+bUG6GhUKkSBAdD48ZWV5ZkwmMiafzz//jx2CZswINu8LpgU69aCqegJiIiziM4GMqWhenTzefPPvgA1q6F3LmtrizJ3Iy6Tf0lg1hxajterh74enrzoBhmx+B02BWi7NFJWqMkHU3PISIi1jMMmDDBXFA9Kgpy5DBXGKhWzerKktT1iJvUXzKIrRcPkt7di5/qf0Tu9Fm5HB7ywM/4p/XF09UjCauUpKSgJiIi1rpyBdq2haVLzff165trdWbJYm1dSexy+A1eXDyA3VeOkckzPT+//DHlshYEIDC9n8XViVV061NERKyzZo05N9rSpeDpafaqLV6c6kLaubCrPL+wL7uvHMPfKwOrXhkWF9IkdVOPmoiIJL2YGBgyBD791LztWbiwOcqzZEmrK0tyJ0IvUufH/hwLvUBO7yysaPAZBTPmtLoscRIKaiIikrROnIDXX4fNm833b71lrt2ZLp2VVVni8PUz1Fn8HmfCrpDPJ4AVDYeSxyer1WWJE1FQExGRpLNgAbRvDyEh4OMDX3wBTZtaXZUl9lw5zos/DeDi7esUzhjI8gafksM7dd3ylf+moCYiIo53+zb06AFffmm+f+YZmDsX8ua1tCyrbL94mJd+Gsi1yJuUzJKPZQ0+wc8rg9VliRPSYAIREXGsPXugXDkzpNls8P77sH59qg1pG87tpfaP/bkWeZMKWQuxsuFQhTR5IPWoiYiIYxgGTJ4MvXpBZCRkywbffAPPP291ZZZZfXoXjX7+kNsxkVTJXoIf6w0hvUfqWBJLHs9j9ah99NFH3L59+5794eHhfPTRR09clIiIJHPXrkGjRtC5sxnS6taF3btTdUhbenwLDZYO5nZMJHVylWNJ/Y8U0uQ/2YzHWCDM1dWV8+fP4+/vH2//1atX8ff3JzY2NtEKTAqhoaH4+voSEhKCj4+P1eWIiCQ/27dD374wfLj5PFqLFnDmDLi7m/u6dzdve6ZSC46sp9XK4cTYY2mY71lm1+mn1QRSsYTkjse69WkYBrb7/IXbvXs3mTJlepxLiohIcjZrljl5befOZmiz2yEoyJwbrUwZq6uz1Iz9v/L2mnHYDTvNC1ZnWs3euLm4Wl2WJBMJCmoZM2bEZrNhs9koWLBgvLAWGxtLWFgY77zzTqIXKSIiTujkSXP5J5vNHMEJ8Mcf5td69WDYMCha1Lr6nMCkP5fQff0kANoVfYGJ1brgqpAmCZCgW58zZ87EMAzefPNNxo4di6+vb9wxDw8P8uTJQ8WKFR1SqCPp1qeIyGN4lFuZCX+6JsUYuXMB722aBkC3kg0ZWbnDfe9GSerjsFufrVu3BiBv3rxUqlQJNzcNGhURSbU++QQGDLj/MTc3mDEjSctxFoZh8OEf3/DJtm8BeL9cc4Y83VIhTR7LY436TJ8+PQcOHIh7v3jxYho2bMj7779PVFRUohUnIiJO6NYtc+DAoEEPPmfrVnNAQSpjGAZ9N34VF9I+qdiWD59ppZAmj+2xgtrbb7/N4cOHATh27BhNmzYlbdq0LFiwgL59+yZqgSIi4kSWL4fixWHECIiNvTvdhotL/K+pkN2w03nt54wNXgjAmOfeoW/ZJhZXJcndY/2NOnz4MKVKlQJgwYIFVK1alblz5zJjxgx++OGHxKxPREScwYUL0Lw5vPiiuah6YCAsWWLe3gwIgLJlYcoU82tAAPxr+qaULsYey5urRvPlvl+wYeOLGj3oUrKB1WVJCvDY03PY7XYAVq1aRb169QAIDAzkypUriVediIhYy26Hr76Cfv3gxg2zx6x7d/joI/D2Ns85cQI8PMzBBR06QFQUeHpaWXWSioqNpuWvw1j410ZcbS7MrNWHpgWrWV2WpBCPFdTKlSvHxx9/TM2aNVm3bh2TJ08G4Pjx42TNmjVRCxQREYvs3w9vvw0bNpjvy5SBL74we83+6Z+hzGZLVSEtPCaSJss+ZvnJ7Xi4uPHtC+/zcr7kN/uBOK/HuvU5duxYdu7cSZcuXRgwYAAFChQA4Pvvv+fZZ59N1AJFRCSJRUTABx9AqVJmSEuXDsaMMQcI/DukpWI3o25Tf8kglp/cjpebJ4vrfaiQJonusZaQepCIiAhcXV1xd3dPrEsmCc2jJiLyt99+g3fegSNHzPf168Pnn0OuXNbW5WRuRIZR76cP2HrxIOndvfip/kdUzl7c6rIkmXD4ElJ37NixI26ajqJFi1ImlS8TIiKSbF25Ar17m0tBAWTPDhMmwCuvpOo1Ou/ncvgNXlw8gN1XjpHR05ufX/6Y8lkLWV2WpFCPFdQuXbpE06ZNWbduHRkyZADgxo0bVK9enXnz5uHn55eYNYqIiKMYhhnOeveGq1fNUNapkzmZ7T9WnxHTubCrvPjT++y/dgp/rwwsa/ApT2XJa3VZkoI91jNqXbt2JSwsjH379nHt2jWuXbvG3r17CQ0NpVu3boldo4iIOMLhw+Y8aG3amCGtRAnYtMm81amQdo+ToRepsagP+6+dIke6zPzWaIRCmjjcYz2j5uvry6pVqyhfvny8/X/88Qe1a9fmxo0biVVfktAzaiKSqkRFmQumf/IJREaClxcMGQI9e0Iye8Y4qRy+foYXFr/P6bDL5PUJYEXDz8jrE2B1WZJMOfwZNbvdft8BA+7u7nHzq4mIiBPasMGc6+zOMoB16sCkSZAvn7V1ObG9V0/wwuL3uXj7OoUzBrK8wafk8M5idVmSSjzWrc8aNWrQvXt3zp07F7fv7Nmz9OzZk+fvLCciIiLO4/p1M6A995wZ0vz9Ye5cWLZMIe0hdlw6wvML+3Lx9nWeypKP1a8MV0iTJPVYQe3zzz8nNDSUPHnykD9/fvLnz0/evHkJDQ1lwoQJiV2jiIg8LsOAb7+FwoXhyy/NfW+9ZYa15s01ovMhNp7fR+0f+3Mt8iYVshZiVcOh+KfNYHVZkso81q3PwMBAdu7cyapVqzh48CAARYoUoWbNmolanIiIPIHjx6FjR1ixwnxfpAhMnWr2qslD/XZ6F6/8/CG3YyJ5LntxFtf7kPQeaa0uS1KhBPWo/fbbbxQtWpTQ0FBsNhu1atWia9eudO3alfLly1OsWDF+//13R9UqIiKPIjoahg+HYsXMkObpaa7NuWuXQtoj+Pn4Vl5eOpjbMZHUzlWWpfX/p5AmlklQUBs7dizt27e/7wgFX19f3n77bUaPHp1oxYmISAJt3QrlypmLqIeHQ/Xq8Oef5pJQqWgNzsf1/dHfeXXZ/4iMjaZBvoosfGkQad3TWF2WpGIJCmq7d+/mhRdeeODx2rVrs2PHjicuSkREEig0FLp0gYoVzWCWOTPMmAGrV0PBglZXlyzMOrCSFiuGEmOPpVnBanxb5308XT2sLktSuQQ9o3bx4sWHruPp5ubG5cuXn7goERF5RIYBixZB165wZyR+q1YwahRk0ejEh1l9ehc91k9mbJWOHL5xlm7rJgLQrugLTKzWBVcXV4srFElgUMuRIwd79+6lQIEC9z3+559/ki1btkQpTERE/sPp09C5MyxZYr4vUACmTDFXG5CHMgyDgZunc/D6ad5aNZozt64A0LVkA0ZVfhubRsOKk0jQrc+6devywQcfEBERcc+x8PBwBg8eTL169RKtOBERuY/YWBg71hzFuWSJuZrAwIGwZ49C2iNaeWon2y8dAYgLae+Va6aQJk4nQUtIXbx4kTJlyuDq6kqXLl0oVKgQAAcPHmTixInExsayc+dOsmbN6rCCHUFLSIlIsrFzpzlx7Z3ngStVMqfcKFbM2rqSEcMwqPhdd3ZePsKd/wDmSJeZ422+UUiTJOGwJaSyZs3Kpk2b6NixI++99x53Mp7NZqNOnTpMnDgx2YU0EZFkISwMBg82e9LsdsiQwZyCo107cHmsuctTrTmHfmPH5SPx9p29dZWVp3ZSO3dZi6oSub8E/+3OnTs3v/zyC1euXGHr1q1s2bKFK1eu8Msvv5A3b94EXeuzzz6jfPnypE+fHn9/fxo2bMihQ4finRMREUHnzp3JnDkz3t7eNG7cmIsXL8Y759SpU7z00kukTZsWf39/+vTpQ0xMTEK/NRER57B9O9SoYX4FWLrU7DEbPdoMac2amSsLtG+vkJZAPxz5nbdW3zuNlKvNhcFbZ5KAm0wiSeKx/4ZnzJiR8uXLU6FCBTJmzPhY11i3bh2dO3dmy5YtrFy5kujoaGrXrs2tW7fizunZsydLlixhwYIFrFu3jnPnztGoUaO447Gxsbz00ktERUWxadMmZs6cyYwZMxg0aNDjfmsiItaaNQvWrDEHBrz2GtSvD6dOQZ488Msv5pJQAQFWV5mshMdE0mnNBJqt+JRYw37P8VjDzvZLR1h5aqcF1Yk8WIKeUXO0y5cv4+/vz7p166hSpQohISH4+fkxd+5cXn31VcB8Hq5IkSJs3ryZZ555hmXLllGvXj3OnTsXd9t1ypQp9OvXj8uXL+Ph8d9z4OgZNRGx3MmTcOWKufbmiy/CpUvmtmGYvWZvvWX2qKVLZ3Wlyc7eqyd4Y8VQ9l07+dDzXLBRxr8Am14bp2fVxKESkjucqs88JCQEgEyZMgGwY8cOoqOj460hWrhwYXLlysXmzZsB2Lx5MyVKlIj3bFydOnUIDQ1l3759920nMjKS0NDQeC8REUvlyWOuKFC2rBnSwAxpYN7u/OILhbQEMgyDqXt/puJ33dl37SRZvTKQwdP7gefbMTgddoUoe3QSVinycI+1KLsj2O12evToQaVKlShevDgAFy5cwMPDgwwZMsQ7N2vWrFy4cCHunH8PYLjz/s45//bZZ5/x4YcfJvJ3ICLymAwDuneHcePuf9zNzVxlQB7ZtYibvPPbOBYd2wjAC7nL8fXzvYmMjeZyeMgDP+ef1lerEYhTcZqg1rlzZ/bu3cuGDRsc3tZ7771Hr1694t6HhoYSGBjo8HZFROIxDPjpJxgyBIKDH3ze1q1QpkxSVZXsbTi3l1a/Dud02GXcXdz49Nk36VayAS428yZSYHo/iysUeXROEdS6dOnC0qVLWb9+PTlz5ozbHxAQQFRUFDdu3IjXq3bx4kUC/n6QNiAggD/++CPe9e6MCg14wMO2np6eeGpxYhGximGYE9UOGQK7dpn7vL2hSROYNs18Js1uv/tVHkmsPZbPts/jf9vmYjfsFPDNzuw6/SnrH2R1aSKPzdJn1AzDoEuXLixatIjffvvtnuk9ypYti7u7O6tXr47bd+jQIU6dOkXFihUBqFixInv27OHSnWc6gJUrV+Lj40PRokWT5hsREXkUdwJauXLQoIEZ0ry94b334MQJ+PBDczRn2bLmiM+yZc33/v5WV+70zoRdptaP/fnwj9nYDTstC9fkj6YTFNIk2bN01GenTp2YO3cuixcvjlvlAMDX1xcvLy8AOnbsyC+//MKMGTPw8fGha9euAGzatAkwp+coVaoU2bNnZ/jw4Vy4cIGWLVvy1ltv8emnnz5SHRr1KSIOZRjw889mD9qdFQXSpTMXUu/dO/7i6ZGR4OFxd8RnVBToDsBD/XRsM+1Xj+Fa5E283b2YWK0LrxeqYXVZIg+UkNxhaVB70PDn6dOn06ZNG8Cc8LZ37958++23REZGUqdOHSZNmhTvtubJkyfp2LEja9euJV26dLRu3ZqhQ4fi5vZod3YV1ETEIQwDli0zA9q2bea+dOmgSxczoPnpWaknERETRb+NXzFpj7kofVn/IGbX7k+BDNktrkzk4ZJNUHMWCmoikqgMA5YvNwPanWdo06Y1A9q77yqgJYID107x+orP2Hv1BAC9Sjfmf8+0xsPV3drCRB6Bw9b6FBGRhzAMWLHCDGhbt5r7vLygc2fo00fPmiUCwzCYtn8FPX+fQnhMJP5eGZhe812t0SkploKaiMiTMgz49VczoG3ZYu7z8oJOncyA9q+5HuXx3IgMo9OaCSw4uh6AmoGlmV7zXQLSZbK4MhHHUVATEXlchgGrVsHgwfD3aimkSWMGtL59FdAS0ebzB2j561BO3ryEm4srHz/Thp6lG8XNjSaSUimoiYgklGHA6tVmD9pGc+Z70qSBjh3NgKYF0xNNrD2WETsXMGTrN8QadvL5BDC7Tn/KZy303x8WSQEU1EREHpVhwG+/mQHtzioqnp7wzjvQrx9ky2ZpeSnNubCrtF45grVndwPQrGA1Jlbrgo+H1jyV1ENBTUTkvxgGrFljBrTffzf3eXrC22+bAS27poNIbD8f30q71aO5GhFKOvc0jK/SiZaFaz5wWieRlEpBTUTkYdauNZ9BW28+wI6nJ3ToAP37K6A5QGRsFO9tmsaE3YsBKOWXnzm1+1MwY87/+KRIyqSgJiJyP+vWmT1oa9ea7z087ga0HDmsrCzFOnT9DC1WfMbuK8cA6F7yFT55tg2erh4WVyZiHQU1EZF/Wr/eDGhr1pjvPTygfXszoOVUr44jGIbBrIOr6L5+EreiI8iSxodpNXvzYp4KVpcmYjkFNRERMAcHDB5sDhYAcHeHt94yF0wPDLS2thQsNOoWndd8zrwjawGonrMkM2r2Ibt3ZmsLE3ESCmoikrpt3GgGtNWrzffu7tCunRnQcuWytrYU7o+Lh3hjxVCOh17A1ebCR8+0pnfpxri6uFpdmojT0EyBIpKybd8ONWqYX/9p0yaoXRsqVzZDmru7OYrzyBGYPFkhzYHshp2ROxdQ9YfeHA+9QJ70WVnbeCR9yzZRSBP5F/WoiUjKNmuW+bzZN99AuXLmCgJDhphLPgG4ucGbb8L770Pu3JaWmhpcuHWNtqtGsur0LgBeK1CFSdW7ksHT2+LKRJyTgpqIpDwnT8KVK2Czwfz55r5vvoFt2+4u9eTmBm3awIABkCePVZWmKitObqftqpFcDg8hrZsnY6p0pG2R2pobTeQhFNREJOW5X/C6fv1uSAM4fBjy5k2yklKzqNhoBm6ewZjghQCUyJyXOXX6UySTbi+L/Bc9oyYiKc/MmeD6gGed3Nxg9myFtCRy5MZZnvu+d1xI6/zUy2x6baxCmsgjUo+aiKQcYWEwbRqMHQuxsfc/Z+tWKFMmSctKrWYfXE3XdRMJiw4nk2d6vqrZi/p5n7G6LJFkRUFNRJK/8+dhwgRztOaNG+a+DBnMbZvNXKvTxQXsdguLTNlWn95Fj/WTGVulIxWyFqLruknMOWROeVIlewlm1e5LDu8sFlcpkvwoqIlI8rV3L4webd7KjI429wUFQa9e8PzzUKWKOVltu3bw9ddw+jT4+1tbcwpkGAYDN0/n4PXT9Fw/hajYaP4KPY+rzYVBFd6gn6bdEHlsCmoikrwYhrl6wMiRsHz53f2VK8O770L9+mbvGcCJE+YSUDabuU5nVJS5qLokqpWndrL90hEADlw/BUCu9P7Mqt2XStmKWVmaSLKnoCYiyUN0tDnVxqhREBxs7nNxgUaNoHdveOY+zz79M5TZbAppDmAYBv02fRVvXwZPb7Y1mUAmLx+LqhJJORTURMS5hYTAl1/CuHFw5oy5L21a83Zmjx6QL5+l5aVm0bExdFo7gb1XT8TbfyMyjO2XjlA7d1lrChNJQRTURMQ5nT5thrMvvoCbN819WbNCt27wzjuQKZO19aVym88f4J3fxrH/+sl7jrnaXBi8dSa1cpXRZLYiT0hBTUScy86d5u3N+fPvTrFRtKj5/Nnrr+v2pcVCIm8xYPN0vtj7CwbGfc+JNexsv3SElad2qldN5AkpqImI9QzDHBgwcqQ5UOCOGjXMgPbCC+YzZmIZwzBY+NcGeq6fwvnb1wDInMaHaxE37xvYXLCpV00kESioiYh1IiNhzhyzB23/fnOfqys0a2YOEChd2tr6BICToRfptm4Sv5z8A4CCGXIw9rlOtFk14oG9anYMToddIcoejaerR1KWK5KiKKiJSNK7ehWmTDEnqb140dyXPr05hUa3bpBLyws5gxh7LBN2L2bI1lncjonEw8WNfmWb0rdsE9K4ebClyXguh4c88PP+aX0V0kSekIKaiCSdv/4yl3eaNg1u3zb35cxpjt586y3w9bWyOvmHHZeO0HHNeHZdPgrAc9mLM6l6NwpnDIw7JzC9H4Hp/awqUSRVUFATEcfbssV8/mzRorvLOJUqZT5/1qQJuLtbWp7cdTPqNoO3zmLin0uwG3YyenoztNJbtClSCxebi9XliaQ6Cmoi4hixsbBkiRnQNm68u//FF83nz2rU0AABJ7Pk+Ba6r5vE6bDLADQrWI1Rld/GP20GawsTScUU1EQkcd2+DTNnwpgxcMRcVgh3d3jjDXMNzuLFra1P7nE27Ao9109h0TEzUOfzCeDzal2olUtTa4hYTUFNRBLHpUswcaL5unrV3JcxI3TsCF26QLZs1tYn94i1xzJl7898sHkGN6PDcXNxpVepxgwo35y07mmsLk9EUFATkYTavh369oXhw6FcOTh0CEaPNnvRIiPNc/LmhZ49oW1b8Pa2tl65r91XjtFpzXj+uHgIgKezFmZy9W6UyJLX4spE5J8U1EQkYWbNgjVrYOhQiIoyn0O7o0IFc4DAK6+Am/55cUa3oyP437Y5jNm1kFjDjo9HWj6u2Ja3i9fVYAERJ6R/SUXkv508CVeuQHS02XMG8MMPd4/XqgWDBkGlShog4MRWnNxOl7Wfc+KmOXdd4/yVGf3cO2T3zmxxZSLyIApqIvJwsbGQJ8/Dz1m5En79NUnKkYS7cOsa7274gvlH1gEQ6O3HhKqdeSnv0xZXJiL/RUFNRO5lGLBjB8ydC/PmPfxcNzeYMSNJypKEsRt2vt63nPc3T+dGZBguNhe6PtWAIU+3xNvDy+ryROQRKKiJyF2HD5vhbO7cu1NrgDl6s3p1WLjw3s9s3QplyiRdjfJI9l87Sac1E9h4fh8Apf0KMLl6N8r6B1lcmYgkhIKaSGp39izMn2+Gsx077u738oIGDeD116FOHdi71wxqLi7m6gJ3vopTiYiJ4rPt8xixcwHR9hjSuafhw6db0fmpl3FzcbW6PBFJIAU1kdTo+nVzMMDcubB2rXmrE8DV1Qxlr79uhrR/Tq3h7w8BARAYCO3awddfw+nT5n5xCmvOBNN5zeccCTkLQL08TzOuaidypdefkUhypaAmklrcvg1Ll5rh7JdfzBGcd1SubIazV18Fvwcssp0zJ5w4AR4e5sjODh3M6Tk8PZOkfHmwK+Eh9NnwJbMPrQYgW9pMjK3SkVfyV8KmUbgiyZqCmkhKFhMDq1aZ4WzRIggLu3vsqafMcNasGeTO/WjX+2cos9kU0ixmGAbfHFxF341fcTUiFBs23ilRj/890xpfz3RWlyciiUBBTSSlMQzYssUMZ/Pnw+XLd4/lyWOGs+bNteZmMnf4+hk6r/2ctWd3A1A8cx4mV+/GMwFFLK5MRBKTgppISrFv390RmydO3N3v5wdNmpgBrWJFTUibzEXFRjNi5wI+2z6PyNhovNw8+aD86/Qo1Qh3V/2TLpLS6G+1SHJ28qQ5z9ncufDnn3f3e3ubyzi9/jo8/zy4u1tXoySaDef20mnNeA5cPw1ArcAyfF6tC/l8teC9SEqloCaS3Fy5AgsWmOFsw4a7+93doW5dM5zVqwdp01pXozyR1ad30WP9ZMZW6cjzgaW5HnGT/pumMW3/cgD8vTIw6rm3aRpUVYMFRFI4BTWR5CAsDBYvNsPZr7+agwTAvI1ZrZoZzho3NiemlWTNMAwGbp7OweunGbB5Opdu3+DdDV9wKfwGAG8WfYHPnn2TTGnSW1uoiCQJBTURZxUVBStWmOFs8WIID797rGxZM5w1bQo5clhXoyS6lad2sv2SuSrEjktHaLVyOACFMwYyuXo3KmfXIBCR1ERBTcRK27dD374wfDiUK2fO9P/772Y4W7DAnJj2jqCguyM2CxWyrmZxGMMwGLB5OjZsGJiTENuAQRXeoE/Z1/B09bC2QBFJcgpqIlaaNQvWrIHRo82esXnz4MyZu8ezZTPnOXv9dbMXTc8jpVghkbfotm4SwVf+irffACpkLayQJpJKKaiJJLWTJ80BAWFhMG2aue/bb+8eT5/+7nQaVauayzpJihUSeYsJu39kbPAiQqJu3XPc1ebC4K0zqZWrjAYOiKRCCmoiSS1Pnocfv3kTvvoqSUoR64RG3WLC7sWMDV7EjciwB54Xa9jZfukIK0/tpHbusklYoYg4AwU1kaQSEgLjxpnTZty+ff9z3NxgxowkLUuSVmjULSb++RNjdi3k+t8BrXCGnETZYzgRehH738+m/ZMLNvWqiaRSCmoijhYaaga00aPhxg1zX758cOzYvedu3QplyiRpeZI0bkbdjgto1yJvAuZIzgHlX+flvM8QNKvtfUMagB2D02FXiLJH61k1kVRGQU3EUUJDYfx4M6DdGb1ZtCgMHmwGtfLlwcXFHOl556ukODejbjPpzyWM3vVDXEArlCEnA8q/TpOgKri6mM8gbmkynsvhIQ+8jn9aX4U0kVRIQU0ksd28CRMmwKhRcO2aua9wYTOgvfaaOTjgzBkICIDAQGjXDr7+Gk6fBn9/a2uXRBMWFc6kPWZAuxoRCkDBDDkYUP51mgZVjQtodwSm9yMwvZ8VpYqIE1NQE0ksN2/C55/DyJHxA9qgQeYozn+O3syZ01w43cPDnHKjQwdzgltPT0tKl8QTFhXOlL1LGbXze678HdCCfHMwoIIZ0NxcNIpXRB6dgprIkwoLuxvQrl419xUqZAa0pk0fPL3GP0OZzaaQlszdio5gyp6ljNy5IC6gFfDNzvvlm9O8YHUFNBF5LApqIo8rLAwmTYIRI8x50cBcPWDQIHP1AM1/lircio5g6p6ljNz1fdwzZvl9s/F+uea8XqiGApqIPBEFNZGEunXLDGjDh98NaAUK3A1obvprlRrcjo5g6t6fGbnz+7gF0/P5BPB++ddpoYAmIolE/0UReVS3bsHkyWZAu3zZ3Jc/vxnQXn9dAS2VuB0dwRf7ljFy5wIu3jZH8+b1CeD9cs1pUagG7q76PRCRxKN/UUT+y+3bdwPapUvmvnz54IMP4I03FNBSifCYSL7Y+wsjdy7gwt8BLU/6rLxXvjktCz2vgCYiDqF/WUQe5PZtmDoVhg2DixfNfXnz3g1o7u7W1idJIjwmki/3LWPEju/iAlru9P68V645rQrXVEATEYfSvzAi/xYefjegXbhg7subFwYOhJYtFdBSiYiYqLiAdv62Od1KrvT+vFeuGa0K18TDVb8HIuJ4Cmoid4SHwxdfwNChdwNanjxmQGvVSgEtlYiIieKrfcsYsXMB526Z063kSu9P/7JNaV2klgKaiCQpBTWRiAj48kv47DM4f97clzs3DBgArVubk9JKihcRE8W0/SsYvmM+Z/8OaIHefvQr15Q2RWpp+SYRsYSCmqReERHw1VdmQDt3ztyXK5cZ0Nq0UUBLJSJjo5i2/1eGbZ8XF9ByemehX9mmtC1aWwFNRCyloCapT2Tk3YB29qy5LzDQDGht2yqgpRKRsVFM3/8rw3bM50yYOR9ejnSZ6Vu2Ke2K1VFAExGnoKAmqUdkJEybBp9+ai6KDuaam++/D2++qSWcUqjVp3fRY/1kxlbpyPOBpYmKjWbGgZUM3T6P02HmfHjZ02Wmb9kmtCv6AmncFNBExHkoqEnKFxkJ06ebAe30aXNfjhxmQGvXTgEtBTMMg4Gbp3Pw+mne3zSNdkVfYNjO7zh105wPL1vaTPQt24S3ir2ogCYiTklBTVKO7duhb19zYtpy5SAqygxon3xyN6Blz343oKVJY2294nArT+1k+6UjAOy8fJSd6z4HICBtRvqWbcpbxV7Ay01BXUScl4KapByzZsGaNTBjBuzaZQa0kyfNY9mywXvvQfv2CmipxPWIm3T4bUy8fW42Vz579k3eLvGSApqIJAsKapK8nTxpLoxus8G8eea+yZPBbje3/fzMedA6dFBASyVOhF5k/O5FfLl3GRGxUfGOxRixFM2UWyFNRJINm2EYhtVFWC00NBRfX19CQkLw8fGxuhxJCJvtv8/Rr3iqsP3iYcYE/8D3RzdgN+z3PcfV5kJpv/xsem0ctkf53RERcYCE5A6XJKpJxDFmzgSXB/wau7nB7NlJW48kKbthZ+nxLTy/sC8VF3TnuyPrsRt2SmXJf9/zYw072y8dYeWpnUlcqYjI49GtT0m+/vor/m3Of9u6FcqUSdqaJElExEQx+9Bqxu5ayKEb5lQrbi6uNA2qRo9Sr9BxzThcsGHn3t5UF2wM3jqTWrnKqFdNRJyegpokP4Zhjubs3h3CwsDb2/zq4mKGtjtfJcW5Eh7C1L0/M+nPJVwKvwGAj0da2herS5eSL5PT24/I2ChO3bx835AGYMfgdNgVouzRmtRWRJyegpokL1euwNtvw8KF5vsqVWDYMHjlFXN1gXbt4Ouvzek4/P2trVUSzZEbZxkXvIhZB1cRHhMJmAuldy3ZkDeL1sbHI13cuZ6uHmxpMp7L4SEPvJ5/Wl+FNBFJFjSYAA0mSDZWrDCXeDp/Htzd4eOPoXdvcHU1J7X18DAHFxiGOYeaJrJN9jad38+YXT+w+NhmjL97yEr7FaBX6cY0zl8Zd1f9v6aIJD8JyR36V06cX3g49O8P48eb74sUgTlzoHTpu+f8M5TZbAppyVisPZbFxzYzetcPbL14MG5/3dwV6FW6MVVylNCzZSKSaiioiXMLDoYWLWD/fvN9ly7mygNeXpaWJYnvVnQEMw+sZFzwQo6FXgDAw8WNFoWfp0epVyiaKbfFFYqIJD0FNXFOsbEwejQMGADR0RAQYC6o/uKLVlcmiezCrWtM2rOEqXt+5lrkTQAyeabnnRL16FiiHgHpMllcoYiIdRTUxPmcOgWtW8Pateb7hg3hiy/MVQYkxdh/7SRjgxcx5+BqouwxAOT3zUb3Uo1oVbgm6dy1koSIiIKaOJdvv4WOHSEkBNKlg3Hj4M03H20FAnF6hmGw7uyfjN71A8tObovb/0xAEXqVbszLeZ/B1cXVwgpFRJyLgpo4hxs3zOfP5swx3z/9tLmqQIEClpYliSM6NoYf/trA6F0/sOvyUQBs2GiY71l6lG7Es9mKWlyhiIhzUlAT661bB61ambc8XV3hgw/MZ9Pc9OuZ3IVG3eLrfSv4/M/FnLp5CQAvN09aF6lF95KvUCBDdosrFBFxbvovoVgnKgoGDTJHcRoG5M9v9qI984zVlckTOhN2mc93/8SX+34hNOo2AP5eGej81Mt0KF6XLF6+FlcoIpI8KKiJNfbvN6fdCA4237/1FowZYy4HJclW8OW/GBO8kO+OrCPGHgtA4YyB9CjViBaFapDGTasBiIgkhIKaJC3DgIkToU8fiIiAzJnhq6/MkZ2SLKw+vYse6ycztkpHng8sjWEYrDy1k9HBP7D69K6486rmeIqepRrxYp7yuNhcLKxYRCT5UlCTpHP+vDmCc/ly8/0LL5hzo2XLZm1d8sgMw2Dg5ukcvH6a9zdNo2OJ+owNXsS+aycAcLW58GqB5+hRqhHlsha0tlgRkRRAQU2SxqJF0L49XL0KadLAiBHQubOm3UhmVp7ayfZLRwDYefko7X8bA4C3uxftir5A15INyO2T1coSRURSFAU1caywMOjRA77+2nxfqpQ5BUdRTceQnETHxrDy1A7arhoVb7+7iysfPt2K9sXrksFTzxeKiCQ2BTVxnC1b4I034K+/zJ6zvn3ho4/AQw+UJwd2w86m8/uZd3gt3x/9nasRofecE22PpWSW/AppIiIOoqAmiS8mBj7+2HzFxkKuXDBrFlStanVl8h8Mw2DP1RPMO7yG+UfWxc19BuBmcyXWiMX4x/muNhcGb51JrVxlsOk2tohIolNQk8R19KjZi7Z1q/m+RQv4/HPIkMHSsuThjodeYP7htcw7vJZ9107G7U/v7sUr+StTMEMOBm6Zcc/nYg072y8dYeWpndTOXTYJKxYRSR0U1CRxGIb5HFqPHnDrFvj6wuTJ0Ly51ZXJA1y6fYMFR9cz7/Batlw4ELffw8WNl/I8TbOC1XgxT3nSuHrw7ILuuGDDHq8/zeSCTb1qIiIOoqAmT+7yZXNE5+LF5vtq1WDmTPOWpziV0KhbLD62mXmH17L69C5iDTtgrrtZPWdJmhesTsP8z8Z75iwyNopTNy/fN6QB2DE4HXaFKHs0nq56/lBEJDEpqMmTWbYM2raFixfB3R0+/RR69QIXTXDqLCJjo1hxcgffHl7D0uNbiYiNijtWzr8gzQpWo0lQVbKly3Tfz3u6erClyXguh4c8sA3/tL4KaSIiDqCgJo8nPNwcxfn55+b7okXNaTdKlbK0LDHF2mP5/dxevj28loV/beBGZFjcsUIZctKsYDWaFqxGUIYcj3S9wPR+BKb3c1S5IiLyAApqknC7dpmDBA78/VxT9+7w2Wfg5WVtXamcYRjsvHyUeYfX8t2RdZy7dTXuWPZ0mWkaVJVmBatT2i+/niUTEUkmFNTk0cXGwsiR8MEHEB1tLv00YwbUrm11Zana4etnmH9kHfMOr+HwjbNx+zN4etM4f2WaF6xO5ezFcHVxtbBKERF5HApq8mhOnoRWrWD9evN9o0bwxRfmouqS5M6FXeW7o+uZd3gNO/5e0gnAy82T+nmfplnB6tTOVUbPjYmIJHOWPvG9fv166tevT/bs2bHZbPz444/xjhuGwaBBg8iWLRteXl7UrFmTI0eOxDvn2rVrtGjRAh8fHzJkyEC7du0ICwtDntD27VCjhvl1zhx46ikzpHl7mwupf/+9QloSux5xk2n7V1D7x/7kmdGSPhu+YMelI7jaXHghdzlm1OrD2TfnMqfOe9TP+4xCmohICmBpj9qtW7coWbIkb775Jo0aNbrn+PDhwxk/fjwzZ84kb968fPDBB9SpU4f9+/eTJk0aAFq0aMH58+dZuXIl0dHRtG3blg4dOjB37tyk/nZSllmzYM0a81m0w4fNfRUrwjffQP781taWioTHRPLziT+Yd3gNy05sI8oeE3fs2WxFaVawOq8WqIyfVwbrihQREYexGYZx/8mRkpjNZmPRokU0bNgQMHvTsmfPTu/evXn33XcBCAkJIWvWrMyYMYNmzZpx4MABihYtyrZt2yhXrhwAy5cvp27dupw5c4bs2bM/UtuhoaH4+voSEhKCj4+PQ76/ZOHkSbhyxVyX8/nn4cYNc7+LC3ToAO++q5CWyFaf3kWP9ZMZW6UjzweWBiDGHstvp4P59vAaFh/bxM3o8Ljzi2XKTfOC1WlSsCp5fQKsKltERJ5AQnKH0z6jdvz4cS5cuEDNmjXj9vn6+vL000+zefNmmjVrxubNm8mQIUNcSAOoWbMmLi4ubN26lVdeeeW+146MjCQyMjLufWjovYtNp0p58tx/v90OU6aYL+fI9SmCYRgM3Dydg9dPM2DzdLxcPZl/xFwA/VL4jbjzcqX3p1lQNZoVrEaJLHmtK1hERJKc0wa1CxcuAJA1a9Z4+7NmzRp37MKFC/j7+8c77ubmRqZMmeLOuZ/PPvuMDz/8MJErTgFmz4Y2bcxF1f/Nzc0c4SmJZuWpnWz/eyDAjktHqLqwd9yxLGl8eDWoCs0KVqNiQBFcbJpAWEQkNXLaoOZI7733Hr169Yp7HxoaSmBgoIUVOYlmzWDSJNi06d5jW7dCmTJJX1MKtfvyMVqsGBpvnws2mhasxuuFqvN8ztK4u6bKv54iIvIPTvtfgoAA8/mbixcvki1btrj9Fy9epNTfs98HBARw6dKleJ+LiYnh2rVrcZ+/H09PTzw9PRO/6ORuyJC7Ic1mM29zuriYtz4lUey5cpyPt81h4V8b7zlmx+CNQs9TO3dZCyoTERFn5LT3U/LmzUtAQACrV6+O2xcaGsrWrVupWLEiABUrVuTGjRvs2LEj7pzffvsNu93O008/neQ1J2uLFsHHH5vbvr5Qrpz5TFrZshAQAP+6xSwJs/fqCZov/5Qy8zrFhbR/rw3ganNh8NaZOMn4HhERcQKW9qiFhYVx9OjRuPfHjx8nODiYTJkykStXLnr06MHHH39MUFBQ3PQc2bNnjxsZWqRIEV544QXat2/PlClTiI6OpkuXLjRr1uyRR3wK5lJQrVqZ2z16wNCh4OFh9qp16ABRUaAeyMey7+pJPtk2l++P/o6BGcCey1ac38/v5d9xLNaws/3SEVae2qleNRERASwOatu3b6d69epx7+88N9a6dWtmzJhB3759uXXrFh06dODGjRtUrlyZ5cuXx82hBjBnzhy6dOnC888/j4uLC40bN2b8+PFJ/r0kWyEh0LAhhIVBtWowfDi4u989brMppD2G/dfMgLbgyN2A1jh/ZQaUf50Ov43BBRv2e6Ka+Zza4K0zqZWrjNbjFBER55lHzUqpdh41ux1eeQV++gkCA81VCHSL84kcuHaKT7bN5bsj6+MCWqP8lRhYvgUlsuQlMjaKfDNax5t+49+yps3IX61naGUBEZEUKkXMoyZJ4OOPzZDm6QkLFyqkPYGD10/zyba5zD+8Li6gvZKvEgMqvE7JLPnizvN09WBLk/FcDg954LX80/oqpImICKCglnotXQqDB5vbU6aYgwckwQ5dP2MGtCPrsBvm6NgG+SoysHwLSvndfxWHwPR+BKb3S8oyRUQkmVJQS40OHzbX8ATo3Nmc5FYS5PD1M3yy/VvmHV4bF9BezluRgRVep7RfAYurExGRlEJBLbW5edMcPBAaCpUrw+jRVleUrBy5cZZPtn3Lt4fXxAW0+nmfYWD5FpTxV0ATEZHEpaCWmhiG2Xt24ABkzw4LFpjTcMh/OnrjHJ9u/5a5h34j9u+AVi/P0wys0IKy/kEWVyciIimVglpqMnSoOWjAwwN++MGcyFYe6q+Qc3y6bR5zDq2OC2h1c1fggwotKJe1oMXViYhISqegllosXw4DBpjbEyfCM89YW4+TOxZynk+3f8vsg3cD2ou5y/NBhRaUz1rI4upERCS1UFBLDf76C5o3N299dugAb71ldUVO63joBT7d9i3fHFwVF9BeyF2OgeVb8HRAYYurExGR1EZBLaW7dcuc1PbGDbMXTas23NeJ0It8tn0esw6uJMYeC0DtXGX5oEILngkoYnF1IiKSWimopWSGAe3awZ495vNoP/yg5aD+5UToRYZun8fMfwS0WoFl+KDCG1TMpoAmIiLWUlBLyUaNgvnzwc0Nvv/eHOkpAJwMvcjQHfOZeWAl0fYYAGoGluaDCm/wbLaiFlcnIiJiUlBLqVatgn79zO1x46BSJWvrcRKnbl5i6Pb5zDjwa1xAez6wNAPLv07l7MUtrk5ERCQ+BbWU6MQJaNrUXHS9bVvo2NHqiix3+uZlhu6Yx/T9dwNa9ZwlGVThDQU0ERFxWgpqKc3t2+bggWvXzPU7J00Cm83qqpLE6tO76LF+MmOrdOT5wNIAnAm7zLAd3zFt33Ki/g5o1XKUZFCFFjyXo4SV5YqIiPwnBbWU5M70G8HB4OdnTm6bJo3VVSUJwzAYuHk6B6+fZuDm6RTKkJPhOxfw9b5lcQGtSvYSDKrwBlVzPmVxtSIiIo9GQS0lGT8e5swBV1dzeajAQKsrSjIrT+1k+6UjAGy/dISgWW2I+XsetOeyF2dwhZYKaCIikuwoqKUUa9dC797m9qhRULWqpeUkJcMwGLhlBjZsGBgAxBh2ng0oypBnWlItR0lsqeT2r4iIpCwKainB6dPQpAnExsIbb0C3blZXlKQm71nKrstH79n/fvnmVM9ZKukLEhERSSQuVhcgTygiAho1gsuXoXRpmDo11QweiLXHMmz7fLqvn3TPMVebC0O2zsIwDAsqExERSRwKasmZYZhTb2zfDpkzm4MH0qa1uqokcTL0IrV+7M/ALTPuezzWsLP90hFWntqZtIWJiIgkIgW15GzyZJgxA1xczBUI8uSxuiKHMwyDuYd+o8y8Tvx+bi8u2HhQ/6ELNgZvnaleNRERSbb0jFpytWEDdO9ubg8bBs8/b209SeB6xE26rpvI/CPrAKiQtRB/hZznakTofc+3Y3A67ApR9mg8XT2SslQREZFEoaCWHJ09C6++CjEx5goEd0Z7pmBrz+ym7aqRnAm7gqvNhQ8qtKBf2aacv3WNy+EhD/ycf1pfhTQREUm2FNSSm8hIM6RdvAglSsDXX6fowQORsVEM2jKLMbsWYmBQwDc7M2r14emAwgAEpvcjML2fxVWKiIg4hoJactOtG2zZAhkzwqJFkC6d1RU5zN6rJ2j163D2XD0OQLuiLzCycge8PbwsrkxERCRpKKglJ198Yb5sNvj2W8if3+qKHMJu2Pn8z594f9M0ImOjyZLGh6k1evByvopWlyYiIpKkFNSSi82boUsXc/uTT6BOHWvrcZBzYVdpt3oUq07vAuCF3OX4skZPAtJlsrgyERGRpKeglhxcuGA+lxYdDY0bQ//+VlfkEAuPbqDjmvFci7xJGlcPhlduzzvFX9LyTyIikmopqDm7qCh47TU4dw6KFoXp01Pc4IHQqFv0XD+VWQdXAlDarwAza/WhSKZcFlcmIiJiLQU1Z9erlzlnmq8v/PgjpE9vdUWJauP5fbRdOZLjoRewYaNv2SYMqtACD1d3q0sTERGxnIKaM5s+HSZONLdnz4agIGvrSUTRsTF8vG0uQ3fMx27YyZ3enxm1+lA5e3GrSxMREXEaCmrOats2cx1PgA8/hHr1rK0nER2+fobWK0ew/dJhAFoUep5xVTri65lypxoRERF5HApqzujSJWjUyJzc9uWXYeBAqytKFIZh8NW+Zby74Qtux0SSwdObidW60CSoqtWliYiIOCUFNWcTHQ1NmsCZM1CoEMyaZS66nsxdun2Dt38by9ITWwGonrMk02r2Jqe3VhUQERF5EAU1Z9O3L6xbZw4a+PFHcxBBMvfLiT9ov3oMl8Jv4OHixscV29C91Cu42JJ/ABUREXEkBTVnMns2jB1rbs+aBYULW1rOk7odHUHfjV8xde/PABTLlJuZtftSMks+iysTERFJHhTUnMWuXdC+vbk9cCA0bGhpOU9qx6UjtP51OIdunAGgW8mGfFKxLWncPCyuTEREJPlQUHMGV67AK69ARATUrQtDhlhd0WOLtccycuf3DPnjG2LssWRPl5mvn+9FzVxlrC5NREQk2VFQs1pMDDRrBidPQoECMGcOuLpaXdVjORF6kTYrR7Dx/D4AGuWvxKRq3cjs5WNxZSIiIsmTgprV3n8fVq+GdOlg0SLIkMHqihLMMAzmHPqNbusmcjM6HG93L8ZV6UjLwjW1TqeIiMgTUFCz0vz5MGKEuT19OhRPfrPyX4u4SZe1n7Pg6HoAKgYUZUatd8nnm83iykRERJI/BTWr/PknvPmmud2vn7nwejLz2+ldvLlqFGdvXcXNxZVBFVrQp0wT3FyS561bERERZ6OgZoVr18zBA7dvQ+3a8MknVleUIBExUXywZSZjgxcCUDBDDmbU6kP5rIUsrkxERCRlUVBLarGx0KIFHDsGefPCt98mq8EDe64cp9XK4ey9egKADsXrMrxSe9K5p7G2MBERkRRIQc3BYu0G+06EcS00hkw+bhT/6v/t3XtcVHXCBvDnzMAMIDDIRZDkqph3MREDcq3UWDTb3t5SVzSCzXLFTWStLEXLVNRezWuatcJWKra9q6WbFyLFvKNI5XrDW5ByTWEQFXDmvH/4QrKioTHzO3N8vp/PfHDOOXPm4Scf5/F3LqRCs2UL4Oh44+IBd3fREW/xn5m7BjpDkmQs/u4LTNmzCrXm6/ByNGDl40l4Muhh0XEBNJ1Zq1H2hQzMbHm2lhdgZmthZuuwtcxKzMuiZkG7j1RgxabzaH08DwnbFyEnKAI9shffWPm3vwE9e4oN2IT6zCeuHcNJw0Z0rBwKP8e2+OmBDcitOAIAGBwQjpUDkuDt1Fpw2hvqM5dX1jUs8zTYY+yTDyCqm5u4YHfAzJZna3kBZrYWZrYOW8us1LySLMuysHdXCKPRCIPBgMrKSri6tsw9v3YfqcDM1ecAAGMz5+IPhzJQp7GDvfk6/rfPKPisWqK4H9T6zDJkHPBahirdeThed0et5gpMmmvQa3SY/7uX8FLXwYq57cbN49yUqbGBih3n22Hm387W8gLMbC3MbB22ltnaee+md3BGzQJMZhn/+CQHHUrLIENC/6NbAAD25us44dMVOzs/AenjHITOeEz4lGo9k1nG8o3nAQAX9fmo0t3481W7iwAAl9oH0K82FqM69ENNnVlYzpvdnPl2Vmw8j9AO4qeu6zGz5dlaXoCZrYWZrcPWMjcn7webzuPhLgYheTmjhpafUfv+TBV6tP9lPzIA6aav9WImH/7N79XSbsymLUWV/YWG0DqTC6JKXoUW9qLjERERCTF3THv0CHZpkX3dTe/QtMg7UiMXjdcxb+gsXP//+4nVl7P6r9c1WswbqsxbcvysP4kq3YVGoWvtqlChPys0FxERkUgXjdeFvC8PfVqAu6sdtncdjAKPICxNH3nL+qTnP8Fpn85454UgdAtyFpDwVkfOXsbU9DM45vbPW1fKEk65boN7WQhmvhCsqMwp6b9eIJU2zsxsWbaWF2Bma2Fm67C1zM3N6+4qpjKxqFlA10BneBrsgeIbz82QoIHc8BUAvAz26BXiqojj8wDQK8QVpZ47UWNnvHWlJKNKdx4m97PoFRKqqMyeBvtGV+j8JyWOMzNblq3lBZjZWpjZOmwtc3Pzdg0UUyp56NMCtBoJY598AJVO7rjYygP5Pl2wOHoK8n264GIrD1Q6uePlJx9QxA9ovXPGIvxbv+32G8gSitpkQUGRG8b5TpQ2zsxsebaWF2Bma2Fm67C1zErPy4sJYJnbcwA3Lvf9aMNZFF8GIEmALKOtM/Cnp4MUdVnylbpriPo8GUd+vvPUr7dTa5yOS4deq7NSsuZp6t43XgZ7vKzQe/UAzGwNtpYXYGZrYWbrsLXM1sx7N72DRQ2WK2qAMu9yfDNZlvF85jxknNwBD70r0gZNgpejG05fuAJjtQmurbRo7+sEjSShjZMB7Zy9REduktLHuSnMbHm2lhdgZmthZuuwtczWysuidpcsWdSUbmHeery6ayXsNFps+0Mq+j3QXXQkIiIiVePtOahZtv+Uh8m7PwIAvBs1hiWNiIhIYVjU7lMFVaUYuSUVJtmM2AcHILHHU6IjERER0X9gUbsPXb1eg+e+monya0aEerXH8sf+opjf3UlERES/YFG7z8iyjHHblyC3LB8eDq74PCYFjnZ60bGIiIioCSxq95n3f9iIT09kQSNpsPb3byDA1Vt0JCIiIroNFrX7yLfnf8CkXSsBAHMi/4TH2oWKDURERER3xKJ2n/jpchlGbJmN62YThof0R1Lof4mORERERL+CRe0+UGOqxbDNs1B6tQLdPYLwweNJvHiAiIjIBrCoqZwsy/hL9vvIKTmB1npnfD44Ba3sHUTHIiIiomZgUVO5D/+9GWlHt0IjabA6ejKCDW1FRyIiIqJmYlFTsT1FR5G0czkAYObDcRjk31twIiIiIrobLGoqVVR9EcM3z0Sd+Tr+u/0jmPTQc6IjERER0V1iUVOhWlMdhm+eheIrl9DVPQAfDUjmxQNEREQ2iEVNhZK//QB7i4/CoGuFfwxOgbPOUXQkIiIiugcsaiqz6uhWfHDkX5Ag4eMnXkOI2wOiIxEREdE9YlFTkQMlJ/CXHUsBAG/1HY3BgeGCExEREdFvwaKmEiVXLmHYV++g1nwdTwVFYHLYcNGRiIiI6DdiUVOBOtN1/HHLbJyv/hkPurVD2qC/QiPxr5aIiMjW8dNcBV7b/RG+vXAELvaO+HzINLjqWomORERERC2ARc3GfXL8ayz9/gsAQPqgV9GptZ/gRERERNRSWNRs2KHSfIzbvgQAMKXPH/FUcITgRERERNSSWNRsVNnVCgzbPBPXTLWICeiDaeGjREciIiKiFsaiZoOum02I3ToHBVWl6GDwxcdPvMaLB4iIiFSIn+426M09q7D9p+/Qyt4Bnw+eBje9s+hIREREZAEsajYm4+QOvJf3TwDAqgF/RVePAMGJiIiIyFJY1GzId+Vn8NI3CwEArz00DM90eERsICIiIrIoFjUbcfFaFZ776h1cvV6DQX4PYcbDz4uORERERBbGomYDTGYTRm2dg7PGYgS5+uDT6MnQarSiYxEREZGFsajZgGn7PkZmYS6c7PT4fPA0uDu4iI5EREREVsCipnCfn/oW83I/AwCsfDwJPTyDBCciIiIia2FRU7AjP5/Di1kLAAATQ5/B8I6Pig1EREREVsWiplAVNZfx3FfvoLruGh5r1xOzIxNERyIiIiIrY1FTILNsxvPb5uFU5QUEuLTBmug3YMeLB4iIiO47LGoKNOPAp9j8Yw4ctDp8FpMCT0eD6EhEREQkAIuawnxxZg9m5awFACx/7BU81KaD4EREREQkCouaghy/VIj4zP8BAIzv8QeM6jRAcCIiIiISiUVNIYy11Xj2XzNQVXcV/Xy7YV7Ui6IjERERkWAsagpgls2Iz5yPExU/oZ2zJ9b+/k3Ya+1ExyIiIiLBWNQUIPVgBr48uxd6rT0+i5kKb6fWoiMRERGRArCoCfavs/vx9v5PAQBL+ieij/eDghMRERGRUrCoCZRfcR5xme9ChoyXuw1BfJdo0ZGIiIhIQVjUBKmqvYJnv5qBytpqRPh0wYJ+L4uORERERArDoiaALMt4MWsBjl4sQFsnd6yLmQKd1l50LCIiIlIYFjUB3s39B/55ejfsNXZYFzMVbVu5i45ERERECsSiZmVbfzyIqXvTAQALf/dnRLTtLDYQERERKZZqitqyZcsQGBgIBwcH9O3bFwcOHBAdqUFW4WF0X/0SPj3+NUZvmwsZMhK6/B5jusaIjkZEREQKpoqitm7dOiQnJ2P69OnIzc1Fz549ER0djdLSUtHRIMsypu5Nw/FLhRi3fQku1VxGuPeDWNz/z5AkSXQ8IiIiUjBVFLUFCxZgzJgxiI+PR5cuXbBixQo4OTlh1apVoqMhsyAXB0vzAQBXTbVw0zvjs5ip0Gt1gpMRERGR0tl8UautrcWhQ4cwcODAhmUajQYDBw7E3r17m3xNTU0NjEZjo4clyLKM6fv/Dgm/zJx5O7rBt5WHRd6PiIiI1MXmi1p5eTlMJhO8vb0bLff29kZxcXGTr0lNTYXBYGh4+Pn5WSRb/WyaDLlh2YmKn5BZkGuR9yMiIiJ1sfmidi/eeOMNVFZWNjwKCwtb/D3qZ9O0UuMh1koaTN//d8iyfJtXEhEREd1gJzrAb+Xp6QmtVouSkpJGy0tKSuDj49Pka/R6PfR6vUVz3Xxu2s1MshkHS/ORWZCLJwJ6WzQDERER2Tabn1HT6XTo3bs3srKyGpaZzWZkZWUhIiJCSKb62TQNmr6qUwOJs2pERET0q2x+Rg0AkpOTERcXh7CwMISHh2PhwoWorq5GfHy8kDy15joUVJXBjKaLmBkyCi+Xo9Zcx6s/iYiI6LZUUdSGDx+OsrIyTJs2DcXFxQgNDcWWLVtuucDAWvRaHfYNW4yyq5W33aaNk4EljYiIiO5Iknn8DUajEQaDAZWVlXB1dRUdh4iIiFTsbnqHzZ+jRkRERKRWLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQLGpERERECsWiRkRERKRQdqIDKIEsywAAo9EoOAkRERGpXX3fqO8fd8KiBqCqqgoA4OfnJzgJERER3S+qqqpgMBjuuI0kN6fOqZzZbMaFCxfg4uICSZJafP9GoxF+fn4oLCyEq6tri++fbuA4WwfH2fI4xtbBcbYOjvOtZFlGVVUVfH19odHc+Sw0zqgB0Gg0aNeuncXfx9XVlT+kVsBxtg6Os+VxjK2D42wdHOfGfm0mrR4vJiAiIiJSKBY1IiIiIoViUbMCvV6P6dOnQ6/Xi46iahxn6+A4Wx7H2Do4ztbBcf5teDEBERERkUJxRo2IiIhIoVjUiIiIiBSKRY2IiIhIoVjUiIiIiBSKRc0Kli1bhsDAQDg4OKBv3744cOCA6Eiqkpqaij59+sDFxQVt2rTB008/jRMnToiOpWpz5syBJElISkoSHUV1zp8/j1GjRsHDwwOOjo7o3r07Dh48KDqWqphMJqSkpCAoKAiOjo5o37493nnnnWb93kVq2s6dOzF06FD4+vpCkiRs2LCh0XpZljFt2jS0bdsWjo6OGDhwIPLz88WEtTEsaha2bt06JCcnY/r06cjNzUXPnj0RHR2N0tJS0dFUIzs7G4mJidi3bx8yMzNRV1eHJ554AtXV1aKjqVJOTg4++OAD9OjRQ3QU1bl06RKioqJgb2+PzZs34+jRo5g/fz5at24tOpqqzJ07F8uXL8fSpUtx7NgxzJ07F/PmzcOSJUtER7NZ1dXV6NmzJ5YtW9bk+nnz5mHx4sVYsWIF9u/fj1atWiE6OhrXrl2zclIbJJNFhYeHy4mJiQ3PTSaT7OvrK6empgpMpW6lpaUyADk7O1t0FNWpqqqSQ0JC5MzMTLl///7yhAkTREdSlddff11+5JFHRMdQvSFDhsgJCQmNlj3zzDNybGysoETqAkBev359w3Oz2Sz7+PjI7777bsOyiooKWa/Xy2vXrhWQ0LZwRs2CamtrcejQIQwcOLBhmUajwcCBA7F3716BydStsrISAODu7i44ifokJiZiyJAhjX6mqeV8+eWXCAsLw3PPPYc2bdqgV69e+PDDD0XHUp3IyEhkZWXh5MmTAIDvvvsOu3btQkxMjOBk6nT27FkUFxc3+nfDYDCgb9++/CxsBv5SdgsqLy+HyWSCt7d3o+Xe3t44fvy4oFTqZjabkZSUhKioKHTr1k10HFXJyMhAbm4ucnJyREdRrTNnzmD58uVITk7Gm2++iZycHLzyyivQ6XSIi4sTHU81Jk+eDKPRiE6dOkGr1cJkMmHWrFmIjY0VHU2ViouLAaDJz8L6dXR7LGqkKomJiThy5Ah27dolOoqqFBYWYsKECcjMzISDg4PoOKplNpsRFhaG2bNnAwB69eqFI0eOYMWKFSxqLeizzz7D6tWrsWbNGnTt2hV5eXlISkqCr68vx5kUh4c+LcjT0xNarRYlJSWNlpeUlMDHx0dQKvUaP348Nm3ahO3bt6Ndu3ai46jKoUOHUFpaioceegh2dnaws7NDdnY2Fi9eDDs7O5hMJtERVaFt27bo0qVLo2WdO3dGQUGBoETq9Oqrr2Ly5MkYMWIEunfvjtGjR2PixIlITU0VHU2V6j/v+Fl4b1jULEin06F3797IyspqWGY2m5GVlYWIiAiBydRFlmWMHz8e69evxzfffIOgoCDRkVRnwIAB+OGHH5CXl9fwCAsLQ2xsLPLy8qDVakVHVIWoqKhbbi1z8uRJBAQECEqkTleuXIFG0/jjT6vVwmw2C0qkbkFBQfDx8Wn0WWg0GrF//35+FjYDD31aWHJyMuLi4hAWFobw8HAsXLgQ1dXViI+PFx1NNRITE7FmzRp88cUXcHFxaTjnwWAwwNHRUXA6dXBxcbnlnL9WrVrBw8OD5wK2oIkTJyIyMhKzZ8/GsGHDcODAAaxcuRIrV64UHU1Vhg4dilmzZsHf3x9du3bF4cOHsWDBAiQkJIiOZrMuX76MU6dONTw/e/Ys8vLy4O7uDn9/fyQlJWHmzJkICQlBUFAQUlJS4Ovri6efflpcaFsh+rLT+8GSJUtkf39/WafTyeHh4fK+fftER1IVAE0+0tLSREdTNd6ewzI2btwod+vWTdbr9XKnTp3klStXio6kOkajUZ4wYYLs7+8vOzg4yMHBwfKUKVPkmpoa0dFs1vbt25v8dzguLk6W5Ru36EhJSZG9vb1lvV4vDxgwQD5x4oTY0DZCkmXeipmIiIhIiXiOGhEREZFCsagRERERKRSLGhEREZFCsagRERERKRSLGhEREZFCsagRERERKRSLGhEREZFCsagRERERKRSLGhGRle3YsQOSJKGiokJ0FCJSOBY1IlKdwsJCJCQkwNfXFzqdDgEBAZgwYQJ+/vlnq2d59NFHkZSU1GhZZGQkioqKYDAYAADp6elwc3OzejYiUj4WNSJSlTNnziAsLAz5+flYu3YtTp06hRUrViArKwsRERG4ePGi6IjQ6XTw8fGBJEmioxCRwrGoEZGqJCYmQqfTYdu2bejfvz/8/f0RExODr7/+GufPn8eUKVMAAJIkYcOGDY1e6+bmhvT09Ibnr7/+Ojp27AgnJycEBwcjJSUFdXV1DevfeusthIaG4pNPPkFgYCAMBgNGjBiBqqoqAMALL7yA7OxsLFq0CJIkQZIknDt3rtGhzx07diA+Ph6VlZUN27z11luYMWMGunXrdsv3FxoaipSUlJYfOCJSJBY1IlKNixcvYuvWrRg3bhwcHR0brfPx8UFsbCzWrVsHWZabtT8XFxekp6fj6NGjWLRoET788EO89957jbY5ffo0NmzYgE2bNmHTpk3Izs7GnDlzAACLFi1CREQExowZg6KiIhQVFcHPz6/R6yMjI7Fw4UK4uro2bDNp0iQkJCTg2LFjyMnJadj28OHD+P777xEfH38vw0NENshOdAAiopaSn58PWZbRuXPnJtd37twZly5dQllZWbP2N3Xq1IY/BwYGYtKkScjIyMBrr73WsNxsNiM9PR0uLi4AgNGjRyMrKwuzZs2CwWCATqeDk5MTfHx8mnwPnU4Hg8EASZIabePs7Izo6GikpaWhT58+AIC0tDT0798fwcHBzcpPRLaPM2pEpDq/NmOm0+matZ9169YhKioKPj4+cHZ2xtSpU1FQUNBom8DAwIaSBgBt27ZFaWnp3YduwpgxY7B27Vpcu3YNtbW1WLNmDRISElpk30RkG1jUiEg1OnToAEmScOzYsSbXHzt2DF5eXnBzc4MkSbcUupvPP9u7dy9iY2MxePBgbNq0CYcPH8aUKVNQW1vb6DX29vaNnkuSBLPZ3CLfz9ChQ6HX67F+/Xps3LgRdXV1ePbZZ1tk30RkG3jok4hUw8PDA4MGDcL777+PiRMnNjpPrbi4GKtXr0ZiYiIAwMvLC0VFRQ3r8/PzceXKlYbne/bsQUBAQMPFBwDw448/3nUmnU4Hk8l0T9vY2dkhLi4OaWlp0Ol0GDFixC3n3hGRunFGjYhUZenSpaipqUF0dDR27tyJwsJCbNmyBYMGDULHjh0xbdo0AMDjjz+OpUuX4vDhwzh48CDGjh3baHYsJCQEBQUFyMjIwOnTp7F48WKsX7/+rvMEBgZi//79OHfuHMrLy5ucbQsMDMTly5eRlZWF8vLyRoXxxRdfxDfffIMtW7bwsCfRfYhFjYhUJSQkBDk5OQgODsawYcMQEBCAmJgYdOzYEbt374azszMAYP78+fDz80O/fv0wcuRITJo0CU5OTg37eeqppzBx4kSMHz8eoaGh2LNnzz3dFmPSpEnQarXo0qULvLy8bjnHDbhx5efYsWMxfPhweHl5Yd68eY2+n8jISHTq1Al9+/a9hxEhIlsmyc29Tp2IyEZNnz4dCxYsQGZmJh5++GHRce6KLMsICQnBuHHjkJycLDoOEVkZz1EjItV7++23ERgYiH379iE8PBwajW0cTCgrK0NGRgaKi4t57zSi+xRn1IiIFEqSJHh6emLRokUYOXKk6DhEJABn1IiIFIr/jyYi25j/JyIiIroPsagRERERKRSLGhEREZFCsagRERERKRSLGhEREZFCsagRERERKRSLGhEREZFCsagRERERKdT/AYLqIQS6w7sQAAAAAElFTkSuQmCC", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=[7,7])\n", "plt.plot(individual_firm_costs.column(\"Output\"), individual_firm_costs.column(\"Total Fixed Cost\"), marker='o')\n", - "plt.plot(individual_firm_costs.column(\"Output\"), individual_firm_costs.column(\"Total Variable Cost\"), marker='o')\n", - "plt.plot(individual_firm_costs.column(\"Output\"), individual_firm_costs.column(\"Total Cost\"), marker='o')\n", + "plt.plot(individual_firm_costs.column(\"Output\"), individual_firm_costs.column(\"Total Variable Cost\"), marker='^', color=\"#049348\")\n", + "plt.plot(individual_firm_costs.column(\"Output\"), individual_firm_costs.column(\"Total Cost\"), marker='*', color=\"red\")\n", "plt.xlabel('Quantity')\n", "plt.ylabel('Cost')\n", "plt.title('TFC, TVC and TC')\n", @@ -303,7 +299,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 6, "metadata": { "tags": [ "remove_input" @@ -312,22 +308,20 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=[7,7])\n", "plt.plot(individual_firm_costs.column(\"Output\")[1:], individual_firm_costs.column(\"Average Fixed Cost\")[1:], marker='o')\n", - "plt.plot(individual_firm_costs.column(\"Output\")[1:], individual_firm_costs.column(\"Average Variable Cost\")[1:], marker='o')\n", - "plt.plot(individual_firm_costs.column(\"Output\")[1:], individual_firm_costs.column(\"Average Total Cost\")[1:], marker='o')\n", + "plt.plot(individual_firm_costs.column(\"Output\")[1:], individual_firm_costs.column(\"Average Variable Cost\")[1:], marker='^', color=\"#049348\")\n", + "plt.plot(individual_firm_costs.column(\"Output\")[1:], individual_firm_costs.column(\"Average Total Cost\")[1:], marker='*', color=\"red\")\n", "plt.xlabel('Quantity')\n", "plt.ylabel('Cost')\n", "plt.title('AFC, AVC and ATC')\n", @@ -352,7 +346,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 19, "metadata": { "tags": [ "remove_input" @@ -361,14 +355,12 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -378,9 +370,9 @@ "avc = individual_firm_costs.column(\"Average Variable Cost\")[1:]\n", "atc = individual_firm_costs.column(\"Average Total Cost\")[1:]\n", "\n", - "sp_mc = csaps.UnivariateCubicSmoothingSpline(output, mc, smooth=0.85)\n", - "sp_avc = csaps.UnivariateCubicSmoothingSpline(output, avc, smooth=0.85)\n", - "sp_atc = csaps.UnivariateCubicSmoothingSpline(output, atc, smooth=0.85)\n", + "sp_mc = csaps(output, mc, smooth=0.85) #slightly different command\n", + "sp_avc = csaps(output, avc, smooth=0.85)\n", + "sp_atc = csaps(output, atc, smooth=0.85)\n", "\n", "output_s = np.linspace(output.min(), output.max(), 150)\n", "mc_s = sp_mc(output_s)\n", @@ -390,12 +382,12 @@ "plt.figure(figsize=[7,7])\n", "plt.plot(output, mc, marker = 'o', color = 'tab:blue')\n", "plt.plot(output_s, mc_s, alpha=0.7, lw = 2, label='_nolegend_', color = 'tab:blue')\n", - "plt.plot(output, avc, marker = 'o', color = 'tab:green')\n", - "plt.plot(output_s, avc_s, alpha=0.7, lw = 2, label='_nolegend_', color = 'tab:green')\n", - "plt.plot(output, atc, marker = 'o', color = 'tab:orange')\n", - "plt.plot(output_s, atc_s, alpha=0.7, lw = 2, label='_nolegend_', color = 'tab:orange')\n", - "plt.hlines(y=min(avc), xmin = 6, xmax = 8, lw=3, color='r', zorder = 10)\n", - "plt.hlines(y=min(atc), xmin = 7.5, xmax = 9.5, lw=3, color='r', zorder = 10)\n", + "plt.plot(output, avc, marker = '^', color = '#2D8A3E')\n", + "plt.plot(output_s, avc_s, alpha=0.7, lw = 2, label='_nolegend_', color = '#2D8A3E')\n", + "plt.plot(output, atc, marker = '*', color = '#CB7432')\n", + "plt.plot(output_s, atc_s, alpha=0.7, lw = 2, label='_nolegend_', color = '#CB7432')\n", + "plt.hlines(y=min(avc), xmin = 6, xmax = 8, lw=3, color='b', zorder = 10)\n", + "plt.hlines(y=min(atc), xmin = 7.5, xmax = 9.5, lw=3, color='b', zorder = 10)\n", "plt.xlabel('Quantity')\n", "plt.ylabel('Cost')\n", "plt.title('MC, AVC and ATC')\n", @@ -430,26 +422,29 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 20, "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "No production\n" + "ename": "AttributeError", + "evalue": "module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[1;32mIn[20], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[43mfirm_behaviour\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m24\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mindividual_firm_costs\u001b[49m\u001b[43m)\u001b[49m\n", + "File \u001b[1;32mc:\\Users\\lynnc\\OneDrive\\Documents\\GitHub\\textbook\\content\\02-supply\\utils.py:14\u001b[0m, in \u001b[0;36mfirm_behaviour\u001b[1;34m(price, individual_firm_costs)\u001b[0m\n\u001b[0;32m 12\u001b[0m output \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mOutput\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[0;32m 13\u001b[0m mc \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMarginal Cost\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[1;32m---> 14\u001b[0m sp_mc \u001b[38;5;241m=\u001b[39m \u001b[43mcsaps\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mUnivariateCubicSmoothingSpline\u001b[49m(output, mc, smooth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.85\u001b[39m)\n\u001b[0;32m 15\u001b[0m output_s \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mlinspace(output\u001b[38;5;241m.\u001b[39mmin(), output\u001b[38;5;241m.\u001b[39mmax(), \u001b[38;5;241m150\u001b[39m)\n\u001b[0;32m 16\u001b[0m mc_s \u001b[38;5;241m=\u001b[39m sp_mc(output_s)\n", + "\u001b[1;31mAttributeError\u001b[0m: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'" ] }, { "data": { - "image/png": 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", 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", 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\u001b[1;32mc:\\Users\\lynnc\\OneDrive\\Documents\\GitHub\\textbook\\content\\02-supply\\utils.py:14\u001b[0m, in \u001b[0;36mfirm_behaviour\u001b[1;34m(price, individual_firm_costs)\u001b[0m\n\u001b[0;32m 12\u001b[0m output \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mOutput\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[0;32m 13\u001b[0m mc \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMarginal Cost\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[1;32m---> 14\u001b[0m sp_mc \u001b[38;5;241m=\u001b[39m \u001b[43mcsaps\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mUnivariateCubicSmoothingSpline\u001b[49m(output, mc, smooth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.85\u001b[39m)\n\u001b[0;32m 15\u001b[0m output_s \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mlinspace(output\u001b[38;5;241m.\u001b[39mmin(), output\u001b[38;5;241m.\u001b[39mmax(), \u001b[38;5;241m150\u001b[39m)\n\u001b[0;32m 16\u001b[0m mc_s \u001b[38;5;241m=\u001b[39m sp_mc(output_s)\n", + "\u001b[1;31mAttributeError\u001b[0m: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'" ] }, { "data": { - "image/png": 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", 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", 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\u001b[1;32mc:\\Users\\lynnc\\OneDrive\\Documents\\GitHub\\textbook\\content\\02-supply\\utils.py:14\u001b[0m, in \u001b[0;36mfirm_behaviour\u001b[1;34m(price, individual_firm_costs)\u001b[0m\n\u001b[0;32m 12\u001b[0m output \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mOutput\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[0;32m 13\u001b[0m mc \u001b[38;5;241m=\u001b[39m individual_firm_costs\u001b[38;5;241m.\u001b[39mcolumn(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMarginal Cost\u001b[39m\u001b[38;5;124m\"\u001b[39m)[\u001b[38;5;241m1\u001b[39m:]\n\u001b[1;32m---> 14\u001b[0m sp_mc \u001b[38;5;241m=\u001b[39m \u001b[43mcsaps\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mUnivariateCubicSmoothingSpline\u001b[49m(output, mc, smooth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.85\u001b[39m)\n\u001b[0;32m 15\u001b[0m output_s \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mlinspace(output\u001b[38;5;241m.\u001b[39mmin(), output\u001b[38;5;241m.\u001b[39mmax(), \u001b[38;5;241m150\u001b[39m)\n\u001b[0;32m 16\u001b[0m mc_s \u001b[38;5;241m=\u001b[39m sp_mc(output_s)\n", + "\u001b[1;31mAttributeError\u001b[0m: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'" ] }, { "data": { - "image/png": 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", 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", 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" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -568,7 +569,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.3" + "version": "3.11.4" } }, "nbformat": 4, diff --git a/_sources/content/02-supply/04-market-equilibria.ipynb b/_sources/content/02-supply/04-market-equilibria.ipynb index 396adfd..73319d2 100644 --- a/_sources/content/02-supply/04-market-equilibria.ipynb +++ b/_sources/content/02-supply/04-market-equilibria.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 6, + "execution_count": 2, "metadata": { "tags": [ "remove_cell" @@ -16,7 +16,7 @@ "import matplotlib.pyplot as plt\n", "import matplotlib as mpl\n", "import matplotlib.patches as patches\n", - "plt.style.use('seaborn-muted')\n", + "# plt.style.use('seaborn-muted')\n", "mpl.rcParams['figure.dpi'] = 200\n", "%matplotlib inline\n", "\n", @@ -42,7 +42,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "cell_id": "5a6c6746-bad6-466e-8c18-bc16f5fad344" }, @@ -154,7 +154,7 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": null, "metadata": { "cell_id": "b75d49b7-7c34-4c8a-a844-e16f26940df7" }, @@ -239,7 +239,7 @@ }, { "cell_type": "code", - "execution_count": 53, + "execution_count": null, "metadata": { "cell_id": "254b8839-cf4f-460b-a597-c267ad6ebb84" }, @@ -330,7 +330,7 @@ }, { "cell_type": "code", - "execution_count": 50, + "execution_count": null, "metadata": { "cell_id": "b7a2e982-d79e-4094-a295-d8edea5e3c12" }, @@ -375,7 +375,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "metadata": { "cell_id": "42bf023c-0b5a-4f12-8158-dcf58f137185" }, @@ -415,7 +415,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "metadata": { "cell_id": "d06b28f9-96eb-480c-8a10-3ba4981be472" }, @@ -455,7 +455,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "metadata": { "cell_id": "f9654557-6972-4ba9-948b-f7ff7a48a61f" }, @@ -504,7 +504,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -548,7 +548,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "metadata": { "cell_id": "6e28af89-0a83-465e-bb24-d7e66c9b978e" }, @@ -596,7 +596,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -623,7 +623,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": null, "metadata": { "cell_id": "f5d296fd-a13d-4b0b-a22d-a22806cb498c", "tags": [ @@ -736,7 +736,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.11.4" } }, "nbformat": 4, diff --git a/_sources/content/06-inequality/inequality.ipynb b/_sources/content/06-inequality/inequality.ipynb index 5fb1c9e..75faf85 100644 --- a/_sources/content/06-inequality/inequality.ipynb +++ b/_sources/content/06-inequality/inequality.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "metadata": { "tags": [ "remove_cell" @@ -15,7 +15,7 @@ "import matplotlib.pyplot as plt\n", "from datascience import *\n", "%matplotlib inline\n", - "plt.style.use('seaborn-muted')" + "plt.style.use('seaborn-v0_8-muted')" ] }, { @@ -67,7 +67,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -83,7 +83,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -145,7 +145,7 @@ "... (1 rows omitted)" ] }, - "execution_count": 5, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -170,7 +170,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": { "tags": [ "remove_input" @@ -179,14 +179,12 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -215,7 +213,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -277,7 +275,7 @@ "... (1 rows omitted)" ] }, - "execution_count": 8, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -390,7 +388,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 11, "metadata": { "tags": [ "remove_input" @@ -399,14 +397,12 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -436,7 +432,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 12, "metadata": {}, "outputs": [ { @@ -498,7 +494,7 @@ "... (1 rows omitted)" ] }, - "execution_count": 14, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -522,7 +518,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 13, "metadata": { "tags": [ "remove_input" @@ -531,14 +527,12 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ - "
" + "
" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -624,7 +618,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ @@ -649,16 +643,16 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "0.518628912071535" + "0.51862891207153505" ] }, - "execution_count": 17, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } @@ -670,7 +664,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 16, "metadata": {}, "outputs": [ { @@ -679,7 +673,7 @@ "0.48756218905472637" ] }, - "execution_count": 18, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -691,7 +685,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -700,7 +694,7 @@ "0.4934357195937577" ] }, - "execution_count": 19, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -774,7 +768,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.5" + "version": "3.11.4" }, "varInspector": { "cols": { diff --git a/content/01-demand/01-demand.html b/content/01-demand/01-demand.html index 89adf7f..453e931 100644 --- a/content/01-demand/01-demand.html +++ b/content/01-demand/01-demand.html @@ -488,19 +488,7 @@

Contents

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print(plt.style.available)
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-
-
['Solarize_Light2', '_classic_test_patch', '_mpl-gallery', '_mpl-gallery-nogrid', 'bmh', 'classic', 'dark_background', 'fast', 'fivethirtyeight', 'ggplot', 'grayscale', 'seaborn-v0_8', 'seaborn-v0_8-bright', 'seaborn-v0_8-colorblind', 'seaborn-v0_8-dark', 'seaborn-v0_8-dark-palette', 'seaborn-v0_8-darkgrid', 'seaborn-v0_8-deep', 'seaborn-v0_8-muted', 'seaborn-v0_8-notebook', 'seaborn-v0_8-paper', 'seaborn-v0_8-pastel', 'seaborn-v0_8-poster', 'seaborn-v0_8-talk', 'seaborn-v0_8-ticks', 'seaborn-v0_8-white', 'seaborn-v0_8-whitegrid', 'tableau-colorblind10']
-
-
-
-
-
+

Demand Curves#

In this chapter, we will explore one of the most foundational yet important concepts in economics: demand curves. The demand curve shows the graphical relationship between the price of a good or service and the quantity demanded for it over a given period of time. In other words, it shows the quantity of goods or services consumers are willing to buy at each market price. diff --git a/content/02-supply/01-supply.html b/content/02-supply/01-supply.html index 7399ae3..460af73 100644 --- a/content/02-supply/01-supply.html +++ b/content/02-supply/01-supply.html @@ -524,7 +524,7 @@

The Supply Curve
-../../_images/73cc2bbca3ab3652ab32c018356db6c31e652390b420a564e8c924ed7559554a.png +../../_images/b77d7abf459122761dd893433a39a14e4efa6906d218be1b124c4dfa5d13de0a.png

Market behavior relating to supply is based on the behavior of the individual firms that comprise it. Now, how does an individual firm make its decision about production? It does so based on the costs associated with production. If the price of a good is enough to recover the costs, the firm produces. Generally, costs increase with the quantity of production. So, to induce producers to increase the quantity supplied, the market prices need to be high enough to compensate for the increased costs.

@@ -610,14 +610,14 @@

Costs#<

[Following image is a graph of Total, Fixed and Variable Costs]

-../../_images/92c24dbff8c946c9c2a11e41d9005a36540c827017a774d3e5cd938f6da8d1cf.png +../../_images/90bb8ea0b89e32711ccaefe2dc6dbfa1d9a2cb81d48ea21a4017c9257b53dc3e.png

There are two important things to notice about the graph above. First, the total fixed cost is flat. This is because the fixed cost does not change regardless of quantity produced. Second, the vertical difference between the total variable cost and total cost is the TFC. This is because \(\text{TC} = \text{TVC} + \text{TFC}\).

[Following image is a graph of Average Total, Fixed, and Variable Costs]

-../../_images/6d30858ce6369b066fa37f034b94995a9fc3c9974b73e634a14cd8751c03efb3.png +../../_images/2e872448aa5af2b9b46d6c894813dc2b6d981f25491447195f1f159046559a88.png

From the graph above, note that:

@@ -629,7 +629,7 @@

Costs#<

[Following image is a graph of Average Total and Variable Cost and Marginal Cost]

-../../_images/523ec66c753cfc951ea0d47a6a5ef29351bca88df21e8e6602481c103bcbe2f0.png +../../_images/76e99aa55472869055d7a051c054d513b186bc2fd27e05d0100c01380379c5ff.png

Notice that the MC curve intersects the ATC and AVC curves at their minima. This is because when MC is below the AVC and ATC, it brings down the average since it costs less to produce an additional unit. But as MC begins to increase and surpasses the ATC and AVC cost curves, it will surpass the intersection, and pulls up the AVC and ATC curves. Therefore, it intersects at the minima.

@@ -651,10 +651,22 @@

Production and Firm Behavior -
No production
+
---------------------------------------------------------------------------
+AttributeError                            Traceback (most recent call last)
+Cell In[20], line 1
+----> 1 firm_behaviour(24, individual_firm_costs)
+
+File c:\Users\lynnc\OneDrive\Documents\GitHub\textbook\content\02-supply\utils.py:14, in firm_behaviour(price, individual_firm_costs)
+     12 output = individual_firm_costs.column("Output")[1:]
+     13 mc = individual_firm_costs.column("Marginal Cost")[1:]
+---> 14 sp_mc = csaps.UnivariateCubicSmoothingSpline(output, mc, smooth=0.85)
+     15 output_s = np.linspace(output.min(), output.max(), 150)
+     16 mc_s = sp_mc(output_s)
+
+AttributeError: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'
 

 

-../../_images/6d6fcafc092c9bfa1a5e4ee9c7bf870184beb377fa64074e94b2abc6553cf3c9.png
+../../_images/30bd87965de4bad26b9480db5e70c7544c1d9fe5bf87e8d88319c886d2aa0f2f.png

For any price that lies above the AVC curve but below the ATC curve, the firm will produce at a loss-minimising quantity. This is because for some levels of production, they will make revenue that is more than the total variable cost of production but is still less than the total cost, which includes the fixed cost. While they still lose money, they have offset some of the losses they would have incurred from the fixed cost. In our example, we see this for prices between 25 and 31. The red patch in the plot shows the loss.

@@ -666,10 +678,22 @@

Production and Firm Behavior -
Production at loss minimising quantity
+
---------------------------------------------------------------------------
+AttributeError                            Traceback (most recent call last)
+Cell In[21], line 1
+----> 1 firm_behaviour(28, individual_firm_costs)
+
+File c:\Users\lynnc\OneDrive\Documents\GitHub\textbook\content\02-supply\utils.py:14, in firm_behaviour(price, individual_firm_costs)
+     12 output = individual_firm_costs.column("Output")[1:]
+     13 mc = individual_firm_costs.column("Marginal Cost")[1:]
+---> 14 sp_mc = csaps.UnivariateCubicSmoothingSpline(output, mc, smooth=0.85)
+     15 output_s = np.linspace(output.min(), output.max(), 150)
+     16 mc_s = sp_mc(output_s)
+
+AttributeError: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'
 

 

-../../_images/d70dcb74fe5ae5359850cff59fee5108b6f6bfb2bed70f49f770da0e3656c282.png
+../../_images/30bd87965de4bad26b9480db5e70c7544c1d9fe5bf87e8d88319c886d2aa0f2f.png

If the price is above the ATC curve, the firm produces at a profit. In this example, it is at prices 32 and above. The green patch shows the profit.

@@ -681,10 +705,22 @@

Production and Firm Behavior -
Production at a profit
+
---------------------------------------------------------------------------
+AttributeError                            Traceback (most recent call last)
+Cell In[24], line 1
+----> 1 firm_behaviour(36, individual_firm_costs)
+
+File c:\Users\lynnc\OneDrive\Documents\GitHub\textbook\content\02-supply\utils.py:14, in firm_behaviour(price, individual_firm_costs)
+     12 output = individual_firm_costs.column("Output")[1:]
+     13 mc = individual_firm_costs.column("Marginal Cost")[1:]
+---> 14 sp_mc = csaps.UnivariateCubicSmoothingSpline(output, mc, smooth=0.85)
+     15 output_s = np.linspace(output.min(), output.max(), 150)
+     16 mc_s = sp_mc(output_s)
+
+AttributeError: module 'csaps' has no attribute 'UnivariateCubicSmoothingSpline'
 

 

-../../_images/a8b504857651cb2b8a8d7a5d8af67a38698f83492491547c0164c745fb65e995.png
+../../_images/30bd87965de4bad26b9480db5e70c7544c1d9fe5bf87e8d88319c886d2aa0f2f.png

So, we have seen that a firm produces if the price is above the AVC. The question now is: what is the level of production?

diff --git a/content/06-inequality/inequality.html b/content/06-inequality/inequality.html index 6841590..b631ac8 100644 --- a/content/06-inequality/inequality.html +++ b/content/06-inequality/inequality.html @@ -585,7 +585,7 @@

A Toy Example
-../../_images/d4b379ef0daabc4bcdd19c541bf99da90a3afb3c6ae90144fbd5df2715b97199.png +../../_images/2d725d26585822d8d455ff135535d3e47a1274b7dd8ad1dbc95375be5981ffeb.png

@@ -718,7 +718,7 @@

Comparing Lorenz Curves[Following image has 2 Lorenz Curves for different countries in population share vs income share]

-../../_images/1011d1973a79dbd2dade27d8d5fe6eff4a9d84e938c26b7fd7632c5de25de944.png +../../_images/1d0aa85c356d83ba20e1a8b90814cf6783579312a39154052e9dac2ef3cff1c1.png

In this case, we can see that country 2’s Lorenz curve is closer to the line of equality than that of country 1, which intuitively would suggest that country 2 is more equal. If we were to look at the numbers, we see that the bottom percentiles own a higher % of total national income in country 2 than in country 1, while top percentiles own less in country 2 than in country 1. This would suggest that country 2 is more equal in income than country 1, so that country 1 has a higher level of income inequality.

@@ -787,7 +787,7 @@

Comparing Lorenz Curves
-../../_images/66b4510dddd50b65436767d0eb364d2a72454ca17e604f07ff4f215113d75a40.png +../../_images/6827ce62b098c3b33c06146581b750b0b065988d3cc2929ef27e9eba59a429f3.png

Now, ambiguity arises; while bottom income percentiles earn a larger share of national income in country 3, top income percentiles also have a larger share. We can visualize this phenomenon by the ‘crossing’ of Lorenz curves on the plot. As a result, we do cannot easily tell which country has a higher level of income inequality.

@@ -839,7 +839,7 @@

The Gini Coefficient
-
0.518628912071535
+
0.51862891207153505
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"abatement_t": [48, 88, 124], "abatement_technologi": [48, 88, 124], "abid": [27, 73, 109], "abil": [14, 34, 40, 42, 44, 63, 78, 82, 83, 85, 99, 114, 118, 119, 121], "abkhazia": [46, 47, 87, 123], "abl": [1, 10, 12, 14, 15, 17, 19, 24, 25, 29, 31, 33, 39, 40, 48, 53, 61, 62, 63, 64, 65, 67, 70, 71, 77, 81, 82, 88, 89, 97, 98, 99, 100, 101, 103, 106, 107, 113, 117, 118, 124], "about": [1, 4, 5, 7, 10, 14, 15, 17, 19, 22, 24, 25, 26, 27, 30, 31, 32, 35, 37, 39, 41, 42, 44, 46, 47, 48, 53, 56, 57, 58, 61, 63, 64, 65, 67, 69, 70, 71, 72, 73, 75, 76, 80, 81, 83, 85, 87, 88, 89, 92, 93, 94, 97, 99, 100, 101, 103, 105, 106, 107, 108, 109, 111, 112, 116, 117, 119, 121, 123, 124], "abov": [1, 2, 3, 4, 5, 7, 8, 12, 14, 15, 17, 18, 19, 21, 22, 24, 25, 27, 28, 30, 32, 33, 37, 39, 40, 41, 42, 43, 44, 45, 48, 53, 54, 55, 56, 57, 58, 59, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 73, 74, 75, 76, 77, 80, 81, 82, 83, 84, 85, 86, 88, 89, 90, 91, 92, 93, 94, 95, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 109, 110, 111, 112, 113, 116, 117, 118, 119, 120, 121, 122, 124], "above_or_equal_to": [46, 47, 87, 123], "absente": 31, "absolut": [1, 4, 5, 22, 46, 47, 53, 56, 57, 69, 87, 89, 92, 93, 105, 123], "abstract": [1, 30, 42, 53, 75, 83, 89, 111, 119], "ac": [1, 53, 89], "academ": [42, 83, 119], "accept": [37, 80, 116], "access": [30, 39, 75, 81, 111, 117], "accompani": [45, 86, 122], "accomplish": [39, 81, 117], "accord": [8, 22, 27, 28, 32, 59, 69, 73, 74, 76, 95, 105, 109, 110, 112], "accordingli": [1, 53, 89], "account": [1, 15, 17, 25, 30, 33, 37, 39, 40, 53, 64, 65, 71, 75, 77, 80, 81, 82, 89, 100, 101, 107, 111, 113, 116, 117, 118], "account1": [30, 75, 111], "account2": [30, 75, 111], "accumul": [1, 22, 53, 69, 89, 105], "accur": [4, 42, 56, 83, 92, 119], "achiev": [1, 10, 14, 19, 32, 39, 44, 53, 61, 63, 67, 76, 81, 85, 89, 97, 99, 103, 112, 117, 121], "acquir": [22, 69, 105], "across": [1, 7, 17, 18, 21, 22, 23, 27, 32, 33, 48, 49, 53, 58, 65, 66, 68, 69, 73, 76, 77, 88, 89, 94, 101, 102, 104, 105, 109, 112, 113, 124], "act": [12, 15, 21, 32, 46, 47, 62, 64, 68, 76, 87, 98, 100, 104, 112, 123], "action": [17, 26, 29, 32, 65, 72, 76, 101, 108, 112], "activ": [27, 39, 48, 73, 81, 88, 109, 117, 124], "actor": [15, 49, 64, 100], "actual": [1, 3, 4, 14, 15, 22, 25, 31, 37, 39, 42, 43, 44, 48, 53, 55, 56, 63, 64, 69, 71, 80, 81, 83, 84, 85, 88, 89, 91, 92, 99, 100, 105, 107, 116, 117, 119, 120, 121, 124], "actuari": [1, 53, 89], "ad": [15, 17, 18, 34, 39, 40, 42, 44, 48, 64, 65, 66, 78, 81, 82, 83, 85, 88, 100, 101, 102, 114, 117, 118, 119, 121, 124], "adapt": [17, 65, 101], "add": [15, 17, 30, 33, 45, 64, 65, 75, 77, 86, 100, 101, 111, 113, 122], "add_const": [42, 44, 45, 83, 85, 86, 119, 121, 122], "addit": [1, 2, 3, 7, 9, 10, 15, 17, 18, 21, 31, 36, 48, 53, 54, 55, 58, 60, 61, 64, 65, 66, 68, 79, 88, 89, 90, 91, 94, 96, 97, 100, 101, 102, 104, 115, 124], "addition": [22, 39, 44, 69, 81, 85, 105, 117, 121], "address": [15, 37, 40, 49, 64, 80, 82, 100, 116, 118], "adher": [19, 67, 103], "adj": [39, 42, 45, 81, 83, 86, 117, 119, 122], "adjust": [5, 7, 14, 15, 18, 19, 32, 33, 34, 57, 58, 63, 64, 66, 67, 76, 77, 78, 93, 94, 99, 100, 102, 103, 112, 113, 114], "administr": [1, 53, 89], "adult": [22, 69, 105], "advanc": [14, 51, 63, 99], "advantag": [48, 88, 124], "advert": [15, 64, 100], "advis": [27, 73, 109], "advisor": 31, "afc": [7, 58, 94], "affect": [1, 2, 5, 13, 16, 18, 20, 26, 34, 36, 37, 39, 41, 42, 53, 54, 57, 66, 72, 78, 79, 80, 81, 83, 89, 90, 93, 102, 108, 114, 115, 116, 117, 119], "afford": [5, 39, 57, 81, 93, 117], "afghanistan": [46, 47, 87, 123], "aforement": [32, 76, 112], "afqt": [42, 44, 83, 85, 119, 121], "africa": [31, 46, 47, 87, 123], "african": [22, 69, 105], "after": [1, 2, 4, 15, 17, 22, 27, 29, 31, 32, 38, 39, 40, 45, 46, 47, 53, 54, 56, 64, 65, 69, 73, 76, 81, 82, 86, 87, 89, 90, 92, 100, 101, 105, 109, 112, 117, 118, 122, 123], "afteral": [1, 53, 89], "afterward": [22, 69, 105], "ag": [1, 31, 44, 45, 46, 47, 48, 52, 53, 85, 86, 87, 88, 89, 121, 122, 123, 124], "again": [1, 4, 5, 14, 17, 18, 39, 45, 46, 47, 53, 56, 57, 63, 65, 66, 81, 86, 87, 89, 92, 93, 99, 101, 102, 117, 122, 123], "against": [27, 31, 73, 109], "agenc": [48, 88, 124], "aggreg": [17, 22, 34, 36, 65, 69, 78, 79, 101, 105, 114, 115], "agre": [27, 73, 109], "agreement": 29, "agricultur": [1, 31, 53, 89], "ahead": [48, 87, 88, 123, 124], "aic": [42, 45, 83, 86, 119, 122], "aim": [15, 17, 31, 48, 49, 64, 65, 88, 100, 101, 124], "air": [46, 47, 48, 87, 88, 123, 124], "airbu": [26, 72, 108], "airlin": [26, 27, 72, 73, 108, 109], "aj": [46, 47, 48, 87, 88, 123, 124], "akhil": 51, "al": [48, 88, 124], "alamito": [8, 59, 95], "alan": [32, 51, 76, 112], "alexandra": [22, 52, 69, 105], "algebra": [26, 72, 108], "alic": [28, 74, 110], "align": [3, 4, 5, 15, 17, 18, 21, 22, 26, 28, 39, 40, 42, 55, 56, 57, 64, 65, 66, 68, 69, 72, 74, 81, 82, 83, 91, 92, 93, 100, 101, 102, 104, 105, 108, 110, 117, 118, 119], "all": [1, 2, 3, 5, 7, 8, 12, 14, 15, 17, 18, 19, 21, 22, 25, 27, 28, 29, 30, 32, 33, 36, 39, 40, 42, 44, 45, 46, 47, 48, 50, 53, 54, 55, 57, 58, 59, 62, 63, 64, 65, 66, 67, 68, 69, 71, 73, 74, 75, 76, 77, 79, 81, 82, 83, 85, 86, 87, 88, 89, 90, 91, 93, 94, 95, 98, 99, 100, 101, 102, 103, 104, 105, 107, 109, 110, 111, 112, 113, 115, 117, 118, 119, 121, 122, 123, 124], "all_arrai": [46, 47, 87, 123], "all_tabl": [46, 47, 87, 123], "alll": [1, 53, 89], "alloc": [14, 18, 63, 66, 99, 102], "allow": [4, 9, 12, 17, 22, 27, 30, 31, 32, 39, 40, 56, 60, 62, 65, 69, 73, 75, 76, 81, 82, 92, 96, 98, 101, 105, 109, 111, 112, 117, 118], "almost": [5, 42, 44, 48, 57, 83, 85, 87, 88, 93, 119, 121, 123, 124], "alon": [31, 46, 47, 87, 123], "along": [3, 6, 10, 15, 19, 25, 27, 29, 37, 42, 55, 61, 64, 67, 71, 73, 80, 83, 91, 97, 100, 103, 107, 109, 116, 119], "alpha": [17, 19, 21, 42, 43, 44, 45, 65, 67, 68, 83, 84, 85, 86, 101, 103, 104, 119, 120, 121, 122], "alreadi": [1, 5, 14, 28, 30, 39, 40, 44, 53, 57, 63, 74, 75, 81, 82, 85, 89, 93, 99, 110, 111, 117, 118, 121], "also": [1, 2, 4, 5, 8, 9, 10, 14, 15, 17, 18, 19, 21, 22, 24, 25, 26, 29, 30, 31, 32, 33, 36, 37, 39, 40, 42, 44, 45, 46, 47, 48, 49, 51, 53, 54, 56, 57, 59, 60, 61, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 75, 76, 77, 79, 80, 81, 82, 83, 85, 86, 87, 88, 89, 90, 92, 93, 95, 96, 97, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 111, 112, 113, 115, 116, 117, 118, 119, 121, 122, 123, 124], "alter": [5, 15, 49, 57, 64, 93, 100], "altern": [2, 3, 5, 10, 15, 18, 24, 48, 54, 55, 57, 61, 64, 66, 70, 88, 90, 91, 93, 97, 100, 102, 106, 124], "although": [14, 21, 22, 25, 63, 68, 69, 71, 99, 104, 105, 107], "alumni": [1, 53, 89], "alwai": [1, 4, 14, 19, 21, 24, 25, 28, 42, 44, 53, 56, 63, 67, 68, 70, 71, 74, 83, 85, 89, 92, 99, 103, 104, 106, 107, 110, 119, 121], "am": [39, 81, 117], "amal": 51, "ambigu": [1, 4, 24, 42, 53, 56, 70, 83, 89, 92, 106, 119], "amen": 49, "american": [1, 32, 39, 53, 76, 81, 89, 112, 117], "among": [3, 14, 22, 27, 29, 46, 47, 55, 63, 69, 73, 87, 91, 99, 105, 109, 123], "amount": [1, 2, 4, 5, 7, 10, 12, 15, 17, 19, 21, 24, 25, 31, 36, 39, 40, 46, 47, 48, 49, 53, 54, 56, 57, 58, 61, 62, 64, 65, 67, 68, 70, 71, 79, 81, 82, 87, 88, 89, 90, 92, 93, 94, 97, 98, 100, 101, 103, 104, 106, 107, 115, 117, 118, 123, 124], "an": [2, 4, 5, 7, 9, 10, 14, 17, 18, 19, 21, 22, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 36, 37, 38, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 52, 54, 56, 57, 58, 60, 61, 63, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 82, 83, 84, 85, 86, 87, 88, 90, 92, 93, 94, 96, 97, 99, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 118, 119, 120, 121, 122, 123, 124], "anaconda3": [39, 81, 117], "analog": [44, 85, 121], "analysi": [1, 24, 32, 48, 53, 70, 76, 88, 89, 106, 112, 124], "analyst": [1, 53, 89], "analyt": 31, "analyz": [1, 22, 26, 32, 36, 45, 53, 69, 72, 76, 79, 86, 89, 105, 108, 112, 115, 122], "anchor": [32, 37, 76, 80, 112, 116], "andrei": 51, "angl": [42, 83, 119], "ani": [1, 2, 3, 4, 5, 7, 8, 12, 14, 15, 17, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 39, 41, 42, 44, 48, 50, 53, 54, 55, 56, 57, 58, 59, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 73, 74, 75, 77, 78, 79, 81, 83, 85, 88, 89, 90, 91, 92, 93, 94, 95, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 109, 110, 111, 113, 114, 115, 117, 119, 121, 124], "ann": [21, 68, 104], "anniversari": [48, 88, 124], "annot": [46, 47, 87, 123], "announc": [27, 73, 109], "annual": [32, 40, 43, 76, 82, 84, 112, 118, 120], "anoth": [1, 2, 4, 7, 9, 14, 15, 17, 21, 22, 24, 25, 26, 27, 28, 30, 31, 32, 33, 35, 37, 39, 42, 44, 46, 47, 53, 54, 56, 58, 60, 63, 64, 65, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 80, 81, 83, 85, 87, 89, 90, 92, 94, 96, 99, 100, 101, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 116, 117, 119, 121, 123], "answer": [1, 4, 5, 7, 41, 46, 47, 53, 56, 57, 58, 87, 89, 92, 93, 94, 123], "anthropogen": [46, 47, 87, 123], "anthropologi": [1, 53, 89], "anti": 31, "antivenom": [5, 57, 93], "anymor": [5, 39, 57, 81, 93, 117], "anyon": [1, 33, 53, 77, 89, 113], "anyth": [1, 5, 17, 39, 53, 57, 65, 81, 89, 93, 101, 117], "aontoin": [26, 72, 108], "apart": [4, 5, 41, 42, 56, 57, 83, 92, 93, 119], "apparaju": 51, "appeal": [1, 53, 89], "appear": [32, 37, 39, 44, 46, 47, 76, 80, 81, 85, 87, 112, 116, 117, 121, 123], "append": [44, 46, 47, 48, 85, 87, 88, 121, 123, 124], "appl": [1, 21, 53, 68, 89, 104], "appli": [1, 14, 17, 22, 46, 47, 48, 49, 51, 53, 63, 65, 69, 87, 88, 89, 99, 101, 105, 123, 124], "applic": [27, 29, 31, 46, 47, 48, 49, 73, 87, 88, 109, 123, 124], "approach": [4, 17, 26, 33, 48, 52, 56, 65, 72, 77, 88, 92, 101, 108, 113, 124], "appropri": [36, 79, 115], "approx": [4, 5, 21, 56, 57, 68, 92, 93, 104], "approx2": [21, 68, 104], "approxim": [4, 17, 32, 43, 44, 56, 65, 76, 84, 85, 92, 101, 112, 120, 121], "april": [32, 76, 112], "ar": [1, 2, 3, 4, 5, 7, 8, 9, 10, 12, 14, 15, 17, 18, 21, 22, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 36, 37, 38, 39, 40, 41, 42, 44, 45, 46, 47, 49, 51, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 85, 86, 87, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 121, 122, 123], "arabia": [27, 73, 109], "arang": [14, 22, 24, 44, 63, 69, 70, 85, 99, 105, 106, 121], "arbitrari": [44, 85, 121], "arbitrarili": [44, 85, 121], "arbritari": [48, 88, 124], "architectur": [1, 53, 89], "area": [15, 17, 24, 33, 46, 47, 48, 64, 65, 70, 77, 87, 88, 100, 101, 106, 113, 123, 124], "aren": [14, 30, 39, 41, 42, 63, 75, 81, 83, 99, 111, 117, 119], "argmax": [26, 72, 108], "argu": [31, 37, 46, 47, 80, 87, 116, 123], "argument": [9, 30, 60, 75, 96, 111], "aris": [24, 34, 70, 78, 106, 114], "arm": [17, 31, 32, 44, 65, 76, 85, 101, 112, 121], "around": [1, 3, 4, 5, 15, 22, 32, 46, 47, 51, 53, 55, 56, 57, 64, 69, 76, 87, 89, 91, 92, 93, 100, 105, 112, 123], "arrai": [3, 10, 14, 24, 30, 42, 44, 45, 55, 61, 63, 70, 75, 83, 85, 86, 91, 97, 99, 106, 111, 119, 121, 122], "arrang": [48, 88, 124], "array1": [44, 85, 121], "array2": [44, 85, 121], "arriv": [14, 48, 63, 88, 99, 124], "art": [1, 53, 89], "arthur": [32, 76, 112], "articl": [1, 31, 32, 46, 47, 48, 53, 87, 88, 89, 123, 124], "artist": [1, 53, 89], "ascend": [1, 53, 89], "asia": [46, 47, 48, 87, 88, 123, 124], "asian": [44, 45, 85, 86, 121, 122], "asid": [44, 85, 121], "ask": [1, 39, 40, 46, 47, 53, 81, 82, 87, 89, 117, 118, 123], "aspect": [29, 31, 33, 77, 113], "assembl": [17, 65, 101], "assertionerror": [30, 75, 111], "assess": [46, 47, 87, 123], "asset": [17, 22, 36, 39, 40, 65, 69, 79, 81, 82, 101, 105, 115, 117, 118], "assign": [9, 10, 31, 41, 42, 60, 61, 83, 96, 97, 119], "assist": [22, 69, 105], "associ": [1, 7, 15, 39, 42, 44, 46, 47, 53, 58, 64, 81, 83, 85, 87, 89, 94, 100, 117, 119, 121, 123], "assum": [2, 4, 5, 10, 12, 14, 15, 17, 18, 19, 21, 25, 26, 27, 39, 42, 44, 45, 48, 54, 56, 57, 61, 62, 63, 64, 65, 66, 67, 68, 71, 72, 73, 81, 83, 85, 86, 88, 90, 92, 93, 97, 98, 99, 100, 101, 102, 103, 104, 107, 108, 109, 117, 119, 121, 122, 124], "assumpt": [1, 5, 14, 15, 18, 21, 25, 26, 44, 45, 53, 57, 63, 64, 66, 68, 71, 72, 85, 86, 89, 93, 99, 100, 102, 104, 107, 108, 121, 122], "astronomi": [1, 53, 89], "astrophys": [1, 53, 89], "asymmetr": [29, 39, 81, 117], "asymptot": [17, 65, 101], "atc": [7, 58, 94], "atmospher": 49, "attack": [22, 69, 105], "attain": [1, 19, 53, 67, 89, 103], "attempt": [21, 24, 27, 68, 70, 73, 104, 106, 109], "attend": [1, 28, 31, 42, 53, 74, 83, 89, 110, 119], "attr": [30, 75, 111], "attract": [37, 80, 116], "attribut": [27, 29, 30, 39, 41, 42, 50, 73, 75, 81, 83, 109, 111, 117, 119], "author": [37, 80, 116], "automat": [26, 72, 108], "avail": [2, 24, 28, 70, 74, 106, 110], "avc": [7, 8, 58, 59, 94, 95], "averag": [1, 3, 4, 5, 7, 8, 17, 28, 33, 41, 42, 44, 53, 55, 56, 57, 58, 59, 65, 74, 77, 83, 85, 89, 91, 92, 93, 94, 95, 101, 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119, 120, 121], "ceil": [1, 12, 53, 62, 89, 98], "cell": [1, 27, 28, 53, 73, 74, 89, 109, 110], "censu": [22, 24, 69, 70, 105, 106], "cent": [14, 63, 99], "center": [45, 86, 122], "central": [33, 35, 37, 77, 80, 113, 116], "centuri": [32, 76, 112], "certain": [1, 4, 5, 12, 14, 17, 22, 26, 31, 33, 38, 39, 40, 44, 45, 46, 47, 53, 56, 57, 62, 63, 65, 69, 72, 77, 81, 82, 85, 86, 87, 89, 92, 93, 98, 99, 101, 105, 108, 113, 117, 118, 121, 122, 123], "certainli": [14, 42, 63, 83, 87, 99, 119, 123], "certainti": [48, 88, 124], "certifi": [39, 81, 117], "ceteri": [2, 54, 90], "chain": [5, 57, 93], "chair": [32, 76, 112], "chairman": [32, 76, 112], "challeng": [24, 42, 70, 83, 106, 119], "chanc": [15, 33, 39, 64, 77, 81, 100, 113, 117], "chang": [0, 1, 2, 3, 5, 7, 12, 13, 14, 15, 16, 18, 21, 22, 25, 26, 27, 29, 30, 31, 32, 33, 34, 37, 39, 40, 44, 46, 47, 48, 53, 54, 55, 57, 58, 62, 63, 64, 66, 68, 69, 71, 72, 73, 75, 76, 77, 78, 80, 81, 82, 85, 87, 88, 89, 90, 91, 93, 94, 98, 99, 100, 102, 104, 105, 107, 108, 109, 111, 112, 113, 114, 116, 117, 118, 121, 123, 124], "chapter": [2, 13, 23, 26, 29, 32, 33, 36, 48, 54, 72, 76, 77, 88, 90, 108, 112, 113, 124], "charact": [27, 73, 109], "character": [36, 37, 79, 80, 115, 116], "characterist": [14, 63, 99], "chardet": [39, 81, 117], "charg": [5, 12, 15, 25, 33, 39, 40, 57, 62, 64, 71, 77, 81, 82, 93, 98, 100, 107, 113, 117, 118], "chart": [1, 22, 24, 36, 52, 53, 69, 70, 79, 89, 105, 106, 115], "cheaper": [2, 5, 8, 54, 57, 59, 90, 93, 95], "cheapest": [48, 88, 124], "check": [1, 21, 30, 53, 68, 75, 89, 104, 111], "chemic": [1, 53, 89], "chemistri": [1, 53, 89], "chetti": [15, 64, 100], "child": 31, "childhood": 31, "children": [22, 31, 69, 105], "china": [22, 69, 105], "choic": [1, 10, 25, 27, 28, 36, 48, 53, 61, 71, 73, 74, 79, 88, 89, 97, 107, 109, 110, 115, 124], "choos": [1, 19, 21, 26, 28, 42, 48, 53, 67, 68, 72, 74, 83, 88, 89, 103, 104, 108, 110, 119, 124], "chose": [1, 42, 48, 53, 83, 88, 89, 119, 124], "chosen": [1, 27, 28, 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49, 59, 63, 88, 95, 99, 124], "cobb": [16, 18, 20, 66, 102], "code": [1, 24, 26, 39, 44, 45, 46, 47, 53, 70, 72, 81, 85, 86, 87, 89, 106, 108, 117, 121, 122, 123], "coef": [42, 45, 83, 86, 119, 122], "coefficeint": [24, 70, 106], "coeffici": [22, 23, 32, 42, 43, 44, 69, 76, 83, 84, 85, 105, 112, 119, 120, 121], "cognit": [1, 53, 89], "cogniz": [1, 53, 89], "coincid": [14, 44, 63, 85, 99, 121], "coke": [25, 71, 107], "cold": 29, "cole": 51, "coll": [44, 85, 121], "coll_standard": [44, 85, 121], "collater": [39, 81, 117], "collect": [22, 41, 46, 47, 48, 69, 87, 88, 105, 123, 124], "colleg": [1, 42, 44, 53, 83, 85, 89, 119, 121], "college_job": [1, 53, 89], "collud": [26, 72, 108], "collus": [26, 72, 108], "color": [8, 10, 15, 30, 31, 39, 48, 59, 61, 64, 75, 81, 88, 95, 97, 100, 111, 117, 124], "colorblind": 2, "colorblind10": 2, "colors_map": [48, 88, 124], "columbia": [46, 47, 48, 87, 88, 123, 124], "column": [1, 3, 4, 10, 14, 22, 27, 28, 39, 42, 43, 44, 45, 46, 47, 48, 53, 55, 56, 61, 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65, 66, 68, 75, 77, 80, 81, 83, 89, 92, 93, 99, 100, 101, 102, 104, 111, 113, 116, 117, 119], "comparion": [1, 53, 89], "comparison": [1, 18, 30, 31, 34, 53, 66, 75, 78, 89, 102, 111, 114], "compens": [1, 7, 22, 40, 53, 58, 69, 82, 89, 94, 105, 118], "compet": [5, 13, 25, 26, 27, 37, 57, 71, 72, 73, 80, 93, 107, 108, 109, 116], "competit": [5, 10, 14, 27, 57, 61, 63, 73, 93, 97, 99, 109], "competitor": [25, 26, 29, 71, 72, 107, 108], "compil": [1, 53, 89], "complain": [42, 83, 119], "complement": [5, 57, 93], "complementar": 52, "complementari": [5, 57, 93], "complet": [1, 5, 27, 31, 39, 42, 44, 46, 47, 53, 57, 73, 81, 83, 85, 87, 89, 93, 109, 117, 119, 121, 123], "complex": [21, 30, 42, 68, 75, 83, 104, 111, 119], "complic": [1, 17, 39, 42, 53, 65, 81, 83, 89, 101, 117, 119], "compon": [10, 39, 61, 81, 97, 117], "compos": [30, 75, 111], "compound": [40, 82, 118], "comprehens": [1, 24, 36, 53, 70, 79, 89, 106, 115], "compress": [22, 69, 105], "compressor": [48, 88, 124], "compris": [7, 22, 32, 58, 69, 76, 94, 105, 112], "comput": [14, 42, 63, 83, 99, 119], "comsum": [14, 63, 99], "concav": [17, 65, 101], "conceiv": [28, 29, 74, 110], "concentr": [8, 34, 59, 78, 95, 114], "concept": [1, 2, 5, 10, 13, 14, 16, 19, 27, 33, 40, 44, 45, 48, 49, 51, 53, 54, 57, 61, 63, 67, 73, 77, 82, 85, 86, 88, 89, 90, 93, 97, 99, 103, 109, 113, 118, 121, 122, 124], "conceptu": [28, 74, 110], "concern": [1, 17, 29, 40, 53, 65, 82, 89, 101, 118], "concious": 41, "conclud": [4, 12, 22, 24, 44, 46, 47, 56, 62, 69, 70, 85, 87, 92, 98, 105, 106, 121, 123], "conclus": [14, 63, 99], "concret": [37, 80, 116], "cond": [42, 45, 83, 86, 119, 122], "condit": [21, 31, 32, 39, 42, 44, 48, 68, 76, 81, 83, 85, 88, 104, 112, 117, 119, 121, 124], "conduct": [1, 4, 15, 24, 32, 33, 43, 53, 56, 64, 70, 76, 77, 84, 89, 92, 100, 106, 112, 113, 120], "confid": [41, 42, 43, 44, 45, 83, 84, 85, 86, 119, 120, 121, 122], "confirm": [24, 70, 106], "confound": [1, 27, 31, 53, 73, 89, 109], "confus": [32, 76, 112], 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71, 74, 80, 84, 85, 86, 91, 96, 107, 110, 116, 120, 121, 122], "constructor": [30, 75, 111], "consult": [1, 53, 89], "consum": [1, 2, 3, 4, 5, 9, 10, 12, 13, 15, 19, 21, 25, 33, 36, 37, 49, 53, 54, 55, 56, 57, 60, 61, 62, 64, 67, 68, 71, 77, 79, 80, 89, 90, 91, 92, 93, 96, 97, 98, 100, 103, 104, 107, 113, 115, 116], "consumpt": [5, 15, 19, 21, 36, 48, 57, 64, 67, 68, 79, 88, 93, 100, 103, 104, 115, 124], "contact": [27, 73, 109], "contain": [24, 42, 44, 45, 49, 70, 83, 85, 86, 106, 119, 121, 122], "contained_in": [46, 47, 87, 123], "content": [0, 50, 51], "context": [5, 14, 42, 48, 57, 63, 83, 88, 93, 99, 119, 124], "contin": [46, 47, 87, 123], "continu": [1, 4, 5, 14, 18, 22, 31, 39, 40, 48, 53, 56, 57, 63, 66, 69, 81, 82, 88, 89, 92, 93, 99, 102, 105, 117, 118, 124], "contour": [21, 68, 104], "contra": [8, 59, 95], "contract": [36, 38, 39, 81, 117], "contrast": [5, 14, 17, 57, 63, 65, 93, 99, 101], "contrat": 36, "contribut": [22, 32, 39, 69, 76, 81, 105, 112, 117], "control": [13, 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84, 85, 86, 89, 91, 92, 94, 97, 110, 114, 117, 120, 121, 122], "corrobor": [22, 69, 105], "cost": [2, 5, 8, 10, 12, 14, 15, 17, 18, 21, 25, 26, 31, 32, 33, 36, 37, 39, 46, 47, 49, 54, 57, 59, 61, 62, 63, 64, 65, 66, 68, 71, 72, 76, 77, 79, 80, 81, 87, 90, 93, 95, 97, 98, 99, 100, 101, 102, 104, 107, 108, 112, 113, 115, 116, 117, 123], "costa": [8, 59, 95], "costli": [26, 72, 108], "could": [1, 2, 5, 15, 18, 26, 28, 31, 33, 37, 39, 42, 44, 46, 47, 48, 49, 53, 54, 57, 64, 66, 72, 74, 77, 80, 81, 83, 85, 87, 88, 89, 90, 93, 100, 102, 108, 110, 113, 116, 117, 119, 121, 123, 124], "count": [28, 33, 48, 74, 77, 88, 110, 113, 124], "counter": [4, 56, 92], "counterpart": [1, 53, 89], "countless": [5, 57, 93], "countri": [4, 12, 16, 18, 22, 23, 24, 27, 32, 33, 48, 49, 56, 62, 66, 69, 70, 73, 76, 77, 88, 92, 98, 102, 105, 106, 109, 112, 113, 124], "country1": [24, 70, 106], "country2": [24, 70, 106], "country3": [24, 70, 106], "coupl": [22, 69, 105], "coupon": [39, 81, 117], "cournot": [25, 71, 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15, 19, 21, 28, 33, 36, 37, 48, 49, 53, 57, 58, 63, 64, 67, 68, 74, 77, 79, 80, 88, 89, 93, 94, 99, 100, 103, 104, 110, 113, 115, 116, 124], "decim": [40, 82, 118], "decis": [7, 10, 15, 21, 26, 27, 29, 33, 37, 42, 48, 51, 58, 61, 64, 68, 72, 73, 77, 80, 83, 88, 94, 97, 100, 104, 108, 109, 113, 116, 119, 124], "declin": [5, 21, 46, 47, 57, 68, 87, 93, 104, 123], "decreas": [2, 3, 4, 5, 7, 10, 12, 14, 15, 17, 18, 19, 21, 22, 27, 34, 36, 37, 39, 46, 47, 48, 54, 55, 56, 57, 58, 61, 62, 63, 64, 65, 66, 67, 68, 69, 73, 78, 79, 80, 81, 87, 88, 90, 91, 92, 93, 94, 97, 98, 99, 100, 101, 102, 103, 104, 105, 109, 114, 115, 116, 117, 123, 124], "deep": 2, "deeper": [32, 48, 76, 88, 112, 124], "def": [5, 9, 10, 14, 24, 30, 42, 44, 48, 57, 60, 61, 63, 70, 75, 83, 85, 88, 93, 96, 97, 99, 106, 111, 119, 121, 124], "default": [30, 40, 46, 47, 48, 75, 82, 87, 88, 111, 118, 123, 124], "defect": [27, 73, 109], "defector": [27, 73, 109], "defin": [5, 9, 21, 27, 28, 30, 33, 39, 42, 44, 48, 57, 60, 68, 73, 74, 75, 77, 81, 83, 85, 88, 93, 96, 104, 109, 110, 111, 113, 117, 119, 121, 124], "definit": [5, 18, 30, 33, 39, 57, 66, 75, 77, 81, 93, 102, 111, 113, 117], "deforest": [46, 47, 87, 123], "degrad": [46, 47, 49, 87, 123], "degre": [1, 3, 24, 49, 53, 55, 70, 89, 91, 106], "delai": [40, 82, 118], "deliber": [42, 83, 119], "delic": [32, 76, 112], "delin": [46, 47, 87, 123], "deliv": 31, "delta": [5, 48, 57, 88, 93, 124], "delv": [48, 88, 124], "demand": [1, 5, 9, 11, 12, 13, 15, 25, 26, 27, 32, 33, 34, 36, 37, 46, 47, 53, 57, 60, 62, 64, 71, 72, 73, 76, 77, 78, 79, 80, 87, 89, 93, 96, 98, 100, 107, 108, 109, 112, 113, 114, 115, 116, 123], "demand_equ": [5, 57, 93], "demo": [1, 53, 89], "demograph": [1, 22, 53, 69, 89, 105], "demonstr": [25, 26, 30, 44, 71, 72, 75, 85, 107, 108, 111, 121], "denot": [2, 5, 9, 10, 15, 25, 33, 54, 57, 60, 61, 64, 71, 77, 90, 93, 96, 97, 100, 107, 113], "dep": [42, 45, 83, 86, 119, 122], "depart": [10, 61, 97], "depend": [1, 3, 4, 5, 8, 15, 25, 29, 33, 39, 40, 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118, 119, 121], "dev": [44, 85, 121], "develop": [1, 16, 17, 22, 46, 47, 51, 52, 53, 65, 69, 87, 89, 101, 105, 123], "deviat": [26, 43, 44, 45, 72, 84, 85, 86, 108, 120, 121, 122], "devot": [36, 49, 79, 115], "deworm": 31, "df": [40, 42, 45, 82, 83, 86, 118, 119, 122], "dfrac": [2, 15, 17, 40, 44, 54, 64, 65, 82, 85, 90, 100, 101, 118, 121], "diablo": [8, 59, 95], "diagon": [14, 63, 99], "diagram": [10, 12, 15, 34, 36, 48, 61, 62, 64, 78, 79, 97, 98, 100, 114, 115], "diarrhea": 31, "did": [1, 5, 15, 24, 26, 31, 42, 44, 53, 57, 64, 70, 72, 83, 85, 89, 93, 100, 106, 108, 119, 121], "didn": [1, 27, 31, 39, 44, 53, 73, 81, 85, 89, 109, 117, 121], "diesel": 49, "differ": [1, 3, 4, 5, 6, 7, 10, 12, 13, 14, 15, 17, 18, 21, 22, 24, 27, 28, 29, 31, 32, 33, 36, 37, 39, 40, 41, 42, 43, 44, 46, 47, 48, 53, 55, 56, 57, 58, 61, 62, 63, 64, 65, 66, 68, 69, 70, 73, 74, 76, 77, 81, 82, 83, 84, 85, 87, 88, 89, 91, 92, 93, 94, 97, 98, 99, 100, 101, 102, 104, 105, 106, 109, 110, 112, 113, 117, 118, 119, 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119, 121, 122, 123, 124], "doc": 0, "document": 31, "doe": [1, 4, 5, 7, 12, 14, 15, 18, 19, 21, 24, 25, 27, 30, 31, 39, 42, 43, 44, 45, 46, 47, 48, 53, 56, 57, 58, 62, 63, 64, 66, 67, 68, 70, 71, 73, 75, 81, 83, 84, 85, 86, 87, 88, 89, 92, 93, 94, 98, 99, 100, 102, 103, 104, 106, 107, 109, 111, 117, 119, 120, 121, 122, 123, 124], "doesn": [1, 5, 14, 21, 28, 37, 39, 53, 57, 63, 68, 74, 80, 81, 89, 93, 99, 104, 110, 116, 117], "dog": [5, 57, 93], "dollar": [3, 4, 5, 10, 15, 21, 22, 25, 26, 33, 36, 39, 40, 55, 56, 57, 61, 64, 68, 69, 71, 72, 77, 79, 81, 82, 91, 92, 93, 97, 100, 104, 105, 107, 108, 113, 115, 117, 118], "domain": [4, 56, 92], "domest": [12, 17, 32, 62, 65, 76, 98, 101, 112], "don": [1, 5, 14, 24, 30, 33, 39, 41, 42, 44, 53, 57, 63, 70, 74, 75, 77, 81, 83, 85, 89, 93, 99, 106, 110, 111, 113, 117, 119, 121], "done": [17, 22, 26, 41, 65, 69, 72, 101, 105, 108], "dont": [48, 88, 124], "dot": [30, 46, 47, 75, 87, 111, 123], "doubl": [5, 30, 33, 41, 57, 75, 77, 93, 111, 113], 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78, 79, 81, 82, 85, 87, 88, 89, 90, 92, 93, 94, 96, 99, 100, 101, 102, 104, 105, 106, 108, 109, 110, 111, 113, 114, 115, 117, 118, 121, 123, 124], "earli": [27, 31, 32, 73, 76, 87, 109, 112, 123], "earlier": [1, 5, 10, 14, 26, 29, 32, 33, 39, 42, 44, 45, 48, 53, 57, 61, 63, 72, 76, 77, 81, 83, 85, 86, 88, 89, 93, 97, 99, 108, 112, 113, 117, 119, 121, 122, 124], "earn": [1, 9, 15, 22, 24, 33, 40, 41, 42, 43, 52, 53, 60, 64, 69, 70, 77, 82, 83, 84, 89, 96, 100, 105, 106, 113, 118, 119, 120], "easi": [24, 27, 30, 42, 70, 73, 75, 83, 106, 109, 111, 119], "easier": [24, 70, 106], "easili": [5, 24, 27, 57, 70, 73, 93, 106, 109], "east": [8, 59, 95], "eat": [1, 5, 21, 53, 57, 68, 89, 93, 104], "ec5f67": [48, 88, 124], "econ": [1, 31, 38, 53, 89], "econm": [10, 61, 97], "econom": [0, 2, 9, 12, 14, 15, 21, 22, 27, 29, 31, 32, 33, 34, 36, 37, 38, 40, 41, 44, 46, 47, 48, 52, 54, 60, 62, 63, 64, 68, 69, 73, 76, 77, 78, 79, 80, 82, 85, 87, 88, 90, 96, 98, 99, 100, 104, 105, 109, 112, 113, 114, 115, 116, 118, 121, 123, 124], "econometr": [42, 51, 83, 119], "econometrician": [42, 44, 83, 85, 119, 121], "economi": [8, 12, 14, 15, 22, 32, 33, 34, 36, 37, 46, 47, 49, 59, 62, 63, 64, 69, 76, 77, 78, 79, 80, 87, 95, 98, 99, 100, 105, 112, 113, 114, 115, 116, 123], "economist": [1, 12, 17, 18, 21, 22, 24, 31, 32, 37, 41, 44, 46, 47, 49, 53, 62, 65, 66, 68, 69, 70, 76, 80, 85, 87, 89, 98, 101, 102, 104, 105, 106, 112, 116, 121, 123], "edgecolor": [48, 88, 124], "edu": [46, 47, 48, 87, 88, 123, 124], "educ": [31, 43, 44, 45, 52, 84, 85, 86, 120, 121, 122], "educ_logwag": [44, 85, 121], "educ_logwage_sampl": [44, 85, 121], "educ_standard": [44, 85, 121], "edward": 31, "edwin": [48, 88, 124], "eec": [1, 53, 89], "effect": [3, 4, 10, 12, 13, 17, 22, 27, 31, 34, 37, 39, 40, 41, 42, 43, 44, 46, 47, 48, 52, 55, 56, 61, 62, 65, 69, 73, 78, 80, 81, 82, 83, 84, 85, 87, 88, 91, 92, 97, 98, 101, 105, 109, 114, 116, 117, 118, 119, 120, 121, 123, 124], "effici": [2, 7, 13, 14, 17, 48, 54, 58, 63, 65, 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100, 105, 106, 107, 121], "entiti": [14, 46, 47, 63, 87, 99, 123], "environ": [8, 14, 18, 46, 47, 48, 49, 59, 63, 66, 87, 88, 95, 99, 102, 123, 124], "environment": [48, 51, 88, 124], "epa": [46, 47, 48, 87, 88, 123, 124], "eplanoptmac": [46, 47, 48, 87, 88, 123, 124], "epsilon": [42, 83, 119], "epsilon_": [15, 64, 100], "epsilon_d": [15, 64, 100], "eq1": [9, 10, 26, 60, 61, 72, 96, 97, 108], "eq2": [9, 10, 60, 61, 96, 97], "equal": [1, 4, 5, 7, 8, 9, 14, 15, 19, 21, 22, 25, 26, 30, 36, 39, 42, 43, 48, 53, 56, 57, 58, 59, 60, 63, 64, 67, 68, 69, 71, 72, 75, 79, 81, 83, 84, 88, 89, 92, 93, 94, 95, 96, 99, 100, 103, 104, 105, 107, 108, 111, 115, 117, 119, 120, 124], "equal_to": [8, 59, 95], "equat": [2, 9, 10, 11, 15, 17, 24, 26, 32, 33, 54, 60, 61, 64, 65, 70, 72, 76, 77, 90, 96, 97, 100, 101, 106, 108, 112, 113], "equilbrium": [10, 61, 97], "equilibria": [13, 26, 29, 36, 72, 79, 108, 115], "equilibrium": [9, 12, 13, 15, 32, 36, 48, 49, 60, 62, 64, 76, 79, 88, 96, 98, 100, 112, 115, 124], "equip": [7, 8, 58, 59, 94, 95], "equiti": 13, "equival": [1, 2, 4, 10, 14, 53, 54, 56, 61, 63, 89, 90, 92, 97, 99], "era": [22, 69, 105], "eric": 51, "err": [42, 45, 83, 86, 119, 122], "error": [1, 26, 30, 42, 43, 45, 53, 72, 75, 83, 84, 86, 89, 108, 111, 119, 120, 122], "esg_tabl": [8, 59, 95], "esgporfolios_forcsv": [8, 59, 95], "especi": [1, 17, 22, 33, 34, 36, 53, 65, 69, 77, 78, 79, 89, 101, 105, 113, 114, 115], "essenc": [37, 80, 116], "essenti": [1, 5, 14, 15, 18, 22, 27, 39, 40, 43, 45, 53, 57, 63, 64, 66, 69, 73, 81, 82, 84, 86, 89, 93, 99, 100, 102, 105, 109, 117, 118, 120, 122], "establish": [32, 76, 112], "estim": [24, 42, 44, 45, 70, 83, 85, 86, 106, 119, 121, 122], "et": [48, 88, 124], "etc": [1, 7, 53, 58, 89, 94], "ethic": [14, 63, 99], "ethnic": [1, 31, 53, 89], "etiwanda": [8, 59, 95], "europ": [22, 52, 69, 105], "european": [39, 81, 117], "evalu": [9, 31, 49, 60, 96], "even": [1, 5, 15, 17, 18, 21, 25, 30, 31, 33, 36, 37, 39, 40, 44, 46, 47, 48, 49, 53, 57, 64, 65, 66, 68, 71, 75, 77, 79, 80, 81, 82, 85, 87, 88, 89, 93, 100, 101, 102, 104, 107, 111, 113, 115, 116, 117, 118, 121, 123, 124], "evenli": [25, 71, 107], "event": [2, 12, 39, 54, 62, 81, 90, 98, 117], "eventu": [10, 31, 37, 61, 80, 97, 116], "ever": [32, 33, 39, 76, 77, 81, 112, 113, 117], "everi": [1, 2, 4, 10, 15, 17, 26, 30, 31, 36, 39, 42, 43, 46, 47, 48, 51, 53, 54, 56, 61, 64, 65, 72, 75, 79, 81, 83, 84, 87, 88, 89, 90, 92, 97, 100, 101, 108, 111, 115, 117, 119, 120, 123, 124], "everyon": [1, 22, 24, 53, 69, 70, 89, 105, 106], "everyth": [5, 25, 42, 57, 71, 83, 93, 107, 119], "evid": [31, 37, 45, 46, 47, 52, 80, 86, 87, 116, 122, 123], "evolut": 29, "ex": [9, 10, 60, 61, 96, 97], "exact": [14, 17, 21, 24, 30, 46, 47, 63, 65, 68, 70, 75, 87, 99, 101, 104, 106, 111, 123], "exactli": [1, 3, 4, 14, 17, 18, 24, 39, 44, 53, 55, 56, 63, 65, 66, 70, 81, 85, 89, 91, 92, 99, 101, 102, 106, 117, 121], "examin": [1, 2, 3, 4, 6, 10, 17, 18, 19, 22, 28, 29, 37, 39, 41, 46, 47, 53, 54, 55, 56, 61, 65, 66, 67, 69, 74, 80, 81, 89, 90, 91, 92, 97, 101, 102, 103, 105, 110, 116, 117], "exampl": [1, 2, 4, 5, 7, 9, 10, 12, 17, 18, 21, 22, 25, 26, 27, 28, 30, 31, 32, 39, 40, 42, 44, 46, 47, 48, 49, 51, 53, 54, 56, 57, 58, 60, 61, 62, 65, 66, 68, 69, 71, 72, 73, 74, 75, 76, 81, 82, 83, 85, 87, 88, 89, 90, 92, 93, 94, 96, 97, 98, 101, 102, 104, 105, 107, 108, 109, 110, 111, 112, 117, 118, 119, 121, 123, 124], "exce": [10, 25, 39, 61, 71, 81, 97, 107, 117], "exceed": [25, 71, 107], "except": [14, 42, 44, 63, 83, 85, 99, 119, 121], "excerpt": [32, 76, 112], "excess": [10, 61, 97], "exchang": [39, 81, 117], "excis": [15, 64, 100], "exclud": [17, 22, 42, 65, 69, 83, 101, 105, 119], "exclus": [42, 83, 119], "execut": [1, 53, 89], "exercis": [1, 5, 10, 14, 39, 51, 53, 57, 61, 63, 81, 89, 93, 97, 99, 117], "exhaust": [42, 83, 119], "exhibit": [4, 5, 18, 56, 57, 66, 92, 93, 102], "exist": [12, 14, 24, 32, 39, 43, 44, 48, 62, 63, 70, 76, 81, 84, 85, 88, 98, 99, 106, 112, 117, 120, 121, 124], "exit": [14, 63, 99], "exogen": [2, 10, 54, 61, 90, 97], "expand": 29, "expans": [31, 36], "expect": [1, 2, 3, 4, 5, 10, 32, 33, 36, 40, 42, 44, 48, 53, 54, 55, 56, 57, 61, 76, 77, 79, 82, 83, 85, 88, 89, 90, 91, 92, 93, 97, 112, 113, 115, 118, 119, 121, 124], "expenditur": [33, 36, 77, 79, 113, 115], "expens": [2, 5, 14, 18, 39, 42, 48, 54, 57, 63, 66, 81, 83, 88, 90, 93, 99, 102, 117, 119, 124], "experi": [1, 14, 27, 31, 37, 41, 42, 44, 53, 63, 73, 80, 83, 85, 89, 99, 109, 116, 119, 121], "experienc": [27, 32, 46, 47, 73, 76, 87, 109, 112, 123], "experiment": 31, "expir": [39, 81, 117], "expiri": [17, 65, 101], "explain": [1, 2, 21, 22, 24, 29, 32, 36, 37, 53, 54, 68, 69, 70, 79, 80, 89, 90, 104, 105, 106, 115, 116], "explanatori": [42, 83, 119], "explor": [1, 2, 10, 14, 17, 44, 49, 51, 53, 54, 61, 63, 65, 85, 89, 90, 97, 99, 101, 121], "expon": [17, 18, 65, 66, 101, 102], "exponenti": [4, 18, 44, 56, 66, 85, 92, 102, 121], "export": [12, 27, 46, 47, 62, 73, 87, 98, 109, 123], 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94, 97, 100, 102, 107, 117, 119], "factori": [7, 10, 14, 15, 17, 48, 58, 61, 63, 64, 65, 88, 94, 97, 99, 100, 101, 124], "fail": [22, 37, 45, 69, 80, 86, 105, 116, 122], "failur": [15, 49, 64, 100], "fair": [1, 39, 40, 42, 53, 81, 82, 83, 89, 117, 118, 119], "fair_area": [24, 70, 106], "fairli": [1, 3, 22, 24, 26, 39, 41, 53, 55, 69, 70, 72, 81, 89, 91, 105, 106, 108, 117], "fall": [4, 15, 22, 30, 36, 56, 64, 69, 75, 79, 92, 100, 105, 111, 115], "fallen": [22, 37, 69, 80, 105, 116], "fals": [8, 30, 59, 75, 95, 111], "familar": [21, 68, 104], "famili": [1, 22, 42, 53, 69, 83, 89, 105, 119], "familiar": [14, 20, 30, 31, 32, 40, 43, 48, 63, 75, 76, 82, 84, 88, 99, 111, 112, 118, 120, 124], "famou": 49, "famous": [32, 76, 112], "fantast": [1, 53, 89], "far": [1, 4, 5, 12, 15, 17, 18, 30, 32, 37, 39, 42, 44, 53, 56, 57, 62, 64, 65, 66, 75, 76, 80, 81, 83, 85, 89, 92, 93, 98, 100, 101, 102, 111, 112, 116, 117, 119, 121], "fargo": [32, 76, 112], "farm": [14, 52, 63, 99], "farther": [39, 81, 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117, 118, 121, 122, 123], "importantli": [39, 81, 117], "impos": [12, 15, 62, 64, 98, 100], "imposs": [1, 41, 42, 44, 53, 83, 85, 89, 119, 121], "impress": [4, 56, 92], "improv": [14, 22, 27, 31, 35, 46, 47, 48, 63, 69, 73, 87, 88, 99, 105, 109, 123, 124], "imput": [22, 69, 105], "inabl": [48, 88, 124], "inaccess": [22, 69, 105], "incandesc": [48, 88, 124], "incent": [22, 25, 36, 48, 49, 69, 71, 79, 88, 105, 107, 115, 124], "incentiv": [18, 31, 66, 102], "includ": [1, 6, 7, 15, 18, 25, 29, 30, 31, 32, 33, 34, 37, 42, 44, 46, 47, 53, 58, 64, 66, 71, 75, 76, 77, 78, 80, 83, 85, 87, 89, 94, 100, 102, 107, 111, 112, 113, 114, 116, 119, 121, 123], "inclus": [15, 64, 100], "incom": [5, 15, 19, 23, 24, 33, 36, 39, 40, 43, 52, 57, 64, 67, 70, 77, 79, 81, 82, 84, 93, 100, 103, 106, 113, 115, 117, 118, 120], "income_distribut": [24, 70, 106], "income_distribution2": [24, 70, 106], "income_distribution3": [24, 70, 106], "inconveni": [14, 63, 99], "incorpor": [37, 80, 116], "increas": [1, 2, 3, 4, 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18, 20, 21, 30, 39, 42, 44, 58, 65, 66, 68, 75, 81, 83, 85, 94, 101, 102, 104, 111, 117, 119, 121], "insid": [30, 75, 111], "insight": [1, 17, 18, 33, 46, 47, 48, 53, 65, 66, 77, 87, 88, 89, 101, 102, 113, 123, 124], "instal": [39, 48, 81, 88, 117, 124], "instanc": [39, 40, 46, 47, 48, 81, 82, 87, 88, 117, 118, 123, 124], "instead": [1, 2, 3, 4, 12, 14, 15, 19, 22, 24, 30, 31, 39, 40, 42, 44, 53, 54, 55, 56, 62, 63, 64, 67, 69, 70, 75, 81, 82, 83, 85, 89, 90, 91, 92, 98, 99, 100, 103, 105, 106, 111, 117, 118, 119, 121], "institut": [22, 32, 33, 40, 69, 76, 77, 82, 105, 112, 113, 118], "instructor": 51, "instrument": [48, 88, 124], "insur": [39, 81, 117], "int_0": [24, 70, 106], "integr": [1, 53, 89], "intellig": [42, 83, 119], "intend": [15, 64, 100], "intens": [17, 18, 46, 47, 49, 65, 66, 87, 101, 102, 123], "interact": [14, 18, 19, 21, 29, 30, 31, 36, 63, 66, 67, 68, 75, 79, 99, 102, 103, 104, 111, 115], "intercept": [3, 4, 10, 15, 26, 36, 42, 44, 45, 55, 56, 61, 64, 72, 79, 83, 85, 86, 91, 92, 97, 100, 108, 115, 119, 121, 122], "interchang": [3, 55, 91], "interest": [1, 4, 17, 19, 32, 36, 37, 38, 39, 42, 44, 46, 47, 48, 53, 56, 65, 67, 76, 79, 80, 81, 83, 85, 87, 88, 89, 92, 101, 103, 112, 115, 116, 117, 119, 121, 123, 124], "interestingli": [5, 37, 57, 80, 93, 116], "interf": 49, "intermedi": [33, 77, 113], "intern": [12, 32, 48, 49, 50, 62, 76, 88, 98, 112, 124], "internet": 31, "interpol": [24, 70, 106], "interpret": [2, 3, 4, 39, 42, 44, 54, 55, 56, 81, 83, 85, 90, 91, 92, 117, 119, 121], "interrog": [27, 73, 109], "intersect": [1, 7, 9, 10, 12, 15, 19, 25, 26, 36, 49, 53, 58, 60, 61, 62, 64, 67, 71, 72, 79, 89, 94, 96, 97, 98, 100, 103, 107, 108, 115], "intertermpor": [1, 53, 89], "interv": [5, 31, 33, 39, 40, 42, 43, 44, 45, 57, 77, 81, 82, 83, 84, 85, 86, 93, 113, 117, 118, 119, 120, 121, 122], "interven": [13, 15, 64, 100], "intervent": [10, 13, 15, 31, 49, 61, 64, 97, 100], "intestin": 31, "intrins": [17, 49, 65, 101], "introduc": [5, 7, 12, 16, 19, 27, 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99, 111, 117], "isol": [12, 22, 31, 62, 69, 98, 105], "issu": [1, 23, 34, 37, 42, 53, 78, 80, 83, 89, 114, 116, 119], "ital": [46, 47, 48, 87, 88, 123, 124], "item": [15, 25, 64, 71, 100, 107], "its": [2, 3, 4, 5, 7, 8, 9, 14, 17, 21, 22, 25, 26, 27, 29, 30, 32, 33, 39, 40, 44, 46, 47, 48, 49, 54, 55, 56, 57, 58, 59, 60, 63, 65, 68, 69, 71, 72, 73, 75, 76, 77, 81, 82, 85, 87, 88, 90, 91, 92, 93, 94, 95, 96, 99, 101, 104, 105, 107, 108, 109, 111, 112, 113, 117, 118, 121, 123, 124], "itself": [1, 4, 12, 17, 24, 46, 47, 53, 56, 62, 65, 70, 87, 89, 92, 98, 101, 106, 123], "j": [46, 47, 48, 87, 88, 123, 124], "jai": [32, 76, 112], "jan": 42, "jane": [30, 75, 111], "janet": [32, 76, 112], "januari": [32, 40, 76, 82, 112, 118], "japan": [48, 88, 124], "jarqu": [42, 45, 83, 86, 119, 122], "jb": [42, 45, 83, 86, 119, 122], "jelli": [5, 57, 93], "jerom": [32, 76, 112], "jha": 51, "job": [1, 22, 33, 37, 42, 53, 69, 77, 80, 83, 89, 105, 113, 116, 119], "john": [27, 29, 30, 32, 73, 75, 76, 109, 111, 112], "join": [22, 24, 69, 70, 105, 106], "joint": [26, 72, 108], "joseph": [25, 71, 107], "journal": [31, 52], "jr": [27, 73, 109], "jul": [83, 119], "juli": [40, 82, 118], "jump": [4, 39, 46, 47, 56, 81, 87, 92, 117, 123], "jun": [45, 86, 122], "jupyt": [0, 46, 47, 48, 51, 87, 88, 123, 124], "just": [1, 4, 5, 8, 12, 15, 17, 22, 24, 25, 26, 27, 31, 32, 33, 39, 41, 42, 44, 46, 47, 48, 53, 56, 57, 59, 62, 64, 65, 69, 70, 71, 72, 73, 76, 77, 81, 83, 85, 87, 88, 89, 92, 93, 95, 98, 100, 101, 105, 106, 107, 108, 109, 112, 113, 117, 119, 121, 123, 124], "justif": [42, 83, 119], "justifi": [4, 56, 92], "k": [17, 18, 39, 42, 46, 47, 48, 52, 65, 66, 81, 83, 87, 88, 101, 102, 117, 119, 123, 124], "kaggl": [3, 55, 91], "keep": [1, 4, 12, 14, 32, 40, 44, 48, 53, 56, 62, 63, 76, 82, 85, 88, 89, 92, 98, 99, 112, 118, 121, 124], "kei": [3, 4, 7, 12, 17, 22, 33, 48, 51, 55, 56, 58, 62, 65, 69, 77, 88, 91, 92, 94, 98, 101, 105, 113, 124], "kenesian": 36, "kenya": 31, "kesicki": [48, 88, 124], 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102, 104, 106, 107, 108, 109, 110, 111, 112, 113, 116, 117, 118, 119, 121, 123, 124], "In": [1, 2, 3, 4, 5, 7, 9, 10, 12, 14, 15, 17, 19, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 36, 37, 39, 40, 42, 43, 44, 45, 46, 47, 48, 49, 53, 54, 55, 56, 57, 58, 60, 61, 62, 63, 64, 65, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 96, 97, 98, 99, 100, 101, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124], "It": [1, 3, 5, 7, 8, 9, 10, 12, 13, 15, 17, 21, 25, 27, 29, 30, 32, 33, 39, 40, 42, 43, 44, 45, 46, 47, 48, 49, 51, 53, 55, 57, 58, 59, 60, 61, 62, 64, 65, 68, 71, 73, 75, 76, 77, 81, 82, 83, 84, 85, 86, 87, 88, 89, 91, 93, 94, 95, 96, 97, 98, 100, 101, 104, 107, 109, 111, 112, 113, 117, 118, 119, 120, 121, 122, 123, 124], "Near": [5, 57, 93], "No": [8, 42, 45, 48, 58, 59, 74, 83, 86, 88, 94, 95, 110, 119, 122, 124], "Not": [42, 83, 119], "Of": [5, 39, 44, 57, 81, 85, 93, 117, 121], "On": [2, 14, 17, 22, 24, 33, 34, 54, 63, 65, 69, 70, 77, 78, 90, 99, 101, 105, 106, 113, 114], "One": [3, 4, 15, 17, 21, 25, 26, 27, 28, 31, 32, 39, 41, 44, 48, 49, 55, 56, 64, 65, 68, 71, 72, 73, 74, 76, 81, 85, 88, 91, 92, 100, 101, 104, 107, 108, 109, 110, 112, 117, 121, 124], "Or": [21, 30, 44, 68, 75, 85, 104, 111, 121], "That": [1, 5, 10, 15, 30, 32, 39, 42, 53, 57, 61, 64, 75, 76, 81, 83, 89, 93, 97, 100, 111, 112, 117, 119], "The": [2, 3, 4, 5, 8, 9, 10, 12, 14, 15, 18, 19, 21, 25, 26, 27, 28, 30, 31, 32, 33, 36, 37, 39, 41, 42, 43, 44, 45, 46, 47, 49, 51, 52, 54, 55, 56, 57, 59, 60, 61, 62, 63, 64, 66, 67, 68, 71, 72, 73, 74, 75, 76, 77, 79, 80, 81, 83, 84, 85, 86, 87, 90, 91, 92, 93, 95, 96, 97, 98, 99, 100, 102, 103, 104, 107, 108, 109, 110, 111, 112, 113, 115, 116, 117, 119, 120, 121, 122, 123], "Their": [12, 22, 62, 69, 98, 105], "Then": [9, 25, 28, 30, 39, 44, 60, 71, 74, 75, 81, 85, 96, 107, 110, 111, 117, 121], "There": [1, 4, 5, 7, 10, 12, 15, 17, 21, 22, 27, 28, 29, 32, 33, 34, 40, 42, 53, 56, 57, 58, 61, 62, 64, 65, 68, 69, 73, 74, 76, 77, 78, 82, 83, 89, 92, 93, 94, 97, 98, 100, 101, 104, 105, 109, 110, 112, 113, 114, 118, 119], "These": [1, 5, 8, 15, 17, 18, 22, 24, 25, 27, 31, 33, 34, 38, 39, 42, 44, 46, 47, 48, 49, 53, 57, 59, 64, 65, 66, 69, 70, 71, 73, 77, 78, 81, 83, 85, 87, 88, 89, 93, 95, 100, 101, 102, 105, 106, 107, 109, 113, 114, 117, 119, 121, 123, 124], "To": [0, 1, 3, 4, 5, 7, 9, 10, 15, 21, 24, 25, 26, 27, 28, 33, 34, 42, 44, 45, 53, 55, 56, 57, 58, 60, 61, 64, 68, 70, 71, 72, 73, 74, 77, 78, 83, 85, 86, 89, 91, 92, 93, 94, 96, 97, 100, 104, 106, 107, 108, 109, 110, 113, 114, 119, 121, 122], "With": [2, 9, 10, 15, 21, 22, 46, 47, 48, 54, 60, 61, 64, 68, 69, 87, 88, 90, 96, 97, 100, 104, 105, 123, 124], "_": [2, 5, 9, 54, 57, 60, 90, 93, 96], "_1": [25, 42, 71, 83, 107, 119], "_2": [24, 25, 42, 70, 71, 83, 106, 107, 119], "__eq__": [30, 75, 111], "__getattr__": [30, 75, 111], "__getitem__": [30, 75, 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5, 7, 10, 14, 15, 17, 19, 22, 24, 25, 26, 27, 30, 31, 32, 35, 37, 39, 41, 42, 44, 46, 47, 48, 53, 56, 57, 58, 61, 63, 64, 65, 67, 69, 70, 71, 72, 73, 75, 76, 80, 81, 83, 85, 87, 88, 89, 92, 93, 94, 97, 99, 100, 101, 103, 105, 106, 107, 108, 109, 111, 112, 116, 117, 119, 121, 123, 124], "abov": [1, 2, 3, 4, 5, 7, 8, 12, 14, 15, 17, 18, 19, 21, 22, 24, 25, 27, 28, 30, 32, 33, 37, 39, 40, 41, 42, 43, 44, 45, 48, 53, 54, 55, 56, 57, 58, 59, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 73, 74, 75, 76, 77, 80, 81, 82, 83, 84, 85, 86, 88, 89, 90, 91, 92, 93, 94, 95, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 109, 110, 111, 112, 113, 116, 117, 118, 119, 120, 121, 122, 124], "above_or_equal_to": [46, 47, 87, 123], "absente": 31, "absolut": [1, 4, 5, 22, 46, 47, 53, 56, 57, 69, 87, 89, 92, 93, 105, 123], "abstract": [1, 30, 42, 53, 75, 83, 89, 111, 119], "ac": [1, 53, 89], "academ": [42, 83, 119], "accept": [37, 80, 116], "access": [30, 39, 75, 81, 111, 117], "accompani": [45, 86, 122], "accomplish": [39, 81, 117], "accord": [8, 22, 27, 28, 32, 59, 69, 73, 74, 76, 95, 105, 109, 110, 112], "accordingli": [1, 53, 89], "account": [1, 15, 17, 25, 30, 33, 37, 39, 40, 53, 64, 65, 71, 75, 77, 80, 81, 82, 89, 100, 101, 107, 111, 113, 116, 117, 118], "account1": [30, 75, 111], "account2": [30, 75, 111], "accumul": [1, 22, 53, 69, 89, 105], "accur": [4, 42, 56, 83, 92, 119], "achiev": [1, 10, 14, 19, 32, 39, 44, 53, 61, 63, 67, 76, 81, 85, 89, 97, 99, 103, 112, 117, 121], "acquir": [22, 69, 105], "across": [1, 7, 17, 18, 21, 22, 23, 27, 32, 33, 48, 49, 53, 58, 65, 66, 68, 69, 73, 76, 77, 88, 89, 94, 101, 102, 104, 105, 109, 112, 113, 124], "act": [12, 15, 21, 32, 46, 47, 62, 64, 68, 76, 87, 98, 100, 104, 112, 123], "action": [17, 26, 29, 32, 65, 72, 76, 101, 108, 112], "activ": [27, 39, 48, 73, 81, 88, 109, 117, 124], "actor": [15, 49, 64, 100], "actual": [1, 3, 4, 14, 15, 22, 25, 31, 37, 39, 42, 43, 44, 48, 53, 55, 56, 63, 64, 69, 71, 80, 81, 83, 84, 85, 88, 89, 91, 92, 99, 100, 105, 107, 116, 117, 119, 120, 121, 124], "actuari": [1, 53, 89], "ad": [15, 17, 18, 34, 39, 40, 42, 44, 48, 64, 65, 66, 78, 81, 82, 83, 85, 88, 100, 101, 102, 114, 117, 118, 119, 121, 124], "adapt": [17, 65, 101], "add": [15, 17, 30, 33, 45, 64, 65, 75, 77, 86, 100, 101, 111, 113, 122], "add_const": [42, 44, 45, 83, 85, 86, 119, 121, 122], "addit": [1, 2, 3, 7, 9, 10, 15, 17, 18, 21, 31, 36, 48, 53, 54, 55, 58, 60, 61, 64, 65, 66, 68, 79, 88, 89, 90, 91, 94, 96, 97, 100, 101, 102, 104, 115, 124], "addition": [22, 39, 44, 69, 81, 85, 105, 117, 121], "address": [15, 37, 40, 49, 64, 80, 82, 100, 116, 118], "adher": [19, 67, 103], "adj": [39, 42, 45, 81, 83, 86, 117, 119, 122], "adjust": [5, 7, 14, 15, 18, 19, 32, 33, 34, 57, 58, 63, 64, 66, 67, 76, 77, 78, 93, 94, 99, 100, 102, 103, 112, 113, 114], "administr": [1, 53, 89], "adult": [22, 69, 105], "advanc": [14, 51, 63, 99], "advantag": [48, 88, 124], "advert": [15, 64, 100], "advis": [27, 73, 109], "advisor": 31, "afc": [7, 58, 94], "affect": [1, 2, 5, 13, 16, 18, 20, 26, 34, 36, 37, 39, 41, 42, 53, 54, 57, 66, 72, 78, 79, 80, 81, 83, 89, 90, 93, 102, 108, 114, 115, 116, 117, 119], "afford": [5, 39, 57, 81, 93, 117], "afghanistan": [46, 47, 87, 123], "aforement": [32, 76, 112], "afqt": [42, 44, 83, 85, 119, 121], "africa": [31, 46, 47, 87, 123], "african": [22, 69, 105], "after": [1, 2, 4, 15, 17, 22, 27, 29, 31, 32, 38, 39, 40, 45, 46, 47, 53, 54, 56, 64, 65, 69, 73, 76, 81, 82, 86, 87, 89, 90, 92, 100, 101, 105, 109, 112, 117, 118, 122, 123], "afteral": [1, 53, 89], "afterward": [22, 69, 105], "ag": [1, 31, 44, 45, 46, 47, 48, 52, 53, 85, 86, 87, 88, 89, 121, 122, 123, 124], "again": [1, 4, 5, 14, 17, 18, 39, 45, 46, 47, 53, 56, 57, 63, 65, 66, 81, 86, 87, 89, 92, 93, 99, 101, 102, 117, 122, 123], "against": [27, 31, 73, 109], "agenc": [48, 88, 124], "aggreg": [17, 22, 34, 36, 65, 69, 78, 79, 101, 105, 114, 115], "agre": [27, 73, 109], "agreement": 29, "agricultur": [1, 31, 53, 89], "ahead": [48, 87, 88, 123, 124], "aic": [42, 45, 83, 86, 119, 122], "aim": [15, 17, 31, 48, 49, 64, 65, 88, 100, 101, 124], "air": [46, 47, 48, 87, 88, 123, 124], "airbu": [26, 72, 108], "airlin": [26, 27, 72, 73, 108, 109], "aj": [46, 47, 48, 87, 88, 123, 124], "akhil": 51, "al": [48, 88, 124], "alamito": [8, 59, 95], "alan": [32, 51, 76, 112], "alexandra": [22, 52, 69, 105], "algebra": [26, 72, 108], "alic": [28, 74, 110], "align": [3, 4, 5, 15, 17, 18, 21, 22, 26, 28, 39, 40, 42, 55, 56, 57, 64, 65, 66, 68, 69, 72, 74, 81, 82, 83, 91, 92, 93, 100, 101, 102, 104, 105, 108, 110, 117, 118, 119], "all": [1, 2, 3, 5, 7, 8, 12, 14, 15, 17, 18, 19, 21, 22, 25, 27, 28, 29, 30, 32, 33, 36, 39, 40, 42, 44, 45, 46, 47, 48, 50, 53, 54, 55, 57, 58, 59, 62, 63, 64, 65, 66, 67, 68, 69, 71, 73, 74, 75, 76, 77, 79, 81, 82, 83, 85, 86, 87, 88, 89, 90, 91, 93, 94, 95, 98, 99, 100, 101, 102, 103, 104, 105, 107, 109, 110, 111, 112, 113, 115, 117, 118, 119, 121, 122, 123, 124], "all_arrai": [46, 47, 87, 123], "all_tabl": [46, 47, 87, 123], "alll": [1, 53, 89], "alloc": [14, 18, 63, 66, 99, 102], "allow": [4, 9, 12, 17, 22, 27, 30, 31, 32, 39, 40, 56, 60, 62, 65, 69, 73, 75, 76, 81, 82, 92, 96, 98, 101, 105, 109, 111, 112, 117, 118], "almost": [5, 42, 44, 48, 57, 83, 85, 87, 88, 93, 119, 121, 123, 124], "alon": [31, 46, 47, 87, 123], "along": [3, 6, 10, 15, 19, 25, 27, 29, 37, 42, 55, 61, 64, 67, 71, 73, 80, 83, 91, 97, 100, 103, 107, 109, 116, 119], "alpha": [17, 19, 21, 42, 43, 44, 45, 65, 67, 68, 83, 84, 85, 86, 101, 103, 104, 119, 120, 121, 122], "alreadi": [1, 5, 14, 28, 30, 39, 40, 44, 53, 57, 63, 74, 75, 81, 82, 85, 89, 93, 99, 110, 111, 117, 118, 121], "also": [1, 2, 4, 5, 8, 9, 10, 14, 15, 17, 18, 19, 21, 22, 24, 25, 26, 29, 30, 31, 32, 33, 36, 37, 39, 40, 42, 44, 45, 46, 47, 48, 49, 51, 53, 54, 56, 57, 59, 60, 61, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 75, 76, 77, 79, 80, 81, 82, 83, 85, 86, 87, 88, 89, 90, 92, 93, 95, 96, 97, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 111, 112, 113, 115, 116, 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108, 109, 110, 117, 118, 119, 121, 123, 124], "cash": [1, 39, 53, 81, 89, 117], "categori": [1, 7, 53, 58, 89, 94], "caus": [2, 4, 5, 15, 18, 22, 26, 30, 31, 37, 42, 48, 54, 56, 57, 64, 66, 69, 72, 75, 80, 83, 88, 90, 92, 93, 100, 102, 105, 108, 111, 116, 119, 124], "causal": [44, 52, 85, 121], "causat": [3, 31, 44, 55, 85, 91, 121], "caveat": [1, 4, 53, 56, 89, 92], "cc": [48, 50, 88, 124], "cdf": [39, 81, 117], "cdot": [2, 3, 4, 9, 15, 17, 18, 28, 37, 39, 40, 42, 43, 44, 54, 55, 56, 60, 64, 65, 66, 74, 80, 81, 82, 83, 84, 85, 90, 91, 92, 96, 100, 101, 102, 110, 116, 117, 118, 119, 120, 121], "ceil": [1, 12, 53, 62, 89, 98], "cell": [1, 7, 27, 28, 53, 73, 74, 89, 109, 110], "censu": [22, 24, 69, 70, 105, 106], "cent": [14, 63, 99], "center": [45, 86, 122], "central": [33, 35, 37, 77, 80, 113, 116], "centuri": [32, 76, 112], "certain": [1, 4, 5, 12, 14, 17, 22, 26, 31, 33, 38, 39, 40, 44, 45, 46, 47, 53, 56, 57, 62, 63, 65, 69, 72, 77, 81, 82, 85, 86, 87, 89, 92, 93, 98, 99, 101, 105, 108, 113, 117, 118, 121, 122, 123], "certainli": [14, 42, 63, 83, 87, 99, 119, 123], "certainti": [48, 88, 124], "certifi": [39, 81, 117], "ceteri": [2, 54, 90], "chain": [5, 57, 93], "chair": [32, 76, 112], "chairman": [32, 76, 112], "challeng": [24, 42, 70, 83, 106, 119], "chanc": [15, 33, 39, 64, 77, 81, 100, 113, 117], "chang": [0, 1, 2, 3, 5, 7, 12, 13, 14, 15, 16, 18, 21, 22, 25, 26, 27, 29, 30, 31, 32, 33, 34, 37, 39, 40, 44, 46, 47, 48, 53, 54, 55, 57, 58, 62, 63, 64, 66, 68, 69, 71, 72, 73, 75, 76, 77, 78, 80, 81, 82, 85, 87, 88, 89, 90, 91, 93, 94, 98, 99, 100, 102, 104, 105, 107, 108, 109, 111, 112, 113, 114, 116, 117, 118, 121, 123, 124], "chapter": [2, 13, 23, 26, 29, 32, 33, 36, 48, 54, 72, 76, 77, 88, 90, 108, 112, 113, 124], "charact": [27, 73, 109], "character": [36, 37, 79, 80, 115, 116], "characterist": [14, 63, 99], "chardet": [39, 81, 117], "charg": [5, 12, 15, 25, 33, 39, 40, 57, 62, 64, 71, 77, 81, 82, 93, 98, 100, 107, 113, 117, 118], "chart": [1, 22, 24, 36, 52, 53, 69, 70, 79, 89, 105, 106, 115], "cheaper": [2, 5, 8, 54, 57, 59, 90, 93, 95], "cheapest": [48, 88, 124], "check": [1, 21, 30, 53, 68, 75, 89, 104, 111], "chemic": [1, 53, 89], "chemistri": [1, 53, 89], "chetti": [15, 64, 100], "child": 31, "childhood": 31, "children": [22, 31, 69, 105], "china": [22, 69, 105], "choic": [1, 10, 25, 27, 28, 36, 48, 53, 61, 71, 73, 74, 79, 88, 89, 97, 107, 109, 110, 115, 124], "choos": [1, 19, 21, 26, 28, 42, 48, 53, 67, 68, 72, 74, 83, 88, 89, 103, 104, 108, 110, 119, 124], "chose": [1, 42, 48, 53, 83, 88, 89, 119, 124], "chosen": [1, 27, 28, 53, 73, 74, 89, 109, 110], "christoph": 51, "ci": [48, 88, 124], "cigarett": [15, 64, 100], "circul": [32, 76, 112], "civic": [30, 75, 111], "claim": [22, 34, 37, 39, 42, 44, 69, 78, 80, 81, 83, 85, 105, 114, 116, 117, 119, 121], "class": [1, 9, 12, 14, 22, 26, 28, 46, 47, 48, 51, 53, 60, 62, 63, 69, 72, 74, 87, 88, 89, 96, 98, 99, 105, 108, 110, 123, 124], "classic": [27, 44, 48, 73, 85, 88, 109, 121, 124], "classifi": [17, 65, 101], "claus": 51, "clean": [15, 22, 31, 46, 47, 64, 69, 87, 100, 105, 123], "clear": [4, 10, 46, 47, 56, 61, 87, 92, 97, 123], "clearli": [14, 32, 39, 42, 63, 76, 81, 83, 99, 112, 117, 119], "climat": [46, 47, 48, 87, 88, 123, 124], "clinic": 31, "cliometr": [1, 53, 89], "close": [5, 32, 39, 44, 57, 76, 81, 85, 93, 112, 117, 121], "closer": [5, 24, 32, 44, 57, 70, 76, 85, 93, 106, 112, 121], "closest": [41, 44, 85, 121], "co": [22, 69, 105], "co2": [46, 47, 48, 49, 87, 88, 123, 124], "co2_tabl": [46, 47, 87, 123], "co_2": [48, 88, 124], "coal": [8, 14, 48, 49, 59, 63, 88, 95, 99, 124], "cobb": [16, 18, 20, 66, 102], "code": [1, 24, 26, 39, 44, 45, 46, 47, 53, 70, 72, 81, 85, 86, 87, 89, 106, 108, 117, 121, 122, 123], "coef": [42, 45, 83, 86, 119, 122], "coefficeint": [24, 70, 106], "coeffici": [22, 23, 32, 42, 43, 44, 69, 76, 83, 84, 85, 105, 112, 119, 120, 121], "cognit": [1, 53, 89], "cogniz": [1, 53, 89], "coincid": [14, 44, 63, 85, 99, 121], "coke": [25, 71, 107], "cold": 29, "cole": 51, "coll": [44, 85, 121], "coll_standard": [44, 85, 121], "collater": [39, 81, 117], "collect": [22, 41, 46, 47, 48, 69, 87, 88, 105, 123, 124], "colleg": [1, 42, 44, 53, 83, 85, 89, 119, 121], "college_job": [1, 53, 89], "collud": [26, 72, 108], "collus": [26, 72, 108], "color": [8, 10, 15, 30, 31, 39, 48, 59, 61, 64, 75, 81, 88, 95, 97, 100, 111, 117, 124], "colors_map": [48, 88, 124], "columbia": [46, 47, 48, 87, 88, 123, 124], "column": [1, 3, 4, 7, 10, 14, 22, 27, 28, 39, 42, 43, 44, 45, 46, 47, 48, 53, 55, 56, 61, 63, 69, 73, 74, 81, 83, 84, 85, 86, 87, 88, 89, 91, 92, 97, 99, 105, 109, 110, 117, 119, 120, 121, 122, 123, 124], "com": [46, 47, 48, 79, 87, 88, 115, 123, 124], "combat": [32, 76, 112], "combin": [1, 9, 14, 21, 22, 27, 28, 30, 31, 39, 42, 53, 60, 63, 68, 69, 73, 74, 75, 81, 83, 89, 96, 99, 104, 105, 109, 110, 111, 117, 119], "combust": 49, "come": [1, 5, 8, 15, 23, 25, 26, 33, 37, 39, 53, 57, 59, 64, 71, 72, 77, 80, 81, 89, 93, 95, 100, 107, 108, 113, 116, 117], "command": 49, "commerci": [14, 32, 63, 76, 99, 112], "commit": [29, 32, 76, 112], "committe": [32, 76, 112], "commod": [7, 58, 94], "common": [17, 18, 22, 24, 27, 29, 31, 32, 33, 44, 50, 65, 66, 69, 70, 73, 76, 77, 85, 101, 102, 105, 106, 109, 112, 113, 121], "commonli": [48, 88, 124], "commun": [1, 15, 53, 64, 89, 100], "comp": [1, 53, 89], "compani": [7, 17, 18, 31, 37, 39, 58, 65, 66, 80, 81, 94, 101, 102, 116, 117], "compar": [1, 4, 5, 14, 15, 16, 17, 18, 21, 23, 30, 31, 32, 33, 37, 39, 41, 42, 49, 53, 56, 57, 63, 64, 65, 66, 68, 75, 77, 80, 81, 83, 89, 92, 93, 99, 100, 101, 102, 104, 111, 113, 116, 117, 119], "comparion": [1, 53, 89], "comparison": [1, 18, 30, 31, 34, 53, 66, 75, 78, 89, 102, 111, 114], "compens": [1, 7, 22, 40, 53, 58, 69, 82, 89, 94, 105, 118], "compet": [5, 13, 25, 26, 27, 37, 57, 71, 72, 73, 80, 93, 107, 108, 109, 116], "competit": [5, 10, 14, 27, 57, 61, 63, 73, 93, 97, 99, 109], "competitor": [25, 26, 29, 71, 72, 107, 108], "compil": [1, 53, 89], "complain": [42, 83, 119], "complement": [5, 57, 93], "complementar": 52, "complementari": [5, 57, 93], "complet": [1, 5, 27, 31, 39, 42, 44, 46, 47, 53, 57, 73, 81, 83, 85, 87, 89, 93, 109, 117, 119, 121, 123], "complex": [21, 30, 42, 68, 75, 83, 104, 111, 119], "complic": [1, 17, 39, 42, 53, 65, 81, 83, 89, 101, 117, 119], "compon": [10, 39, 61, 81, 97, 117], "compos": [30, 75, 111], "compound": [40, 82, 118], "comprehens": [1, 24, 36, 53, 70, 79, 89, 106, 115], "compress": [22, 69, 105], "compressor": [48, 88, 124], "compris": [7, 22, 32, 58, 69, 76, 94, 105, 112], "comput": [14, 42, 63, 83, 99, 119], "comsum": [14, 63, 99], "concav": [17, 65, 101], "conceiv": [28, 29, 74, 110], "concentr": [8, 34, 59, 78, 95, 114], "concept": [1, 2, 5, 10, 13, 14, 16, 19, 27, 33, 40, 44, 45, 48, 49, 51, 53, 54, 57, 61, 63, 67, 73, 77, 82, 85, 86, 88, 89, 90, 93, 97, 99, 103, 109, 113, 118, 121, 122, 124], "conceptu": [28, 74, 110], "concern": [1, 17, 29, 40, 53, 65, 82, 89, 101, 118], "concious": 41, "conclud": [4, 12, 22, 24, 44, 46, 47, 56, 62, 69, 70, 85, 87, 92, 98, 105, 106, 121, 123], "conclus": [14, 63, 99], "concret": [37, 80, 116], "cond": [42, 45, 83, 86, 119, 122], "condit": [21, 31, 32, 39, 42, 44, 48, 68, 76, 81, 83, 85, 88, 104, 112, 117, 119, 121, 124], "conduct": [1, 4, 15, 24, 32, 33, 43, 53, 56, 64, 70, 76, 77, 84, 89, 92, 100, 106, 112, 113, 120], "confid": [41, 42, 43, 44, 45, 83, 84, 85, 86, 119, 120, 121, 122], "confirm": [24, 70, 106], "confound": [1, 27, 31, 53, 73, 89, 109], "confus": [32, 76, 112], "congress": [22, 69, 105], "congression": [32, 76, 112], "connect": [22, 31, 51, 69, 105], "connector": 51, "consequ": [4, 12, 15, 22, 24, 48, 49, 56, 62, 64, 69, 70, 88, 92, 98, 100, 105, 106, 124], "conserv": [1, 53, 89], "consid": [1, 2, 4, 5, 7, 14, 15, 21, 24, 25, 26, 27, 28, 30, 32, 33, 36, 42, 43, 44, 48, 49, 53, 54, 56, 57, 58, 63, 64, 68, 70, 71, 72, 73, 74, 75, 76, 77, 79, 83, 84, 85, 88, 89, 90, 92, 93, 94, 99, 100, 104, 106, 107, 108, 109, 110, 111, 112, 113, 115, 119, 120, 121, 124], "consider": [4, 56, 92], "consist": [1, 10, 27, 33, 39, 53, 61, 73, 77, 81, 89, 97, 109, 113, 117], "consolid": [3, 55, 91], "conspir": [27, 73, 109], "const": [42, 45, 83, 86, 119, 122], "constant": [2, 4, 17, 18, 21, 24, 25, 26, 37, 42, 45, 46, 47, 54, 56, 65, 66, 68, 70, 71, 72, 80, 83, 86, 87, 90, 92, 101, 102, 104, 106, 107, 108, 116, 119, 122, 123], "constantli": 31, "constitut": [27, 49, 73, 109], "constraint": [20, 25, 71, 107], "construct": [3, 9, 25, 28, 31, 37, 43, 44, 45, 55, 60, 71, 74, 80, 84, 85, 86, 91, 96, 107, 110, 116, 120, 121, 122], "constructor": [30, 75, 111], "consult": [1, 53, 89], "consum": [1, 2, 3, 4, 5, 9, 10, 12, 13, 15, 19, 21, 25, 33, 36, 37, 49, 53, 54, 55, 56, 57, 60, 61, 62, 64, 67, 68, 71, 77, 79, 80, 89, 90, 91, 92, 93, 96, 97, 98, 100, 103, 104, 107, 113, 115, 116], "consumpt": [5, 15, 19, 21, 36, 48, 57, 64, 67, 68, 79, 88, 93, 100, 103, 104, 115, 124], "contact": [27, 73, 109], "contain": [24, 42, 44, 45, 49, 70, 83, 85, 86, 106, 119, 121, 122], "contained_in": [46, 47, 87, 123], "content": [0, 7, 50, 51], "context": [5, 14, 42, 48, 57, 63, 83, 88, 93, 99, 119, 124], "contin": [46, 47, 87, 123], "continu": [1, 4, 5, 14, 18, 22, 31, 39, 40, 48, 53, 56, 57, 63, 66, 69, 81, 82, 88, 89, 92, 93, 99, 102, 105, 117, 118, 124], "contour": [21, 68, 104], "contra": [8, 59, 95], "contract": [36, 38, 39, 81, 117], "contrast": [5, 14, 17, 57, 63, 65, 93, 99, 101], "contrat": 36, "contribut": [22, 32, 39, 69, 76, 81, 105, 112, 117], "control": [13, 14, 27, 31, 37, 41, 42, 49, 63, 73, 80, 83, 99, 109, 116, 119], "controversi": [46, 47, 87, 123], "convent": [27, 32, 48, 73, 76, 88, 109, 112, 124], "converg": [10, 14, 17, 61, 63, 65, 97, 99, 101], "convers": [2, 8, 40, 49, 54, 59, 82, 90, 95, 118], "convert": [4, 44, 56, 85, 92, 121], "convex": [17, 19, 21, 65, 67, 68, 101, 103, 104], "cook": [5, 31, 57, 93], "cooki": [1, 30, 53, 75, 89, 111], "cool": [21, 32, 34, 68, 76, 78, 87, 104, 112, 114, 123], "coolwat": [8, 59, 95], "cooper": [22, 25, 27, 29, 69, 71, 73, 105, 107, 109], "coordin": [3, 55, 91], "cop26": [46, 47, 87, 123], "copi": [0, 30, 39, 75, 81, 111, 117], "core": [17, 65, 101], "corner": [8, 59, 95], "coronaviru": [32, 76, 112], "corpor": [22, 69, 105], "correct": [4, 15, 31, 44, 56, 64, 85, 92, 100, 121], "correctli": [42, 45, 83, 86, 119, 122], "correl": [1, 3, 22, 31, 33, 43, 44, 53, 55, 69, 77, 84, 85, 89, 91, 105, 113, 120, 121], "correspond": [1, 3, 4, 7, 10, 28, 34, 39, 43, 44, 45, 53, 55, 56, 58, 61, 74, 78, 81, 84, 85, 86, 89, 91, 92, 94, 97, 110, 114, 117, 120, 121, 122], "corrobor": [22, 69, 105], "cost": [2, 5, 8, 10, 12, 14, 15, 17, 18, 21, 25, 26, 31, 32, 33, 36, 37, 39, 46, 47, 49, 54, 57, 59, 61, 62, 63, 64, 65, 66, 68, 71, 72, 76, 77, 79, 80, 81, 87, 90, 93, 95, 97, 98, 99, 100, 101, 102, 104, 107, 108, 112, 113, 115, 116, 117, 123], "costa": [8, 59, 95], "costli": [26, 72, 108], "could": [1, 2, 5, 15, 18, 26, 28, 31, 33, 37, 39, 42, 44, 46, 47, 48, 49, 53, 54, 57, 64, 66, 72, 74, 77, 80, 81, 83, 85, 87, 88, 89, 90, 93, 100, 102, 108, 110, 113, 116, 117, 119, 121, 123, 124], "count": [28, 33, 48, 74, 77, 88, 110, 113, 124], "counter": [4, 56, 92], "counterpart": [1, 53, 89], "countless": [5, 57, 93], "countri": [4, 12, 16, 18, 22, 23, 24, 27, 32, 33, 48, 49, 56, 62, 66, 69, 70, 73, 76, 77, 88, 92, 98, 102, 105, 106, 109, 112, 113, 124], "country1": [24, 70, 106], "country2": [24, 70, 106], "country3": [24, 70, 106], "coupl": [22, 69, 105], "coupon": [39, 81, 117], "cournot": [25, 71, 107], "cours": [1, 3, 5, 15, 26, 31, 32, 39, 43, 53, 55, 57, 64, 72, 76, 81, 84, 89, 91, 93, 100, 108, 112, 117, 120], "coursework": 51, "courtesi": [10, 61, 97], "covari": [42, 45, 83, 86, 119, 122], "cover": [1, 7, 13, 38, 39, 45, 51, 53, 58, 81, 86, 89, 94, 117, 122], "covid": [27, 31, 73, 109], "cp": [44, 45, 85, 86, 121, 122], "cpi": [33, 77, 113], "cpi_": [33, 77, 113], "cpi_t": [33, 77, 113], "cq_1": [26, 72, 108], "cq_2": [26, 72, 108], "crack": [30, 75, 111], "creat": [1, 3, 6, 7, 8, 9, 12, 14, 17, 22, 24, 26, 31, 33, 44, 45, 48, 53, 55, 58, 59, 60, 62, 63, 65, 69, 70, 72, 77, 85, 86, 88, 89, 91, 94, 95, 96, 98, 99, 101, 105, 106, 108, 113, 121, 122, 124], "creation": [22, 69, 105], "creativ": 50, "credit": [33, 77, 113], "creek": [8, 59, 95], "crise": [18, 66, 102], "critic": [33, 77, 113], "crop": [31, 46, 47, 48, 87, 88, 123, 124], "cross": [5, 24, 52, 57, 70, 93, 106], "crow": [27, 73, 109], "crowd": [17, 65, 101], "crucial": [48, 88, 124], "crude": [27, 73, 109], "crypto": [14, 63, 99], "cryptocurr": [14, 63, 99], "cs_econ_by_ag": [1, 53, 89], "cs_vs_econ": [1, 53, 89], "csap": 7, "csv": [1, 3, 4, 7, 8, 10, 22, 44, 46, 47, 48, 53, 55, 56, 58, 59, 61, 69, 85, 87, 88, 89, 91, 92, 94, 95, 97, 105, 121, 123, 124], "cumsum": [48, 88, 124], "cumul": [24, 48, 70, 88, 106, 124], "cumulative_width": [48, 88, 124], "currenc": [33, 77, 113], "current": [2, 5, 7, 21, 22, 30, 31, 32, 33, 39, 44, 48, 54, 57, 58, 68, 69, 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4, 8, 22, 42, 44, 45, 46, 47, 48, 51, 53, 55, 56, 59, 69, 83, 85, 86, 87, 88, 89, 91, 92, 95, 105, 119, 121, 122, 123, 124], "date": [3, 4, 39, 42, 45, 55, 56, 81, 83, 86, 91, 92, 117, 119, 122], "dateutil": [39, 81, 117], "david": [43, 52, 84, 120], "de": [22, 52, 69, 105], "dead": [5, 57, 93], "deal": [1, 13, 15, 22, 39, 53, 64, 69, 81, 89, 100, 105, 117], "debat": [22, 37, 69, 80, 105, 116], "debt": [34, 78, 114], "decad": [22, 32, 37, 69, 76, 105, 112], "decai": [4, 56, 92], "decid": [1, 5, 7, 11, 14, 15, 19, 21, 28, 33, 36, 37, 48, 49, 53, 57, 58, 63, 64, 67, 68, 74, 77, 79, 80, 88, 89, 93, 94, 99, 100, 103, 104, 110, 113, 115, 116, 124], "decim": [40, 82, 118], "decis": [7, 10, 15, 21, 26, 27, 29, 33, 37, 42, 48, 51, 58, 61, 64, 68, 72, 73, 77, 80, 83, 88, 94, 97, 100, 104, 108, 109, 113, 116, 119, 124], "declin": [5, 21, 46, 47, 57, 68, 87, 93, 104, 123], "decreas": [2, 3, 4, 5, 7, 10, 12, 14, 15, 17, 18, 19, 21, 22, 27, 34, 36, 37, 39, 46, 47, 48, 54, 55, 56, 57, 58, 61, 62, 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119, 121], "experienc": [27, 32, 46, 47, 73, 76, 87, 109, 112, 123], "experiment": 31, "expir": [39, 81, 117], "expiri": [17, 65, 101], "explain": [1, 2, 21, 22, 24, 29, 32, 36, 37, 53, 54, 68, 69, 70, 79, 80, 89, 90, 104, 105, 106, 115, 116], "explanatori": [42, 83, 119], "explor": [1, 2, 10, 14, 17, 44, 49, 51, 53, 54, 61, 63, 65, 85, 89, 90, 97, 99, 101, 121], "expon": [17, 18, 65, 66, 101, 102], "exponenti": [4, 18, 44, 56, 66, 85, 92, 102, 121], "export": [12, 27, 46, 47, 62, 73, 87, 98, 109, 123], "expos": [39, 81, 117], "exposur": [39, 81, 117], "express": [3, 5, 9, 10, 24, 30, 33, 39, 44, 55, 57, 60, 61, 70, 75, 77, 81, 85, 91, 93, 96, 97, 106, 111, 113, 117, 121], "extend": [45, 48, 86, 88, 122, 124], "extens": [17, 48, 65, 88, 101, 124], "extent": [24, 34, 46, 47, 70, 78, 87, 106, 114, 123], "extern": [15, 29, 48, 49, 64, 88, 100, 124], "extra": [7, 17, 31, 40, 48, 58, 65, 82, 88, 94, 101, 118, 124], "extrem": [5, 37, 57, 80, 93, 116], "f": [2, 17, 30, 42, 45, 48, 51, 54, 65, 75, 83, 86, 88, 90, 101, 111, 119, 122, 124], "f165fd": [48, 88, 124], "f29056": [48, 88, 124], "f9c863": [48, 88, 124], "face": [5, 14, 15, 19, 21, 32, 36, 46, 47, 48, 57, 63, 64, 67, 68, 76, 79, 87, 88, 93, 99, 100, 103, 104, 112, 115, 123, 124], "fact": [1, 4, 14, 19, 25, 33, 39, 42, 44, 45, 46, 47, 53, 56, 63, 67, 71, 77, 81, 83, 85, 86, 87, 89, 92, 99, 103, 107, 113, 117, 119, 121, 122, 123], "factor": [1, 2, 4, 7, 10, 15, 16, 18, 25, 31, 39, 42, 53, 54, 56, 58, 61, 64, 66, 71, 81, 83, 89, 90, 92, 94, 97, 100, 102, 107, 117, 119], "factori": [7, 10, 14, 15, 17, 48, 58, 61, 63, 64, 65, 88, 94, 97, 99, 100, 101, 124], "fail": [22, 37, 45, 69, 80, 86, 105, 116, 122], "failur": [15, 49, 64, 100], "fair": [1, 39, 40, 42, 53, 81, 82, 83, 89, 117, 118, 119], "fair_area": [24, 70, 106], "fairli": [1, 3, 22, 24, 26, 39, 41, 53, 55, 69, 70, 72, 81, 89, 91, 105, 106, 108, 117], "fall": [4, 15, 22, 30, 36, 56, 64, 69, 75, 79, 92, 100, 105, 111, 115], "fallen": [22, 37, 69, 80, 105, 116], 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119, 120, 121, 122, 123, 124], "hawk": [32, 76, 112], "hawkish": [32, 76, 112], "he": [1, 28, 32, 53, 74, 76, 89, 110, 112], "head": [87, 123], "heal": [46, 47, 87, 123], "health": [1, 31, 32, 33, 53, 76, 77, 89, 112, 113], "healthi": [32, 76, 112], "hear": [32, 76, 112], "heard": [32, 76, 112], "heart": [1, 40, 53, 82, 89, 118], "height": [3, 10, 21, 22, 24, 32, 48, 55, 61, 68, 69, 70, 88, 91, 97, 104, 105, 106, 124], "height_group": [48, 88, 124], "held": [2, 17, 54, 65, 90, 101], "helm": [8, 59, 95], "helminth": 31, "help": [1, 2, 3, 9, 14, 17, 21, 22, 31, 32, 33, 39, 44, 46, 47, 48, 53, 54, 55, 60, 63, 65, 68, 69, 76, 77, 81, 85, 87, 88, 89, 90, 91, 96, 99, 101, 104, 105, 112, 113, 117, 121, 123, 124], "henc": [2, 15, 19, 21, 24, 36, 54, 64, 67, 68, 70, 79, 90, 100, 103, 104, 106, 115], "her": [21, 22, 28, 68, 69, 74, 104, 105, 110], "here": [1, 3, 4, 5, 9, 10, 14, 19, 24, 26, 27, 28, 32, 39, 42, 43, 44, 46, 47, 48, 53, 55, 56, 57, 60, 61, 63, 67, 70, 72, 73, 74, 76, 81, 83, 84, 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32, 53, 63, 76, 89, 99, 112], "hin": [46, 47, 87, 123], "hin_arrai": [46, 47, 87, 123], "hin_tabl": [46, 47, 87, 123], "hint": [1, 53, 89], "hire": [7, 17, 18, 22, 58, 65, 66, 69, 94, 101, 102, 105], "hispan": [44, 45, 85, 86, 121, 122], "hist": [44, 85, 121], "histor": [3, 4, 31, 35, 37, 39, 55, 56, 81, 91, 92, 117], "histori": [1, 32, 39, 53, 76, 81, 89, 112, 117], "hit": [32, 38, 76, 112], "hmm": [30, 75, 111], "hold": [2, 5, 9, 14, 15, 17, 18, 19, 21, 32, 33, 36, 39, 42, 46, 47, 54, 57, 60, 63, 64, 65, 66, 67, 68, 76, 77, 79, 81, 83, 87, 90, 93, 96, 99, 100, 101, 102, 103, 104, 112, 113, 115, 117, 119, 123], "holder": [39, 81, 117], "hollevik": 51, "home": [33, 77, 87, 113, 123], "homi": 52, "honda": [30, 75, 111], "hoo": 52, "hoo41": 52, "hope": [1, 44, 53, 85, 89, 121], "horizont": [5, 7, 15, 36, 57, 58, 64, 79, 93, 94, 100, 115], "hospit": [5, 57, 93], "hot": [5, 10, 57, 61, 93, 97], "hour": [1, 17, 53, 65, 89, 101], "hourli": [43, 44, 84, 85, 120, 121], "hous": [5, 57, 93], "household": [14, 22, 24, 31, 63, 69, 70, 99, 105, 106], "how": [1, 2, 4, 5, 7, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 20, 21, 22, 24, 25, 26, 27, 28, 30, 31, 32, 33, 35, 36, 37, 39, 40, 41, 42, 44, 45, 48, 49, 51, 53, 54, 56, 57, 58, 60, 61, 62, 63, 64, 65, 66, 68, 69, 70, 72, 73, 74, 75, 76, 77, 79, 80, 81, 82, 83, 85, 86, 87, 88, 89, 90, 92, 93, 94, 96, 97, 98, 99, 100, 101, 102, 104, 105, 106, 108, 109, 110, 111, 112, 113, 115, 116, 117, 118, 119, 121, 122, 123, 124], "howev": [1, 5, 12, 14, 15, 17, 21, 22, 25, 26, 27, 33, 36, 37, 39, 44, 46, 47, 48, 53, 57, 62, 63, 64, 65, 68, 69, 71, 72, 73, 77, 79, 80, 81, 85, 87, 88, 89, 93, 98, 99, 100, 101, 104, 105, 107, 108, 109, 113, 115, 116, 117, 121, 123, 124], "html": [0, 46, 47, 48, 87, 88, 123, 124], "http": [46, 47, 48, 79, 87, 88, 115, 123, 124], "huge": [1, 42, 53, 83, 89, 119], "human": [1, 4, 17, 49, 53, 56, 65, 89, 92, 101], "humboldt": [8, 59, 95], "hump": [22, 69, 105], "hungri": [14, 21, 63, 68, 99, 104], "hunter": [8, 59, 95], "huntington": [8, 59, 95], "hybrid": [2, 54, 90], "hyde": [46, 47, 87, 123], "hydrocarbon": 49, "hypothes": [18, 46, 47, 66, 87, 102, 123], "hypothesi": [28, 45, 49, 74, 86, 110, 122], "hypothet": [9, 60, 96], "i": [0, 1, 2, 3, 4, 5, 7, 8, 9, 10, 11, 12, 14, 15, 17, 18, 19, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 37, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 116, 117, 118, 119, 120, 121, 122, 123, 124], "i_t": [32, 33, 76, 77, 112, 113], "idea": [1, 14, 17, 21, 22, 25, 28, 31, 37, 40, 42, 44, 46, 47, 48, 51, 53, 63, 65, 68, 69, 71, 74, 80, 82, 83, 85, 87, 88, 89, 99, 101, 104, 105, 107, 110, 116, 118, 119, 121, 123, 124], "ideal": [14, 32, 41, 42, 63, 76, 83, 99, 112, 119], "ident": [29, 39, 41, 42, 81, 83, 117, 119], "idl": [14, 63, 99], "idna": [39, 81, 117], "idx": [30, 75, 111], "ie": 50, "iea": [48, 88, 124], "ignor": [22, 25, 27, 36, 39, 42, 69, 71, 73, 79, 81, 83, 105, 107, 109, 115, 117, 119], "ill": 31, "illicit": [27, 73, 109], "illust": [36, 79, 115], "illustr": [5, 14, 28, 32, 36, 48, 49, 51, 57, 63, 74, 76, 79, 88, 93, 99, 110, 112, 115, 124], "imag": [1, 2, 3, 4, 5, 7, 8, 9, 10, 12, 14, 15, 17, 18, 19, 21, 22, 24, 25, 26, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106], "imageri": [46, 47, 48, 87, 88, 123, 124], "imagin": [1, 4, 5, 12, 14, 21, 28, 39, 41, 42, 53, 56, 57, 62, 63, 68, 74, 81, 83, 89, 92, 93, 98, 99, 104, 110, 117, 119], "imm": [44, 45, 85, 86, 121, 122], "immedi": [1, 53, 89], "impact": [1, 21, 31, 44, 46, 47, 48, 51, 53, 68, 85, 87, 88, 89, 104, 121, 123, 124], "imperfect": 29, "implement": [22, 69, 105], "impli": [4, 7, 15, 18, 25, 26, 34, 36, 37, 39, 42, 44, 56, 58, 64, 66, 71, 72, 78, 79, 80, 81, 83, 85, 92, 94, 100, 102, 107, 108, 114, 115, 116, 117, 119, 121], "implic": [1, 6, 22, 24, 53, 69, 70, 89, 105, 106], "implicitli": [39, 42, 81, 83, 117, 119], "import": [1, 2, 5, 7, 9, 10, 12, 14, 18, 21, 27, 28, 30, 32, 33, 36, 37, 38, 39, 40, 44, 45, 46, 47, 49, 53, 54, 57, 58, 60, 61, 62, 63, 66, 68, 73, 74, 75, 76, 77, 79, 80, 81, 82, 85, 86, 87, 89, 90, 93, 94, 96, 97, 98, 99, 102, 104, 109, 110, 111, 112, 113, 115, 116, 117, 118, 121, 122, 123], "importantli": [39, 81, 117], "impos": [12, 15, 62, 64, 98, 100], "imposs": [1, 41, 42, 44, 53, 83, 85, 89, 119, 121], "impress": [4, 56, 92], "improv": [14, 22, 27, 31, 35, 46, 47, 48, 63, 69, 73, 87, 88, 99, 105, 109, 123, 124], "imput": [22, 69, 105], "inabl": [48, 88, 124], "inaccess": [22, 69, 105], "incandesc": [48, 88, 124], "incent": [22, 25, 36, 48, 49, 69, 71, 79, 88, 105, 107, 115, 124], "incentiv": [18, 31, 66, 102], "includ": [1, 6, 7, 15, 18, 25, 29, 30, 31, 32, 33, 34, 37, 42, 44, 46, 47, 53, 58, 64, 66, 71, 75, 76, 77, 78, 80, 83, 85, 87, 89, 94, 100, 102, 107, 111, 112, 113, 114, 116, 119, 121, 123], "inclus": [15, 64, 100], "incom": [5, 15, 19, 23, 24, 33, 36, 39, 40, 43, 52, 57, 64, 67, 70, 77, 79, 81, 82, 84, 93, 100, 103, 106, 113, 115, 117, 118, 120], "income_distribut": [24, 70, 106], "income_distribution2": [24, 70, 106], "income_distribution3": [24, 70, 106], "inconveni": [14, 63, 99], "incorpor": [37, 80, 116], "increas": [1, 2, 3, 4, 5, 7, 10, 12, 14, 15, 17, 18, 19, 21, 22, 24, 25, 27, 31, 32, 34, 36, 37, 39, 40, 42, 43, 44, 46, 47, 48, 49, 53, 54, 55, 56, 57, 58, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 73, 76, 78, 79, 80, 81, 82, 83, 84, 85, 87, 88, 89, 90, 91, 92, 93, 94, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 109, 112, 114, 115, 116, 117, 118, 119, 120, 121, 123, 124], "increasi": [17, 65, 101], "incredibli": [32, 76, 112], "increment": [39, 81, 117], "incur": [7, 25, 58, 71, 94, 107], "inde": [21, 32, 33, 46, 47, 68, 76, 77, 87, 104, 112, 113, 123], "independ": [3, 5, 15, 22, 32, 45, 55, 57, 64, 69, 76, 86, 91, 93, 100, 105, 112, 122], "index": [1, 30, 33, 39, 53, 75, 77, 89, 111, 113], "india": [22, 48, 69, 88, 105, 124], "indic": [3, 14, 22, 24, 25, 26, 27, 28, 32, 35, 42, 44, 45, 55, 63, 69, 70, 71, 72, 73, 74, 76, 83, 85, 86, 91, 99, 105, 106, 107, 108, 109, 110, 112, 119, 121, 122], "indiffer": [19, 20, 40, 67, 82, 103, 118], "individu": [1, 7, 14, 15, 26, 28, 30, 33, 48, 53, 58, 63, 64, 72, 74, 75, 77, 88, 89, 94, 99, 100, 108, 110, 111, 113, 124], "individual_firm_cost": [7, 58, 94], "induc": [7, 58, 94], "industri": [1, 15, 25, 26, 48, 53, 64, 71, 72, 88, 89, 100, 107, 108, 124], "ineffic": [14, 63, 99], "ineffici": [48, 88, 124], "inelast": [5, 15, 57, 64, 93, 100], "inequ": 52, "infant": 31, "inferenti": 31, "inferior": [5, 57, 93], "infinit": [42, 83, 119], "inflat": [10, 22, 32, 37, 61, 69, 76, 80, 97, 105, 112, 116], "inflect": [46, 47, 87, 123], "influenc": [22, 32, 34, 46, 47, 69, 76, 78, 87, 105, 112, 114, 123], "influenti": [48, 88, 124], "inform": [15, 17, 22, 24, 28, 29, 30, 42, 44, 45, 46, 47, 48, 64, 65, 69, 70, 74, 75, 83, 85, 86, 87, 88, 100, 101, 105, 106, 110, 111, 119, 121, 122, 123, 124], "inher": [14, 29, 33, 63, 77, 99, 113], "inherit": [22, 69, 105], "initi": [5, 7, 14, 30, 37, 40, 45, 57, 58, 63, 75, 80, 82, 86, 93, 94, 99, 111, 116, 118, 122], "inject": 31, "inlin": [46, 87, 88, 123, 124], "innov": [10, 48, 61, 88, 97, 124], "input": [7, 17, 18, 20, 21, 30, 39, 42, 44, 58, 65, 66, 68, 75, 81, 83, 85, 94, 101, 102, 104, 111, 117, 119, 121], "insid": [30, 75, 111], "insight": [1, 17, 18, 33, 46, 47, 48, 53, 65, 66, 77, 87, 88, 89, 101, 102, 113, 123, 124], "instal": [39, 48, 81, 88, 117, 124], "instanc": [39, 40, 46, 47, 48, 81, 82, 87, 88, 117, 118, 123, 124], "instead": [1, 2, 3, 4, 12, 14, 15, 19, 22, 24, 30, 31, 39, 40, 42, 44, 53, 54, 55, 56, 62, 63, 64, 67, 69, 70, 75, 81, 82, 83, 85, 89, 90, 91, 92, 98, 99, 100, 103, 105, 106, 111, 117, 118, 119, 121], 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"interrog": [27, 73, 109], "intersect": [1, 7, 9, 10, 12, 15, 19, 25, 26, 36, 49, 53, 58, 60, 61, 62, 64, 67, 71, 72, 79, 89, 94, 96, 97, 98, 100, 103, 107, 108, 115], "intertermpor": [1, 53, 89], "interv": [5, 31, 33, 39, 40, 42, 43, 44, 45, 57, 77, 81, 82, 83, 84, 85, 86, 93, 113, 117, 118, 119, 120, 121, 122], "interven": [13, 15, 64, 100], "intervent": [10, 13, 15, 31, 49, 61, 64, 97, 100], "intestin": 31, "intrins": [17, 49, 65, 101], "introduc": [5, 7, 12, 16, 19, 27, 33, 36, 37, 45, 49, 57, 58, 62, 67, 73, 77, 79, 80, 86, 93, 94, 98, 103, 109, 113, 115, 116, 122], "introduct": [15, 38, 49, 64, 100], "introductori": 51, "intuit": [1, 2, 3, 4, 5, 15, 17, 19, 21, 24, 25, 26, 32, 33, 39, 53, 54, 55, 56, 57, 64, 65, 67, 68, 70, 71, 72, 76, 77, 81, 89, 90, 91, 92, 93, 100, 101, 103, 104, 106, 107, 108, 112, 113, 117], "invers": [2, 3, 5, 36, 37, 39, 54, 55, 57, 79, 80, 81, 90, 91, 93, 115, 116, 117], "invert": [27, 73, 109], "invest": [36, 39, 40, 48, 79, 81, 82, 88, 115, 117, 118, 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47, 53, 56, 62, 65, 70, 87, 89, 92, 98, 101, 106, 123], "j": [46, 47, 48, 87, 88, 123, 124], "jai": [32, 76, 112], "jan": 42, "jane": [30, 75, 111], "janet": [32, 76, 112], "januari": [32, 40, 76, 82, 112, 118], "japan": [48, 88, 124], "jarqu": [42, 45, 83, 86, 119, 122], "jb": [42, 45, 83, 86, 119, 122], "jelli": [5, 57, 93], "jerom": [32, 76, 112], "jha": 51, "job": [1, 22, 33, 37, 42, 53, 69, 77, 80, 83, 89, 105, 113, 116, 119], "john": [27, 29, 30, 32, 73, 75, 76, 109, 111, 112], "join": [22, 24, 69, 70, 105, 106], "joint": [26, 72, 108], "joseph": [25, 71, 107], "journal": [31, 52], "jr": [27, 73, 109], "jul": [83, 119], "juli": [40, 82, 118], "jump": [4, 39, 46, 47, 56, 81, 87, 92, 117, 123], "jun": [45, 86, 122], "jupyt": [0, 46, 47, 48, 51, 87, 88, 123, 124], "just": [1, 4, 5, 8, 12, 15, 17, 22, 24, 25, 26, 27, 31, 32, 33, 39, 41, 42, 44, 46, 47, 48, 53, 56, 57, 59, 62, 64, 65, 69, 70, 71, 72, 73, 76, 77, 81, 83, 85, 87, 88, 89, 92, 93, 95, 98, 100, 101, 105, 106, 107, 108, 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26, 27, 28, 30, 33, 36, 39, 42, 43, 44, 45, 46, 47, 48, 49, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 77, 79, 81, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 113, 115, 117, 119, 120, 121, 122, 123, 124], "lev": [36, 79, 115], "level": [1, 4, 7, 10, 12, 15, 17, 18, 19, 21, 22, 24, 25, 26, 27, 32, 33, 34, 36, 37, 46, 47, 48, 51, 53, 56, 58, 61, 62, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 76, 77, 78, 79, 80, 87, 88, 89, 92, 94, 97, 98, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 112, 113, 114, 115, 116, 123, 124], "leverag": [10, 61, 97], "levi": [15, 64, 100], "levlafayett": [79, 115], "li": [7, 34, 48, 58, 78, 88, 94, 114, 124], "liang": 51, "lib": [39, 81, 117], "liber": [1, 53, 89], "librari": [9, 60, 96], "lie": [19, 67, 103], "life": [1, 17, 27, 51, 53, 65, 73, 89, 101, 109], "lifetim": [1, 48, 53, 88, 89, 124], "light": [1, 8, 48, 53, 59, 88, 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57, 64, 69, 73, 81, 93, 100, 105, 109, 117], "lot": [1, 14, 21, 26, 32, 33, 44, 45, 48, 53, 63, 68, 72, 76, 77, 85, 86, 88, 89, 99, 104, 108, 112, 113, 121, 122, 124], "loui": [25, 71, 107], "low": [5, 7, 14, 15, 17, 22, 27, 32, 37, 39, 41, 48, 49, 57, 58, 63, 64, 65, 69, 73, 76, 80, 81, 88, 93, 94, 99, 100, 101, 105, 109, 112, 116, 117, 124], "low_wage_job": [1, 53, 89], "lower": [1, 2, 4, 7, 8, 10, 12, 14, 15, 17, 18, 22, 24, 25, 26, 27, 32, 34, 36, 37, 39, 46, 47, 48, 49, 53, 54, 56, 58, 59, 61, 62, 63, 64, 65, 66, 69, 70, 71, 72, 73, 76, 78, 79, 80, 81, 87, 88, 89, 90, 92, 94, 95, 97, 98, 99, 100, 101, 102, 105, 106, 107, 108, 109, 112, 114, 115, 116, 117, 123, 124], "lower_bound": [44, 85, 121], "lowest": [7, 8, 25, 48, 58, 59, 71, 88, 94, 95, 107, 124], "luck": [1, 53, 89], "lxml": [39, 81, 117], "lynnc": 7, "m": [3, 4, 19, 26, 55, 56, 67, 72, 87, 91, 92, 103, 108, 123], "mac": 49, "macc": [46, 47, 48, 87, 88, 123, 124], "machin": [46, 47, 48, 87, 88, 123, 124], "machineri": [7, 14, 58, 63, 94, 99], "macro": [1, 32, 35, 53, 76, 89, 112], "macroeconom": [17, 22, 32, 34, 36, 65, 69, 76, 78, 79, 101, 105, 112, 114, 115], "macroeconomist": [33, 77, 113], "made": [10, 14, 22, 28, 29, 33, 39, 61, 63, 69, 74, 77, 81, 97, 99, 105, 110, 113, 117], "magic": [10, 61, 97], "mai": [1, 4, 12, 15, 22, 24, 25, 26, 27, 31, 33, 36, 39, 48, 53, 56, 62, 64, 69, 70, 71, 72, 73, 77, 79, 81, 88, 89, 92, 98, 100, 105, 106, 107, 108, 109, 113, 115, 117, 124], "main": [26, 31, 32, 33, 35, 46, 47, 48, 72, 76, 77, 87, 88, 108, 112, 113, 123, 124], "mainli": [32, 76, 112], "maintain": [27, 32, 73, 76, 109, 112], "major": [37, 49, 80, 116], "major_categori": [1, 53, 89], "major_cod": [1, 53, 89], "make": [1, 2, 5, 7, 14, 15, 17, 18, 19, 21, 24, 25, 26, 27, 28, 30, 31, 32, 33, 37, 39, 40, 42, 44, 48, 53, 54, 57, 58, 63, 64, 65, 66, 67, 68, 70, 71, 72, 73, 74, 75, 76, 77, 80, 81, 82, 83, 85, 88, 89, 90, 93, 94, 99, 100, 101, 102, 103, 104, 106, 107, 108, 109, 110, 111, 112, 113, 116, 117, 118, 119, 121, 124], "make_arrai": [7, 24, 30, 44, 46, 47, 58, 70, 75, 85, 87, 94, 106, 111, 121, 123], "maker": [29, 48, 88, 124], "malaria": 31, "male": [44, 85, 121], "manag": [1, 27, 30, 31, 32, 34, 48, 53, 73, 75, 76, 78, 88, 89, 109, 111, 112, 114, 124], "mandalai": [8, 59, 95], "mandat": [32, 76, 112], "mani": [1, 4, 5, 9, 14, 17, 19, 21, 22, 25, 28, 29, 30, 31, 32, 33, 34, 42, 45, 49, 53, 56, 57, 60, 63, 65, 67, 68, 69, 71, 74, 75, 76, 77, 78, 83, 86, 89, 92, 93, 96, 99, 101, 103, 104, 105, 107, 110, 111, 112, 113, 114, 119, 122], "maniku": 51, "manner": [4, 56, 92], "manual": [44, 45, 85, 86, 121, 122], "manufactur": [10, 26, 61, 72, 97, 108], "map": [31, 32, 46, 47, 48, 87, 88, 123, 124], "march": [27, 44, 73, 85, 109, 121], "margin": [1, 3, 5, 7, 14, 15, 17, 19, 25, 26, 27, 36, 49, 53, 55, 57, 58, 63, 64, 65, 67, 71, 72, 73, 79, 89, 91, 93, 94, 99, 100, 101, 103, 107, 108, 109, 115], "marijn": [22, 52, 69, 105], "marin": [1, 53, 89], "mark": [27, 37, 49, 73, 80, 109, 116], 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