diff --git a/DATA 198 - PHIL 258 Notes.pptx b/DATA 198 - PHIL 258 Notes.pptx new file mode 100644 index 0000000..e2eec96 Binary files /dev/null and b/DATA 198 - PHIL 258 Notes.pptx differ diff --git a/Final Project/Data400 - Final Presentation.pptx b/Final Project/Data400 - Final Presentation.pptx new file mode 100644 index 0000000..ddea583 Binary files /dev/null and b/Final Project/Data400 - Final Presentation.pptx differ diff --git a/Final Project/Data400 Final Project.ipynb b/Final Project/Data400 Final Project.ipynb new file mode 100644 index 0000000..e478578 --- /dev/null +++ b/Final Project/Data400 Final Project.ipynb @@ -0,0 +1,50146 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "14b945bb", + "metadata": {}, + "source": [ + "# DATA 400 - Final Project\n", + "By: Hannie Pham, Pham Duy Anh Vu
\n", + "\n", + "**Dickinson College**
\n", + "**Spring 2025**
\n", + "Prof. Eren Bilen
" + ] + }, + { + "cell_type": "markdown", + "id": "e12fff8b", + "metadata": {}, + "source": [ + "## I. Data Loading" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "8fd28389", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/pandas/core/arrays/masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.5' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import re\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "58131c09", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'/Users/hanniepham/Data400'" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import os\n", + "os.getcwd()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2b01e0fd", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/4r/wry6z9qx1_91pjtcqvc26frc0000gn/T/ipykernel_13520/1051404979.py:1: DtypeWarning: Columns (3,7,11,19,35,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,56,57,58,60,62,88,92,96,100,102,103,104,105,106,107,108,109,110,111,112,113,114,115,117,118,119,121,122,123,125,127,149,153,157,161,165,171,172,174,175,176,178,180,214,218,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,237,267,275,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,302,324,328,332,336,340,344,348,350,351,352,353,354,355,357,358,359,361,362,363,364,365,366,367,369,371,393,397,401,405,409,413,421,433,437,439,440,442,443,444,445,446,470,474,478,482,522,528,529,531,532,533,535,563,567,571,575,611,654,655,656,657,658,659,660,661,662,663,665,666,667,669,670,671,673,674,675,677,678,679,680,681,682,683,684,685,686,687,688,689,690,691,692,693,694,695,697,698,699,701,702,703,705,706,707,709,737,745,749,751,752,754,755,756,758,790,794,798,800,801,803,804,805,807,831,833,834,835,836,837,838,839,840,841,842,843,844,845,846,848,849,850,852,868,870,871,872,873,874,875,877,878,879,881,882,883,885,906,907,909,910,912,913,915,916,918,919,921,922,924,925,927,928,930,931,946,947,948,949,950,951,952,953,954,971,972,973,974,986,987,1004,1005,1006,1007,1008,1472,1473,1474,1475,1476,1477,1478,1479,1480,1481,1482,1483,1484,1485,1486,1487,1488,1489,1490,1491,1492,1493,1494,1495,1496,1497,1498,1499,1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510,1511,1512,1513,1514,1515,1516,1517,1518,1519,1520,1521,1522,1523,1524,1525,1526,1527,1528,1529,1530,1531,1532,1533,1534,1535,1536,1537,1538,1539,1540,1541,1542,1543,1544,1545,1546,1547,1548,1549,1550,1551,1552,1553,1554,1555,1556,1557,1558,1559,1560,1561,1562,1563,1564,1565,1566,1567,1568,1569,1570,1571,1572,1573,1574,1575,1576,1577,1578,1579,1580,1581,1582,1583,1584,1585,1586,1587,1588,1589,1590,1591,1592,1593,1594,1595,1596,1597,1598,1599,1600,1601,1602,1603,1604,1605,1606,1607,1608,1609,1610,1611,1612,1613,1614,1615,1616,1617,1618,1619,1620,1621,1622,1623,1624,1625,1626,1627,1628,1629,1630,1631,1632,1633,1634,1635,1636,1637,1638,1639,1640,1641,1642,1643,1644,1645,1646,1647,1648,1649,1650,1651,1652,1653,1654,1655,1656,1657,1658,1659,1660,1661,1662,1663,1664,1665,1666,1667,1668,1669,1670,1671,1672,1673,1674,1675,1676,1677,1678,1679,1680,1681,1682,1683,1684,1685,1686,1687,1688,1689,1690,1691,1692,1693,1694,1695,1696,1697,1698,1699,1700,1701,1702,1703,1704,1705,1706,1707,1708,1709,1710,1711,1712,1713,1714,1715,1716,1717,1718,1719,1720,1721,1722,1723,1724,1725,1726,1727,1728,1729,1730,1731,1732,1733,1734,1735,1736,1737,1738,1739,1740,1741,1742,1743,1744,1745,1746,1747,1748,1749,1750,1751,1752,1753,1754,1755,1756,1757,1758,1759,1760,1761,1762,1763,1764,1765,1766,1767,1768,1769,1770,1771,1772,1773,1774,1775,1776,1777,1778,1779,1780,1781,1782,1783,1784,1785,1786,1787,1788,1789,1790,1791,1792,1793,1794,1795,1796,1797,1798,1799,1800,1801,1802,1803,1804,1805,1806,1807,1808,1809,1810,1811,1812,1813,1814,1815,1816,1817,1818,1819,1820,1821,1822,1823,1824,1825,1826,1827,1828,1829,1830,1831,1832,1833,1834,1835,1836,1837,1838,1839,1840,1841,1842,1843,1844,1845,1846,1847,1848,1849,1850,1851,1852,1853,1854,1855,1856,1857,1858,1859,1860,1861,1862,1863,1864,1865,1866,1867,1868,1869,1870,1871,1872,1873,1874,1875,1876,1877,1878,1879,1880,1881,1882,1883,1884,1885,1886,1887,1888,1889,1890,1891,1892,1893,1894,1895,1896,1897,1898,1899,1900,1901,1902,1903,1904,1905,1906,1907,1908,1909,1910,1911,1912,1913,1914,1915,1916,1917,1918,1919,1920,1921,1922,1923,1924,1925,1926,1927,1928,1929,1930,1931,1932,1933,1934,1935,1936,1937,1938,1939,1940) have mixed types. Specify dtype option on import or set low_memory=False.\n", + " df = pd.read_csv('/Users/hanniepham/Data400/Airbnb.csv')\n" + ] + } + ], + "source": [ + "df = pd.read_csv('/Users/hanniepham/Data400/Airbnb.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "0451705c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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Data Cleaning and Preparing " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3eedadd2", + "metadata": {}, + "outputs": [], + "source": [ + "# STEP 1: Select core columns\n", + "core_columns = [\n", + " 'title', 'sharingConfigTitle', 'subDescription/title', 'timestamp',\n", + " 'subDescription/items/0', 'subDescription/items/1',\n", + " 'subDescription/items/2', 'subDescription/items/3', 'url'\n", + "]\n", + "df_core = df[core_columns].copy()\n", + "\n", + "# STEP 2: Combine amenity titles into a summary\n", + "amenity_title_cols = [col for col in df.columns if col.startswith('amenities/') and col.endswith('/title')]\n", + "df_core['amenities_summary'] = df[amenity_title_cols].apply(lambda row: list(set(row.dropna().values)), axis=1)\n", + "\n", + "# STEP 3: Rename and drop description columns\n", + "df_core = df_core.rename(columns={\n", + " 'subDescription/title': 'location_description',\n", + " 'sharingConfigTitle': 'listing_summary',\n", + " 'subDescription/items/0': 'num_guests_raw',\n", + " 'subDescription/items/3': 'num_bathrooms_raw'\n", + "})\n", + "df_core.drop(columns=['subDescription/items/1', 'subDescription/items/2'], inplace=True, errors='ignore')\n", + "\n", + "# STEP 4: Extract numeric guests and bathrooms\n", + "def extract_guests(*items):\n", + " for item in items:\n", + " if isinstance(item, str) and 'guest' in item.lower():\n", + " match = re.search(r'\\d+', item)\n", + " return int(match.group()) if match else None\n", + " return None\n", + "\n", + "def extract_bathrooms(*items):\n", + " for item in items:\n", + " if isinstance(item, str) and 'bath' in item.lower():\n", + " match = re.search(r'\\d+', item)\n", + " return int(match.group()) if match else None\n", + " return None\n", + "\n", + "df_core['num_guests'] = df_core[['num_guests_raw', 'num_bathrooms_raw']].apply(lambda row: extract_guests(*row), axis=1)\n", + "df_core['num_bathrooms'] = df_core[['num_guests_raw', 'num_bathrooms_raw']].apply(lambda row: extract_bathrooms(*row), axis=1)\n", + "\n", + "# STEP 5: Parse listing summary (type, location, rating, etc.)\n", + "def extract_listing_info(summary):\n", + " if pd.isna(summary):\n", + " return pd.Series([None]*5)\n", + " return pd.Series([\n", + " re.search(r'^(.*?) in', summary).group(1).strip() if re.search(r'^(.*?) in', summary) else None,\n", + " re.search(r'in (.*?) ·', summary).group(1).strip() if re.search(r'in (.*?) ·', summary) else None,\n", + " float(re.search(r'· ★([\\d.]+)', summary).group(1)) if re.search(r'· ★([\\d.]+)', summary) else None,\n", + " int(re.search(r'(\\d+) bedroom', summary).group(1)) if re.search(r'(\\d+) bedroom', summary) else None,\n", + " int(re.search(r'(\\d+) bed', summary).group(1)) if re.search(r'(\\d+) bed', summary) else None,\n", + " ])\n", + "\n", + "df_core[['listing_type', 'listing_location', 'rating', 'num_bedrooms', 'num_beds']] = df_core['listing_summary'].apply(extract_listing_info)\n", + "\n", + "# STEP 6: Add host info\n", + "host_cols = {\n", + " 'host/name': 'host_name',\n", + " 'host/isSuperHost': 'is_superhost',\n", + " 'host/isVerified': 'is_verified',\n", + " 'host/ratingAverage': 'host_rating',\n", + " 'host/ratingCount': 'host_rating_count',\n", + " 'host/timeAsHost/months': 'months_hosting',\n", + " 'host/timeAsHost/years': 'years_hosting',\n", + " 'host/about': 'host_about',\n", + " 'host/profileImage': 'host_image_url'\n", + "}\n", + "df_core = pd.concat([df_core, df[list(host_cols.keys())].rename(columns=host_cols)], axis=1)\n", + "\n", + "# STEP 7: Add brand highlights and response info\n", + "brand_response_cols = {\n", + " 'brandHighlights/hasGoldenLaurel': 'has_golden_laurel',\n", + " 'brandHighlights/subtitle': 'brand_subtitle',\n", + " 'brandHighlights/title': 'brand_title',\n", + " 'host/hostDetails/0': 'host_response_rate',\n", + " 'host/hostDetails/1': 'host_response_time'\n", + "}\n", + "df_core = pd.concat([df_core, df[list(brand_response_cols.keys())].rename(columns=brand_response_cols)], axis=1)\n", + "\n", + "# STEP 8: Extract and clean house rules\n", + "houserule_title_cols = [col for col in df.columns if col.startswith('houseRules') and col.endswith('/title')]\n", + "df_core['house_rules'] = df[houserule_title_cols].apply(lambda row: list(row.dropna().values), axis=1)\n", + "\n", + "def clean_time_format(rules):\n", + " if not isinstance(rules, list):\n", + " return rules\n", + " cleaned = []\n", + " for rule in rules:\n", + " rule = rule.replace(\" \", \" \") # replace narrow spaces\n", + " rule = rule.replace(\"Check-in:\", \"Check-in between\")\n", + " rule = rule.replace(\"Check-in after\", \"Check-in after\")\n", + " rule = rule.replace(\"Checkout before\", \"Check-out before\")\n", + " cleaned.append(rule.strip())\n", + " return cleaned\n", + "\n", + "df_core['house_rules'] = df_core['house_rules'].apply(clean_time_format)\n", + "\n", + "# STEP 9: Add price_per_night (before taxes)\n", + "def clean_price(text):\n", + " if isinstance(text, str):\n", + " match = re.search(r'\\$?([\\d,]+)', text)\n", + " return int(match.group(1).replace(',', '')) if match else None\n", + " return None\n", + "\n", + "df_core['price_per_night (before taxes)'] = df['price/price'].apply(clean_price)\n", + "\n", + "rating_cols = {\n", + " 'rating/accuracy': 'rating_accuracy',\n", + " 'rating/checking': 'rating_check_in',\n", + " 'rating/cleanliness': 'rating_cleanliness',\n", + " 'rating/communication': 'rating_coummunication',\n", + " 'rating/guestSatisfaction': 'rating_satisfaction',\n", + " 'rating/location' : 'rating_location',\n", + " 'rating/value': 'rating_value'\n", + "}\n", + "df_core = pd.concat([df_core, df[list(rating_cols.keys())].rename(columns=rating_cols)], axis=1)\n", + "\n", + "df_core[\"amenity_count\"] = df_core[\"amenities_summary\"].apply(lambda x: len(x) if isinstance(x, list) else 0)\n", + "\n", + "# DONE!\n", + "df_core.reset_index(drop=True, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3b56d23e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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titlelisting_summarylocation_descriptiontimestampnum_guests_rawnum_bathrooms_rawurlamenities_summarynum_guestsnum_bathrooms...house_rulesprice_per_night (before taxes)rating_accuracyrating_check_inrating_cleanlinessrating_coummunicationrating_satisfactionrating_locationrating_valueamenity_count
0Private Cottage w/ Queen Bed in Mid City / K-TownGuesthouse in Los Angeles · ★5.0 · Studio · 1 ...Entire guesthouse in Los Angeles, California2025-04-03T14:43:49.130Z3 guests1 bathhttps://www.airbnb.com/rooms/13643401482251271...[Dishes and silverware, Parking and facilities...3.01.0...[Checking in and out, Check-in after 3:00 PM, ...1214.885.005.005.005.005.004.8858
1Beachfront Bliss | Sightseeing. Private BeachHotel in Monterey · ★4.71 · 1 bedroom · 1 bed ...Room in hotel in Monterey, California2025-04-03T14:43:49.428Z2 guests1 bathhttps://www.airbnb.com/rooms/12551431424423787...[Parking and facilities, Not included, Heating...2.01.0...[Checking in and out, Check-in between 4:00 PM...2974.744.654.744.684.714.914.5238
2Queen Kitchen Studio-Disneyland/Knott's Berry ...Boutique hotel in Anaheim · ★4.59 · 1 bedroom ...Room in boutique hotel in Anaheim, California2025-04-03T14:43:49.621Z4 guests1 private bathhttps://www.airbnb.com/rooms/25186313?locale=e...[BBQ grill: gas, Parking and facilities, Windo...4.01.0...[Checking in and out, Check-in after 4:00 PM, ...2064.664.834.604.784.594.674.5257
3Treehouse AdventureTreehouse in Brea · ★4.99 · 1 bedroom · 2 beds...Treehouse in Brea, California2025-04-03T14:43:49.830Z4 guests1 bathhttps://www.airbnb.com/rooms/16179830?locale=e...[Dishes and silverware, Parking and facilities...4.01.0...[Checking in and out, Check-in between 4:00 PM...1504.994.994.964.994.994.964.9548
4Glacier Treehouse RetreatTreehouse in Coram · ★4.91 · 1 bedroom · 2 bed...Treehouse in Coram, Montana2025-04-03T14:43:49.863Z2 guests1 bathhttps://www.airbnb.com/rooms/10732924164107213...[Parking and facilities, Not included, Heating...2.01.0...[Checking in and out, Check-in after 4:00 PM, ...2714.804.884.894.944.914.964.6948
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" + ], + "text/plain": [ + " title \\\n", + "0 Private Cottage w/ Queen Bed in Mid City / K-Town \n", + "1 Beachfront Bliss | Sightseeing. Private Beach \n", + "2 Queen Kitchen Studio-Disneyland/Knott's Berry ... \n", + "3 Treehouse Adventure \n", + "4 Glacier Treehouse Retreat \n", + "\n", + " listing_summary \\\n", + "0 Guesthouse in Los Angeles · ★5.0 · Studio · 1 ... \n", + "1 Hotel in Monterey · ★4.71 · 1 bedroom · 1 bed ... \n", + "2 Boutique hotel in Anaheim · ★4.59 · 1 bedroom ... \n", + "3 Treehouse in Brea · ★4.99 · 1 bedroom · 2 beds... \n", + "4 Treehouse in Coram · ★4.91 · 1 bedroom · 2 bed... \n", + "\n", + " location_description timestamp \\\n", + "0 Entire guesthouse in Los Angeles, California 2025-04-03T14:43:49.130Z \n", + "1 Room in hotel in Monterey, California 2025-04-03T14:43:49.428Z \n", + "2 Room in boutique hotel in Anaheim, California 2025-04-03T14:43:49.621Z \n", + "3 Treehouse in Brea, California 2025-04-03T14:43:49.830Z \n", + "4 Treehouse in Coram, Montana 2025-04-03T14:43:49.863Z \n", + "\n", + " num_guests_raw num_bathrooms_raw \\\n", + "0 3 guests 1 bath \n", + "1 2 guests 1 bath \n", + "2 4 guests 1 private bath \n", + "3 4 guests 1 bath \n", + "4 2 guests 1 bath \n", + "\n", + " url \\\n", + "0 https://www.airbnb.com/rooms/13643401482251271... \n", + "1 https://www.airbnb.com/rooms/12551431424423787... \n", + "2 https://www.airbnb.com/rooms/25186313?locale=e... \n", + "3 https://www.airbnb.com/rooms/16179830?locale=e... \n", + "4 https://www.airbnb.com/rooms/10732924164107213... \n", + "\n", + " amenities_summary num_guests \\\n", + "0 [Dishes and silverware, Parking and facilities... 3.0 \n", + "1 [Parking and facilities, Not included, Heating... 2.0 \n", + "2 [BBQ grill: gas, Parking and facilities, Windo... 4.0 \n", + "3 [Dishes and silverware, Parking and facilities... 4.0 \n", + "4 [Parking and facilities, Not included, Heating... 2.0 \n", + "\n", + " num_bathrooms ... house_rules \\\n", + "0 1.0 ... [Checking in and out, Check-in after 3:00 PM, ... \n", + "1 1.0 ... [Checking in and out, Check-in between 4:00 PM... \n", + "2 1.0 ... [Checking in and out, Check-in after 4:00 PM, ... \n", + "3 1.0 ... [Checking in and out, Check-in between 4:00 PM... \n", + "4 1.0 ... [Checking in and out, Check-in after 4:00 PM, ... \n", + "\n", + " price_per_night (before taxes) rating_accuracy rating_check_in \\\n", + "0 121 4.88 5.00 \n", + "1 297 4.74 4.65 \n", + "2 206 4.66 4.83 \n", + "3 150 4.99 4.99 \n", + "4 271 4.80 4.88 \n", + "\n", + " rating_cleanliness rating_coummunication rating_satisfaction \\\n", + "0 5.00 5.00 5.00 \n", + "1 4.74 4.68 4.71 \n", + "2 4.60 4.78 4.59 \n", + "3 4.96 4.99 4.99 \n", + "4 4.89 4.94 4.91 \n", + "\n", + " rating_location rating_value amenity_count \n", + "0 5.00 4.88 58 \n", + "1 4.91 4.52 38 \n", + "2 4.67 4.52 57 \n", + "3 4.96 4.95 48 \n", + "4 4.96 4.69 48 \n", + "\n", + "[5 rows x 39 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_core.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "10d9d82c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(4031, 39)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_core.shape" + ] + }, + { + "cell_type": "markdown", + "id": "86029341", + "metadata": {}, + "source": [ + "## III. Cleaned Data Downloading" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "3993230c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "✅ File saved as cleaned_airbnb.xlsx\n" + ] + } + ], + "source": [ + "# Export to Excel\n", + "output_filename = \"cleaned_airbnb.xlsx\"\n", + "df_core.to_excel(output_filename, index=False)\n", + "\n", + "print(f\"✅ File saved as {output_filename}\")" + ] + }, + { + "cell_type": "markdown", + "id": "bbd4dbf0", + "metadata": {}, + "source": [ + "## IV. Exploratory Data Analysis (EDA)" + ] + }, + { + "cell_type": "markdown", + "id": "90f1c0de", + "metadata": {}, + "source": [ + "### 1. EDA Summary Report\n", + "Note: Test run all visualizations that can be created from the dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "8500a324", + "metadata": {}, + "outputs": [], + "source": [ + "eda = df_core[['amenities_summary', 'num_guests', 'num_bathrooms', 'listing_type', 'listing_location',\n", + " 'rating', 'num_bedrooms', 'num_beds', 'is_superhost', 'is_verified',\n", + " 'host_rating', 'host_rating_count', 'years_hosting', 'has_golden_laurel',\n", + " 'brand_subtitle', 'host_response_rate', 'host_response_time', 'house_rules']]\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "796aa7f4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: ydata_profiling in /Users/hanniepham/anaconda3/lib/python3.10/site-packages (4.16.0)\n", + "Requirement already satisfied: htmlmin==0.1.12 in /Users/hanniepham/anaconda3/lib/python3.10/site-packages (from 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\n", + " Upgrade to ydata-sdk\n", + "

\n", + " Improve your data and profiling with ydata-sdk, featuring data quality scoring, redundancy detection, outlier identification, text validation, and synthetic data generation.\n", + "

\n", + "
\n", + " " + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import ydata_profiling as pp" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a221e030", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "e1bfc0eb144042159dab2b86244e2e08", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Summarize dataset: 0%| | 0/5 [00:00" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pp.ProfileReport(eda)" + ] + }, + { + "cell_type": "markdown", + "id": "0d935f71", + "metadata": {}, + "source": [ + "### 2. Distribution of Listing Ratings" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3fd283de", + "metadata": {}, + "outputs": [], + "source": [ + "# Replace inf/-inf with NaN\n", + "df.replace([np.inf, -np.inf], np.nan, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "169467e6", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "96be32e8", + "metadata": {}, + "outputs": [], + "source": [ + "# Clean infinite values\n", + "df.replace([np.inf, -np.inf], np.nan, inplace=True)\n", + "\n", + "# For Jupyter\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "9652a8bb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.set(style=\"whitegrid\") # ⬅️ removes the background grid\n", + "plt.figure(figsize=(8, 6))\n", + "\n", + "sns.histplot(df_core[\"rating\"].dropna(), bins=30, kde=True, color=\"lightcoral\")\n", + "\n", + "plt.title(\"Distribution of Listing Ratings\", fontsize=14, weight='light')\n", + "plt.xlabel(\"Rating\", fontsize=12)\n", + "plt.ylabel(\"Frequency\", fontsize=12)\n", + "plt.xticks(fontsize=10)\n", + "plt.yticks(fontsize=10)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "471dc48a", + "metadata": {}, + "source": [ + "### 3. Rating by Superhost Status (Boxplot)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "baa9fbe4", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot with custom colors\n", + "sns.set(style=\"whitegrid\")\n", + "plt.figure(figsize=(8, 6))\n", + "\n", + "# Use custom color palette: blue for 0, light red for 1\n", + "custom_palette = {0: \"skyblue\", 1: \"lightcoral\"}\n", + "\n", + "sns.boxplot(x=\"is_superhost\", y=\"rating\", data=df_core, palette=custom_palette)\n", + "\n", + "# Add titles and labels\n", + "plt.title(\"Rating by Superhost Status\", fontsize=14, weight='bold')\n", + "plt.xlabel(\"Is Superhost (0 = False, 1 = True)\", fontsize=12)\n", + "plt.ylabel(\"Rating\", fontsize=12)\n", + "plt.xticks(fontsize=10)\n", + "plt.yticks(fontsize=10)\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "a9edbe0d", + "metadata": {}, + "source": [ + "### 4. Common Amenities In Airbnb Listings" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "535257bc", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Zisdcv35dx48fV6VKldSuXTvjPSnde28963XBzWazJk6cKOnez4o6deqoc+fOatasmbJlyybpXnA6f/58SffWSO7WrZvc3d2NczRu3FjdunV7rPWTH+dnzPDhw41w1tHRUf7+/mrVqpU8PDxS/ESCJH355ZdGOFumTBl17NhR7du3N2qMjo5mqRsAsDFm0AIAgGRmzpxpBDReXl6aP3++EWiFhobqnXfeUUJCgrZt26bdu3enOIuvYsWKmjdvnlxdXSVJI0aMMH4ZXLhw4ROtG3ns2DF9+OGHxuP69eurePHikmT1cWkXFxer4+6HypKSzQhKi6QB7O7du1WrVq00B7STJk0yvn777bcVGBhozAieOXOmJk+eLEn65ptvjOAw6UeIp0+fboRncXFxGjRokF544QWVLFlSt2/flru7u7p37667d+8agWHp0qVTDc+TioqKMr6+H6o8jl9++cUIy93d3bV06VIjzLp8+bLatm2r8PBwXbp0Sd9++6369euX7By+vr767rvv5OjoqD///FPNmjUztvn5+embb76RyWRS8+bN1bp1a0nStWvXdOPGjRRrbty4sXHNa9Wqpd69exvbAgICNGzYMElSlSpVNGDAAEn3Qqj7Ll68qIULFxqPJ06cqMaNG0u6d/379u2rLVu2KD4+XpMmTbLaN6mJEyeqYcOGxmscOHCgpHt/ILh586ZeeOGF1C6rIenH1ps3by5JevHFF1WhQgXt27dPZrNZP/30U4qzie8rUaKEfvrpJ2XNmlVRUVGqVq2aETCWKVNGP/74o1xcXHTlyhXVrFlTFotFCQkJOnv2rEqXLq3IyEitXr1a0r331bJly4zvcbt27dSuXTslJiZq7ty5qa7R2bZtW40cOVKS1KlTJzVq1Eh3796VdG/2ZdKQ7UHVqlVTsWLFrIKktPT2k9T9uO87Wxg4cKDxs7Bx48ZGGG02m3X27Nk0zVBMGmbe75Ps2bOrfv36xjVYunSp1azoxzFo0CB16tTpoftMmzZNderUkXTvPdS8eXNFRUUpOjpaa9asUYcOHZIdU7BgQQUFBRnLw3Tt2tX4JMJff/2V6lhdunQxZsrevXtX7733nn7//XdJ9/648KhZ5bYUFRVl/Fvp4+OjmTNnGttat26t2bNn6+WXXzZuele0aFENGjRIa9euNY5r06aNKleu/Nhjp+VnzNmzZ60+3fG///1P9evXl3TvZ3SLFi1S/KPl/U8aODs764cffjCW+enfv78GDRqkokWLqmTJkkpISJCjo+Nj1w4ASI4ZtAAAIJl169YZXw8cONBqtmHFihXVqFEj43Fqd1fv3r27Ec5KsroR2aVLl6w+mpkWhw8fVqdOnYzZWLlz5zbCNkkpridpK2XLljV+Qd21a5csFovV+rNJZ3cm9eeff+rMmTOS7t1EbPDgwVbLNbz33nvGrNFbt24ZoW/SUKZt27YaOnSoVq5cqcjISH311VcaPXq0OnXqlO6QKOk6l08yKzBpnySdaShJ+fLlU69evYzH99e6fVDTpk2NX/Bfeuklq21vv/22MVvvweUXUgvaW7RoYXz9YPCXNEBMuoZp0nOtX7/euBYVKlQwwlnpXtA3dOhQ4/G+fftSnMGaL18+IziRlGwmc1r+SHDw4EEjpCpSpIjVHwGSzqJ91Lq2DRo0MGbX5cqVy2qt5BYtWhh/zMibN6/Vtvs17t271+iTChUqWH2Pvb29jcdnz561WnokqXfffdf4umjRolbf57TOEn1cT1L3s3rf3efo6Kh33nnHeOzj42M1+z8tfRIZGWkEcFmzZlWDBg2MbUn7ZPXq1U98E8MmTZo8dPt//vMfI5yV7gWvSY/5448/Ujzurbfesuq5pLNoH/bak/5ccXV1tQqPUxvracmTJ4/y588vSdq/f7+aN2+uKVOmaMeOHXr11Vc1c+ZMDR48WK+//rpNx03rz5ik6wC/8sorRjh7/xwpBeeSjEDZbDarQYMGGjVqlNauXas7d+5o9uzZGj58uNq3b084CwA2xAxaAABg5fr161ZrCaY0g6t06dLGzKyka3om9WA4lidPHqu7i1+9etXqI+0Ps3//fnXv3t2oK2vWrJoxY4ZVMHo/QJVkfCw8pccpfVT/UZKuQ3v8+HHt3r3bCOYeNvPp7NmzxtfFihVLFuw4Ojpa3TDm/rXs0aOHfv/9dx08eFBRUVFasWKFVqxYIeleWNe4cWN16tTpkTcme5SkM1BTupnXoyT93t//hT6ppM+ldGMhSUa4ISWf+Zz04/D3P659X2qBcoECBdJ0vqR/PEga7id9TSn1/v3vY0xMjCwWiy5cuJDs+1CwYEGrx/c/6nxfWm4AlXT2bFxcnN577z3j8f3Zp9K9NUtDQkJS7cOk11eyviYPriWa9Brfv75J163cvXu3VbD9oFOnTiU7p/Tw62Gr5QIe9CR1P6v33X25cuVK1tfZsmXTP//8IyltfRIUFGTs5+zsbPWHsKSio6O1bt06qz9gpEWWLFke+Xrvf4ohqaQh/INr+t6X9L0qpa0vcufOnWwJm6T/1ly9evWhtdqag4ODxo0bpw8++EC3bt3S0aNHjaVjHB0dVaFCBbVp00aNGzdOcY3mJ5XWnzGXL182nktppnrSZU+S+uijj3TkyBGdOXNGly5d0sKFC41PC7zyyitq2rSpOnbs+ET/ngIAUkZACwAArCRdDiA1SQOt1H7pTBoipXTutP6yun//fnXt2tWYEZQ9e3bNnj1b5cqVs9ovT548xtf3A46UHufNmzdN4z7I19fXmD37v//9z3j+YQHto26EJqV8Ld3d3fXjjz9q8+bNWrdunXbt2mUEwhcuXNCMGTO0atUqq48HPwlPT0+tWbNGkvV6tA86fPiwpkyZojfeeEOvv/66ca0f9frS0idJA6oH90kaoqZV0mMePN+DYVhK0vI9Syql1/Vg3Q/e5O5Rbt++bXWDvcuXL1sFLQ9aunRpqn344GtOWm9arm/SoMzV1dVqNv2DHvzDSGrjPO71eBJPUvezet8lretBj3NtLBaLgoKCjMc3b9586M0Kly5d+tgBbVpmC6f0fU8aLqc2y/JJ+uJRYz3u+9cWqlWrpk2bNmnVqlXavHmzDhw4ILPZrISEBOOGdKGhocYyH7aQ1muX9Gfw43zKpGDBggoODta6deu0ceNG7dmzx/gD6V9//aVJkyZp3bp1Wrx48RP9nAYAJEdACwAArGTPnl3Zs2c3fhk7evRosjX9koZ5Kc2ekqQTJ05Yzc75559/rGZSPTizLyUnT55U9+7djXA2Z86cmjdvXoqzNZPO2HpwVm/SxyVLlnzkuClJ+hHzpB+jfdj6s0lnCJ87d04xMTFWgUdCQoJOnDhhPE56LR0cHOTt7W18NPbUqVPat2+fvvnmG128eFEXL17UsmXL1KNHjyd6PdK9j8XeX6/1yJEjOnnyZIrXZ8WKFdq5c6d27typmTNnasuWLZLu3fDmzz//lHSvJx68W3ta+uRhbDnjLK3nS3qjnvuvLan730fp3vcopTvNp9fatWsf66P/GzZsUFRUlHFjtrRKy/VI+j719fVNdkO153UNyiet+1m872xlz549qX6CISUHDhzQiRMnki0X8jBp+YPdyZMnkz13f2kXSakuAfMkoqOjdenSJavZt0k/qWDLsR6Hu7u7mjdvrnfffVd37tzR4cOHtWXLFuPmj4sXL1bv3r2feX1Jx0vphnxJ//15kLOzs2rUqKG33npLiYmJOnHihEJCQvT111/rn3/+0dGjR7Vx40arZWAAAE+ONWgBAEAyfn5+xtdTpkyxuqP7vn379PPPPxuPk65pl9SsWbOsjps7d64xg6dIkSKPDGhv376t3r17G0FxtmzZ9N1336UYzkr3ZoPeD6jOnj2rQ4cOGefZunWrsV+NGjUeOm5qkq5De9+LL7740Bm5r776qhHSxsbGatKkSVazmObNm2csb5A9e3ZVqVJFt2/fVrt27VShQgVVr17dCINffvlltWnTxmqdxqQf4046gyq1mYwP8vT0NM5nsVg0cODAZDM1N2zYYHWDpqTrWibtk++//94qALhy5YpmzJhhPH4wvH1e1atXz/g6NDTUaiZrXFycxo0bZzyuVKnSE91c7VGSLm8wbNgwHT9+PMX/7vdWXFycVq5cafM6pHtrTt8PckNCQqxC62PHjsnb21tNmjTRwIEDU5w1bwsPBqlp6e/HrftJ33f2lLRP3n333VT7JOkfkR61ZvGD0hLinz171ljyRrq3Lu6qVauMxxUqVHisMR9l2rRpxtdxcXGaN2/eUxvrUX799Vc1aNBAPj4+evfddxUXFyc3NzdVrFhR/fr1s1p64NKlS8bXSX9ex8fHP7X6KlasaHx98uRJbdiwwXh88eJFff/998mOiYiIUIsWLeTj4yM/Pz9duHBBDg4OevXVV9WpUyeVLVvW6hwAANtgBi0AAEima9eu+uWXX3T37l398ccfatKkiWrWrKkbN25o8+bNxkdKX3/9datfAJM6duyYmjZtqpo1a+rMmTPas2ePsS0gIOCRNXz//fdWs7BefvllrVmzxvhI/n3VqlVTtWrV5OjoqNatW2vWrFmSpPfff18NGjTQ3r17jXUJ798R/km4uLjI29vbuJGX9PDZs9K9cKNXr17GzcwWLVqkP/74Q97e3vrrr7+MO49L926idn92bd68ebV//35JUufOnVWvXj15eHjo9OnT2rFjh3FM0mufdGbuli1bNHLkSOXPn189e/Z8aI1jxoxR8+bNde3aNR07dkz+/v6qW7eucufOrePHj1vVWLx4cXXu3Nl43LBhQ82ePVtnzpxRdHS0WrRoIT8/P7m4uGjr1q3Gx8MLFy78yLvAPy+KFi2qJk2aKDg4WJL04YcfauXKlSpUqJBCQkL0999/S7o3u+z+XdNt6dSpU8aNfUwmU6p/AJGkRo0aGf2+dOlSq5tx2UqRIkX0+uuva+PGjTKbzXr77bdVv359ubu765d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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from collections import Counter\n", + "\n", + "# Step 1: Use the amenities list\n", + "df_core[\"amenities_list\"] = df_core[\"amenities_summary\"].apply(\n", + " lambda x: x if isinstance(x, list) else []\n", + ")\n", + "\n", + "# Step 2: Flatten all amenities across listings\n", + "all_amenities = [item for sublist in df_core[\"amenities_list\"] for item in sublist]\n", + "\n", + "# Step 3: Count frequency of each amenity\n", + "amenity_counts = Counter(all_amenities)\n", + "top_amenities = amenity_counts.most_common(20)\n", + "\n", + "# Step 4: Create DataFrame for plotting\n", + "amenity_df = pd.DataFrame(top_amenities, columns=[\"Amenity\", \"Count\"])\n", + "\n", + "# Step 5: Plot - horizontal bar chart with faded red color\n", + "sns.set(style=\"whitegrid\")\n", + "plt.figure(figsize=(14, 8))\n", + "\n", + "# Use faded red gradient\n", + "faded_red = sns.light_palette(\"red\", n_colors=20, reverse=True)\n", + "\n", + "bar = sns.barplot(data=amenity_df, x=\"Count\", y=\"Amenity\", palette=faded_red)\n", + "\n", + "# Titles and axis labels\n", + "plt.title(\"Top 20 Most Common Amenities In Airbnb Listings\", fontsize=16, weight='bold')\n", + "plt.xlabel(\"Number of Listings\", fontsize=12)\n", + "plt.ylabel(\"Amenity\", fontsize=12)\n", + "plt.xlim(0, 4000) # optional if you want a fixed max\n", + "plt.xticks(fontsize=10)\n", + "plt.yticks(fontsize=10)\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "a67dd44d", + "metadata": {}, + "source": [ + "#### 4.1. Common Amenities using Word Cloud" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "141ad236", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from wordcloud import WordCloud\n", + "\n", + "all_amenities_flat = [item for sublist in df_core[\"amenities_list\"] for item in sublist]\n", + "text = \" \".join(all_amenities_flat)\n", + "wordcloud = WordCloud(background_color=\"white\", colormap=\"Reds\").generate(text)\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "plt.imshow(wordcloud, interpolation=\"bilinear\")\n", + "plt.axis(\"off\")\n", + "plt.title(\"Most Common Amenities Word Cloud\", fontsize=16)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "11b75257", + "metadata": {}, + "source": [ + "### 5. Scatterplot between num_guests vs rating" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "2b1a0826", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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hJCQEy5YtQ0BAAAICAvDll19i06ZNAPIT4921986eu+J46KGH0Lt3b8ydOxe5ubmoXbs2du3ahW+++QaAdwIqouJgsEMkSHh4OJKSkhyzbgq8+uqruH79OlavXo3c3Fy0bt0aM2fOdEz1vVdhYWF47bXXMHv2bKSlpSEuLg7r1q1z5GwYjUZ8+OGHmDNnDt555x1kZmaicuXKGDduHF588cW7Lq8gOFi3bh0++eQThIeHo3Pnzhg9evRdL/yn1Woxa9YsdOnSBZ988gneeecdXL16FcHBwYiNjcWUKVPQq1cvx+uGhoZi4cKFmDNnDoYNG4bKlStj+PDhLuvSzJo1C++++y4++ugjXLp0CeXKlUOXLl0wevRoaLVaaLVarF692jHb7ebNm6hatSpmzJjhCNiaNWuGli1bYs6cOdi7dy+WL1+OlStXYsGCBZgyZQrMZjNq1KiBRYsWOYKxwtSsWROxsbG4fPkyHnvsMafHkpOTMXfuXCxYsAA3btxApUqVMHz4cI+z4jwpW7YsRo0ahRkzZmDhwoWYMmUKlixZgn/+858YNWqU43e7bt06vPLKKzhw4ADatm3rtr0lMXXqVBiNRqxevRpZWVlo0aKFY8ai0Wgs0WsS3S1J5i5vREQkQHp6Or7//nu0atUKZcuWdRx/++23sWXLlruarUd0L9izQ0REQhgMBsycOROxsbEYMGAAjEYjfvnlF3zwwQcYPHiw0tUjP8KeHSIiEubIkSOYP38+Dh8+DLPZjIcffhh/+9vf8NxzzznNGCQSicEOERERqRpT4YmIiEjVGOwQERGRqjHYISIiIlXz+9lYhw4dgizLd7WQGhERESkrNzcXkiShYcOGRZ7r9z07sizf9cZ3pZ0sy7BaraprV2HYXnVje9WN7VU/UW2+m+9vv+/ZKejRuX234PudyWTCkSNHUL16db9YoZTtVTe2V93YXvUT1ebff/+92Of6fc8OERERqRuDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1SVZ4g44LFy6gbdu2Lsf/8Y9/oE+fPi7Hb9y4gX/84x/4/vvvAQCdO3fG66+/XuIlqAuWm/b2dhG2zEzAZIKckwMpKAgwGqENDfVqGW7LTU8HcnLyyzUYgMBAaMPDfVeuxZLfXl+Xy/b6ply21zflsr2+KZft9V3ZAtp8N9/fiu+NdezYMQQGBmL37t2QJMlxPLSQwGDkyJGwWCxYs2YNbt68iSlTpmD69Ol4++23fVXlItmuX4d5+3bYzpxxHNNWqwZDt27QRkSwXJbLclkuy2W5qi5X6bLvpPgw1vHjx1GtWjU88MADqFChguNfUFCQy7mHDh3CTz/9hFmzZqFOnTpo0aIFZsyYgc8++wyXL19WoPaubJmZLm8uANjOnMk/npkpptz0dM/lpqezXJbLcktzuSkpCIiKgrFvXxj79IGxb18EREXBnJKizvayXNWWq3TZ7pSKnp3q1asX69wDBw6gQoUKiImJcRxr2rQpJEnCwYMH0aVLlxLVQZZlmEymEj33ToEmE2znzyOwVStoo6KAvDwgIAC28+dh2bcPMJlg0mq9UpZTuTk5Lh+qArYzZ4CcHK+1sdSU6+n3zHK9V66/fa6UKNdiQeCjj8Kyfz8sP/zgOK6tVg2BzZoBFou62styfVeuAtcNR9mC2yzLstOIkCeKBzvHjx9HhQoV0K9fP6SmpqJKlSoYOnQoWrVq5XLu5cuXUalSJadjer0e4eHhuHjxYonrkJubiyNHjpT4+berX748jE8/DfsdPThSWFj+8ZwcHDl/3itl3S6ufHmPj8sWi9faWCrKrVABxt693X45GHv3hmy1iiu3Tx9Y9u1zLjc6GsY+fcSW6+FzJaxcf/tcKVVuVBQs+/e7vQu2AAjq1Eld7VWq3HLllClXyevk00+7v14JvG4AvmuzXq8v1nmKBjtWqxWpqakwGAyYMGECjEYjPv/8c7zyyit477330KJFC6fzzWaz24YFBgbCYrGUuB46na7YvUtF0ZhMsNvtyP3zT5dxysBWraAJDkZshQpeKet20s2bnh8PDERsbKyYcnU6BDZv7vbOQVi5JhNyvv220C8HQ5cuYso1m5Hz3XewnT7tXO7p07BIEgxPPIHYIv7IS1SuyQTZZiv0cyUZjeLeX0+Pi/xc+Vm5nu6CJVlWXXtZrg/KLbhe3XmdPH36f9dJAdcrwDdtPnnyZLHPVTTY0ev1+PnnnxEQEOAIYurWrYtTp05h1apVLsFOUFAQrFary+tYLJYSz8YCAEmS7un5t7OZzbD88EPhX8Jdu3qtrNvlmUzQVqvm9oKprVYNckCAkHJtOTkw9u0Lyw8/uPaw9O0L6PViys3M9NxFarOJK/eOQMfx2KlTQF6emHJNJlj27kVAVBQCmzd3Dir37oWhY0cx5VosHj9XCAxUVbl5RZQriyr36lWPj8tWq5hyzWZoo6Pdfqa10dGQdTpVvb82q9VzuUFB4trr4fcsrL2ZmbCdO1f4MJag6xWQ/93g8Xfthe+G4g5hAaVgGMtdY2vWrIl///vfLscjIyOxe/dup2NWqxXp6emoWLGisDreldxcz1/CublCipVkGYZu3QrNfIfNJqRcOS8Pln//231wp9EgqFMnMeUW0ZNX1OP3W7mw2TzndIh6f00mGLp2RV5qKjShoY6LpT0zEwFVq0I2mYCyZb1fbl4eDF27wvzFF66f565dIefleb1M4Nbf0RNPwLxzp2u5TzwBCFqpQwoMvKfHS1yuLMPQubP79nbuLKy9yM1FYLNmsACuPZXNmgm7TiI31+PnSli5Npvn37Oov1+rtcjhflFkkym/zSkpbtssm0yAD2dkKRrsHD16FH379sWKFSvQuHFjx/E//vjD7bBSkyZNMHv2bJw9exZVqlQBAOzfvx8A0KhRI99UughFfXhEfbjkgADk7Nzp9s7fnJKCoCeeEFKuJMseezoku11MuXq95+GzYo7jlqjce3i8pGSgyJwOESSdDrDbkfuf/zi9z9qYGAQ8/HD+4yLKtdmQtXEjgp95BpLNlr8+SGAgZK0WWR99hJDevYWUC6sVWR98AGOPHpDatwcsFiAwEHJmJrLWrEFI//5CipUBzz1KQkrNZ961y/11Y9cuGDp2FFKmbDbDtHkzAps3dynXtHkzgp97Tli52Vu2ILhPH0harWMdNNlmQ9YHHyD4qaeElAso83uWDAbkfPONx+F+USSdDllr17r/W1q7FiHPPy+sbHcUDXZq1qyJGjVqYPr06UhMTETZsmWxceNGHD58GJs2bYLNZsP169cRGhqKoKAgxMXFoVGjRhgzZgySkpJgMpmQmJiIXr16lZqeHcXu0CwW2E6cgO3ECfePu1m40RsU62HRaDwOn8kaMasqyJLk+UvpLrpV74Yky0XmdAih0+X3Ft6Zo3TqFMwpKfm9hgLIubkwtm+PHDd3wsb27SELugOXLZb8GZMffVT44wJIkuSxp+NuuuvvSl4ebKmpCIiMdHnIlpqa/6UsgBQYCOTmOv3tujwuoly9HsjIQPbKlYU/LkJensfrMwRdn5GX53mkQdD7CwDQaqGNjHT7t6SNjgYEzEr2RNF1djQaDZYtW4Z69eph9OjRePLJJ/Hrr7/ivffeQ61atXDx4kXEx8djx44dAPIvCMnJyYiKisKAAQMwevRoJCQkICkpSclmONPp8t9IN7TR0YCgO2Glgg6lejokrbbw4bN//xuSoD+kgi8lbbVqTsdFfykp1WMIq7XwnrvTpwFB5UoGQ+E9Wfv356/EKqJchW5WoNHAcvCg23V2LAcPAqKC99xcGHv3Rt758zBt2ADTJ5/AtGED8s6fzx/mEBVU6nQuf0MFtNWqQRZ1nbx1s1JouaL+fou6Povq8VfquoH8YazAZs1cvg+10dEIbNYMstksrGx3FM/ZiYiIwFtvveX2saioKBw7dszpWLly5bBw4UJfVK1EJIMBgQkJ+Xdot3f7R0cjMCFBfRfpgADPSWgBgj5ieXmev4RF3bHodI4vJZdE4YMH8/M6BFBs+Cwnx/PjonKUlLojDQwsMnFWBNls9piTJeqLQalhDslmy8+NSklxuU6KzGFRqgdNcrNIrtPjonqylPpeuPXa2evW5Q9VNmvmPFS5aRNCXnpJWNnuKB7sqI3GYADCw6GrU8fpDbZnZUEbHp7/uAh6fZGZ7yLIZrPHi4eoi3SRX8JFPF5iVqvnRGFRd2hFvL+yqB60oi6Woj5XVqvHnCxhd6S5uflJlV9+6fol3KmTuAkGej2yN292m0uS/cknCOnbV0i5sNmKnNUogixJkADoHnnE+Tp5ax0pYT0sgMeblaD27YWUW9DjX+hsLFE9Wbdev9DZdkJKvVX2rRthdwpmCPsSgx0BNGFh0MXGQs7Odly0tA89JC7QAYBba7wUOotE1B2LXo/sDz4oNNFQVPSu1B2LnJOjSGKlZLMpMttOqZ47KTDQ4ywSYe+vxQLZakVQhw6QgP8FHQDsmZnicjoCAhDy3HNu/35DnntO3DCWQkGlFBAA87ZthX6uDN27iylXo/F4syKJ+j0XzMYqpCdLFtmT1by5+5GG5s3F5YIBkOx2GDp2hPmLL1x+14auXQFBk1cKw2BHEI3BAIgMbu6UlwdotflDZbdnvlut+Ylgorr9AwKgffhht4mG2pgYccNYCvVkSUFBnhMri+iuLrGAAJg9zLYTNXwGwPNwgyg6ncfZZ6ISoyWjEVJQUOE3DYK+DKHRuEyHBm7tI7Rzp7gvf4PBc1Ap6hpmsXjuURKVYxgcDMvu3e57dg4dgrFnTzHl2u2w37yZvwBou3ZO12d7ejo0ZcoIKRdaLaDTue9B0+nEJgkXEtDazpyB+YsvhH2mC62OT0sjYWS7HTk//ICgW3cnsiTl36XodDB/+y2CHntMTLkaDQIfewwWu911GOuxx4TOivLUkyWsG1yh4SRYLJ5nzYia9SbLkE0mtxdLu8kESdCCZEqtVwVJcvlMFZRp3rlTWJCl1Jc/AgM956AJ+kJSakKFxmCA8YknYNq2zTm4i4mBsXt3cb3vOh0sP/+MgMjI//Wg5ebCdv488i5dEnbjINts+YvcFjKMJWrJCgD5kxs8faYFJke7w2BHELvZ7DSMJQUHCx3GkgAE1qmDnK+/dp94J6pcqxXZGza4H9bZsEHcMNatLlC3PVm3Pe71cq1WzwmOAmdVKLE4mCRJyPnxx/wgKzT0f/XJyIDl2DFx67AotXijQhdoxdpbjA1Ib3/fvUXJxFlNWFj+34wPr8+yyQRDhw7I++9/nY5LYWEw1KsnbIE9yW73OJFD1HUSUHByQyEY7Ahgz8hA7smTjhVnZZMJ9v/+F7qYGGjCwoSUqdSic4pdpPPykPX++zD26OE8ZGWxIOuTT4QtWCVbLJ5zdv7+dyHlSkZjkXuBCWGzIbBxY7cbkAZGRYmbNaPU7DOllnBQKgfNbvd83RA1VKnQMHQBX6cZSIGBsKenuy7OGR0NTZky0ISHCylXyannUmCgIgu/FobBjpfZzWbYbtxwu2GjJiIC0OuF3EEoteicYomkOTn53cAXLjh3C1+4AOTmCpuNpdRiaErOmoFOV+gGpKKGC5VMjL6Xx0tMoSnvii1Wabd73rbBx8mrwgUFwbJ3r/sNOWUZhiefFFKskj1oCAiAsV8/WL7/3vW7oV8/cfmchVXHp6X5AdlshuX77z0nVgoIdhSL4JVKJA0KgvHpp932OBifflpcorBe73kKqdp6HDQa5Hja2FZQj5JSSxooFXQgL8/zlHdBEwwU297GZkPOjz8iqF07l6n25u++E5ZjqBiz2fPNitksZLhQqRXfAUDWagvfFFuSECQq/60QDHa8TaExf6W6/RXLcbi1N1ahPQ6i2muzIbBVK1juuCMuKFfYsI5Sd2gKLe6n1JIGjnV2Ctm8UFRidMHeX25nzUiSuGC2iBsvYYugQpkcQ6UotS6YYtuQ4NYWRp7yhZizc39T7E5JoQheqfZKNpsiPQ7Iy4Np/Xr3X8Lr1yPkxReFFCtrtZ7fX0FTSBVb5l6SoH3oIfdLGkRHi/s85+Qg++OPC928MPjZZ4WUKxmNLmsoFXCspSSi3OBgaGNiYDt1yrXcmBhIwcFCylUqx1Apit2MBgQosuI7oGA+ZyEY7HhZkcuCCxpekQDPEbyQUhX8I1aox0HJ4M7j+6tUj5Ko9YwAz4uhCSn1Vns9bAQqrAdNoR5SjcEAY/fuMG3b5hTwiJ6KrViukEJkSYK2Rg3nqee3go68S5fEDSdZrQhs3Ng1p/LW/lQip38XmaAsMl/IDQY73mYweB7zF3TxKHIZ9HbtxJSrVI+SQj0OksEA49NPw7Jvn8vFw/j008K6/ZWaBQadDtqaNRFQsaLrRfryZXHL3Gu1gF7vflhHrxfXkyVJ0D7yCALr14cUGprfsxMUBPnmTVh++025z7PAu2BFpmIrOEtICZJGA0P79jCnpLiuJty5s7AV7gt+j4VuyyHy96zXw9i3Lyw//OCaoNy3r/AZd3disONtFovHO3Bh61ZIkscIXtgGd1CoR0mhjfUQEOC++/30abEJ2UrtLm805l+kd+50vUg/8YSwRQUlWUbOnj0IqFjRdX2f48dh6NBBTLmSBEPbtshLTYVGkhyz/OxZWTC0bStslpBSPcIFlJiKfS+P33c8rSackiJuhWyj0e1Gr8BtM98Esvz73+6HKjUacakGhWCw42VF7p0kav0XSQIKS3AMDBTXTRoU5HlMWNQfk07nMddAVI8DrFbPu62LymEJCPB4lyRqUz05L88lWRe47SLdq5eQcmGzIbBRo8IXuxO1F5heD/v164UuHaERsPAboODK3Arxt/YqtiK4zQbb+fMIbNXK7VCSsL8jIL/NhV0rT50S1+ZCMNjxMsVydrRa5Hz/faFTokUFHdqwMBg6d0beHX/IUlgYDA0aQCtqEcW8PATGx7vfpiI+HrKonB2FVgWVJAk5nu6SRCUamkyegzuTScyUWSiUwHprDSVfJ74rtTK3UqTcXM/t9fEXoWiKTVzJzfU47C4L/D0rNQOtMAx2vEwKDva4kJKo2Q1K9TgA+YGWy8qgMTHQVa8urky7HdkKzIpSKmEXeXme75KUCu5ETZlVKoFVqcT3onqEn3tOSLlKkc1mZXLQFKLYTXBQEHL+9a/Ch90FDiWVtqFKBjsCFHpnqNHA2Lu3kDJli8Vj5ruoHge72QzT55+7fBHbTp2Cads2GHv3FpLoKFutHlcyFrmIosdFBUUl7Cr0/iq2jYFSd8JKJb4rtTL3LbbMTMBkciQow2iEVkCPXYEi26uyYSylpvh7vEk6fVpY8A5AuQU6C8Fgx8vk7GyPd+BydraQREApKMjztg2C7hwUa69Sdw2SlD985m5Rwfh4YbMqlNqWQ7FtDJRKyFYq8V3BvaJs16+7rPFTsLaPVlCOklI3DUpRaoq/optxFjFUyZyd+5xi45R6vedtGwRl+xe1bL+wZf2LWGQPgqYmw2qFadMmt4vOmTZtQkj//mLKVej9lYKCYHjiCZh37nT9MnziCXFBtFLL3CuV+C5JHn/PooJoW2YmzCkpbicYFMwSEtLDo9F4vmnQaLxfpsI0YWEw9OwJmEywm835AY7RmL9htCCKDbujGEOzPh6qZLDjZYpNIbVYPOcaiBrmUGp3apPJ895JJpOYcq1WGHv0cAk8tNWqwdijh7iEPwUXnbNbrQh8/HHn4C43F5KgTW0BBZc0MBgQmJCQ/yV852KGCQnC1lFCbi7sGRn5Zdz+e7ZaYU9Ph0ZQoj/MZgQ++mjhs94E7dkEiwWmDRvcfxFu2CAs505J9owMmO8Y8nf07Ih6f3U6zzeFAnvQJL2+VA1VMtjxMsWWX7daPed0qGybCkmvR/a6dYXvnSQqQdloRM633/p+Y0wFZzZowsLyF/LLzoZst+cHOWXLCl10Dno9LL/+mh/YFHz5Fyzu9+uvwtbZ0RgMQFgYdHXqOC/hkJUFbViYuOEGiwWmTz5x/vvNzXX8/QYL6jGUZVmRWW+yxaJMzp1ClMptlIzG/OAdbm4aEhKErZMFKLsJqTsMdrxMseXXFcrZkTQaz7s1i+qODgyENirK/d5JIpPfbDbPPSxq2wj0Fl8vOoeAABjat0femTOui/u1bw8IWlcIyA/udLGxTisKax96SGhwJxkM+XfhlStDCglxBHfaypUBnU7chpwKzXqTgoJK1VYCosnZ2bCdO1foejeichs1BgNQtqxzz2xQEGSrFdrwcLGf6YLvhsI21WWwc/9TYvl16HTKbPgWEAB7errbxQztJhM04eFiyrXZYOjaFeYdO1yDrC5dhAUdii3rr2ACqyLsdtgzMny+uF8Bn68oHByMkIED3ebshAwcKK5HuIhhV1HDsnJAgMclOkQtkqkU2WLxvN6N4E0xLXeswVZw8y2UVlt4Ptju3fkBjw+p6xPlz6xWz2PvorqF8/Ly/5AKW45c1DoONhvsmZnug6wbN4Ql/SmZo+TpLkk2mQDBAYBPKbS4n1LkvDyXQAe4tVL1zp0wPPmkkHKL6jES1qMEIMfDEh0id+NWglLr3Sg1fAYgP8/wxAnYTpxw/3jbtmLKLQSDHQHsGRkuHzDRiWiKrTir1CJsACx79hQaZAlrr0I9LJJeX3gCa0aGuARHpSj0uVKMyeS5vYJWqi6V678IXCRTMXl5HoexhF0nFVoaBCh9m70y2PEyu9kM044dCKhc2anHwXb+PEw7d8LYs6eYRDSFxt4VW4RNqVyDgtk6KCThT9SFQ6eDZe/ewoM7wV3Svl50rrRdKEVTKgG91K7/IngrAbvZ7Ntd3i0WjzmVwiaQKPh7LjIvS/DmtndisONlcna2xw0MRUXSSn05FNkNLmodFoXaW5Dwp6tb12kc2p6VBa3AGUpSEUsLSALH/JVYdE7phGxfU7K9SuQYKrnLuxI970rN4lTy9yyFhnreOkngzZI76lu5SWGy3V74cNL+/ZDtdiHlKnWxlEJD8xdbc0MbEyPsA630l4MuNhaaiAhIZcpAExGR/7PAoSTHdhGtWsHYty+MffrA2LcvAlu1AnQ6YQmOtsxMl0AHuJVLsn17fo+PADJuDQu6oa1WDYJ2xlLOrZWq3fHF0voagwHa8uUREBUFbfnyYidTAIq1t6gcFruoRVCVmsV5a5jSHaHDlMjPQys07+6HH4Rt1lwYBjteptgGhlpt/jLr7h6Kjha2orDGYIChSxeXC1dBcrKwi6ZC7S3g6y+HgqUF8m4tumb65BOYNmxA3vnzQpcWKFYuiQAFiwq6+1yJXFRQMXl5MHTu7P7vqHNn9eWwWCwe319Ri6AWK4dFRLkK9kQbu3d3CXhED1MCyL92eNqXS9C1ozAcxvIyxTYwtNs9Lr8uqkfJbjbD/OWX7qcXfvWVsBwlpxWU71zpVuAKykqRi9guQlTOjmJj/lqt56UUOnYUU65CZJMJ2Rs3ut2GJGvtWgQ/84zQ8n2ew6LQLu9KfZ6V7on2+VIoUHCZjkIw2PEyxaZy2u3IVmD5dTk7G7bjx2E7frzQx4VsBHr7Csp3JoJv2iR8uXlffzlIRWwXIYnKyVJqzF+rRWCLFrD88INr7lurVsJ77nxNCgoCTCaYPvqo8McFUSSHRaFd3hX7PAcEeJ7FKXhdIZ8vCgrllukoDIMdL1N0uwgFll9X7M7fYIC2enW3K85qq1cX+oetyNICSt0lGY2eL9KilpvPzQXy8vK3bbg9ETwz07GasqoEBXn+PQv6ElZsHRaDwXN7Rd0UKnV9Nps97+UnKldIQaVtuwjm7HiZUmOkiiUoKxS9a8PCYGjfHpb9+5G9YgWy338f2cuXw7J/Pwzt20MrKOhQKsFRqfdXGxqaP+vKXS5Jt27Cpp8rPTXZ53JzPeewiFrJWKEcFkmvh+GJJ9x/rp54Qth1Q7Hrs04H0+bNCIiKcppgEBAVBdPmzZAEbsiplNKWd8eeHQGUGCOVdTpoo6PdXri00dGQRf0xKdQ9W9QsIcOTTwr5IlZskS4Ft4vQRkTA0LMnYDZDtljyAyuDQVhACeTfged8912hn2fRKyiXuhyW558XVu69PF7icrOzkbVmjfscpTVrEPLCC8J6dxTJYQkIgPahh9zv5RcdLXwYSwky4DHvLqhdO5/WR32/YT8l2e0wdOkC8xdfuK6H0qULIChBWbHuWYVWnFXsy8Fs9rjhqmw2A2XLCinbnpEBs4+H7WCzeZ7JIWiqLqBQDktQkOccFlEb+SqUwyLn5HjMUVJbz51ss3meQCLw86wUSZI8bmEkcSPQ+58SF0toNIVvuvbll8I2XZMCA5G9dm2hd6QhgwYJKVexWRUKfTlIej0gywh64glIeXmOHhY5IACQZWHd/krldCj1/irVXqVySRQr198WFSxqAslLLwkpV1EaTamaUclgx8sUS/hTaNM1KTgY2ocfdt89K/JiqVSOklJ7Cel0QF4ectz13HXtKqwbXKlhO8U2XFWovUpt26BUuUr9HSkWvCs0gURJstnssWfH10nZDHa8TKmLpVKzdRTbW6eIHBZZYA5LYHw8LHa72+5oYez2wtcz+vJLYbtEyzk5Hve3ETZsp9BMDiUTozVhYfm5USYT7GZz/t+O0QiN4GX1lchhUey6oVTwrtCSJEqSdDpke8hDE708yJ0Y7HiZvw2vAArtrXNrxVlzSoprT4fAFWfl7GyY1q93/we8fn3+sJ2gnjtPd0kQuM6Opw0MhQ3baTSe319BwY7Swys+z426RYl1WAquG/bMTFizsqAPCYEmNFR4Ivi9PF5SivUIKykgANqoKPe9/j5YW8ilOj4tzQ8odrFUaj2UW3x9sZQtFsg5Ofk7jd8+m8NqhT0jQ2xipafuaFE9HYDnFZQ7dRJSLgIDPZZrePJJMeXqdDB/9VV+ImPB+xsUBPnmTZi//VbYeL+/Da8oTWMwIEeWceTcOcRGRsLog21X7uXxklKqJ0tRgYEIbNXK/eSVVq2E7/d2JwY7XqbUxbJgPZRCd6f28Q6zokkGA3K++abQ4E5tuwgrtudaEbutw2IRMusNVisC4+JcAi3RPVmKDa9kZnoeXsnM9HnPixop2cOiRE+WkrShofnrR91+QxoUBNligaZMGZ9/JzHY8TIlI3htRET+nfYdY/5qC3QAAHfkzNzOduaMsKn2iq6QfQ+Pl7hcpabay7IyPVlQaJ0sf1tEUSFK97D4uidLaZJWm7/zuZuhWV9jsCOAUhuvAfnRtEmrxZHz5xEbGwuj4OErpSi9i7DPZ68oNDvJ73qybvH1sGxp20dIzZS8PvuT0jY0y2BHECUS/vyJkl8OilwsFVpB2d96shSj4ArZ/ojXZ/EUW22+EKVqb6wzZ86gYcOG2LJlS6HnfPrpp6hVq5bLv7Nnz/qwpqS4gID8Zdbd8MXy6xqDAdry5REQFQVt+fLC71AkgwGBjz/u0mZtdDQCH39c2NRVf9vrTSmSwYDAhAT3+wglJKhyajKpW2kbmi01PTu5ubkYP348TCaTx/OOHTuGpk2bYu7cuU7HIyIiRFaPShl/W35dYzBADg2F7pFH8hN0b9sFXHSSoyI5LKVsx2TRNAYDULYsdHXrOu/ynpUFbdmyHGKh+46Syzi4U2qCnUWLFiG4GF3ix48fR+3atVGhQgUf1IpKK8luR/amTW43EjRt2oQQQRsnKsVuNufve+ZuY8yYGOHj3z7PYdFoPO65JmlKVae0V2jCwqCLjXWaraN76CEGOnRfKm1rC5WKYOfnn3/Gxx9/jK1bt6J169Yezz127Bg6eXkmhizLRfYo3U/Mt5bhNvt4OW5f0lutMPbo4XZqsrFHD8hWq6reU31Wlsfxb3tmJnIEJ+36UoBeD+uhQ+731Tl0CPouXWBR0ft7O7NWi9QbN1A1LAwGWc7f1FbF/OF6dTt/am9Q1675W9zcMZkjqGvX/OvVPX62ZVku9oaiigc7N2/exIQJE/DGG2+gUqVKHs+9fv06rl69ip9//hkffPAB0tPTERcXh/Hjx6PaHWPddyM3NxdHjhwp8fNLC41Gg8iyZRGm0yG2bFkgJwcZmZm4dOMG7IKmYislrkoVWNyss+OYmtyliyre0wKxRexobs3KwpFz53xUG/E0Gg1qtG6NvF27nFdujo4GOnTAn6dOqe4zfafU1FSlq+BTbK/6aDQaRMbHI6xNG0fve0ZuLk6kpnrt71dfzOR9xYOdpKQkNGjQAN2LMe/++PHjAACtVou3334bJpMJS5YsQb9+/bBt2zaUL1++RHXQ6XSoXr16iZ5bmugtFuRs347c23oAQmNiUKFrV1jVltCZmel5arLNhtjYWB/XShx9VhZyPT0eEoLYyEif1cdXAnr2BMxm5GVnIyA4GDAYkBcQgFplyihdNWHMZjNSU1NRtWpVGFQ+hBWQl+d4f3XBwZBvvb9q5k/vbwGz2YzUS5dQtWpVhJUti7AHHvDK6548ebLY5yr6qdq6dSsOHDiAbdu2Fev85s2b46effkLYbfvELF68GG3atMGWLVswaNCgEtVDkqT7fj0au9kM0/btbtc0yPniC9UtN5937ZrnDSqtVqHvqd1s9mnCrl2SPI5/a0JDVblAmd1shv3WrA2NRgONTge9CtvpjsFguO+vS57YMzKc1mHJhe/2AisN1P7+uuPtNhd3CAtQONjZvHkzrl275pKnk5iYiFWrVuGLL75weU7YHX8ERqMRUVFRuHz5ssiqlnqlbU0D0SSDwfMGlSIDjzsu0oD4i7TGYIChSxf324F06aKqQLaAv38ZqllpW3CO1E/RYGf27NnIuWOufceOHTFy5Eh0cbO30fr167FgwQJ89913CLo1bS0rKwupqal4+umnfVLn0qq0rWkgnEIbVCp1kbabzTB/+aXbhF3zV1/B2LOnqr4c7GYzTDt2IKByZaep9rbz52HauVN17fU3/nZz5s/sZjP0WVmILVsW+uxs2CVJkb9dRYOdihUruj1erlw5VK5cGTabDdevX0doaCiCgoLQpk0bzJ8/HxMmTMCIESOQk5ODuXPnIiIiAk+K2n35PuF3y80rtEGlUhdpOTsbtuPHYbuVt+bucTV9OcjZ2Qh89FHYMzOdjkthYQiMilJde/2N392c+anS1DtbqheruHjxIuLj47Fjxw4AQKVKlbB27VpkZ2ejb9++GDhwIEJDQ/H+++87enr8VkCAy+qrBbTVqglfUdjXFNug0s/KVYosy4BOh9w//4RpwwaYPvkEpg0bkPvnn4BOl/843bdK24Jz5H1F9YLbfTz1vtR9Ax47dszx/1FRUU4/A0BsbCxWrVrl62qVerLZ7HERNlllazootkGln5WrFEmSkPPDD4UPU7oZ5qb7R2lbcI68r7QNVZbqnh0qPikwEKbNmxEQFQVj374w9ukDY9++CIiKgmnzZvXtJXTrYumOyIulv5WrmLw8z8OUeXk+rhB5k1J7rpHvlLbe6FLXs0MlIwUHQ/vww04zkwqo8ssQyN8by253uzeWKAUXadO2bS6rgoq8SCtVrlL8btdzP1Sw59rt22OI3ueNfKe09UYz2FEJv/syzM6Gaf16BDZv7jI7ybR+PUIGDRLWRarExpi3l+sPXw5KXyh9vY6Sv9IYDMiRZRw5dw6xkZGqXCvKbwUGetzMFz4ebWCwozK62FgENm3qtGuyGsk5OUBurtueLMfjAvl6Y8zby/WLL4dbCfeFXigFJtwrsY4SkepYLB7zSEXNmC0Mgx2VKCzzHQByfbArtq8pfedPYimVcM/F7oi8Q87JgWnzZve975s3I/j5531aHwY7KlHaMt9Fk4KDoa1VCwEPPOCyXUTelSuqzFHyJ1JgILLXri30QhlSwq1hiuJvf0dEokhBQR5735mzQyVS2jLfRdMYDDB07Ajz9u0u20UYunXj3fd9TqmEe3/7OyISpbQtL8Cp5yrhb8M6drMZ5i++cLsOi3nHDp8vWEXepdTUZH/7OyISpbQtL8CeHZUobVG0aBxu8A++Trj3t78jItFKy6QZBjsq4XdTzzncoGpKJdz7298RkSilbdIMgx0V4TosxX+cSjcle+6UWkeJSE1KW+87gx2V8Zd1WDjcoG5K99wptY4SkVrIOTmATofA5s1dZsxa9u3jdhFExcHhBnVjz51/sJvN0GdlIbZsWeizs2GXJP7tqoQUFARj796w7N/vMmPW2Ls3p54TFZc/Ddv5G/bcqd+dK1XngitVq0pgICz797udMWsBYHjySZ9Wh1PP6b6mMRhgDQnBkRs3YA0JYaCjEqVt2ip5V1ErVXPpCBWwWNxu9wLcWhXdYvFpddizQ0SlEnvu1Ku0Ja+S9ymdd3cn9uyojC0zE4GZmahfrhwCMzNhy8xUukpEJcaeO3UqbV+E5H2lLe+OPTsqYrt+Hebt2102TjR06wZtRISCNSMi+p/S9kVI3lfa8u7Ys6MStsxMl0AHuLV9wvbt7OEholKj4IvQHSagq0Npy7tjz45amEyek8FMJiA01MeVIiJyxaUj/ENpyrtjsKMSHAMnovtJafoiJHFKy0K3HMZSCY6BE9H9hgno5CsMdtTCaIS2WjW3D2mrVQOMRh9XyDdcVmBV+foc/tZeIiJv4DCWSmhDQ2Ho1q3w2VgqzNfxtxVY/a29RETewmBHRbQREflLcJtMsJvN+V3CRqM6A50iVmA19u6tqi5xf2svEZE3cRhLZbShobCEhuK3a9dgCQ1VZaADFHMFVhXxt/YW4LAdEXkDe3bovuRvs8/8rb0Ah+2IyHvYs0P3JX+bfeZv7eVGkUTkTQx26L7kbyuw+lt7/XXYjojEYLBD96XSthS5aP7WXn8ctiMicZizQ/ctf1uB1Z/a62/DdgVcErIlSZXvL5GvMdih+1ppWYrcV/ylvaVtx2RfYEI2kTgcxiKiUsffhu2YkE0kFnt2iKhU8qdhu2IlZKuw3US+wp4dIiq1/GWjSCZkE4nFYIeISGH+mpBN5CsMdoiIFOZv6ygR+RqDHSIihflbQjaRrzFBmYioFPCnhGwiX2PPDhFRKeEvCdlEvsZgh+5rLivOcj0SIiK6A4exVMaflpvnirNERFQcDHZUxJ++/ItacdbYu7dqgzwiIro7HMZSCX9bbr5YK84SERGhlAU7Z86cQcOGDbFly5ZCz7lx4wbGjRuHJk2aoEmTJpg6dSpMJpMPa1k6+duXv9IrztrNZtiuXkXe+fOwXb3qs2CSOUrq5m/vr7+1l5RTaoaxcnNzMX78+CIDl5EjR8JisWDNmjW4efMmpkyZgunTp+Ptt9/2UU1LJ6W//H1NyRVn7xwuBHwzXOhPw5T+yN/eX39rLymr1PTsLFq0CMFFrBJ66NAh/PTTT5g1axbq1KmDFi1aYMaMGfjss89w+fJlH9W0dPK35eaVWnFWqeFCfxum9Df+9v76W3tJeaWiZ+fnn3/Gxx9/jK1bt6J169aFnnfgwAFUqFABMbd9yTVt2hSSJOHgwYPo0qVLicqXZfm+HwoL0OuhjYmB7dQpl8e0MTGw6fWw3OdtvFNQ167I+eILpzZrY2Lyj8syIKC9+qwsj8OF9szM/LJVUm5pYL71xWdW8Regv72//tbe2/nD5/lOotosyzIkSSrWuYoHOzdv3sSECRPwxhtvoFKlSh7PvXz5sss5er0e4eHhuHjxYonrkJubiyNHjpT4+aWBRqNBjfbtoZVl5+GV6GigfXv8eeoU7Ha7gjX0Po1Gg8j4eIS1aQNYLEBgIDJyc3EiNVVYW2PLlvX4uDUrC0fOnVNNuaVJamqq0lUQxt/eX39rrztq/jwXRkSb9Xp9sc5TPNhJSkpCgwYN0L179yLPNZvNbhsWGBgIi8VS4jrodDpUr169xM8vTQJ69gTMZuRlZyMgOBgwGJAXEIBaZcooXTVhzGYzUi9dQtWqVRFWtizCHnhAWFn6rCzkeno8JASxkZGqKbc0MJvNSE1NRdWqVWFQ6XIC/vb++lt7b+cPn+c7iWrzyZMni32uosHO1q1bceDAAWzbtq1Y5wcFBcFqtboct1gsMBqNJa6HJEn39PzSxhQQgCPnzyM2MhJGoxHFi3vvfwaDQfj7aJckj8OFmtBQGAVcwJQqtzTxxfurFH97f/2tve6o+fNcGG+3ubhDWIDCCcqbN2/GtWvX0Lp1azRs2BANGzYEACQmJqJr164u50dGRuLKlStOx6xWK9LT01GxYkWf1Jn8m1K7U3NXbHXzt/fX39pLylO0Z2f27NnIuWNKdMeOHTFy5Ei3ycZNmjTB7NmzcfbsWVSpUgUAsH//fgBAo0aNxFeYCP/bnVrOzoackwMpKAhScLDwCzR3xVY3f3t//a29pCxFg53CemPKlSuHypUrw2az4fr16wgNDUVQUBDi4uLQqFEjjBkzBklJSTCZTEhMTESvXr3Ys0M+pTEYAAUuyhqDATmyjCPnzuUPU/KLQVX87f31t/aSckrNOjvuXLx4EfHx8dixYweA/PG55ORkREVFYcCAARg9ejQSEhKQlJSkbEWJiIio1FJ8Ntadjh075vj/qKgop5+B/F6fhQsX+rpaREREdJ8q1T07RERERPeKwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkRB2sxn6rCzEli0LfXY27GazIvUIUKRUIiIiUjV7RgZMn38O2+nTAIBcANqYGBi7d4cmLMyndWHPDhEREXmV3Wx2CnQK2E6dgmnbNp/38DDYISIiIq+Ss7NdAp0CtlOnIGdn+7Q+DHaIiIjIq+ScnHt63NsY7BAREZFXSUFB9/S4tzHYISIiIq+SgoOhjYlx+5g2JgZScLBP68Ngh4iIiLxKYzDA2L27S8DjmI1lMPi0Ppx6TkRERF6nCQuDsXdv2DMzYc3Kgj4kBJrQUJ8HOgB7doiIiEgQjcEAa0gIjty4AWtIiCKBDsBgh4iIiFSOwQ4RERGpGoMdIiJSRGnZN4nUjwnKRETkc6Vp3yRSP/bsEBGRT5W2fZNI/RjsEBGRT5W2fZNI/Uo0jFW7dm1IkuT2MUmSYDQa8fDDD2PAgAHo2bPnPVWQiIjUpbTtm0TqV6JgZ9KkSZg7dy4efvhhdO7cGRUqVMDVq1exe/duHDt2DD179kRaWhpef/116HQ6dOnSxdv1JiKi+1Rp2zeJ1K9Ewc5vv/2Gli1bYunSpU49PMOGDcOoUaOQmZmJhQsX4u2338Z7773HYIeIiBwK9k2ynTrl8pgS+yaR+pUoZ+ebb75B37593Q5lPf3009i9ezcAICEhASdPnry3GhIRkaqUtn2TSP1K1LNjMBhw6dIlt4/99ddf0Ol0AAC73e74fyIiogKlad8kUr8S9ey0b98ec+fOdfTgFPjXv/6FefPmoV27drBardi0aRNiY2O9UlEiIlKX0rJvEqlfiXp2Jk6ciLNnz2L48OHQ6XQIDw/HjRs3YLPZ0LJlS0yaNAm7d+/G119/jZUrV3q7zkRERETFVqJgJzg4GGvXrsXevXuxb98+3LhxA5GRkWjatCkaN24MAGjQoAG++uorREZGerXCRERERHfjnraLaNGiBVq0aOH2sQcffPBeXpqIiIjIK0oU7NjtdmzatAnffPMNzGYz7Ha70+OSJGHt2rVeqSARERHRvShRsDN79mysXr0aUVFRiIyMdJmCLsuyVypHREREdK9KFOx89tlneOGFFzBx4kRv14eIiIjIq0o09Tw7OxutW7f2clWIiIiIvK9Ewc6jjz6KX375xdt1ISIiIvK6Eg1jvfzyy3jttdeQl5eHuLg4GNwsBNWkSZN7rhwRERHRvSpRsPPCCy8AABYvXgwATgnKsixDkiQcOXKkWK917do1/N///R9++OEHWCwWNGnSBBMmTED16tXdnv/pp59i0qRJLse/+uorVKlS5W6bQkRERCpXomDn/fff91oFhgwZAo1GgxUrVsBoNGLBggUYOHAgdu3a5bbH6NixY2jatCnmzp3rdDwiIsJrdSIiIiL1KFGw07RpU68UfuPGDURFRWHIkCGoUaMGAGDo0KHo2bMnTpw4gfr167s85/jx46hduzYqVKjglToQERGRuhU72ElOTkafPn1QsWJFJCcnezxXkiQMGzasyNcsW7asUw/N1atXsWrVKkRGRhY6jHXs2DF06tSpuNUuFlmWYTKZvPqaSjKbzU7/VTu2V93YXnVje9VPVJsL0maKQ5KLuQJg7dq1sXHjRtSvXx+1a9f2/KJ3kbNTYOrUqdi4cSP0ej2WLl2K+Ph4l3OuX7+OFi1aoHv37jh69CjS09MRFxeH8ePHo1q1andVXoHff/8dVqu1RM8lIiIi5ej1etSrV6/I84od7Ih28uRJ5OTkYMOGDdi+fTvWr1+POnXqOJ2zb98+DBgwAL169cLzzz8Pk8mEJUuW4OjRo9i2bRvKly9/1+X+/vvvkGW50J6k+5HZbEZqaiqqVq3qNu9JbdhedWN71Y3tVT9RbT558iQkSSpWsFOinJ3bh7TudP78eaxevRrTpk27q9csCDbefPNNHD58GOvWrcOsWbOczmnevDl++uknhIWFOY4tXrwYbdq0wZYtWzBo0KAStCa/J8poNJbouaWZwWBQZbsKw/aqG9urbmyv+nm7zcUdwgJKuKjg4sWLcfnyZbeP/frrr/jkk0+K9TrXrl3D9u3bYbPZ/lchjQYxMTG4cuWK2+fcHugAgNFoRFRUVKH1ISIiIv9W7J6dv/3tb/j1118B5CcFPfvss4WeW5wuJQC4cuUKxo0bh3LlyqFFixYAgNzcXPznP/9B27ZtXc5fv349FixYgO+++w5BQUEAgKysLKSmpuLpp58ublOIiIjIjxQ72Jk5cyZ27twJWZaxePFi9O7dG5GRkU7naDQalClTBh07dizWa9auXRvx8fGYPn06/vGPf6BMmTJYtmwZbt68iYEDB8Jms+H69esIDQ1FUFAQ2rRpg/nz52PChAkYMWIEcnJyMHfuXERERODJJ5+8u5YTERGRXyh2sBMTE4Phw4cDyB8nKyxn525IkoT58+djzpw5GD16NDIzM9G4cWN8+OGHePDBB3H+/Hm0a9cOs2bNwlNPPYVKlSph7dq1mD17Nvr27QtZlvHYY4/h/fffd/T0EBEREd2uRAnKBUHP1atXkZubi4IJXXa7HWazGQcOHEDfvn2L9VqhoaFISkpCUlKSy2NRUVE4duyY07HY2FisWrWqJNUmIiIiP1SiYOfo0aMYO3Yszpw54/ZxSZKKHewQERERiVSiYOef//wnbt68iYkTJ+Kbb76BXq9HmzZt8P333+P777/36t5ZRERERPeiRFPPf/31V4waNQoDBw5E165dYTKZ0K9fPyxbtgzt27fHBx984O16EhEREZVIiYIdq9Xq2J4hOjraKa/mqaeewuHDh71SOSIiIqJ7VaJg58EHH8S5c+cAAFWqVEFWVhbOnz8PIH+fioyMDO/VkIiIiOgelCjY6dixI2bPno2UlBRUqFAB0dHRmDdvHo4dO4bVq1fjoYce8nY9iYiIiEqkRMHO8OHD8eijj2Lz5s0AgNdffx27d+9Gr169sG/fPowYMcKrlSQiIiIqqRLNxgoMDMTChQuRm5sLAGjVqhW2b9+OP/74A3Xq1MG3337rzToSERERldhdBTv//ve/Hb05vXr1wuOPP+547KGHHsKlS5cwfPhwnDhxAs8//7x3a0pERERUAsUOdnbs2IGxY8dCr9dDp9MhJSUFCxcuRIcOHXDjxg3MnDkTX3zxBbRaLV544QWRdSYiIiIqtmIHO2vWrEFcXBxWrVoFvV6PN954A4sXL0ZMTAxefPFFXLp0Ca1atcLkyZMd09KJiIiIlFbsYOf06dOYMWMGQkJCAOQnKXfq1AnDhw9HXl4eFi1ahA4dOgirKBEREVFJFDvYyc7ORqVKlRw/R0ZGQpZlBAQE4PPPP0dERISQChIRERHdi2JPPZdlGVqt1vFzwf+PGjWKgQ4RERGVWiVaZ+d2kZGR3qgHERERkRD3HOxIkuSNehAREREJcVfr7CQlJTkSlGVZBgBMnToVwcHBTudJkoS1a9d6qYpEREREJVfsYKdJkyYA/hfkFHbM3c9ERERESil2sPPBBx+IrAcRERGREPecs0NERERUmjHYISIiIlVjsENERESqxmCHiIiIVI3BDhEREakagx0iIiJSNQY7REREpGoMdoiIiEjVGOwQERGRqjHYISIiIlVjsENERESqxmCHiIiIVI3BDhEREakagx0iIiJSNQY7REREpGoMdoiIiEjVGOwQERGRqjHYISIiIlVjsENERESqxmCHiIiIVI3BDhEREakagx0iIiJSNQY7REREpGoMdoiIiEjVGOwQERGRqike7Fy7dg2vvfYamjdvjoYNG2LQoEE4efJkoeffuHED48aNQ5MmTdCkSRNMnToVJpPJhzUmIiKi+4niwc6QIUNw7tw5rFixAps2bUJQUBAGDhwIs9ns9vyRI0fi3LlzWLNmDRYuXIgff/wR06dP93GtiYiI6H6haLBz48YNREVF4c0330S9evUQExODoUOHIi0tDSdOnHA5/9ChQ/jpp58wa9Ys1KlTBy1atMCMGTPw2Wef4fLlywq0gIiIiEq7ACULL1u2LObOnev4+erVq1i1ahUiIyNRvXp1l/MPHDiAChUqICYmxnGsadOmkCQJBw8eRJcuXUpUD1mWVTUUVtArVljvmNqwverG9qob26t+otosyzIkSSrWuYoGO7ebOnUqNm7cCL1ej6VLl8JoNLqcc/nyZVSqVMnpmF6vR3h4OC5evFjisnNzc3HkyJESP7+0Sk1NVboKPsX2qhvbq25sr/qJaLNery/WeaUm2BkwYACeffZZbNiwAcOGDcP69etRp04dp3PMZrPbhgUGBsJisZS4bJ1O57Yn6X5lNpuRmpqKqlWrwmAwKF0d4dhedWN71Y3tVT9RbfY0melOpSbYKQg23nzzTRw+fBjr1q3DrFmznM4JCgqC1Wp1ea7FYnHbE1RckiTd0/NLK4PBoMp2FYbtVTe2V93YXvXzdpuLO4QFKJygfO3aNWzfvh02m81xTKPRICYmBleuXHE5PzIy0uW41WpFeno6KlasKLy+REREdP9RNNi5cuUKxo0bh59++slxLDc3F//5z3+ckpALNGnSBJcuXcLZs2cdx/bv3w8AaNSokfgKExER0X1H0WCndu3aiI+Px/Tp03HgwAEcP34cEydOxM2bNzFw4EDYbDakpaUhJycHABAXF4dGjRphzJgx+O2337Bv3z4kJiaiV69e7NkhIiIitxQNdiRJwvz589G8eXOMHj0affr0QUZGBj788EM8+OCDuHjxIuLj47Fjxw7H+cnJyYiKisKAAQMwevRoJCQkICkpSclmEBERUSmmeIJyaGgokpKS3AYsUVFROHbsmNOxcuXKYeHChT6qHREREd3vFN8ugoiIiEgkBjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqMdghIiIiVWOwQ0RERKrGYIeIiIhUjcEOERERqRqDHSIiIlI1BjtERESkagx2iIiISNUY7BAREZGqKR7spKenY9q0aUhISECjRo3Qt29fHDhwoNDzP/30U9SqVcvl39mzZ31YayIiIrpfBChdgbFjx+LatWuYO3cuIiIisH79erz00kvYsmULYmJiXM4/duwYmjZtirlz5zodj4iI8FWViYiI6D6iaM/O2bNn8eOPPyIxMRGNGzdGdHQ0pkyZgooVK2L79u1un3P8+HHUrl0bFSpUcPqn1Wp9XHsiIiK6Hyjas1O2bFksX74cdevWdRyTJAmyLCMjI8Ptc44dO4ZOnTp5tR6yLMNkMnn1NZVkNpud/qt2bK+6sb3qxvaqn6g2y7IMSZKKda4ky7Ls1dLv0c6dOzF69GgsXboUbdu2dXrs+vXraNGiBbp3746jR48iPT0dcXFxGD9+PKpVq1ai8n7//XdYrVZvVJ2IiIh8SK/Xo169ekWep3jOzu0OHjyIyZMno127di6BDpA/hAUAWq0Wb7/9NkwmE5YsWYJ+/fph27ZtKF++fInK1el0qF69+j3VvTQxm81ITU1F1apVYTAYlK6OcGyvurG96sb2qp+oNp88ebLY55aaYGf37t0YP3484uLiXJKPCzRv3hw//fQTwsLCHMcWL16MNm3aYMuWLRg0aFCJypYkCUajsUTPLc0MBoMq21UYtlfd2F51Y3vVz9ttLu4QFlAKpp4DwLp16zBixAgkJCRgxYoVCAoKKvTc2wMdADAajYiKisLly5dFV5OIiIjuQ4oHO+vXr8ebb76J5557DvPnz4der/d4brNmzZCTk+M4lpWVhdTUVFUNQxEREZH3KBrsnDlzBm+99RY6dOiAV199FdeuXUNaWhrS0tKQmZkJm82GtLQ0R3DTpk0byLKMCRMm4MSJE/j9998xYsQIRERE4Mknn1SyKURERFRKKRrsfPnll8jNzcWuXbsQHx/v9G/mzJm4ePEi4uPjsWPHDgBApUqVsHbtWmRnZ6Nv374YOHAgQkND8f7773sc+iIiIiL/pWiC8uDBgzF48GCP5xw7dszp59jYWKxatUpktYiIiEhFFM/ZISIiIhKJwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqigc76enpmDZtGhISEtCoUSP07dsXBw4cKPT8GzduYNy4cWjSpAmaNGmCqVOnwmQy+bDGROQrdrMZ+qwsxJYtC312Nuxms9JVIqL7UIDSFRg7diyuXbuGuXPnIiIiAuvXr8dLL72ELVu2ICYmxuX8kSNHwmKxYM2aNbh58yamTJmC6dOn4+2331ag9kQkij0jA6bPP4ft9GkAQC4AbUwMjN27QxMWpmzliOi+omjPztmzZ/Hjjz8iMTERjRs3RnR0NKZMmYKKFSti+/btLucfOnQIP/30E2bNmoU6deqgRYsWmDFjBj777DNcvnxZgRYQkQh2s9kp0ClgO3UKpm3b2MNDRHdF0Z6dsmXLYvny5ahbt67jmCRJkGUZGRkZLucfOHAAFSpUcOrxadq0KSRJwsGDB9GlS5cS1UOWZVUNhZlvfRGY/eQLge1VH31WlkugU8B26hTsmZnIkWUf18o3/OH9vR3bq36i2izLMiRJKta5igY7ZcqUweOPP+50bOfOnfjvf/+L+Ph4l/MvX76MSpUqOR3T6/UIDw/HxYsXS1yP3NxcHDlypMTPL61SU1OVroJPsb3qEVu2rMfHrVlZOHLunI9qoww1v7/usL3qJ6LNer2+WOcpnrNzu4MHD2Ly5Mlo164d2rZt6/K42Wx227DAwEBYLJYSl6vT6VC9evUSP7+0MZvNSE1NRdWqVWEwGJSujnBsr/ros7KQ6+nxkBDERkb6rD6+5A/v7+3YXvUT1eaTJ08W+9xSE+zs3r0b48ePR1xcHObOnev2nKCgIFitVpfjFosFRqOxxGVLknRPzy+tDAaDKttVGLZXPeySBG1MDGynTrk8po2JgSY0FEaVf1Go+f11h+1VP2+3ubhDWEApmHoOAOvWrcOIESOQkJCAFStWICgoyO15kZGRuHLlitMxq9WK9PR0VKxY0RdVJSIf0BgMMHbvDu0dMzIds7FUHugQkXcp3rOzfv16vPnmm+jfvz8mT54Mjabw+KtJkyaYPXs2zp49iypVqgAA9u/fDwBo1KiRT+pLRL6hCQuDsXdv2DMzYc3Kgj4kBJrQUAY6RHTXFO3ZOXPmDN566y106NABr776Kq5du4a0tDSkpaUhMzMTNpsNaWlpyMnJAQDExcWhUaNGGDNmDH777Tfs27cPiYmJ6NWrF3t2iFRIYzDAGhKCIzduwBoSwkCHiEpE0WDnyy+/RG5uLnbt2oX4+HinfzNnzsTFixcRHx+PHTt2AMgfn0tOTkZUVBQGDBiA0aNHIyEhAUlJSUo2g4iIiEoxRYexBg8ejMGDB3s859ixY04/lytXDgsXLhRZLSIiIlKRUpGgTERERCQKgx0iIiJSNQY7REREpGoMdoiIiEjVGOwQERGRqjHYISIiIlVjsENERESqxmCHiIiIVE2SZVlWuhJK+uWXXyDLMvR6vdJV8RpZlpGbmwudTndXu8Ler9hedWN71Y3tVT9RbbZarZAkqVh7Yyq+EajS1PhhkyRJVcFbUdhedWN71Y3tVT9RbZYkqdjf4X7fs0NERETqxpwdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4RERGpGoMdIiIiUjUGO0RERKRqDHaIiIhI1RjsEBERkaox2FGR9PR0TJs2DQkJCWjUqBH69u2LAwcOKF0tnzhz5gwaNmyILVu2KF0VobZu3YouXbqgXr166Nq1K3bu3Kl0lYTJzc3FvHnz0Lp1azRs2BD9+vXDL7/8onS1hFiyZAn69+/vdOzIkSP4+9//jgYNGqB169ZYtWqVQrXzPnft/de//oXevXujYcOGaNu2Ld5++23k5OQoVEPvc9fm273xxhto27atD2sklrv2XrlyBWPHjkXjxo3RrFkzjBs3DtevX/dJfRjsqMjYsWPx66+/Yu7cudi0aRPq1KmDl156CadOnVK6akLl5uZi/PjxMJlMSldFqM8++wyTJ0/Gs88+i+3bt6NLly4YO3YsDh06pHTVhFi6dCk2b96Mf/zjH9i6dSuio6Pxyiuv4PLly0pXzavWrFmDhQsXOh27ceMGXnjhBVStWhWbN2/GiBEjsGDBAmzevFmhWnqPu/YeOHAAw4cPR6dOnbB161YkJSVh586dmD59ukK19C53bb7d7t278cknn/iwRmK5a6/VasWLL76Ic+fO4b333sO7776L//znP5g4caJP6sRgRyXOnj2LH3/8EYmJiWjcuDGio6MxZcoUVKxYEdu3b1e6ekItWrQIwcHBSldDKFmWsWDBAgwYMAADBgxAlSpVMGzYMLRs2RI//fST0tUT4uuvv0a3bt0QHx+PKlWqYNKkScjKysLhw4eVrppXXL58GS+//DIWLFiAatWqOT22ceNG6PV6JCUlISYmBr1798bAgQOxYsUKhWp77zy196OPPkLz5s0xaNAgVKlSBQkJCRgzZgw+//xzWK1WhWp87zy1ucCVK1cwdepUNG3a1Me18z5P7d2+fTsuXLiApUuXol69emjQoAEmT56MM2fOICsrS3jdGOyoRNmyZbF8+XLUrVvXcUySJMiyjIyMDAVrJtbPP/+Mjz/+GG+//bbSVRHq9OnTuHDhArp37+50fNWqVXj11VcVqpVY4eHh+Oabb3D+/HnYbDZ8/PHH0Ov1iI2NVbpqXvHnn38iLCwMn3/+OeLi4pweO3DgAJo0aYKAgADHsebNm+PMmTO4du2ar6vqFZ7a++KLL2LChAkuz8nLy/PJF6EontoM5N/ETJo0CT179lRFsOOpvT/88AOaN2+O8uXLO461atUKu3fvRkhIiPC6BRR9Ct0PypQpg8cff9zp2M6dO/Hf//4X8fHxCtVKrJs3b2LChAl44403UKlSJaWrI1RqaioAwGQy4aWXXsJ//vMfREVFYciQIaoa57/dlClTMGbMGLRr1w5arRYajQYLFizAww8/rHTVvKJt27aFvneXLl1CzZo1nY498MADAIC//voL5cqVE14/b/PU3kceecTpZ6vVivfeew916tRBRESEL6onhKc2A/nDPWlpaVi2bBneffddH9ZMDE/tTU1NRePGjbF48WJs3boVeXl5iI+Px2uvvYYyZcoIrxt7dlTq4MGDmDx5Mtq1a6faL8OkpCQ0aNDApbdDjQrubidOnIhu3bph9erVeOyxxzB06FDs3btX4dqJcerUKZQpUwaLFy/Gxx9/jKeeegoTJ07E0aNHla6acDk5OdDr9U7HAgMDAQAWi0WJKvlMXl4eJkyYgJMnTyIxMVHp6ghz9OhRJCcn45133nF5r9UoKysLW7duxbFjxzBnzhzMmDEDBw8exNChQyHLsvDy2bOjQrt378b48eMRFxeHuXPnKl0dIbZu3YoDBw5g27ZtSlfFJ3Q6HQDgpZdewpNPPgkAiI2NxX/+8x+89957aNGihZLV87oLFy7gtddew5o1a9C4cWMAQL169XDy5EksWrQIixcvVriGYgUFBbnkqhQEOUajUYkq+URWVhZGjx6N/fv3Y+HChW6HftTAYrFg/PjxGDJkCGrXrq10dXxCp9PBaDRizpw5jutZWFgY+vTpg99//x3169cXWj57dlRm3bp1GDFiBBISErBixQoEBQUpXSUhNm/ejGvXrjmmJTds2BAAkJiYiK5duypcO++LjIwEAJehjerVq+P8+fNKVEmo3377Dbm5uahXr57T8bi4OMeQnppFRkbiypUrTscKfq5YsaISVRLuypUreO6553Do0CGsWLFCtT3SAPDrr7/ixIkTSE5Odly/3n33Xfz1119o2LAhPv/8c6Wr6HWRkZGoVq2aI9ABgBo1agCAT65h7NlRkfXr1+PNN99E//79MXnyZGg06o1lZ8+e7bIGR8eOHTFy5Eh06dJFoVqJ88gjjyA4OBi//vqro6cDAI4fP66aHJbbFeRgHTt2zOmO7/jx46hSpYpS1fKZJk2a4KOPPoLNZoNWqwUA7N27F9WqVbsv83WKkpGRgQEDBiArKwvr169HrVq1lK6SUPXr18dXX33ldOyDDz7AV199hQ8++ECV73Hjxo3x/vvvIycnx3ETfvz4cQDwyd80gx2VOHPmDN566y106NABr776qtOMjaCgIISGhipYO+8r7O62XLlyqFy5so9rI15QUBBefvllLF68GBUrVkT9+vXxxRdf4Mcff8SaNWuUrp7X1a9fH40bN8bEiRORmJiIyMhIbN26FXv37sX69euVrp5wvXv3xsqVKzFlyhS8/PLL+O2337B27VrVrDtzp1mzZuHcuXNYuXIlIiIikJaW5ngsIiLCEfCpRVBQkMsXfFhYGAICAlQbzP/tb3/Dhx9+iHHjxmHUqFHIzMxEUlISmjVrhjp16ggvn8GOSnz55ZfIzc3Frl27sGvXLqfHnnzySfzf//2fQjUjbxk6dCgMBgPmzZuHy5cvIyYmBosWLUKzZs2UrprXaTQaLFmyBPPnz8frr7+OjIwM1KxZE2vWrEGDBg2Urp5w5cqVw8qVKzFz5kw8+eSTqFChAiZMmODI11ITu92OHTt2IDc3FwMGDHB5/Ouvv0ZUVJQCNSNvioiIwIcffohZs2bhmWeegV6vR/v27fH666/7pHxJ9kUaNBEREZFC1JvUQURERAQGO0RERKRyDHaIiIhI1RjsEBERkaox2CEiIiJVY7BDREREqsZgh4iIiFSNwQ4R0X2Oy6URecZgh0iF+vfvj0ceeQS///6728fbtm2LSZMm+aQuixYtKrV7Hc2ePRvNmjVDgwYNsHXrVo/npqSkYNCgQWjVqhXq1q2L+Ph4jBw5EocPH/ZJXd25dOkSXn31VVy4cEGxOhDdDxjsEKmUzWbD66+/DqvVqnRVSqXjx49jxYoV6NixI1auXImEhAS35+Xl5WHUqFEYO3YsIiIiMHXqVLz33nt47bXXcO3aNfTt2xfbt2/3ce3z7dmzB99++60iZRPdT7g3FpFKhYaG4sSJE1i8eDHGjBmjdHVKnfT0dABA165dnXaSv9OyZcuQkpKCefPmoUuXLk6Pde/eHcOGDcP06dPRrl07GAwGkVUmohJizw6RSsXGxqJXr15YuXIl/vjjD4/nuhvW2rJlC2rVqoXz588DyB+O6ty5M3bv3o1u3bqhXr166NmzJw4dOoTDhw+jT58+qF+/Prp164a9e/e6lLF792506tQJ9erVQ58+fVzOSU9Px7Rp09CyZUvUq1cPzzzzjMs5tWrVQnJyMnr37o1HH30US5YsKbRNO3bswFNPPYWGDRvisccew7Rp05CRkeFoS//+/QEAAwYMQNu2bd2+htlsxqpVq9CpUyeXQAfI37B09OjRaNGiBa5fv+7291bY79hut2P58uXo0KED6tati06dOuGDDz5wes65c+cwZMgQNGvWDHFxcXj22Wfx3XffOcop2ESxXbt2jtf+888/MWDAADz66KNo2LAhBg4ciF9//bXQ3xORP2CwQ6RiU6ZMQUREhNeGsy5duoRZs2Zh8ODBmD9/PjIyMjBy5EiMHTsWzzzzDObOnQu73Y4xY8YgJyfH6bmTJ0/G888/j0WLFiE4OBivvPIKTp48CQCwWCwYMGAAvv76a4wZMwbJycmIjIzEyy+/7BLwLF26FJ06dcLcuXPRrl07t/VcsmQJxowZg7i4OCxcuBDDhg3Dl19+if79+yMnJwd9+vTBtGnTAADTpk1DcnKy29fZs2cPTCYTunfvXujvpFatWli4cCEqV65c7N8jACQlJWHhwoXo0aMHli1bhs6dO+Ott97C4sWLAeQHQ6+++ipMJhP++c9/YsmSJQgPD8fQoUNx9uxZtG7dGkOGDAEAJCcnY+jQocjKysLLL7+MsmXLYuHChZg3bx7MZjNeeuklZGZm3lX9iNSEw1hEKlamTBlMnz4dQ4YM8cpwltlsRmJioiO/5dSpU5gzZw5mzpyJp59+GkB+rtDIkSNx5swZxMbGOp6bmJiIrl27AgBatGiBdu3aYenSpZgzZw4+++wzHD16FBs3bkRcXBwAICEhAf3798fs2bOxefNmx+vUr18fgwYNKrSOGRkZWLp0Kfr06YPExETH8Zo1a+K5557Dli1b0K9fP1SvXh0AUL16dTzyyCNuX+vcuXMAgKpVqzodt9vtsNvtTsc0Gg00muLdP545cwYbN27E2LFjHW2Jj4+HJEl499130a9fP+Tl5eHUqVMYPHgwHn/8cUfbk5OTYbFYUKVKFTz88MMA8nvxoqKicPjwYVy/fh39+/fHo48+CgCIjo7GRx99hKysLISGhharfkRqw54dIpVr27YtevTogZUrV+LPP/+859dr1KiR4//Lly8PAGjQoIHjWHh4OADg5s2bjmNarRYdO3Z0/BwYGIiEhATs2bMHALB3715UqFABderUQV5eHvLy8mCz2dCmTRv88ccfjuEnID9o8eTw4cOwWq0uvTGNGzdG5cqVsX///mK39c6ApsCCBQtQp04dp38FPTLFsW/fPsiyjLZt2zram5eXh7Zt28JiseDgwYMoX748qlevjqlTp2LSpEnYsWMHZFnG66+/XujvoEaNGoiIiMCQIUOQmJiIf/3rX6hQoQImTJiASpUqFbt+RGrDnh0iP/DGG29g7969mDRpklMvSUmEhIS4HAsKCvL4nPDwcOh0Oqdj5cqVcwRE6enpSEtLQ506ddw+Py0tDWFhYQD+F2AVpiAwcnde+fLl72o4p2Bo6sKFC6hRo4bjeL9+/dC+fXvHzwW9WsV1e3K0O5cvX4YkSVi9ejWWLl2KXbt24dNPP4VOp0P79u2RlJTkCCpvFxwcjA8//BBLly7Fjh078NFHH8FgMKBHjx6YMmUKAgMD76qeRGrBYIfID4SFhSEpKQnDhg3D0qVL3Z5js9mcfjaZTF4rPzMzE7IsQ5Ikx7GrV68iIiICQP7MsapVq2L27Nlunx8VFVXssgqCoqtXryImJsbpsbS0NDz00EPFfq3HHnsMBoMBKSkpaN26teN4xYoVUbFiRbfPKWjjnb1C2dnZjv8vU6YMAGDt2rUIDg52eY0HH3zQUU5SUhISExNx9OhRpKSkYMWKFQgLC8P06dPdlh8dHY133nkHNpsNv/32Gz777DNs2LABUVFRHof/iNSMw1hEfqJ9+/bo1q0bli9f7pg5VCAkJASXLl1yOvbLL794rWyr1Yp9+/Y5fs7Ozsa3336LZs2aAQCaNm2Kixcvoly5cqhXr57j3969e7Fy5UpotdpilxUXFwe9Xo9t27Y5HT9w4AD++usvp2G4ooSEhODFF1/E1q1bkZKS4vacEydOuDwHAC5evOg4dvr0aUdvDgA0adIEAHDjxg2n9qanp2P+/PlIT0/HoUOH0LJlS/z222+QJAmxsbEYM2YMatas6Xiv7swRSklJQfPmzZGWlgatVouGDRsiKSkJZcqUcXl/ifwJe3aI/MjUqVOxb98+XL161el4mzZt8O6772LZsmVo0KABvv32W7fTx0tKp9Nh8uTJGDt2LEJCQrB8+XLk5ORg6NChAICnnnoK69atwwsvvIDBgwejUqVK2LNnD1asWIG///3vLkNgnoSHh2PQoEFITk6GTqdDu3btcP78eSxYsADVq1fHU089dVd1HzZsGC5evIhRo0ahU6dO6NSpEx544AGkpaXhm2++wc6dO1GxYkU0b94cANC8eXMYDAb83//9H0aPHo3s7GwkJyc7DTvVrFkTPXr0wNSpU3HhwgXUrVsXZ86cwbx58xAVFYWqVasiLy8PQUFBmDBhAkaMGIHy5ctjz549OHLkCJ5//nkA/+sh2rVrFxISEtCoUSPY7XYMGzYMgwYNQnBwMHbu3InMzEynnCkif8Ngh8iPhIeHIykpCcOHD3c6/uqrr+L69etYvXo1cnNz0bp1a8ycOdMxtflehYWF4bXXXsPs2bORlpaGuLg4rFu3DtHR0QAAo9GIDz/8EHPmzME777yDzMxMVK5cGePGjcOLL7541+UVBAfr1q3DJ598gvDwcHTu3BmjR4++64X/tFotZs2ahS5duuCTTz7BO++8g6tXryI4OBixsbGYMmUKevXq5Xjd0NBQLFy4EHPmzMGwYcNQuXJlDB8+3GU7ilmzZuHdd9/FRx99hEuXLqFcuXLo0qULRo8eDa1WC61Wi9WrVztmu928eRNVq1bFjBkzHAFbs2bN0LJlS8yZMwd79+7F8uXLsXLlSixYsABTpkyB2WxGjRo1sGjRIkcwRuSPJJk7yBEREZGKMWeHiIiIVI3BDhEREakagx0iIiJSNQY7REREpGoMdoiIiEjVGOwQERGRqjHYISIiIlVjsENERESqxmCHiIiIVI3BDhEREakagx0iIiJStf8HNoiei+Z7VzEAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"num_guests\", y=\"rating\", data=df_core, color='lightcoral')\n", + "plt.title(\"Number of Guests vs Rating\")\n", + "plt.xlabel(\"Number of Guests\")\n", + "plt.ylabel(\"Rating\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5e7e658e", + "metadata": {}, + "source": [ + "### 5. Scatterplot between host_response_rate vs rating" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "c0a982b6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"host_response_rate\", y=\"rating\", data=df_core, color=\"lightcoral\")\n", + "plt.title(\"Host Response Rate vs Rating\")\n", + "plt.xlabel(\"Host Response Rate (%)\")\n", + "plt.ylabel(\"Rating\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ba2cc02f", + "metadata": {}, + "source": [ + "### 6. FacetGrid-Correlatation between rating vs price_per_night by Superhost Status" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "b7a773bf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = sns.FacetGrid(df_core, col=\"is_superhost\", height=5)\n", + "g.map(sns.scatterplot, \"rating\", \"price_per_night (before taxes)\", alpha=0.3)\n", + "g.fig.suptitle(\"Rating vs Price by Superhost Status\", y=1.05)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c9b30aa9", + "metadata": {}, + "source": [ + "### 7. Price Distribution by listing_type" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "85a4c33c", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/seaborn/categorical.py:1794: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n", + " with pd.option_context('mode.use_inf_as_na', True):\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Step 1: Get top 10 most common listing types\n", + "top_types = df_core[\"listing_type\"].value_counts().head(10).index.tolist()\n", + "\n", + "# Step 2: Filter dataframe\n", + "df_filtered = df_core[df_core[\"listing_type\"].isin(top_types)]\n", + "\n", + "# Step 3: Compute median price for each type and sort descending\n", + "median_prices = (\n", + " df_filtered.groupby(\"listing_type\")[\"price_per_night (before taxes)\"]\n", + " .median()\n", + " .sort_values(ascending=True)\n", + ")\n", + "\n", + "# Step 4: Plot using this custom order\n", + "plt.figure(figsize=(12, 7))\n", + "sns.boxenplot(\n", + " data=df_filtered,\n", + " x=\"listing_type\",\n", + " y=\"price_per_night (before taxes)\",\n", + " order=median_prices.index, \n", + " palette=\"Reds\"\n", + ")\n", + "\n", + "plt.title(\"Price Distribution by Listing Type (Top 10, Sorted by Median Price)\", fontsize=14, weight='bold')\n", + "plt.xlabel(\"Listing Type\")\n", + "plt.ylabel(\"Price per Night (Before Taxes)\")\n", + "plt.ylim(0, 2700)\n", + "plt.xticks(rotation=45, ha=\"right\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "2775cc48", + "metadata": {}, + "source": [ + "### 8. Common Listing Locations" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "0f04b576", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Prepare the location text\n", + "locations = df_core[\"listing_location\"].dropna().astype(str).tolist()\n", + "location_text = \" \".join(locations)\n", + "\n", + "# Generate word cloud with red color theme\n", + "wordcloud = WordCloud(\n", + " width=1000,\n", + " height=500,\n", + " background_color=\"white\",\n", + " colormap=\"Reds\", \n", + " max_words=100\n", + ").generate(location_text)\n", + "\n", + "# Plot\n", + "plt.figure(figsize=(12, 6))\n", + "plt.imshow(wordcloud, interpolation=\"bilinear\")\n", + "plt.axis(\"off\")\n", + "plt.title(\"Most Common Listing Locations\", fontsize=16, weight='bold')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "9ebf3498", + "metadata": {}, + "source": [ + "### 9. Scatterplot of price vs rating with hue and size" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "f0c8f299", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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ampp4+umnqaurY/LkyYOut0MPPZRf/OIXpFIpXnjhBQAOP/zw8nxN0zjqqKMGJaubO3cuV155JUuXLmX+/PkccsghnHXWWbvs4/Zs8b7YlXv3tjz33HPous7HP/7xQdM/9alPcfnll/Pss8+WrcDvZJm3up/h3Z+nb3zjG+UkZ67r0tbWxq233soJJ5zAb3/7WyZPnszTTz/9ls+Frq4uHMcZdJ4gsPj+85//3GG7ra2t5f8/99xzQOB+vS1HH300P/rRj3j22WdpaWmhq6uL7373u4PajBgxghkzZuxw3217/9bW1gIMijWvrKwEIJ1OA8H188tf/pIvfOELHHHEERxyyCF88YtfHPKYNTU1feizoisUin9flMBWKBSKt2Dy5MnlOGYhBKFQiGHDhg2ZJGrLh+TO6O/vH1LcbTtfSsnMmTOHnN/Z2TmkwBZC8MlPfpI//OEP/L//9/944oknSKfTfPrTnwYgFotx++23c+211/LAAw/w+9//nkgkwqc+9SnOOeecXWbkraysZOrUqQBMmzaNyZMnc9xxx/GVr3yFP/zhD4OWve+++7j00ktpa2ujsrKSffbZh3A4vMtjsjO2X07TtLKQ6evrG9K1+q2OfyaTASASiQw5PxKJcMQRR5Tjf9etW8c555zDLbfcwrHHHjtIlGxLPp/n61//OslkkksvvbQsFCE4pw888MCQcfTV1dU77esRRxzBpk2bdjp/2bJlO50HMHr06PJ5A5g1axZz5szhIx/5CDfffDP/9V//RX9/P11dXTsMIG2hq6urHMO7fV+3d8W/7LLLuO6663jwwQd56KGH0DSNAw44gPPOO29QGMWuaG5uBtjlfvf29hKLxQiFQqRSKaqqqnYQsVv6tuV8b8vbWeatrieAhQsXlgXqUDzyyCO7vOebm5sHnacZM2Ywf/58FixYwJVXXsl11123W8+FLUL1rc7TFrbdty3nePu2hmFQVVVFJpOhv79/h+W2Xdebb745aNpQz8ddPQtOPfVUYrEYd999Nz//+c+56KKLaG1t5eyzzy6HKmwhEom8o3JtCoVC8X6gBLZCoVC8BbFYbNAH8LshkUgMWd/26aefpqWlhUQiQTQaLVuCt2fkyJE7XfenP/1prrvuOp599ln++te/MnPmzEHCZsyYMVx88cV4nserr77Kvffey+9+9ztaWlp2msBpKMaOHcu3vvUtLrroIq6++uqyReuFF17grLPO4otf/CKnnHIKjY2NAPziF7/gxRdf3O317w4NDQ2sW7duh+k9PT27XK6qqgrYajWDwAJ5xBFHcMwxx3DGGWcMaj9y5EjOOeccjjnmGFauXDmkwJZSctZZZ7Fp0ybuuuuuHeLZE4kEBxxwAF/+8pd3WHZX1s1rr712jydyampqIplMsnbt2nLfRo0axSWXXDJk+5aWlvIx6+7upqmpqTxvi+DaQiKR4Pvf/z7f//73Wb16NY888gjXXHMN559/PjfeeONu9W/ixInU1tbyxBNPcOKJJw7Z5rzzzuOZZ57hiSeeoKKigr6+PlzXHXQsOzs7ga3ne1veyTK74vzzzyeXy+10/lvFYA9FLBZjxIgR5Wt8d54Lr776KhDcA2PGjCnP2/48DcWWpGpdXV2DBgMcxynHaG+xOHd3d++wfFdX19s+btujaRonnngiJ554Ij09PTz++ONcd911fPOb3+Spp57Csqxy23Q6PehaVCgUig8SKou4QqFQvI/st99+vPLKK4OEYG9vL1/5yld45JFHmDNnDvl8HiklU6dOLf9WrFjB1VdfPcg9dHvGjBnD1KlTuf/++3nsscfK1muAhx56iP3335+uri50XWfGjBmcd955JJNJ2tvb3/Z+nHTSSbS2tnLzzTeXk729/PLL+L7PGWecURbXnueV3aC3uP1ua919p8yZM4cNGzawZMmS8jTbtnniiSd2udyWj/Jt91nX9XJyr76+vh2W2bJ/O7NeX3HFFTzyyCNceumljB49esi+rly5kokTJ5bP55QpU/jNb37Dww8/vNO+TpgwYdA1sP3vnbB+/Xr6+voYNWpUuW9tbW3U1NQMWvfTTz/NjTfeiK7r7L///kBwDW3LlrAGCCzO8+fPL7cZM2YMX/nKVzjggAPe1vWlaRoLFy7kscce45FHHtlh/vPPP88//vEPjjrqKMLhMHPmzMHzvB28A+677z4gsNpvzztZZldsue929ttWGO4u2WyWVatWlQfUdue5MGPGDMLh8C7P086YM2cOwA6J6+6//348z2PWrFmMHj2aurq6Hdps2LCBV155ZafW9d3lhBNO4IILLgCgpqaGY489lhNPPJFMJjPIWi2lpKOjo+ztoFAoFB80lAVboVAo3kcWLlzIn//8Z0455RS+9rWvEQqF+PWvf019fT3HHHMMyWSS2bNnc/rpp3P66aczduxYXn31Va688koOOuigXboUAxxzzDH893//N5qm8bGPfaw8febMmfi+z6JFi/jqV79KLBbjwQcfJJPJlOs7vx0Mw+Dss89m4cKFXHDBBdx0003lslc/+clPOO6440in09x2220sXboUCNyo4/E4yWSS7u5uHn/88SHd3XeHT3ziE1x//fUsWrSIb33rWySTSW6++WZ6enp2adkaM2YMTU1NvPTSS4PKQP3Xf/0XJ510Esceeyxf+tKXmDhxIr7v8/zzz/Ob3/yGE044YYdYXoC//e1vXHvttZx44onU1NTwyiuvDJo/ffp0Tj/9dE444QROO+00Pv/5zxMKhbjzzjv5+9//zhVXXPGO9n93WLlyZdl9X0rJ5s2bufrqq4lGo+XY1mOPPZbbbruNL3/5y3zta19j2LBhPPXUU9xwww188YtfxDRNRo4cyec+9zkuu+wyXNdl4sSJ3HvvvYNc1Jubm2lsbOSCCy4gm80yYsQIXn/9dR5//PFBWb9feeUVqqurd1lLfOHChTz//POcccYZfPazn2XBggVomsYLL7zAb3/7W8aPH1+O7T7kkEOYO3cu5557Lp2dnUyaNInnnnuOG264gf/4j/8Y8py9k2XeS9avXz/ouunu7ubGG2+kVCpx6qmnAjB//vzdei6cfvrp/OpXvyISibD//vvz+OOP75bAHjduHP/xH//BVVddRbFYZO7cuSxZsqRcyuvggw9G0zS++93v8qMf/YjvfOc7HHPMMfT19XHVVVdRUVExpIfG22H27NncfPPN1NbWMmPGDDo6OrjllluYM2fOoOfesmXLyGQyHHzwwe9qewqFQvFeoQS2QqFQvI8MGzaMO+64g4svvpgf/ehHWJbFnDlzuPjii8sumNdffz2XX345v/71r+np6aGhoYGFCxeyaNGit1z/xz/+cS666CIWLFgwqOZxfX09N954I5dffjnnnHMOhUKB8ePHc+WVV5YtlG+XefPmcdRRR/G3v/2Nv//973zkIx/hxz/+MbfccgsPPfQQtbW1zJ07l6uuuopFixbx4osvMn/+fI499lgef/xxFi1axBlnnLFDsqndwTAMbrrpJn72s59x3nnnYRgGn/rUp6iqqipbnHfGUUcdxeOPPz4oAdeUKVP485//zK9//Wtuu+22sqV/3LhxnH322XzmM58Zcl2PPvooUkpuu+02brvtth3mL1u2jH322Yfbb7+dyy67jB/84AdIKWltbeXqq6/eISHVnuQnP/lJ+f+aplFZWcn06dO5+OKLyxbsaDTK7bffzi9/+UsuvvhiMpkMzc3NnHnmmfznf/5neflzzz2X2tpabrvtNlKpFAcffDBf+9rX+NWvflVuc9VVV3HppZdy+eWX09fXx7Bhw/jGN74xKPzgc5/7HP/xH//BRRddtNN+m6bJNddcw5133sm9997Lgw8+SKlUoqWlhdNOO42TTjqJWCwGBLkHfv3rX3PFFVdw66230tvbS0tLC9/5znd2KvjeyTLvJddeey3XXnstEJynRCLB5MmTuemmm9hvv/3K03fnuXDaaacRjUb5n//5H/7nf/6HGTNmcNZZZ3Heeee9ZT9+9rOfMXLkSO6++25uuukm6uvrOemkk1i0aFHZ6+TYY48lFovx61//mkWLFhGPxzn44IP57ne/+5bl8d6Kb33rW1iWxd13383VV19NIpHgsMMOG5QwEOCJJ56grq7uXVvMFQqF4r1CyF2lvlQoFAqF4gPIihUrWL16NUceeeSgLO7HHXccw4YN46qrrtrpsh0dHRxxxBHcfPPNZQGjeH94+umnefDBBweJf4Vid5FScuSRR3LiiSeycOHCvd0dhUKhGBJlwVYoFArFh458Ps+3vvWtckkfz/P461//yhtvvMH3v//9XS7b0NDAySefzPXXX68E9vuI7/tcddVVe8VKrPj34MEHH8T3fU444YS93RWFQqHYKcqCrVAoFIoPJQ899BA33XQTq1atQkrJpEmT+PrXv85BBx30lsuWSiU++9nP8r3vfU/Fcr6PvPnmm0yaNGlvd0PxIaRUKnH00Udz4YUXqoExhULxgUYJbIVCoVAoFAqFQqFQKPYAqkyXQqFQKBQKhUKhUCgUewAlsBUKhUKhUCgUCoVCodgDKIGtUCgUCoVCoVAoFArFHuD/fBbx/fbbj1Kp9K7rNyoUCoVCoVAoFAqFYu/S1dWFZVm88MILe2X7/+cFtm3beJ63t7uhUCgUCoVCoVAoFIp3ieu67M083v/nBXZ9fT0AjzzyyF7uiUKhUCgUCoVCoVAo3g2HH374Xt2+isFWKBQKhUKhUCgUCoViD6AEtkKhUCgUCoVCoVAoFHsAJbAVCoVCoVAoFAqFQqHYAyiBrVAoFAqFQqFQKBQKxR5ACWyFQqFQKBQKhUKhUCj2AP/ns4grFAqFQqFQKBSKvY/neTiOs7e7ofgAY5omuq7v7W7sEiWwFQqFQqFQKBQKxV5DSkl7ezv9/f17uyuKDwGVlZU0NjYihNjbXRkSJbAVCoVCoVAoFArFXmOLuK6vrycajX5ghZNi7yKlJJ/P09nZCcCwYcP2co+GRglshUKhUCgUCoVCsVfwPK8srmtqavZ2dxQfcCKRCACdnZ3U19d/IN3FVZIzhUKhUCgUCoVCsVfYEnMdjUb3ck8UHxa2XCsf1Hh9JbAVCoVCoVAoFArFXkW5hSt2lw/6taIEtkKhUCgUCoVCoVAoFHsAJbAVCoVCoVAoFAqF4n3ksMMO44c//OGHdv2KnaMEtkKhUCgUCoVCoVAoFHsAJbAVCoVCoVAoFAqFQqHYAyiBrVAoFAqFQqFQKP5tOOyww7jiiiv4+c9/zgEHHMC0adM45ZRTWLNmDQA//OEPOeywwwYts3HjRiZMmMCf/vQnAJ599lkmTJjA008/zUknncS0adNYsGABd911F52dnXzjG99gxowZzJ8/n9/85jfvqJ+O43DBBRcwe/ZsZs+ezVlnnUVvb++gNi+88AJf/OIX2XfffZkzZ86QbZYuXcqXv/xlZsyYwaGHHsp99923w7YmTJjAVVddxXHHHcesWbO45pprAFi7di1nnHEGBx54INOnT+ekk07ixRdfHLRsJpPhwgsv5CMf+QhTp07lE5/4BH/84x8HtTnssMO46qqruPDCC5k7dy4zZszgzDPPJJfLcf3113PIIYcwa9YsvvnNb9LX11de7o033uDkk09m1qxZzJgxg4ULF7J48eJ3dDw/KCiBrVAoFAqFQqFQKP6tuPXWW1m9ejUXXnghF1xwAa+//vo7ikn+7ne/y2GHHcZ1113HqFGjOPfcc/nSl75Ea2srV1xxBZMnT+bCCy/k1VdffdvrfvDBB3n99de56KKL+MEPfsBjjz3G6aefXp7//PPPs3DhQsLhML/61a84++yzee655/jSl75EsVgEoKOjgy9+8YukUikuvvhivvWtb3HJJZfQ0dGxw/auvfZajjrqKC699FIOP/xwVq5cybHHHsuGDRv4r//6Ly655BKEEJx88sk899xzABSLRb7whS9w33338Z//+Z9cc801zJo1i3POOYfrrrtu0PpvueUWNm/ezGWXXcbXvvY1/vrXv3Lcccfx5JNP8tOf/pRvfvObPPLII1xxxRUAZLNZTj31VKqqqrjiiiu47LLLKBQKnHLKKWQymbd9PD8oGHu7AwqFQqFQKBQKhUKxJ0kmk1xzzTXoug7A+vXrufLKKwdZT3eH4447ji9/+ctAUH/5c5/7HNOmTeOMM84AYMqUKTzyyCO89NJLTJs27W338cYbbyQejwNQVVXFokWL+Ne//sVBBx3EL3/5S0aPHs2vf/3r8n7su+++HH300dx9992ceOKJ/OY3v8F1XW644QZqamoAGD16NMcff/wO25s2bRpf/epXy39/+9vfxjRNbr31VhKJBAALFizgE5/4BBdffDF33XUXf/rTn1i+fDl33HEHs2bNAuDggw/GdV2uueYaTjjhBCorKwGIxWJcdtllGIbBAQccwD333ENnZyd33XUXiUSC+fPn88wzz/DSSy8BsHLlSnp7eznppJPK6x4zZgy///3vyWaz5T592FAWbIVCoVAoFAqFQvFvxdSpU8uiFKCxsRGAQqHwttYzY8aM8v9ra2uBQORuoaqqCuAdWVznz59fFtcQuFmbpslTTz1FoVBg8eLFzJ8/Hyklruviui7Dhw9n7NixPPnkkwC8+OKLTJ8+vSyut/Svqalph+21trYO+vu5557j0EMPHSRkDcPg6KOP5rXXXiOXy/Hcc8/R3NxcFsBb+NSnPoVt24PcuadNm4ZhbLXf1tXVMWbMmEHrr6ysLB+r8ePHU11dzde//nXOPfdc/vGPf1BXV8cPfvADhg0b9raO5QcJZcFW/NvgOyWk66KZJsIw93Z3/k9Q2NSB258GXSPUUItVVbG3u7RbeLaNl04DEj2RRA+H93aXFP+H8QpFChvbkaUSeiRCeMQwNEO9nhUKheLdEIlEBv2taYFd0ff9t7WebQXwztb9Ttki2LegaRqVlZWk02nS6TS+73PDDTdwww037LBsKBQCIJVK0dLSssP8urq6t9xeKpXaYdqWdlJKstnsLtsApNPp8rS3e6xisRi333471157LQ888AC///3viUQifOpTn+Kcc84p7+OHjb3+Bt+0adMOSQYALrjgAj772c/uML2vr48LLriAJ554AoCPfvSj/OhHPyIajb7nff2/hu/7+L6Ppmnlh9IWPM9DSomu6wgh3nKZodpLz0Pm+pGFHAAiEkPEKhD6ri/L7bfhdLVjr1+NvXoF0nPRQhFC4yZgNg1HTyTRDAuhKWeNPUl2+Rr6nnqJ1ItvIF0XAD0epfqgWVTNm0movuYt1rBrtpxjpAQhdrjO3iluOk1++VIyixfj9PQAYFRVkdh3BrEJEzAqPhwDBEPhey7SdQARDDJp+lsuo9i7eIUifc8upveJ57HbOoOJQhAdN4KaBftTse8+CP3f6zx6fd24HRvxujaDL9Fq6jEah6NX16vntEKheN8QQuB53qBp+Xz+fe/HtuIUgu/lvr4+ampqiMViCCFYuHAhRx999A7LbhGuVVVVdHd37zC/v7//LbdfUVEx5LJdXV3ldVdUVLBu3bpdtnk3jBkzhosvvhjP83j11Ve59957+d3vfkdLS8sgd/YPE3tdYC9btoxQKMTf//73QR/QO/O5P+OMM7Btm9/85jek02nOOecczj//fH7+85+/X13eLYolietBJAS+B7mipORJ7JLElxIhBBELDCFwJeRsCBkSS4dMUeBJgaELNA3CA8ZYy4RkhPJx6su6FGyJJn3yjkAXEssETei4nsDUQQpwfSi5Gr700TUoOWAZELU8iiUdTZcYmsBxfVypoWs+Oi7CK+A4HpoQhKNhdD1ErgSu56P7DppwcaWJbljouqBYAiF8TM1HEwJNE/gIXEfgIfB88KWPZUJcZvB72/BLLmEvDU4RKQVmshKnbiy9bhxTBx2JpkuKJQ1XggA0PCzDwRQOwpO46RKFyEi8fSdgCA8j30dxw3LEi88Smf9R7GQTeUcHoVER06iMQV8G+nIS3wdNg4gl0YXEdiS+1NB0SckRGAbELB/bcSmWfAxdJxbWCZs6uiYwDUmh5OO4HiXHQ9M1DF3HcTX8QBsG584QCCHI28G0SAgsHUDiOOB4gnBIgg8lD4quQPqQiEBlDDwfCrbE9z1sx8PxfEKGhmXoaJpONCLQ3qYALbk+6ZzE9SWeL9AESBn0MxEJ+pkugONBIgxhwydvexTeXEb3g48hqmswhjUiN20G38fL5ul66J+kFi+l8eTjMRvriYYEuaKkUAJTD/anUPJI5STZEggEiTBUxTVCpobveRRtm2w2j+uWkFISCoUwDQMrFMIwLPKOoFCSAEQsQSwU3Cs7w/Ml6TyU+vvI/+9f8Ds3o2tb2zu9vbT//RHM196g/hOfJN6w4yhtcLw8CkWPvO0iJURDBtGwjmXuWgBlChLbCc63ZVJ+Lmzpg+9LMkW/3M40BMkw+AhsV2AISEYhZA69j9L3cHJpnFwKOfCxoBkmZrwCI5rcIwMTO8Nxgz6HzKDfexLfl+Rtl3xx6/UeDRtEQntmsGVneL6kYLvkih6u5xMyB+55a89u180XaLvrQfqfeWXrNF+i11QhRo6gszND7xvriQ9vJBYxiISMt32Pf5CQUuKsWUrpzRdhG+uRn+rBXb0Uc9wUrAlT33KA9cOIlMEzyPGC93k88uE9j4p/b7IFSdEJ3tfJKO/ps3ZvE4vF6Ovrw7btspV0S1zw+8lTTz2F67plt+q//e1vuK7L3LlzicfjTJo0idWrVzN16tTyMsVikW9961sccsghjBs3jv3335+bbrqJjo4OGhoagCC2ecOGDcycOXOX2589ezaPPvoomUymrL08z+P+++9n6tSpWJbF7NmzefDBB3nxxRcHuYnfd999mKb5tuPOt+Whhx7ivPPO4y9/+Qt1dXXMmDGDGTNmcP/999Pe3v6O17u32etvsuXLlzN69Gjq6+vfsu3LL7/Mc889xwMPPMDYsWMB+MlPfsKpp57Kd7/73fJF9XZxXcnzr/TS0WlTV2OSyriYhoamgaFrmAZkCh74YFkaricplXziUZ2KCoPefhfXF9iOTzxs0NNbIhLTaa636OwskqgM09YrWNfuEwkLxrRYxKOCYknDDOmkU0XwXGJxi7a0Ts7WsF1JyJCMrBfYJY94WKOr3yWqe+SyJTQB40dF2NgtWdPmkYxINHwqExoVMYEwDHwEnSmwXY1IROL4geirjMCmHkl1TCNhubyxyiZsCcY260TDsGaTDVJSEdeQviQW9qlO5ii5OYSR4LV1Gtm8RswyGdEgEL7Nhs4Sli5orDOJRgx6+21SaQ/Xh2jUIBwxCIegp9dhdL1HZy7Pyo1RJJK6ykpG1DikUh4bNmmwrI9kg0Zb1qKxRidT0EgXIJUXVMRgRK1OxICuPmisMbD9GPmiT7HoYxogiJEc1kTlKI/VqyXruovUVOq0NBgUfJ3apI5T8unok6zrDATPyHqIhgAkmnQRhk7BFTRVOXQJD7voUyr5CE1gmBoNVSFcT6Noe2TyJUxDUJPU0HToy7l4PpQcjc4+STgkqE1ouFIja2t4nsTzJUJIEqakUPTRNUl7r8T2BKauUVOpoekajgsj6yQ9KY/ejI+hScY2a1REJZ39Lpm8QzJq4jg6o4bp1FXu2gLU0e2wqcMOhLXQ6UjpIGBcs07Whk3dPq4rsQwY2aBTdKEnI4mEoLnKJ57vond5L+vr55JOu0QiBmP3n0rFihfwu7ooOpK+Xp9Nj68l3RImFtUxI2EcqSOAxiqffEnS0S/IFMCXELZgbIOk0iqAn8dxSnieA1JiGOC5HoZp4EtBVx4c32TrK18SC0NTlT6kwCvYkjVdUCj6hJ95nOyqzWgCkhFJyBQ4nqQ/B7YDpNpJ//UxKo8+hpY6fZBoLzoe3f02ni/L01J5h0zBobYiRCS046PUdiRrOmBTT3CNZQqSeEhiGcFgTmuLRl2lRlfKZ0OPhzMwkK4JWO0KqmJacB15AlOD0Q2S6vjgfZS+j53qwc0PjvvyXQe7vxvf8wglq3d5TbwTfF+yvtNnxSafXAFiYRjXrDGiQRs0ePFu1t+XKZEtuuVprueRsz2SMZPKmPmefPh5nqQnY1Owt1o1XM8lV3SpjJsko3tuu/1Pv1wW164nSeclTqKSutlzacuXsLwiRm49nm5SqK0iEfWpjFtlkd3eXWJTewkJNNdbDKu39ki/3ivczesovf4CIIeYK+nt6Kct04YbqaS+xmJ4YzBw+2Enb0tWtUFHf7DnmoCWGsnoBrB2MmimULzflBzJmk7Y2B28lwVQVwHjmyTR0L/ndXrooYfy29/+lrPPPpvPfvazrFixgptvvnlQzPb7QXd3N9/85jc56aSTWLt2LZdeeikHHngg8+bNA4IM5l/96lc588wz+dSnPoXnedx8880sXryYr3/96wCcfPLJ/PGPf+SUU07hm9/8Jp7n8atf/QrTfOtwyW984xs88cQTfOlLX+KrX/0qlmVx2223sWHDBm688UYAjj32WO644w6+8Y1vcMYZZzB8+HD+8Y9/cPfdd/ONb3yDZDL5jvd/5syZ+L7PokWL+OpXv0osFuPBBx8kk8lw5JFHvuP17m32usBetmwZ48aN2622L7zwAnV1dWVxDTBnzhyEELz44ot8/OMff0d9KDk+l167goPn1nLbH7vpT7sYBkyZUMGYURE2bCqwqa1IX8qhvjZENKLTl3IIhTQ+uqCBdR0uGzsc9psc5eqb1gQf85bGgoPqOPzgGv7yzyJrNjlomiAaNXhlucOnDokQiRl0tGV46dU0o0Yn6d/sk4gb5Gwfx4WwJXhphcfUUYJ17SWaKiW/va+PSAhqEpKl6z2kMAkZHk88kwUJ9dU6jbUG0yeEWdst6er3MXTB8KYwnh7C9UFIQciUrO8MLKZ5W/L6qhIr1gv2HW+wem2BVesL2CXJATMSdPcVGT/CYtI4QSprs26zgSZgea/Dm6tgwghIpxyee73Ifx5XwwuvZViyqkBnr0c0olFbbTKqORJYyD2PqKaxZnWBWETDcSXtHvSXkmzYlEd3ctgOaN0pGlqq2Nil0Z+HeFQggb4saEhc26W5VqfoCXpSHumcT2UMNrSV8H2IRTRilqC/32P1Rp9VG12WrXM4YHqYtj6NkA5L10tcH5A+r6yQ1FcJNOnTWKPx8vICxx0aouR6pDMOPf0eQoD0IRQKrMv11RFMAxxX4EuJ7elkssHHY8GWSOljuwTWVgm9aZ+RwwzaMpCzJYYGMgalvMeb6yRSQCKm43iS7ozP6MbgBffoYp+6hETgUxLw6iqPsU06nu8gJfRnHWIRwTNvwsFToTKhkS/6CCAS3iq4124q8r//TJHO+bT1SjwpOXBWkoxrsa4LUhmPzl4XbcDrYXOXw6yJIZCB4FndIdmHEi+tNfD9Erom8DyHxVmYOmEOse6H6NfjbKqbxpJHuwlPT9FbMGmsLXDg7Co8qdGekvRlg0Eqd0DD5Ivwxnqf/cf59PTaRC0PISRCBN4W0pdEhEvR8ckWXExTQ9/G/TlXhN6cT0PF4JeilJINvYEVvjLXRnrZciD4eEgXoFJI+nJQ2qrhyK5YiVi7CU0fwYi6retJZUuDxPUWfAl92RIhU0fbTliu64QNA15X/TlJKifpzcCwKoEmJc8u8ZkzSdLR75fFtQBsV2A70JHyaanWKHkCx4eV7TBl+OCPHc8u7CCut8XJ9GOEo+jWno0xX9/p89KKrVbITAFeXukjBIxqfPcfJ3nbHSSutyWdcwiZGtEhBjXeLTnbHSSut6U/6xAyA0v2u8XN5el5/FkAJJLejCRXhJYjppHKlgAo2BANSezOHqyaSjJ5l5CpEQubrFpf4O9PpvAGToGmweHzKhg/as/EBO5ppOfirFnK0OIaehOjeegVnUJpI8YwDaHrzJkWZ7+pO8byfZiQUrJiM3Smtk7zJazvDs7Z+B3zDykUe4X13bC+a+vfkuC69SXsO0ru8H77d+DAAw/krLPO4re//S3/+7//y+TJk7nqqqs44YQT3td+HH/88RSLRRYtWoRlWXzyk5/k+9//fnkw96CDDuKmm27iqquu4owzzsA0TSZPnswtt9zC9OnTgcBF+3e/+x0/+9nP+OEPf0gsFuPUU0/lgQceeMvtjx8/njvuuINLL72Us88+GyEE06ZN49Zbb2W//fYDAlf03/72t/zyl7/kiiuuIJvNMmbMGH72s5/xmc985l3tf319PTfeeCOXX34555xzDoVCgfHjx3PllVey//77v6t1702ElHLoN977xNFHH01dXR2lUom1a9cycuRITj/9dA4++OAd2l5wwQUsXryYu+66a9D0efPmceqpp3LKKae87e0ffvjhdPeWmHbAL6mrDvPKmyk+ddQwdC2wKuwzLsFd922irbNILKpj2x5HHzGMzq4i4bDOsMYYr68qsc8Yiwf/3k51lUVlIvjw03U45JAWfv9QBseVGLpA1wWxmMnsKRGG1en85aE2xo2MkqyOY2NStH2KJUkkpKEZGrYjaarR8N0SibDkgUf7KZUkc6aEeerVEgfOiPLUS2lKbhCuWhnXiIZhn9EWPUUDzwvcnDVN0NwUw/Z1QDCsQvLCMgffh5YqnxffLICEqrhk2hiNex4OCtjHIhozJsXYsDnLJw9Nkis6tKUSLN8osW0Pz5NUJ0B3ilRVmiQSFq+8kWZzl4fQCNzcBUxpjbBio89nPxJj1fIeSrZLOCTwfaipjfDqWggbEHLTwbEyTbKhOvYZG2Ztl46uQzQcuJmXbI+RdVCVANuTtHe7hC1BsehQKPpoIrASmKYglyqRKWh0pARIycx9QjQ0hunJCPI5n/ZeD9+XFEsSAUwaqZHKScKGR+tIia5L1m8qlT8LBcELp77apLYmTDav09Hj0FQrkZpG0ZFoIggJCASiTionkRLqEjoFV6PoQHHArTaT82isgBeXutRUauRLGo4Hpi6wDJg0UrB8kyQe9rB0iaYF1lApJfuOgaLj43qQiBps7DIY3yRIZx3WtbmAYGyLwT6jLSKW4N5/9NLe6dDRJ+nP+UgJibjOgnk1rO6Aji4b0wiOsSYCt/SGGp3xI0y60i6VUci/vpKNq/rxZTDEbWgicHmPGEz1ltNFBf94U2BVJinWD8fWgw/+Q+cmGDYswrouSdERxCOQHzhGriuJhmF6cwbftSkWbTQBxoBFWgCxiE7R08BMUnA0LHOwtU7TYGzDYCt2tih5Y0PwoVC1+ln6n3h00DIRC9JDhFtVHHQI6bEHMKc1cHsuOh4dvcVdPkfqKkJEw1sFX96WPLMsOIaOK9ncI9miz4WA1kaJ7fi0NAj6clsfwZoQpLdJbloVB13Tcbxgv0bWBgJ9C8W+Ltz84Pit7bEqqrHi7y4+alscV/L4YnfIY5eIwoJ9jXftLt7RV6RYGlroAsTDBjUVezbxiZSStt4CjrvzV2JF1KQy8e4txZk3VrD2qt8CUHQkbT0SMxam4bjDyWbtcjvLgJAlqJg5GT0aIRbSqYhZ/OnhXnr6Bg9AVCYNjjuqmpD1wYtj9nq7KPzrwaFn6gZP5SewZEWQi0Ova0KLxjF0OO6jNdRUfngTVvZnJS+sHHpYQddg/wn821oHFR8eCrbkmeWUB723Z7+xUJV4b6/TYrHImjVrGD16NGGVdFSxG7zVNXP44YcD8Mgjj7zfXQP2sgV7i6iORCL84Ac/IBqNct999/GVr3yFW265pewesYVCoYBl7fhxEwqFsG17h+m7i+dJRjRHWbIiy/GfauJ/H+ukp7eEL6GpMczHDmvgzns3YeiCSVOr+OvD7RRtD+nD0R9rQUpJ2NSoq7Ho6bV5Y0kKTQvibmfNbsayNBzXA4KYX18OxPq6Hu1dJSaMS5KIa2xY51ByA6GXK/hUxDWiUYNsQZIMBda86qROW3fgki6BkuPhegIIxAoDgqW71yVebeF4EoEILNdIktEgJlYSWGMFgfgOWYE7+PaxrLmCz5a8M5l8sI2IBaWSxDIFOVeSzvpURwQNtQabu10kgbAIGaIch5wfWI8AvAGzi+cNxG2KwNVa1zQsgn1hQOCVnODTxPPB0APhlynJwHoqBe7AukwD+u3g2GlC4PoS3w6WjUc0OlLBPhdsiev6FB2dWCT4qJZyYJsD20nlfJpGCPJFn0hIDvlxVHJ9PC+IyV7X4RMO6STiwfkVWjDYIWXwEQXBv6YJPRmfUcN00oXgWNTGNVLZwPJnGhpOPjiHkuC4FeygT74v8bWgrp6UQcy21ARSSMIhMHRJPCJ5ZZmN623pseTNNQ7ZgmS/iQa9fS6+DFyXt5DKBJZ535d4Pmz7KetLyOZ8LCM4PCFNsjntseUUbXtgSraHm0hSzJuAiwhZeK6EAWNff8alqQk8ObDodgc1ZIDjepgD6952drApge9LLE0y1Jig7wfr3rb/JXfreqSz4/PB25l+K5UoOkG8pGmA7w11BWy3/e36ZDuUrYuuD9sav6UEXwosM7BUb8v2u1ZyIR6mbOEubWfUld52KxgC6flv2ebtUHIDr4GhyBeD55T5Lt4sUsryfb0z3LeZAXZ38HyJ9xbn2h3Ci+Gd4G/zvtpyvxrRMB6Dn7++T3A/DFysjueTt3360zta91MZl3zR/0AK7CD53tCIUJj2Dducz4Fz63qQzXkfaoFtu0OLa9gy+AZ8OBPkKv6NKHk7F9cQXMeK3aecpPUtMFSliH9r9urZtSyL559/HsMwysJ5ypQprFq1iptuumkHgR0OhymVSjusx7btd5VFXNcFa9bnmDE1SX/aJZMN3FADYeixam2OMSMjJGImK1ZnSMYNsjkHTdOQno/nQa7o01Br8eobW33BHE8ipI/vB8JPDCT+EkIQMgW6aTC8KYRpgucG7Qxd4HmBiEhnPeJRncq4hnQDi2dvKvgEMzQ5IMoC664/8AAUQDik0VhrkPEkdgkgiGUVmiBnByPmpi4JmUGfhPCxB5JG+QiqqkxMQ+C4knhUwx/4qEzGBLmCoFASRMIa+ULgTlyZ0JCOz+ZOl6pKi7UE1ntvYH8EEIvq+D0ePqAbOq7ro+vBx6WQQWy6qUmEv1UcmhqETYFAYmgSPIEvBWFL4PkSTQjMgQEBx4VISJAvBknkDF1gmZArCjIFnyCdVtDGMDQiFmSyW/Z/6yeQrkNlTKO7z2Xi6CDZ2Vb5veXfYHBB1zUKpWDamnafuRN1HC8Qy8FPoCFpqvTQhUdz0mN00qM9H2VzTwjXF3ieYESNoCqpBYMrmmDAOAxAJBxcD0IINBFYQR0/EDCeJ3HcrfseNqCr399hpHlDh8vE0Sa1VSabO0uEzK1JwqqSehAXqAm2DzvSBCTigReFEFDwBFUVOtktbmTbbCYUNjDyKSKiEhD4to1eIdjyXq5MGMGAg2DgXhi8raITXMu+44IYPD8YN5JouobriyFjYHU9WPe2WMbWsQBh7fgVu9MwK8siHAqSvABouxEHun3cccgMBlWCgaGt5w62XBuSkiMJm4L8No+07XctZIhBHz7be0Vrholn77qe557OQh0yIR6BVG7HebFwkMjt3SBEkIfA3ekISJAbY0+ja4GHkb8LC7axh9wktfDW6zEY1JQ4uSL6dnJM0wAhyufQ1DWiIY3qCoOu3h0t2LHIB09cAwhz51Z/aRdpqtXo6x2YMBD+YeiCROzDnUE9bDLo/bEthv7uBqIUij1FyAiux52J7NCHd4xrr3D22Wdzzz33vGW7Rx55ZMjSWop/D/b62zgaje5glW5tbaWjo2OHto2NjXR2dg6aViqV6O/vf8cJziBwP9V1jSn7JMlmHVxX0lgfpiJhUCr5ZHNuYOUN6YiBf0cNjxOP6vT327Q0GixZXWRkS5RYVKMyaRCP6rQ0RcilskweG8YwAlfaWFRHImio1oiEDT5yUHWQmThbCpJsyeBD3PcDC5vnSSKGj+MJapMadilIOLWpw2bqOIvuNMyaEqMiKhhWq1OZ1KlImowbFSEW1cpipa42jIcWiHM9SOhVkTRpqNFJRHUmj7VIRgWjm4IY8VlT42gaTJ8Yo6vXZsakGMm4TzQWpjurU1dtUl9rkYhqNNVAOGzwr5fzNNTqTBgTobZSx/OgqcHg0HmVjBwR4xPzk3i+YPToBPpAAjlNQDZTYvIYC0tz0AbErjQijG0JBLOhSxJRQbEkcRyf2kqNVMajVPIJW4KKARFYmTSDzOV+kHE5GQos8539gTm5OqnRWKvjSkFdIoh7FJoWuGBGBa0tGq7jU18lWNcpiUaC9dVUGWXRDEFcs2HomLpOfzrIsl5ygkzsphFktLaMILt1SBQRXpG45VFI9+PkUoQKbcxqyWAakkhIYDuCSEgjbwfWSk0EKrSlXgsGTyRYA0n3trwAxzdrFOytI6QFx8D1A1fr7ZEycOudOTmGaQgS0UAoGDpMnxRnQ6dPTVLQVGeVre6eZCDxnUFnf3Cu0nkYOzqG0IKBDrGNwh4/TKKtX4O2ahlT94njpnLE4sHXY3ODQXV1mLwtqK8M3MO3uOFKGQxwuT7oZoh03scw9EHJjQwjyE5fEYuSs+WQCUgqY2IHt+RYCKoHQjhlw/BBJYC0AU8Ma/sPXE3g149gRO3WrNghQ9tl3K1lCELbZRKPhgTDB5KRB9lYt/atqQqyeUnBFlTGBDFrm5RtUparBmgCYiGB6wfzDQ0qYoO3rYffamBRoFt7Ni7X0AXjmod+dYxv0fZINvFoeNfCKhLa88IryJ6/6y/J8B7abmRUC1Z9kHxuy4CFmy9CanA8vaGDVVOBHglu7GjYwDQ19psaH+RtpOswZ1ocy9zrr/Qh0ZJV6DU7eUd7LhNqssRiJhgmIhTs635T41R/iK3XEGRhbqgcet7wWuUervhgELZEOefI9tRX7PjeUeyab3zjG/zxj398y9/uJHdWfHjZq+OnS5cu5fOf/zw33HBDOZAe4PXXXx8y8dns2bO55JJLWLduHSNHjgTg2WeDRDFvlYZ+VwgNPv8fzWiaxpR9Kii5krXr81QkLSZPiDB2dIxIWC/HBC5bnUPTNSoqQ/T22UzZJ0ltlU5VQqe5MUx/yiEcMqiuMFizLssBByYZ05JkfbtLPCIY1RLC0hxCpkEkHmHm5BA9fQVsxyZshejJBEIqGRWMa4betEtU9+ns8fjsRyspFhw0XaeuxqLoQEdHgca5CbJF0HSNmpoQvSUYO1xQVxskICq6At/2qakQxMOQLkJNIrCEr2mDRMziqANN3lzjUpIGE0dZ7NsapmC7TB0foyrp47gCqYcJmRqpvKS5xuDQGSam5tOT8hg7IkQ4ZNDUHGP4sBC+75OyDbpTsK7LpVDwQEiO2C/E3OlJ1m4s4HuC2kqN0dX9jE/4rO+28DWdyvo42f4s0cooyUSEVB4KIhBMLbUQMXTaej2qEgb1VQbRiE/R9hnRFEKTPsmQT4XlsFYTeMKiukKjodYkL3WakgK7JJkyUrC5R5LL+ySiPuleG02TjGqMMX9WlLXdMLreR0tIQpZGqeSjaQLDCrKIt3V7bOzwglJeYQ1NODRWGvTlJLou0H2XvO0Rj2jUhG3QfPpzgXCSuR72bTLoKkTRhMawaujoCzKJV8ahOqlRdAWdKcEh0wT5gk9/VmKZkpENAsv0KJQC63VFzKQzI6iL60QswfZerCETKuM68ajJfxxZzab2Eqm8j4dBW38Qsz+yHmqSOuGwIGxIapKCqoSG7YCeDQYPxjRpdKwNMbHRYVM+Sl/aIxTV2KfeofLNp/GkR5WfJtT2MsOPOJB0cwXxmIEeDlHyBrKIJyXJiKS9P0g05vvBYM+Yeg0NjcbaKLZdxPccpJSYRiBgTdPEsgTJqIHtDRY58QhUx3YUFkIIhtcEru9ZbRjxiRPJvPEGuhaUCzN1QVU8KJ9TGLAiJye0Ujm6iabqweupjJt09/s7uAhrAqoSoSETwIysCyxXG7uhIh4MaCQiEkNITD3Iul1XqSFEkEV8i0u7ZUgkguq4RsEJ1mvpMLohKEu2LXooghFN7jQO20pWoQ9hvX+3DK8PjveqzT7ZQnAOxjZp5envlmjIwI4ESe22pyJmEtkDicaG3G7YwC4F2cq3pypuEdpDAtaIRqhZsD9tf3gAgaAqAaYu6X1qMXUfO5BcvoRpBoNPVn0tiODa3zKwMLolzDFH6mzqCC7cpjqLhtoPrhgVuo4xZh+83s4d4yCAqsw6PjG1mfbkBLxwBfU1Js0NH+ys6LuDEIJxw4LcGe19wWCprgXiesTQ1QAVir3CiNrg+tzQFXheCQGNVTCmgQ91ecC9QUtLi7JMK/ZukjPf9znhhBMoFAqce+65VFVV8Yc//IE77riDP/7xj4wbN47e3l4SiQThcBgpJV/4whewbZvzzjuPfD7P2Wefzdy5c7nwwgvfUR8OP/xw7JLPAR+5gsn7JOnrt3nx1RSd3Ta+lDQ1hDnp+OHccNt6+tM+U/ZJkM2VyGQ8DFPj44fV4wudvu48Jdeju9fhldf7yec9Zkyt4PBDGljXLVi51mbWBB0hPcaMrUTXdWxP44HH+znqoEq6MrBiWT9dvSWGDwuTSBqMaDTZ1OlQGRe8uSzPlNYwDzzSweeOHUVfweCNdZJJw0q88kaKyRMrWd0RxHQmIrDPKJN13VCT1KivgHTWw9AFkYhGd0YwrFKyvsOnJyUxLQ3fD2psL1tjo+uCqaM1GiocEuE8uqGTLUVAt3h2STAqn4gG8cEN1Rq+JuhJwbBq6O3zWbbRJxmB0cMEqzZJMhmbkiPLrvIxy+Mj++mMstpwCwUMO4N0bYQQhKtrEbXN5NetoYTF+nX9aLpBtGU4oWQFOi62b7Jxcw4zmSQaMYhqpcA6qRuEDI94eiP6utehpx3zoI9RqBhGwTXJFDV8T5IuBJbheESQ7g0ypnf1OAMx4dBUb3LYvEpsX9CfdrFtl1gkiK+2LB3pa7T3+jz+qiRsQVOtzrTRkkTUozKuoxs6pZLELeYwhI/hF9HcAnkbUgOJoQzTomDW8NrmCLmioDYh2XeUT3tfkNlcG7C2CiQVccGk4YK8LenN+BQdbyD+W0NoOql84BURMUH3Sry8dJukbAL2nxJi/IgdP1ZdzyeTk5T8IA5d04KM6G39gqITLOtLaKiA+rjkjXUeGzo9hmdXk/vfh9ErK5DZHKKrnfrk1hdwZMQwGr70Gcy6WsJW0O/iQB3seASKJZ9UzidngxAa8bCkKqFj6gLf97Ftm2w2h+s4gMQaqINtWhamFSJfYmsdbFMQC4tdloYK6kxDqb+f3N8fwGtbj77NB4MkcLW3mlqo+/jRxOqHLmvluD4F2yM/oIQjlk4k9NZ1sHPFLfWtg0R+jh+4jm4R5b6UZAs+mQKUXImpB14GSEHRFRgDAwKWEWSrb+/26OwLQkUaanTqK8EtZHFy6XKsq2aFMKMVGNH4e1rH1PUkJTfwBNhVLfJ3gu9LCiWXwkA9atPQiYR1Inu4HvVQ280PZBP3PB/T1ImG9nwdbM+2afvjQ/T968Wt03yJXllBbPY0vHgSo2UYiZYGohHjPd/v9xopJc665UGpLn+7AQwhMFunYY2bssdDGj4oZArBcyZkQiz84T2Pin9vyu9rI/Coe7+eOSrJmeLtopKc7QJN07juuuu45JJL+Pa3v006nWbSpEnccsstTJgwgY0bN3L44Ydz4YUXcuyxxyKE4KqrruL888/n5JNPJhQK8dGPfpQf/ehH76ofhh58uEajOi+9msd1fepqQug6hCyddNqlMmnR1Vvg5dfT1FSZTJ2YoKEuSm8Wcvkgo9FLr/TR3mnTOjZOJKzTn3JYtTbLmm4LM2QSjoXwSjbL19l09foMbw7j+vDy0gJ1tSGmTIiwai04nkuqz+X3z/VRU2lg6T6xqOC113McNb+WTb0aTXWCCY0uy1ZmSed8NvdICkVJKLTVwmLq0J3yKZYEm9tLVFcYVFVp9Gd8KixJ0Zb0pT2ikaC+d6YAtZUafRlJ0fbozugUvQocVxKydNrTOiHDZUOnT1VSJ1eUJGIgNUGx5NPWK0AKaisE3Smf7lQg4vozgbg3NZ9wWEczDDa0u1SMbwLyICqIhAWuEeGV3jBTKyTFVA7byRLxi3R0lUi1d6NpwUhqw4zplByTXNpnSYdFTJNE3AxWvpvxVTn89c+ijRyDNXk6XtdG7ILGRruevqKBMAy60pKGKkF7r8frr2fpS/uETcpJ3qR0MDVJS73B/SttelI+CMnGNgdXChxPMKLRZGyTTjyikYhrxCOC8S2h8svIyaWxi70DhU81ilYCKTQs4aN5BbqdCjZs8nA8ie8HsfH/Wgqzx2v0pn1SeQ9Dh6ZqQU3MAWlREdXoTmvkSga6FgxwbGtQrYzB8FqL6gqdrt4geVlDtU5DzdC3uaFrVG1TujBvS97cGCTlMga+cXWgNxsI2Z4UWKZOZ/V4Gj4VQb7+Cv0r1yFLklIUws31VB19JLQMJx+NkBjoWzQkBmqMB0RC+k5dfDVNIxKJEA6H8X0fKQfizzWtfGyTkeC3u2iaoCIKRKuoOvZT5FesIPPqYpyuIJjcqq2lZtq+RMa3YiYS5eVcLxDGlhG4i5uGhmloJGNvz1IYCwti2zz7t19aE4JkVCc5hLd3xXZ/L1lT4sUlW4O2xUqYMznEhJGVmJEE/kDSM82wBrnEv1cYuihfK3saTRPEwiax8PtrmdU0QTxiEn8Ld/F3ix4KMewzHyU6qoWefz5Pcd3mYKAom0W0t1N/0HCSk4a/L+fx/UAIgTVqAnpVHW7HJvyedpASraoOo6EFrar2Qz2A8FYkIv+++6b492H797VCoXhn7PUUG9XV1fz3f//3kPNaWlpYtmzZoGk1NTVcccUVe7QPui44eP9aNAJh2dldKseA+lJSLPo0NQQZuRtqQwgBff0l+rMwdmQsKDXkgWVq+FKybFWW+lqLqZMqqKmy6Mxp9KQcKuJh2js1Gup0Xl9VoqVpIBY0pLF8TYEJzdBYa9KVknT1+UyfUkljtWDNusAytWx9iZKXZv6BEZKWxyubc0G2bW9L+SaJ5fu4niBbhJH1Gis2+whkEJud0JCepC4p6e51qInpFCsFJS9IHpWMge/AvuN0HFfSkRFs6vNxXEk04rFfq87LKyQVMW3ApVaga1D0IRoOPP9SeRjVoOE6HpGQhiCwWldVGHh+UM9XSkFFtYXrOri+wI/WYJs6qYwkFBGkbR/b1nAcn0RFmEhEp7PbJmTpVFVaePkeKuLDaM+Djo/tGyRjIRKVtViWxN9nFqm8TTzvYGg+9rqVjBipo5sNrOgOkjDlCoH6s4wgkth2JNEQFEsMZJAO5peT0EhBPG6wscvH8ySmIdGkR1/KIxoy6ckalBwIbTEUD3xLuSLEhmySTT2BBd/xYHhDgnVdHr7vY2gQsSSaJnFKsLpdMmusG5TKAnzp48vA6msaGvVJP8jiXNIGiWtTg9pEINaaag2aat/+rd2XC8T1ULT3Q2VC0J0KSo61R1ow9m+hcsY8yGeJ1IbIxOtYmTVJdAui4eDabq6WNFW9/VFwIcSQsdbvFiOeIDljJvHJU3CzWUBixBNo2+SB8KVkY6fPys0+mXyQuGtsk8aIBm2XlvL3mv6Mx+Llg5M8SgkvLbVpqgtyKbwXx0zx3qGHQlQfOIuK2VOxN3Xg2Q56NEykpfHfRlhvj15RjV5RDUzd211RKBQKheI9Ya8L7A8Km9sLTJ9SwagRMZavzmEXAqVRV2NhmYKZUytYt6mdJ5/rQRMwb79qXAS6CDJ9O4bFjGmVrNuUZ0RzlHhM55kXeunsKpErCebPq+We+zciEGSKkgX715KIaiTDkuY6jcakZNUGm43dQTbpcEhjU5ekvRemjIzw+D9T2I7O5rY8r77eg0QjZwtaGsOsXFcgbnp0axolRxKNaNglj7bOEpNGhPER9KYk+aIkHnJZu8Fl/WaHaFhjv0kWvUVByRWMaxJ4JQPDFKztgmRcsqkjyBTue4KNPZLWJnh9vaDoBRluTVOQzUqKDjRUSjQhsXSfZMQlHg4MuCOaQ/hSCxJIeUEirp5+jzUbPaaNEIToIlRRgaZHyOYFOUsjFArhewXSeUE8EqKmzsT1oOBCzE4xPCmINo6lbWme+qRgmNFLnegl15kimtQIm1tccgNB5LWvoWJ4NSFNIxHT6EkHAyszJkZ48sVMOSxQSsmY4RH0gSzFY5pN2nsCd8aQpZGICfB9BII1bUHN7c3dNsMbXJprQtRVBll+XWnhI9iYTbChayBDuw92CbrTgqJvEdI8UjlJPBJkwA4PeBEUHRPLcPEH3CiFCMqCdaVsiiWPkC4JRw1caZAu6FTFoL7y3bsdZndR6tmTUF8ZCOwtuB6sLFZTW1WNkdRZ3x1ML5QkDVVBZvMNPYE7dE1iJyveS2iWhVU9tCv4pi6fF5ZvHWlI5+HllcHfo4ftPQHbn/WHzPLquJDK+CSiSlx/WNEti+jo4Xu7GwqFQqFQKPYASmAPYJqCoh3U3Dzu6Gb6U4GlqKffIZN3iUQsNCEY3hRG0zRWrcszf14tff02k1rjxGIhCjmDL58wCsf1efLZHpoaw3T1lIhGTRa/2kPY0uju90nlJK++2c9Hh4WZMMoiYrq89Ho/saoK2rryZbFnWUFB5LFNUSIRnaILjuMjfcnY0WGeXpxlY4dk3r5xCnmb4XVR8o5ObbXB2vU5NKAyCtL3iFkGqzaX6Et5VCQNLCvI3LyxyycS8wmbWlBz2RO09wTZxxMRaG4wKdqBOG/v8TBqBWPq4bUNMHGkji8EthPEXPu+QzKiowufvu4CEc1g1vgYK9oEPekg2VQkBM11Gpk8mKbB+h7JxMYwTrGE64UwDJ2sYxCuqEUvbgQk2YIkFoK8DdUJEdQCzhd56rVu1rRLpsx0yCxZihvSGDcmDlog/g0dohFBXZVGKlui2sjgeyb5gqQ2qeF5sLbLZNzoOGs25ImHYdo+YVqaIhgDwnxUk0HJtXh1RYliKYg9b6wyaesbqNU6oMPWtXv0pnz68hITh2VrHKaOrGR1uxxwoQ2OtwQ0ISnYEjMeZO3WBORLQemxkCnoyUKxpDGqToB0MXRBb8YuZ6o29GC6EC4ThoVIRPeMK+uu8kYF7uYa3Smfzv5gmutJYmGoTgp6s4PbZ/JBhnSA7swHT2DvDM+XrNw8tBl/+SaflloNITxcN0i+pes6pvn+uDCHraEHUIRgjyXfUigUCoVCoVC8O5TAHsBxJL29Di+8kmLpqgyGodHUGGLCmDhOyWfxGxksS6OjywbAdSWvLUkxfWo1lqHhOR5LVxf5x5NdzJySZO2mAiCoSBhEIzqb2kpMmVzFio1BzdramhDPv5qltsrEc2DJyiz7z6siGhGYho5laVhmUEGzs8elssKi5DqMHp5k9QabUcOjTBgTYfUGhyVri1QndVqiRaZMSFBwfNycxJAOf7qvjQmjIrTuU0M+7yGlpKPLJhY1iEQN0hmPWfvA6g6fzX06+zRrdOYEpZKkNwO1SYOOHhtDF+SLPn1pgeZ5zN83wqY+QTYtScY0QoYLCLp7S4T8Iv39RfpTGvtFDcY0RamvCqzDUko6+sHzBXVJk3zaoUgEkxLCc/F9HU0zWGk3Myqeg0wvIVMQCQsioUCYWtEIneExvLwixfgRFrGEASNGomW7g0RqAzpE1yCTh5AlMDSfvp48YaMSTdMwNHh1lY+U0C8smodbWIaktlYnZAT1wNv6JL1ZkIbF3H0NQoakq0/y0NNFSq4c5KIdtSCb90mXgozblqnRkYlQdD0MzyVsBRbs4FrzSMYt8nbgSp0rbXVFb6mR5G0fz4eNvYKxdRr9uRKmsZ2AEgINyBUc4hFjj8QuVsagY5tk1LYT/CTQVAnxEMydaNCTDs4DEpZu8HC9ICnatpScwH1ZiGBgxJfyQ5GJtORAdidlpXMFSX+mAN7gAtDhcJhoNPqeu2fXVuo01eps7h5sxh7eYFBTpQS2QqFQKBQKxQcBJbAJYpibG8O89HoK1/cZ0RLFcyX4gtqaEBKIhgWuJzFMHdMQSClpHZugL+PirLHZZ0IloZDOrCkV1FaZ1FRaeL4kEtIJR3Rqay02bC4NJGyCaNTEdjXauhyKBY8FB9ZhWh6tzVBTqeF7Pps7HaqqLCaMjdHZBTOmG/zz6R66el26+hzqazUOmZNg+boSliGoqTHY3F0gFoLFL7djGYJU2mXNhjyjRsXRNA3Pl1hmkI22q9ejvkpjQ7uDboZJZaEn7aOhIbSg7m66IEnGdLJ5D9cDXZMsXetSW+PSlwmyV8fCIPAplSRVEY+XX8thGRK7BP05COHTlwWJoGgHqlTXIGXrjG4w8bHR8dHwqU4I2voEbdkwaWMi4+r7SNjtaHoBH51stAEvVsPKTYJpkyS5ouDR1220gsnwYaOoS7hY+Y4gOVdG4nlBKbKObhcR1YPSSZpg8RoPXRN4vkAQuLi39UCp5HHYLJPVHQKxjWbJFjVCBjTV+MSjgq5tXKVDRmCZ1w2Bk5M4SKoTGtkCZEoWEdMgbICBxHUE3XmDmqQYsFyDdAMr9rAaQTLqkxlw1S6UwPaCc2XsJPbXdiW24++yTvPuUhGD5mrY1BuUdksPZDyPhYK+vLYeJo2AxurgwOSLktfX+ZQcSdgUZLfRfZa5Td3w0IenzIc1UJO4L7P9HElId5Feke33pFgsIqUkkUi8p0maDF0wZ2qIJasd1ra5CGBMs8HE0daH5vgqFAqFQvHvTk9PDxdddBH//Oc/sW2b2bNn84Mf/GDIEsSKf0+UwCawtFVUGKQzDoWCRyrj4rqBtTWX96ivMamtjtKb8tjYXiKd9Rg1PEp3v8/MqXE6O3O0d5ZwHI83l6VJJgxqayw2bMrT0hQhkQix3/RK7ry/C12HioROZUWInrQk21tkeGOIbN5h8XMdhEIWy5b1sbGtSH1dhLwNEdNj6qQKXlrqUlsTJl+ULFudZ/qUOnJFjykTIhRLPoWSxPUCi+hHDqnlkSe6iUc0YhFBfZVOR1rgb0k7JiESkkwdZ+K4El3zaakRZPNBreJ0Mai5m7Oh3w5KVJkGmFpQozdf9KmLaZiWIGxBY6UglXJ49Kl+NE2CMJCaRsnTsCQYhiBfCBJkIQILtu9DTZVFsQhRq0AoarCmVyeVFySjkLdNXuuvZ/ywejbZLht6oCcjmDJKY9RwSXdPiHVteYbVGFQYGumcx+KNYQ4eHiPdm8UbsBhLID56HJu0BrrbJdVVguY6naYayZo2D8+DdMYDKSm6OgVHsKFHEjIDt2nTCI6FDeQdjUNnmjz8nB0kItMCl++mOh3D3Lb0k6Av7VCX1FndJtBNA0MXpGwfKQVSQl3CJxbVKLgCywhEbEdqwINBlwghEdqA++8uBNSWSnuOK+nsdSmWIBnTqK3U3pbg04QgGfbJRyS+F1isw6ag6AhSA0bb9j4YVR/8PxoWjG/WeHOdT0PN4Bju+DYZc+s+oO7h/engPq+sMMolpnRNMHaYxguZwW7ivi8Z1exTdAx6s1ZQpz4iqYw6COFh2za6EaYrpZMpQsSC+ipBMrpnLcvJqM7cKTr7jg/6Fw4py7VCoVAoFB8kvv71r6NpGjfccAPRaJTLL7+chQsX8vDDDxOJvI0yKIoPLUpgEyS7cl2orgyxfFWWqgqTXMFDEzC8OYLjejzzYi+z9q1mREuUeMJCALmcS8ku4TiSRFRwz/O9GJYeZBS3dA6cU8u4MQk29xu8uVHnhE8Pp1B00U2TXFFSLBWYMy1GT5/Dsy/1Bx/xww2eWFUEJIbuk4wZPPJkH5Nak8TCkknTE0jPw3V98rZB0YFcphS4PRuC2kqNkCmoiIc5dL6F5zjEIjrhiMmEkRpr2zxSGY9ETGN0o8ZTL6coliTVVSbTJ0ZZ026wvkvD0AUlVzK8DpJRAVJjWBW89GaRgg2FkobhS15Z6TCyATrabEY0BKWeTMOgOyswdUnICKyCCQ0MTZC3AyETDQXZs9dsculLS/ZtNqmW64mGJ+L2S6QDRRsaKiTdKVjVFixn6EEZnd6MxPYNRo6MEzF9qkwwSjlSaYcuJ4nhbw0K1uta2JgbxvJ2n6gl6E95OGjYDtQmBUvWBXWNTVNneL1GWyoQu/kBwVgRg0zep65CoycDU4abHLofrN7oUnQkTbUGtdU6uQHrvBCBIEvnJJmCzYj6ENkSpPOSeFjQUAX4koINLfXQ0Sa26mchcLxANFfGBImQT9oT6LqGlBq+L9E0H3/AP10MXL+ZnMfTr9u0d29NjDZxtMn01tBu1yfu7vd5dolHV1qSLgTrrogJxjbrbEmLvrkHRtbJsnAf2xS422/q9mmq0ujNBddLNBzsU0s1VMUHb0dKScnxKTrBfui6IGxpWO9VvaftKNg+L72e5Y0VBVxP0lBrcuCsBI21QSbxlnoNCazc5JMtBNfqqAbAFzy1BHx/q/huqrHYp6WE77ls6LR5c8PWelwhE+ZOhNqKPS+ClbBWKBQKhWLn+L5k+XqHVNanIq7ROsJEex8qgfT19dHS0sLXv/51xo8fD8Dpp5/Opz/9aVasWMG0adPe8z4o9j5KYBOIkVzeo77WYsaUSv75bDeRsMGMqZU8+Eg7Rx3awAGzaulJ25QcySOPtlFfH2bU8CiPPdnLslU5Tv3CSBpqTVauKeBLaO922NxRYnhLnFRe0Jf1eeI1mDg6xBsrXGZP0JnWGuLFV3NUV2jYJR9DF2RzHiXHRxMCz5X0Zd0gOVpvic1tNl3tHh3dNsOaktxyTx8HTI/R0mDi46EhqYxqeC68/HqWletd+jMeX/hEDW29PouXlyjaPpUJnWHV8PC/+oiENRJRjULB4/7H0syZUcn6Xg1TDxJY5YswpkFQKro8+7pHsaQxZ7KFYQrWd0iaagVuyaU7LQmHYPaUOE8utpEyyB49qkHQY0tSaYnnSRKRQNimcz4RXdLe6xHXbRavEcycMBzpOrQ2mmiahu1INnRK0oXAndqT0FAlKPlBbWKJIBnTqIwb2LaO64OXz+F4kqgBJRf0cIj+cDOFfAiBg+tJ+jMeLU0mPWmIRjUEAo9AuDfVaLRlACkHCowF7tLxMGSLkpAlEEIwuskkFNYRbE10FgkLKhMSISXtnS59GYnnS8YNl1QnZTkmuakamut0hID13UEyue0zeLu+COo9RzU6+y1Wt0tSOUllXKO2Uqcm4aPjEosYWIbOayuKZXFN0H3eXO1QV6kzcthbJ+HyfMmS9R62u3WaBPpzknTOx7J0fBmcgy37AUF96HEtOiMbgvPqEwxOIIJjFgsNfplJKcnkHdJ5F2+bIHYhoCZhEXuPaw8DLF9dYPHSfPnvjm6HR59Jc+yR1YQsDU0IRjboNNVolJyBsm55m0de8vG3y3+2ucenrtLCkA6l7ebZDixd7zFvstir5b0UCoVCofi/xItLbH73tyx923ijVSU0Pn9UnFkT39tC31VVVVx66aXlv7u7u7nppptobGxULuL/h1ACmyAbcnd3kfraEKvXZpk5tYpC0eOFV3qprw3R1++wcm0fXd0l6mosPnFkI/c8uJkXF/cxeZ8kc2dU0dtXoqHWIp120HUNzw8SpxWKHnbBoSpukS6AqcOBU3SWrshQV6WRLfoMazCYsk+SJcvTFEuSyqRJJucSChlEPRg3Koxl6sSiOl3dDtGIIBzWMXWf15YX6MvFiEWCmtPPvZbHL+RYujLLtIlJDptXy6oOKOR9EIKaKoNhVZL1mwu0dzuYpqAqqVNbbWEaoEmXmoSB5wd1oS3NI2cbmKbGhJEapqXTnQsyjo+sl0R0l/99MkskJDF1k8PnhMEKUypJRjZolHyXEXU6pqGzrt0jW5BBfeQqWLqqyIThGhvaBN19EqkLVq7t46DZCZqbYiRiGtUVQQbyjh5JYy3EIkEJLsMQRC0L35eUbMnLy31cN0FdRRQ97tCrhamsNElp1axLhSg4kvpaC1PzaKoWhEyHxgofTRM0V2n0ZTQ0XbCqTdJQG4jqLRgamLqg5EgSocCd2zIEtcnBsdgaMLpRRxeBK29zYzAQ0NEHTn5rO9uGsc2BEO3PBy7UlsFAnHoQn16bDCynazp8HntV4rgSiaQrJVnXAdPG6gyvM6mIGjiuZM3mbZTxNnT0erslsLMFSVcKQA7s75Z7A9p6fVpHaBRsQUMFQ44Am6ZgSzLtZHTobXi+JJMv0Zd18DyJZWqYugj2TUJPuoRhaOVs6e8VS1bvmMWsL+XS1evQ0rj1xWsaopx8LlMIBnyGoqsfqsIC39jxcdrZHxzbipgS2AqFQqFQvNe8uMTmmj+md5jel/G55o9pTv9M8j0X2Vv4f//v//GHP/wBy7K49tpriUZ38oGk+LdDCWyC0ldjRsbJFl1MS2fJijSu51NfGyYe08lkHTq7bBwniMn+3T0bqa4yCYd01q7Pc+CcaurrwpQcGNUSpbPHJhQyqKsLs6G9RKYoaO/JUVkRxnVgxWabJasKxKcEydQ6ezxamuKYpkYx5/DFz4xg9fo8mzpsZu4bo3VckkweqhIO3T0Cb+BD3/HA8AV9WUmmIBC+SzrlYOGRL/i0dRSYMElQX2OywZbYrs+wqMYzr6QY22wwEA5NNu+RjAfWOSEkuu4RC0Ox6CAk6EISjxm8sU7DMoOEXL6U5IqSdNEhFhZ09Di4ro+UcWygqlLiCJesLejJ2FTHDUbXa+QLku6+Ei+/7tA60iSbcelO+ZQwyduSSEij4Jps6AZjwFos0Jg+wacv46MLn86Uj+MGQrAvI3E9yb7jLZauLTFudIw3+wUdfZU0e4KqeJBt23ElsXgg7NM5m3yQDB4hQPN9apMGyzebaLqG40DIFJScIOFVoQR9ucDF3fGgKw31FYKahE4iLMnZQby+YQj6soJNqSD52Ob+oETXsEroTfk4AxpYC6qglZNl5UoD1v568GUg1ItucC5eWx1kOtd1MRC7HcTZ96SgvsLAMDRcT6LvxGN4Z9O3RxC4U/XloGCD7QaW6ng4cMtnwCNh2NClo98S1/PpzZToS5dwB8zAtuMhgMqEFeQ8AAq2954LbNMYWuzuyspsGDqa0PDljiW8dC0ICdnYv2O/NbHL8HmFQqFQKBR7CN+X/O5v2V22+f3/ZpkxwXpf3MVPPvlkPve5z/G73/2ORYsWcccddzB58uT3fLuKvY8K5CPIIv7KmyneXJoZ+NsnHNLo7C7S3lUkEQ/EtKYLCgWP3n6HhvoI+aJHR5fNsy/24Tg+hqXR0etQVxtkHn/5zSzJijCO44OU6LokbEJHV4mwFVhBqyp08kWfl5Y5xBMRZsys58k3YGM6SqK2mnW9IdZ0wBtrPSqqItRVCkqujylc4hGor7Xw/UAIptIOwxsNMhmXhlqLluY4lqWxvhtqqw10QyCET8GWeAjiEYGhg13yKRRdohFBJKJTKvmkcz6GoSElVMZ8aqJFwlZgzTX0IAmW4wt06dLTk0fHo6VOZ9VGGyksImGDbM5DA+IhjUzBJWQ4NNdCMm4yY3IUPWTSXQxhS5OSC3bBYfiIOJt6fIq2jyYCS2rgUh6I1b6cRzrrkS/6ZAs+lYnAZdrTYN6+YdJFgaELGqoEng+N1YKR9YEbdk3MJ50vIdnq5lwZ06hI6AhdMnsfaK7V6M9BdVQyqm5LiSmorwhij1e1+byw0mdDl8/6bklPJkgEVp3QyduCtv5g3ZYhiIQCC/DGHqjeJg53ZKOGpgXzkwO5LlwfcnYg5nMl8PwgoVxnamustSYCEahrgVU/ZwdZ37MFybiWHa3UQkBj7e6J1UgIIhGt7N4dMgJhnS3CyHqdxirBjDGQiLyzF1Ku4JIvDnYLhwE39OzWMmQld+ga1HuSSeN2TDDS0mhRV7NzS39NUqMyaSLEjo/MxmpBLJEgU9jx2AyrEe/4mCkUCoVCodh9lq93BrmFD0Vv2mf5emeXbfYU48aNY8qUKfz0pz+lpaWF22677X3ZrmLvoyzYBIJow6YCI1sivLA4zcc+0kh/ysEwBCOaIixdnqaz26ahPsTsfStxXUk4YvDxwxt49F9dNNaHefHVfmbsW82USTXoskTIcjjkwAZeWha4YTfWmczbN8KbK9JMHR+mUJL0ZXwmj4tSKEmef8Omoc7iycVF+nOBlbI/G7hTa7pD60iLrpSkpdGiMllFf87nYwcneWONi+M4ZLMwY2KYpUv76c0ELreaBr6mI4Gcq7Hv+BDZTGC6XbmuxAGzEmxqL9Hd5zC80WK/fROs7BBl06pEY3wTaLKI6/mMaQyzsk1H+JJ4VJCISNZ3QmWFSX0F5FNpBBHqEy6uB9GQwbK1Lv1Zj/oqnQkjDVIFh8ZaiyXrfBxPo+QF5YcmDdcoFALXbE9KEGCXJKmiR22VRn/Op6FSkCvILZ1DArYTxErruiBTgKItiYQEugaVccGYRoHtCTZ2SUKmxB54pmoahK1AhMsBE2O26BGLmrRosK5d0lAlSYQFlVHoyfikcoKwGbhz/2sJhC2faEjDMqC1KaiZvS1V8aC0m+NCwQmykddXCobXByJNE4LmakmujXLG8y1UxyAeFlgm2KUdr1ldg/6sz6ZOSbEEI+s1xjabrGlz8P3AAj99gkVT7e7d4v15QVVCUB0X9GaD42/oMKpBIxoWjKzbueX3rfB8SbYQlJUSIrjftkVKysJbfx/MveNHRXA9yatLC5RKPqNaQsyYFNtlMjjLFMwcb/L8siCDvu/7CAGtLQYjh+l4vsawGo+2nq07VxGDfUa8vUzuCoVCoVAo3hmp7O4N0u9uu3dCT08PTz/9NB/72MfQ9cDIoWkaY8eOpbOz8z3bruKDhRLYQKnk89Kr/ew7Ocl+06t5+LEO8nkPiWTGlEomjIvz5At9zJxayeI306xak6Noe0SjBh87vBHXkzz8r36SVSXQDbx8gdHDY/zj0c00NESwLI3aqEEkFOaAGZWs2VTi5ecz9Gc9lq4p8sVj6lmwfxQNj96MPUhsaRqUShLL0uhJS0Y2JHhtQ55NnR4Zx2VUk0FzrUbMdKmtMcj0mRQKJQpFH0P4mEZgLU3nQRcGTY0a+093WbfJZtl6j2RYMHp4lANnRuhI2YwfZuJjUHKCUlkhcvRkgkzPlTGIhQPRbxk+DUkoVBnsMzLOs09voKk+TCis0ZOChgqfxcsd7FIg9jt7Pbr7PfabbJEpOEweqWOaOu3dEks3yRQkyZowmqYTMUHTBelCIJ6tASu2LwORp2tQcoKkaSCxLB1NE3hesK1iSVJ0JC31gjc2elTENCaPFBTsQIyGLYGmCWw3SNpl6VtEno9lSJJVGvUD8dWFkqQrDYggK3YiCis2B0Lb1APXc00I3lhPkB18GyxTMKxaUChJwgbsO1KnKiHKQs5xg/7UxKE3C5kiRC0YVhW4lZuGxj4tGotXD34RuB7UVATJuAoDmcvXdkBLrcHHDzSxS5JkTCMW2X0HFbsEOVtjVJNghB8MClgmSClIFQQll3I88tvF94NkbwiBoWuUXG/HNgOq+/3Ijm3ogqmtMfYZHQkS4oV3z8pfX6Vx6AyT7gF3/8qYoCopyjWoZ0/Q6U4FoRNhC+oqNCxTiWuFQqFQKN4PKuK79w2xu+3eCZ2dnZx55pnU1NQwb948ABzH4c033+Swww57z7ar+GChBDYgNAiHdTxXMqolhm37uJ6kImHw1PM9NDdGOO4Tw0DAqrV5NE0Qixl4rmTVmgzVVWHqqnXGjgizYWOWjCvp6LaxQhqJmEYiZiJ0jWVrbDpSHh3dLuPHxrGLDsvWFAmHNRavKLHveJNYWJDJyyAWdyBW17I0EBpSwOLVDuNGxelNZcgVPHzfIBYz6eiG19bZ6HqUmTPj6NJDagaRMMQd6M8GGZ7zWYe45TG6XhKJ6oRCFr4wkJqBECVyRRdN8/F88H2NouMRC2v4EnpykkLRBwlNzYJ8oYSnGbSlJPMPaSGb80mnPbryHm0dLsXiVsukBIQHvSmJYQKaRr4I0YhBZ1ZS8nxinsD1NHJOYJFt7/coOoElMChdFWQGh0C8FvwBSz2SkKHhECSsk55kzDANdJ+CIyj0+1TGNCIGJKKCVH4g+lwEluOSGyQUCxkaHoJCCaaOCLaRK4FTDPbBMiCT31ouTBLEWm8RUfYQHkeaBrGwoCoOdZVbxVbRkSzfGLiDb+4LLNJhM3DBb+8PYp+r4zB5ZOC2vXJzECNv6IGLeTRMcC62YVO3ZGyzxrDddAvfltCAd3ShtDU6vDiwPxErGIR4p2haMKDh+RJDF7ieKAvqchshCFkaEev9eySZplZOzLa7REOCEfVDHwxDFzRWK0GtUCgUCsXeoHWESVVC26WbeHUyKNn1XrHPPvtw0EEHcf7553PBBReQTCa57rrrSKfTLFy48D3bruKDhRLYBAKgqtKgoT7M/9y5jk3tNoYh0DQ4Yn493X0l9p2U5PVlGQpFDyEgGTfI2R4bNhepqLAY2WRh4LJydYbxY+MYuqC6ymLZyizZgiRvCySCIxfUs7YES9aWGNtiUVfjYwqJZcILS2wOnhHmuTdLlBxJvuBjWYJhdQad/ZJxzRr/Wgy5kuSogyvY1OPTNEzn5SVFLFNHeiV60y69fYJ99wkjHYek5dPhG1TGIa7bPPKPTRSKPlP3SaK5GtU1IQwjEFW6JsoZ0IWAqOWRsyGTcxndFKMnJxlVC5rwyWZcLM3FdiPkC5L+rGTZqgJ1DTGEAbbts2pjYGEPhFUwaFByoLrSZNlGwYQWjZ68JJuXaJqGaYCOxENnVYekuUZQKvpksj6NNTp2SRIyA6utIyFsaTiuTzgkKBY8RtbrDKvWcDxJyZO43laxky/6xONBKamQqeH6g12V8zZUJww6M4GF3POhLgkr2ra2MXTIFQcGPYxAYEsfGIjnNjWwd/JMr92uFnR7H5S8QFxDsL2cHfzqkkH5rmQksEQfNBnGNwuyBQhZgkxO0t7rk9uutJdk6wDE26UyFmT/Tud3nDe8NsgS/k7RNUE8YpDKOWiaIGzpuJ5PyQ08EDQhSEQM4pH3p0alQqFQKBSKfz80TfD5o+JDZhHfwglHxt/Tbw0hBL/61a/45S9/ybe//W0ymQz77bcft99+O01NTe/ZdhUfLJTABqQvOWC/Gtasz4EQWGYQOyslrF2f5+iPNLBhU1DGCySGruG4EtMUTJ2YpKrS4qXX04weEefoI4axfFUWy9SpTJqs21BA1wcyPevwxtJ+6hqq6e6XLF9fYsGsKM+9WWLCSANfaqzdUGR8k0ZfVhAJGzQ3huhOBwJc+j7JmIZm6ORsQaY7xaqCQXunT21NiFjMxC7ZaLpg7cYS86ZapDMOzVUGazqhkMmRy/vM26+axasldskntr5APBlm/ykGDTVh0nkXA6hNCAr5PEUnsGT3ZA2Wry2UH0pNtRr5go8sFampCJHOuiAglXGZ0gprS4Hg6+z1kQRJonxACI3HXpYkYoJEVNCWFiRiApBEQhAKCVL5wK3YKTg89kwKJOw3OUxtQ4TquE7PQMxuyBTEIhq6gPHNOrGIpCMdZODeFkNIXltWoqlOp6rCIJt3AqvzNrGxsbBB0Qksk9FQ4A4dMgXTRkpeWR1Ymm0HqmISQdBfAF3fupqaZJCsrHOb57oQ0FINVdsIbF9KNvcE1u2hsN3AepyzoSIaZBCvrxAMqw6spG+u83YQ1xAMAMTDO740SgNlsELbiGRfSkpO0H9TF5iGYNJwyfLN0Bvk+kPXYEQdNNcM3c+3QzxsYJc8ik5QGs3SdEwj6Fd10qIiZr37jSgUCoVCofg/zayJIU7/THKHOtjVSY0Tjnzv62ADJBIJzjvvPM4777z3fFuKDyZKYBOMeL22NMXI5hi+D8mESW9/acAlV1CZNHj+VZuqCpMvHDuCfz7TTU9vielTKolEDe7/RzfJuM7aDXnau2zGjIiRL3rYpSBrspQC35f4viSX9xlTodOdcnFKgWtud8qn1YenX+ynL+3hy2C7zfUWDVUaXb3Q3ecxfYJFIq7Tn5OkUzavvplm30kV9KdcSiWPsSNjRMIaqbSLZ0AkHGV1m88+4zzq4tCX9ZkyPsqS9UHMbcgMBGAkJFi6zqOu0qQ6qRM2HNo68rgeDG+I0tUPHd0eY5t11rT5xKMaliyRdwWp3jzDk0XSdppRFTp9tsPa9QJhmCSiAtcNylflilBTqSPRGdciQMLado+ILqiKami6Rjw64Gpd8kinXQq+j2UEfX3qlQIHzhDEhscYWachCTJ1J6OCZEQQCQk6Uj6BI/xWDF2yZl1QCqyu2mDFZsHohhC65qHrEiE0dN0gldfLyc4aKijH1TZVC6T0SQ+4hpsGvLY+SEIHEBpI/BUNBZbnsBXUsM7ZQYr+eDhwEd8WKYPY752xxbLuerC5x2ddp6S9VyIEjGkUNNXAuvYg4/i2tLZoJKJbt5UtSjb1QFsfIKEuKWmpDcT7xm5IFwLX7+ZaSVN1kCF8xmhJOh9sOxLase/vFMPQqKkIUbA9cgPZxMOmQTSsE343/ucKhULxf5h0xkEfCFtTKBQBsyaGmDHBYvl6h1TWpyIeuIUrLznF+4V6IhMkm+rsKrFgXh2P/KsT6UN1pYUQsM/4BC+8mmbOzBqefr6HjaUin/xoI9UVJg8+2sVDj/ZgGIIxI6LoepDA6oVXeqlIGhwwu4b1Gwv0D2QrlBLGjoqzqdOjsdakKqmTjGvUV0FvxkMKjZqqwDIM0N7j0p/LEa+MEgkLiraP42qEdUmpUELXJJYpy6W2cgWPEc0x7DqPkcNMWkdbeMIll8rj5SGeCJEtSLJtQRKmYkmSTBp09Qd+zus7dNZ3+EweHcIyBCOqbfxsHzXCpbYGIrEw+46Ks3StQzpdpL4ySmVI8PLTq8mkbPxQnGRjLQ1xg+XrXMY0mzTW6vRnfEY0GuRKwfHp6Byw/uYCN+lEzGP6OB3H3ypiM1kfLeSTzv9/9v47yrL0Kuy/v89z4s2hcuiuzjnOdE/SjCZIYpCQbAR6kQEZIcuWQQRh7CXJYC/A1iIssrBAlsAIsPUzsJBlQGAESiNpcu7u6RyrunK4OZz0vH+c7uquqeqe6VAdRs9nrVnTde6pe07de+vW3WfvZ2/wPEAIntnfpr8/ydHheL/7t0s6Lxp/5Z5rgHYxqQQjk3FK2/cjBCbHxgSWYdLbIYkwaJwLVDtz0JWJm46dJ4SgK28Qqjhr7IeweSAex1VrgkJRTMPqnjjIh3j0VnbxJKh5hhR05xSV5tK322a8FrvaUBw4FXF87MJFgzOTsGlQctcmyegMjM1EJNx4zfpA14UfvuUp9p2Oz/G80bl4ZFguFXdrhziQPjoal8hvHlRIKci/qpz9ejENSSYpySSv39qnSClqTYgiSDnXVsquaZp2u6jWfJ58bpYDh6oYBuzZVeDOnQVsS09f1TSIk2ebVunqOO3m0AE28RzsmTkPwxD88Pev4PGnZmn7EXfsyHPkRJV1qzIcOlJh/+E62ZTky1+bxDQE//wdg3R1p5ECtqxz+dq3pth/qEImbdKe9vjSl8f4F983yAsHqnQ1FMViEiyHtBmXjPd0GJw4G7J5XYqZkk+5DqZUWEY887jejMhnDRxbsqLHYKqskEY8W/fAvgq+H3F6uMHO9RlePOIRRtD2I7qLJtvXOYyXYLqqaLVMSiWfjqxi6/oUZ2batD1Fd4dJJE2UirOjlVrI1iEYGW+zouBRER6045FbpgFJt01a1dgzlGKmIpiuNDnTEqzfsYp2y6fhS3LFFLYNg92SzryMRxqpuLw6k4ADpyNmKorOnKAzJ+bnP89VFNlM3CncMATFDJw42YrXO1vx2mLThJlKXFreWxQUswuDqbQrSNpxd3DPP5cGPlcJbggYmwpYt8rk+LhCAMkEdOTi+88mYE0PJO34Piv1kFOjAVOlkGxKsrLXpKNL0vYVpUqEHQVkbUHalaQcwUQpPlAx/fqysX0FKDUgn4z/f17CjisL+gowMqkWBNfnHTkbsX7AYPua+L+lTFcWBtcQX+CZrl6oXLh4DfroDAwU4+D7dlFuKI6Pwcy5kvaEDWt6FX0F9GgsTdPe0F7cX+aFfeX4Cx+++eQMmbTJtk25m3timqZpmg6wIR79FEUwNePhOIJc3kRKwd9+eYxUyuBtD/bwD1+bpKtgMDndxnUl2bTFweMNXjnhxeOhkFSqAQlHggI/iLAtg5Onm7QaAasHk+TzFm7SYmy8xaqVCdoRbFqb4Oi4oCNtsLLH4KVDcbQlZTwGaPNqi95uGCsbrB2AlBNSqgsyKQtoU6r4vHxgjr078wwOONRqPtvWOBwcVtRbEWdGA86MB7TaIV0FieUKVg0mGZkKabQhiOKxW5YJtqk4PRZRr7V5cbKFaQru35bF9CuYUlBrQWCaKD/i5fEMR097+IHAUya5dAJThnzzuQZdRcnb7stTakqsUGCYId96qc22dTZtX2KacWfspgdJF9IiLpPvyEvCSDDYIWhVFJV6iHlujbNtwY6NCRq+ZMMgJB0VZ28dyKUk5XpErQnZhMAyFFNVQduPy/I3rDA5Mx7g+XDgaJt1K20q7XgGdrkWsWWlZKB4YY1ypRHytWdb83MSzxJy9IzPw3sShJHiy0818C7qGJ7PSPZucxmfA8eMSLmvnUHIJgWbBxRTZZiuxeueLSvOnvcX4wx2bYl11hBfhJipKlb3Xfr+l8qOhxH4AZQb8Zrwi7ueK+Lj3aoBdstTlOrxz55JxCPS9p2GZvvCPk0PXjkTXwzq1p8xNU17g4oixaGj1UXbz4w0dICtaZp2C9ABNnGZ6T/7rl4Annx2hofv76LZUqwdSjHQl6CQM5mZ8xifjLt19/W4lKoRhhR0FW2qtZBcxmDrphyb1mWYq3iMT7SxbINsxma2EtBqR7RbAa8cLrNja4GnDrS5d6fFRFnSmw1olGr0dRrY25PsO9zAcSQbVjuMjtZ54ukZ7nrTSlK2YnayQiKXZXBVkZ7uBFPTLfI5m+7uFJVym8kZn/Epn0xnFlNEnJkIkYYgkzIIlWD/UY/vui/F2Ew4H1w7lmDbGoODJ1psXm2TdaDt2cyWPE5PCdZ1GQgV4vuKKASpWqzoyvHsEYdSNSKbFhw80WbXBptEQrBnR55D4ya1JoSRwDAEuzcbtFohhoyDJNeOx2F5AaQT0JsXbOoXGAbUmoKxjMudWyOOn24ihWD96gRmKkm1JZiuKk4djysPBoqKZitESjg8rHBM2LpKsGOtMd9EbHV3PFPrhSMBSimOn/F46A6HhBsSRYq0ZeBcNK9pZDycD67PC0I4dNJDoRYE1wClasRsKaRYMKm2FCn39b3ussl41vgapfCCOAC2zXj9faWuFpW7X+z82u9LefXMaqVAnUtZn7+g9GrmLboUeqKkODRyoUO6AHoLChUtfgwUcTa+K6t0FlvTtDckKQW5rMVceeEfo3R6+UYPaZqmaa+fDrCJGzCdGmnQ3+vSaCkOHa3z7ItzREox0Jdkx+YMWzdm4gDbliAEO7fmKNcUo+Mt7tyW5LHHp7BMmCu36e9JsGZ1hqm5CCyLagOOnG4RhE12b89yfMLENBVdHQZnJ5r87T+cRUURlVrE2iGX+/fkOT7sc/hUi6FuwVwtIgwCpmYDyhVJaXSO7ZtzpHuy9PSmkSqiWmkzW/KpNxWztYCdPQqvHZfKSqlwbQlC0dcZB9IP7bI5NRaiiJtxzZU8ugqSFX0mM2UbJwW9vS5REOLYJtWqTxSe65odRZgJn72b4w7ohlTYpiCXNXnrmzpoh5JsAmpNhWUKGm04OSFY2yPJZeO1w4apiCIBQuEFgp6inF/DnEspkq5BV2+Ggf4kSsF42aDSVOSTcGZKzTf4GisJQj+iXFX05AUTJXj+mCJSEQ/vMucbWmxYBa5rkXAiiimfeqNE5Vz205WClJMmkXCRUlKqhku+TiZLEe4llvNU6xEdBWj7l+ledglCiPk51OdlktCZEySdeH30xVI2DHRd/j6LaTg1Ef/bDyK8IEKpeF542hHU2/Ga6PMcKx7VdaupNhX7z8RrrP1Q4QWKIICpCmwaVCRdwWx1YSBdacYXK27VCwZa3F+gVIuQEjoyEte5soshfqCYq8NcPX6u8ykopCBh64sq2neGPTvzjIw1CYL4b046ZbBx7TI10NA0TdOuiA6wiTOG/+zRXl7cX+Idb+nh+ZdL9PUmUErhOpIzZ5vcu6fImqEUpiFIp00OnQ4YGfPYsSnJmTNVGs2AYt5iaDBJqRywdihF96DLdFmxeZNkx9YIPzKYLEtsQ7C2XzJ2tsHZ8SZrVrgQhXi+IlTQrLboLtpUKgJpmXQWLNYNWkxNehycbHPv7jS2EbJ7vcHXn6wzPhVfxY4UVBqKfEbiB4Kkq0g5IeVqSDFp0FU0eemYhykFpVrEmn6LJ/a38Dy4f5eDmzA4OR7imvHM6kYbOnIm0nYJgiaRirPNc2U4O6fYd6bN2kGbIAxZM2gxWzeYqEHLi0g4knUDBlOVOPvrBYp81iSTjNeRn54UBCE4wKpegRcqJkpxkGxIwYZBxf7T0GgbtP24uVjKgUxSMV4698SpuES4mJIMT4b0d14Yn3VsJGLn2nitNxCP5ZKQcRrU6heu+kspOTGi+NpTs6SSFjs3Z0gnl47MClk5f/+vlkpe6Gx+PQghGOqGtm9w4GRIqR5vzyXhge0Gxczlo8diGjYMwMEzIW0/TlcL4qC05Sta1bjRnWlIbBO2rlw4xutWMVO9EFzXW2r+0VcKzs5CMR1RzMgFQXbK4bLZf+3mUUpxYiziwKlovhO/a0fcucGgp/D6njQ/UByfWNi7oNKEyTKs71OkrjBY17Tb0ZpVaX7w3YMMn20iDcHqFSk6irqhk6Zp2q1AB9jEpcZ/+TdnefM9XTSbIfsPVeJRSqHCtiX9PQle2FfipQMVpCH40fcOsaLf5fRIi1K5zdmxJmEY4Z7Lnli2gRcokJJGK+TEsCIMIoo5eNNOh30Hyzz7UsDeHWlcU/G1Z6dpNgOCAJKu5O1v6+PYiQZ7dqQ5fbbBnjs7UdLg4JEquaTByLjHnVvTFLMWuzaneUG2afkCgcJXbTasdhmvQsqOiPwQFUVkUhYvHfHwQygUJSdGAobHA+7Z5lKuhciwTdt38EOBY0lUFGeXbBPaWIAg5ShmSiGBMjk+JvBD2H/C5613ORw4rRBKEUkIQkUYwaHhiK2r4sfCMATZtKAdQldB0ZGJG5GlEpJyWzBeimdbZxPx2LBcUrBnnWKuBnM1aHjxGuGJuYXPXaTg/Fjq6KLYtx3GH8TP68lL6vU2jYuCa8MQHD8dcOZsCyEF5WrAdCni4XvzJBxBsx1/fxiB50f0ddg4Nhw5ExBeVGKddCUd57qZZ67TWCuIx2ZtH5IMFAXlukJK6C0IMsnXDkSEEPQXIlQUUGtJlIKUE2HKECEEHRkDP4jIpyXFNPPVA7caL4iD6ZanFlzaMIx4DXkYxUs8DCnmn5OBDt3k7FY1XVa8fDxa8Fy2PHjucMhDuwXJ1/E6nK0tDK7n78eHyRKs7rlup6tpt7S+ngR9PZcZWaFpmqbdFDrABpqtkFzW4ltPT/PWN3ezdlWaU8MN0imJZUkmptvct7fAsy+XUX7E8/tKPPimLu7dmaLeCunICo6eqBEGIbOlAKXirBvK577tLi8eiXAsi95sxFNPT9D2Iu7eVeDI6RZ+o4EKI3w/LqdWxJnEgV6bfFrSLFqUS22aRZtKxaPRDEmm8pwcbmKacHrOZqJu02rFo7a6ejK0EGwcUHz98Sq5lMHG1S4HT/qkk/F66GY7jkT8AGqNiOOn67SKEatXSXIplzBS5NKQchUq9Kg2BYmUixk2abYVnp1jfFbRWRQoBdWGIJ2UhKHCMAUgMM04O3p+zvZAF0gDjAiOnQ44PRbE3b0N2L7WJpE0AUWpIUg48fPiWILeAiQcxcGzcbC1aAyXBBUBYuFtaVcsmOGcdAV9hZDxEBqteH9TGgyP1hHnysgVoKKIA0fqPHJvnuMj8Xl6QURX3mTfMQ/bgofucDl+NqBci+jpMOnvNhCGpCsnrtvc6PmfTyjSbohrxyO0nCsYweL5IYKQjHuh5F3BuVLxAMeEjrTEdW7dWuqUE194CV61ZlyIeO64UnEZeTqhqLcEa3qgO39TTvWygjCuTrGN7+zgf6qklqwBafkwU45Idr/2a3F6cW+nC7fVoL+obslqDE3TNE3TvjPoAJv4Q7pjSxJFm6eem6OQt6lWfcan2nR1OnzXQ13U6gFRGAc5jWYICkbH6jz1whyrVqboLFg888IcqZTJ9s15vvnUDJs3FXhhX4m3P1igVvX50j+NU6rEnZoKOQvbsZmuBWTSJmEE0hDkczb1tiDTkSKTt/h/35xlrhIwPlYnmzVp+yFBKBBCse9EwHRV4aRcTCcOvGotcGyoNiLGZkLabZ9MKv4h/UCxbsAlUgqlBFOViExSsHW1zcuvzNDflyByQCFBClwrwFfxyLB0QtCo29Rlnn96GjoLJkoJcimIogjfFzQaIem0AUiiSGA6kHAkq/ok2YTCdSNKJR+pIlacm9lsmnDghMddWyWNtuTMRES1DgOdcj5YzSTi9ZVBKKi3FAk77hiNgEJSUSpHDHYKSrVzTbwk3L1ZEAQhh076hJGgu2jgWtCdjzPvAPUmcaR28WsBaHuKfMbgrq0GkVKcGVPMVuIILwjh5WMe33VPEiGh7YFhQsoRpBxxXYOnZjtgutxekJkXQD5tk0mar3ms17MafOlw59bRkYk7zdea8VpyiGddSynoyp3rjB7CYBFSLq8rA3oj+YFifA6GZ8DzIZuEwU5Fd+7WOs8b5dUXSl7vbRcLL7Nf9KpKFk3TNE3TtBtNB9iA60iOnaxz/90dPPdSibYXkUkZ3LEjj2kKBvtc/upLY5imIAgVm9dn8AI4erIGCMYnPYo5g7vuKGJbkudfqSGEpK/UxjQkYRBw8EiJSqVFJmFSyNucHW2wdp3NYH8a05Cks3FZdTuAbN5loqYYnRPcfWeRf/rGJLOzLQZ6HQr5BBOzEav6TV484pFK27ipCJBxpbSCcl3hGIr1Qw4Tky2OnWpSLLoUMgbP7avSaEcgYNPqBKmUgxAmSVeSzTk0gjigbrVhRth4vklHGkYbJoYheeFkm54uiWvHZbumKenISk6NB7TbCilD0mmBZcclu0kX0klY1SWot+BYI+KlYx7BuY7QhgF3brQp10Ky0iQUiv1TipGpiLs3m6RcgRSCoc644zlK4trxSK6kpci4sLpL0mwrjo8p7tsMKzo9Qr/FidMBhmHhRzZPjkr2bBQYxF20ATIp6MybTJeC+deCFIL1Qy6mISjXQo4PB4s+sAcBTM2EbF6zfOvdvCBkqtxeMKsa4qB5ruZhGoKke/lfX9O8fLZbCrBu8cXKri1Y0xEwNe0zNhH/jqzokmxfZ4ISSBFffOnIxq+Tq1VvKYIQXAuc69QoSynFiQk4M3Vh20w1Hsm2fUjRU/jOC7Lzl+jBFD+Pr+/xyKfiJSNLybgsahioaZqmaTfaF7/4RT7zmc8wPDzMypUr+cmf/Ene/va33+zT0m4QHWATr8UdGkxiGIJkwsDzIyrVkOnZGs1WyM4tOVb0J8hnbe7ZU2TlijTHTjUwTUk2YxJEUKr6vHK0RjFv4/mKhKMwDcHKfoenn5uj0Qio1SOCIKBaD0ilbBwzIl1wGRxweemVGoYBu7fnaUUOA50GpohQtsW6FQ4jI1V6e3KcGIX1qx0QcWdo248IvBAhFZYtma0qMgnIpAzWDCWJgpAnXqyxc2OSZ19pUmnEs6FtSzI26THQ6zDdcPj+dw0xW1fYCkYmIwwDVibAdiWeL2j7knItYt2Qy/FhH2kIIgGhEEjLYOtag5OjAUIpLEuiIsX6AUkxregrKvJpGc+hPu7FJd3nAscwhJeP+Xz3fSZBFHFsPKDtQaUu6e+I2LQyLhl1bcG6XkVvAXxfYhjxLGxTXsga373Jo1ar0vYCRqbiddJStnFsn8GuFC+fkvTnIePGJ1BvBGzb4PLcgSaVaoCQBp1Fm1zaoN48l+a+0DdtAbHMcWmrHS0Kri9WbwUkHOOyWWzHlKQcg3p7cVd0ISCTtJDGrRfkRVGcV5ciXmrx3L4qk1MefTkHIQUzEx6vhBY7tqZRSlBIy9cdXPuBYngiYHQqQAoY6LGo+wZjc/GxbBOGuhWDHXHzw2tRacLw9OLtCjg1BR1Zdc3HuN30FiQDnYqz0wtf3JtWSnLp1/dYdKRhqgz+q5cNAL15rulCi6Zpy6PtRYxOepSr8VjTgR4b+wqWPGna7eT//t//y8/93M/xsY99jIceeoi//du/5Wd/9mfp7e1l9+7dN/v0tBtAB9jEb/xnRhqsX5Okt8vl8LFavBbaltyxI8+BwxXefH8f4xNNvvVsmea3S+zekmXX1izfeHyGhgc7NmWYnvGIVLwu2XUlfd0OjiMpzcC6NWlOjjQIA4VSimzGYGgwyXRFkSxmectb8kSh4pmDPkJCs+nh+RG71lv097okXUGmkCHfDmg2A87W2mxaleWFIx4t3wMpySQlpm2xqldy4FREV1bS8gR3bk0Tnps9nc/E55fLSGzHpFILEJZLpSGYmFWMTXlkU5IohKf2++xY5+C1PAJlMF0VdGQlb7nL5MzUuaZuQnBqSpBPKe7Y7IBSVBpxSbkfKA6dgdPjIW/aBq22wrYEKlIIGWfbBXHQY0nBoVM+5Xr8wbtSjzgyDBtXyPkgUghBxgXm50xf+CCtlKLVahJFEZ53oYzUsSUzFQXUUDJL00/TaFWxpKLZioA2uzdbQJJGy+DESJuvPVWho2Dy6P05hnpNTo5eyHBDvNa7u7i865Y9f+lRYee1/IhIweXiMyEE+bSNwqNxLsgWKEzDIIwiqg2feisg7ZokXRPrNTLey80LQhrNkForfrwdSxIGgrOTHigYm2zR8gEVd6rfuSVJX9Ekm3h9AZVSihePtDl4Mm5059qCiaqBH0Eha5w7Bzg6Gu+/qvvafp56i0teJKk04nXH6Vt3+fuysC3B7nUGfcWI6XJcwdJdiJsQvt7lFSlXsKFfMVaKGyAqIO1CfwGKrzNI1zTtxml7Ed94usKx0635betWuTy0NxuPPtW0ZRApxWQ5XlKYsKE7d2MuwCql+N3f/V3e//738/73vx+An/iJn+D555/n6aef1gH2dwgdYBN3Cx+fajMx6REqxd7dBUpln3zOwrYEqZRFtdbmxKk6q1e4nDjT5J++Nc2//N5edm3LEap43NO/+N4VjE+18QJFKmWTzdqsX+Xw8qEqR4d97r+nh6mpJoYB9+3toIXFcwfmeFtPhsnZiMOnfBSCdqBIuRIpBYfPBLx5e5pgZZZaS+JaIUeOVNizLc3UXIPugkMriD9k1psRG7vjjl9tP87AhQr2H2uzSzo0WopSTbF9fQLLMRidDikqyZpOn8nJgNCH7pzk2Jii5QsGu0ym5wKySYHXDilmLJKuQSuUzDUVXjWimI67l0vDoOFLkrZCEFFtwPkAuOnB2KzCkuB5inRSUG9GCBE3KUslBDMlj7QjaLYl3rl41vMjDh5rMl0K4iqDfpvBXmfJ5zDwfTwvrhs9n122zLgs/byME3B0LEHSyjDQEZDNhASRot40eOlowJp+MV+6PjMXcORUi+3rkrQ8xdh0HKC6tmDvVodidnkjo/ON1y55OxdfXrg005R05hzaXoQXRnh+SKURxIG5EESholT3qbUCuvIO9k0aHu35IVOlNsFF9fiNdkgYxI3eFIKELbCt+Pc1m5as6DRJJl7/+c6UIg6dutBFPp8zOT4BEJFKyHiU2zlnpqCvcG3Nsi5XfW/Iy18ceSOzLcHKHoOV19DtO5MQpF1Fy48vYrgW8zPvNU27tQyPthcE1wDHTrVYM+iwbkh3QdeuvzPTimePL1xOlLRhz1rFys7l/Vtx4sQJzp49y7ve9a4F2//oj/5oWY+r3Vp0gE0chAigUgup1nxGxpoYAo6cqCEFfOynNvI7f3SCdluRcCQP399FtRYyMtFmZqaNj01np4m0HHp6bWbm2jTbio6c5NBZWLUixcuH6hw61aK302Hz+jRRIssL+1q8aU+BYkrQasXNt0xT4FhQb8bp3bQrGZ4WDE8GvOv+JDOTJbqLFomEwaFnS2zbBP39GbxAIEREMR1ycsoAAaNzgh0bkpw402a6FDLUZ9HtC6YqinItDjTSq+ALX55lsMtgsgy+H3H3rgzHxg2On1X0d0oGumS8Rjorscz4Dct1wDYl6aSgpyiwLUG9qWi246A5elUCtlxXDBQU/V0mI5MBhayBQFGtBdiG5Ol9dWZKIffvyTIyayAEZN2Iv/l6eX4s1b7Ddd72phxrVy7+gxxdlCpM2IKkK4kUeM0L2w0jwrYEh0cUJ8cNNg2ajM+E1JoR5ZpgBZK1a1P47ZDhsy3qjbhM+827XUq1CD9QFLMGSXf5r7gnbINaM7jk7emE+boDCiEErmMgfZirehhLfF8QKmqNYNkvHFxKpREsCK7PM03YuNbllaMtpBAYAgxTsGdb6oqCa4gb/12cUY7UhQyzH6oFAXbbj/+7lvW8+XQc+LX8xbf1FW7d0Wi3CyEECT32V9NuebOVpf+WzV1iu6ZdizPTiscOLt7e8OCxg/DmzcsbZJ86dSo+XqPBBz/4QV555RUGBwf58R//cR555JFlO652a9G1OcSZzh/+/hXs3pql2Qzp6XIpFh0G+xPcsTPPqZEG6YSJUnEg8szzs2xcm2SwP8GenXm2bczgOhalasjJ4RavHG1wdryFMixqLUlXf4FHH+rikfs6yORczkxCo+bz4G4XkUwxW4lIJyUI5huVKRWvB41CRduHydmIFw63KRRTbFmfoatos2ZlCpBMTDQ4fabGCwfqhAoyyXgUVctTlNsW3/dogc6iRSFncsfWJFEkyKYNtqxLcPBEE0PCXDXCMuMPrQeO1unriN98pkpxUFrMSRQCz1dIIqq1iFozQkUK41ycIw3OZRgXPr5CgKkCnttfx1AeK7sljhkxW/LpKRoUU9G5MWNw/GSTzhzsXid58oUyxkVpviiCFw82CMPFgZiUF17KQgq6C5KEEz+3ArBNQdI1EIAp43FajXZErRXhhxBE8azumWpEaBisX5fmxWMBf/PNBl99toVSMNht3ZDgGsC1DZKXGJ8Vn/+VB8JN7/JtmuutgOByLZqXiR+ENFpLf9BSwJqVNvfdkaa3y2aw1+aRe3NsWZe84uMkXjVCbf46g1i83to0wLrGaw2OKdiyMv49vlg+BUPXWH6uaZp2u0inln4zzSS/w9bIaMsuUnHm+nKePbEwKXO91Wo1AD72sY/xzne+k//xP/4Hb3rTm/jwhz/ME088sWzH1W4tOoNNHAB+/gsj7NyaYaA/waFjVWxbUqmGbN+U49jJGt1dLpYlqDdC5ioBnQWL2dkWjz89w3c90ksUCUDineu8s2tTikhBtRYwNhnSkVY8f6BBwpWYJkzMVHnLPRkqTYfphiLnNNm+yuL0ZEQUgWOC7yuKWcnpMR/HgqnZkPEgZOOQxSvHmty1K8Oh401aniJQgo6cxLAtBjOSuVqEIB5pFEqXN9/lkHIFIxMBvT2KIIhLsyu1kDAiLmtPQBOo1CISVty1O5eWNNsRuYxJuQFTcwGFjCCKJElXMD3rEYYmXUWLpC3oSClq9YWPb9oOefz5EgKYLoVEymP9kMPqHosjp1vM+YKEK3AdgWVFbBuSzJQCfE+RyCwMaMvVgLYfkTQW/mE2TRPLNPHP1XjbtqTLllhWxEw5Hq8WYCOloJCV9BYUp8dClIrXga7oMRFCIYWgHcQXErqKFpGCqbmQx15o8fb7EkjibtPZ9OUbjF0rKQXFjI1tBlSbAWGkEALSrkk6YWJdRSm3eo35RfGIoxs/4yhSlx8pJiSsHXK4Y0vmmo7TVTBY2WdyZix+jdRqAR1Zm1DJRaXggx3XJ8PckRHsXa+Yq8Xru5MOFNMXOtlrmqa90a3sc+jutJicvlDO09tlsbJ/6SVfmna1JsuXnjJxXqMd79ebX55zsKy49O2DH/wg7373uwHYvHkzr7zyCn/8x3/MvffeuzwH1m4pOsAmbrK1ZWOGZMLgzp15BnpdEDDQm+DF/XN0Fh1eeKVG2xOkUjY7t7p0Fk3+9h/GAfjKNyb4lz8wRKGQYGLaYnbWolxqkrDTjE+2WD/k8uKBKpYpUMRzo9Ou4KmXauzeaTLhGdRaktW9iu6iyeEzATNlxap+k7OTAY1WnAXLZwTDYxFnJgK6syZSwEN707xwoMLpsw26iwmiIKTsSzavNDg9HhKquFR1dBaCQGFKmKkoVAS2DX1dFqfOeiTs+NxsEzqLNn4k6SkKDBmyYYVDJmWw/2TE4ZMB9Ybizg0uw1MRpapithTQ22GwZaUkk5AoYHgyIoygIwvC95HEo5BqLUHbUzxzoMmujQ6lhsC148YTfgCFnE0rMli/UjIzY1GrL8yo9nfbJJzFWWQhBMlkkkq1irooSMwl41FOXuRyasog4cD2XRaEAbWGQbOtWNFr0t1hUG1GJD3FxFyEKSX9PQYj43EwJlE88UKN4dEWQaAYGnDYuyNNR375ZgIZhiSXtkknLMIoQgrxmqO3Ln9/lw/qTCkw5I0vajFk/BxdLv5fqqz9ao5z9xaHzpzk+IiPlIKtQ4Jy26B87qKQENBfhJVd13y4eUlHkNSfIzVN+w6VThp89/05Tp71qFQDchmTVYP2FS/z0bTX0nyN4PpK97savb29AGzYsGHB9nXr1vH1r399+Q6s3VJ0gE1cjn34WJXvfXs/n/6Tk0QRgMI2JR983yqmZwM8L0SFkMvarBnKUKn4JFxJsxVhGoJm0+PuO/JsXuPyzIsRU5MNauUGPQWJKYlHdyVMhAA/iLOmTU8RRRHJhKQeWVhmwOikx1C3QSYhODniMVtTtD0oZAykgEZb4TYjRF6iUBw5XubFV6rUmjA87lM83eSB+/sRQrC6X5Jy4jWgbS/uvCxQrOo1OTUWUG/CmhUJ5so+CVvS9CGXFmxa7XBqwiMMI+7dkWDtgIWUgoQV0axEeH7EyeMl8lmLQpeFFIqdq2w6cnEQdMd6gw2DkihSpBKCJ1+EIORcN+94zrBlCooFG3M4JIwUlhGXoe/elgbLoqMI99+Z5SuPl/GD+PtSSYNdW1KXzBzbjkNOCJqtFu12GwDTNOjvSSKkTX+PwLUFpgFnJyUD3SaWGWejlRDk05KWryjV4qD6/GEEEPgBzxxrUjiXUT8x3KbVVrzzkcKyj1oyDIFhXPsHkYRtXDaQTSfM6xLIvh5R4KNU3BzPNAwyCYtyY4nFysSBsWtfnw9iCVeyba3D1nMzzIUQhJGiXAc/hIQVL7FYzuoETdO07zTplMn2Dfojp7a8Xm9fjuXs37FlyxZSqRQvvfQSe/bsmd9+5MgRVq5cuXwH1m4p+t2OOJDq7XY5eLRKqxVhmYJ0Og42Tg83kLbLm9/UiyGhmJU89sQMvhfEo7ZWJFFKcfR4nW8/dZg1Q0nefG8nP/LelVSqPqdGprGlwaY1LqfHQ1SkSLuKuXLE9s1pzs4amDKiOxvx0it1XjnpkbAU3QWDbetTjM9BPmczV1NMlUJabUUuLTlyus3mVRbPnqiTsOOssEIxW/KJvBaHJpK0PNg0JDgzoWi04jeUIJS4juSOzQaVWkgqLfnet3XQbodEkSKbthgvwabVig0rTTYNWfPNtLJpE9tUDI/Gl/4mpj3AY2jAoZBZGAClE3Gf65YXks8Kmu2QxLksXtuPA2wr4fDAPQn8lk86KcjlbALi+6k2Yc0Kl/yjBuNTPoYB/T02mdTlX7KWbWPZNmEYxgGclPPrs10nXkP//KE2B074VJtxOX7Sldy93cG0JLYZl6qjFI1GnD1PJQQHj7bisWQXGZ30mJ7z6e28PTotmaakI+cwXW4vGh+VcgzSicXZeD9Q1FoQqjj4TLnXFniG7QZ+vUrQqoNSCNPCSmVJuSm80KD5qpndUkBH1sa8XEvuq3BxAG1IQfHaqs81TdM0TbvJunNxt/DLlYknnXi/5eK6Lv/6X/9rPvWpT9HT08OOHTv40pe+xLe//W0+97nPLd+BtVuKDrAB25K8/ZFu9h2qks+eyzL7EcKWCCloexFTswEb1yT4h69NUq2HFLMGJ041SLgmvd0OTz03hxCCRiukWg/4F987yJqhNA/fF/LYEzM8eEcXj7/U5MRwi7mKYu0Kh5UDLi+dgs6cpFr2mJwNSSckrVbIyIRPs1Um8H1OYZDr7sA0oLtgYEjF6kEXaUpanqLRjv8DSLlxhrzpQTEjsKQAFAqoNSHpwmwNpiqChG2wIS+ZLgU0mnEAnUsLcinFXEUxVw4YmxIM9piYhkAIwZ5taerNiPGpONvY3WFx1470oo7WtYZiuhIwNhOP5ti2IcHzrzRo+4psUnL37gzTbZMwEqQTJqmcYKk2V8W8RfEqyrANw2BiNmBkwqPZVvH62x6TmUrIwZM+UoBrifixa0UcO+OxdZ2DEILBTkkUKvYdOXdGIr6wEi2R+r3d8pxJx6S3IGh58cguIePXgWsbi57DuZri9PSFLthCQE9WMVC8ujXEQbNOa25iwXBoFfh45RnMRItippO2a9Dy4uZ5tmWQcORVrTfXNE3TNO07ixSCPWuX7iJ+3p41yz8P+8Mf/jCJRILf/u3fZmJigrVr1/J7v/d73H333ct6XO3WoQNswLIkLx+ssGZlmqeenyXhmiTceFTUto1Z/unJGtV6wOxsi0o1wDAFpgn9vQnGJpoYUqBUHICUKx5tz2F0osVgfxI3lWTFajgyEpHKp7ivN0GpEiBMk2+92GLrOpf+Dsnff7VJqRYRhIpqLZxvUDbU43DkRJ3vfsTAcQzabUXLi5s0eKFJsSPF6EwN04jLsC3HJJlO0E88M7jRhv6i4NioQsq4O7Ih4xhnfT98/dkGTU8RBIqEK5krSUYnPCr1CMMQrOi1uXu7yx2bXAA6ChbverjA5GwcfHYVTWxL4geKeisu9ZYGHBoO8II2ng+gSOdNHrovSxQqLEuSzVg0pgXVZpxZBjAlGFIRRoLMNY7GHJ7weez5FuebYp84G3BmPKAjdyETapvx89byFRMzIXdsVkRRgJIRUijetMsCJUm6krO9gieery44xmCvTUdh+dZgLxfbMrAtA7j0uddbiqPjC8vJlYLxcvwaGuy4smOqKKRdmWFR6vycoFnHcJKkUllS7pXdt6ZpmqZpGsDKTsGbNy8xB9uJg+vlnoN93gc+8AE+8IEP3JBjabceHWADrVbI48/McXK4wQ/880FOnW7QUbTYuilLGIRs3+ByYljiOoJkQpLPGJQrPpYVl0ELoebX65qGRMp47nDLizh6xuPpl6oMDqRoIpltGNhSYkcK05KcOBuwrkcSKYXnK0CQcE3CMAIhMSyDZELSkwsZrxhMzMXHMSSUGpI16zvJ5x3OjjXoLDr09mU4Pi5YPygo1yGM4lKYjrTi9GRI4EMqKenqkoxM+AQRhKHCNAVpF/Yf99i62qJUbQOKqdmAA8d9hvosOnJxJtGyJAM9F8qih6dCDp2JqDbi4KuvQ6BURNuL8IO4zDiK4ix6V04QKkWp6rOy02RkRpJyBSIMODniM1uO6OuQ9GUsyFxd8BqEiv3HfV49cWpsOozHoZ0jBLjn1oNvWS3x/DamIc6tqRZAiBQh2ZRLfm2CIFDsP9zADxSrBh32bE8t+/rr60EpRRAERGGIkBLLsl5zjfFc/dJrtcdK0JVVizpvX07YbqGCpddYnxc0qpjJjF7/rGmapmnaVVvZKRjsUEyW44rOhB1/Fl7uzLWmnacDbMDzIxLA2Hibz//VCP09Lps3dBMGipcOVShXfKr1kK5NWYo5g1YrRMq4+dT2zVkcW3LidBOA7k6H3i6HVSuSNJoK348YGfco5G0ynW48jkhJmi0fx5I0mz4TcxarB13Gp2oIEY+BMg3JlnUJCsmALSuSWN4UluzjfFFywhG0Q0EQSpKFPFu78/gBtBTYlpofe5Ry4qBZRYqtQ0YcECrFqh74xqTCNCCXkqSTglZbkUhIsjmDe+9IcuJ0m5lyRNuPqDai+QD7YhOzEc8ejuYTk0EIE7OKfDqi7YMfRPi+mm9UVjUFKgrp7bLpK8BAp2B0KuArz7SIInBtmC2FfOP5kEf2Cno74pdotRmPOgojSLtQSC+eXXxesx0xVwmXvC3pCiwzLqM/rzMvSKUiHGvxOt9IQanWpqeYYO/2NFvXJfADtexjuq4X3/ep1+v4/oXg1jRNkskkjnPp1taXW78Uj3UD5wquf6ho6TnXF4sCH1QEQpeEa5qmaZp29aQQyzaKS9Neiw6wAdMUSEk8jFfEQbJpSspVn43rM/x/Xxim3og4Pdxg1/Yce3bmEQKyGYtVg0kQig1r07TbET1dLmtXp8hmLOqtCEPCYI+FVCF+pcbcXMSKXpu5KEIpg3u2OcyVfGbKEfffmWFk3EMpRX+Pi+1IFCGmZZBIJpFhfJLppGDnOpuZumRkKg6m2xclB/Mp6M5Jqo0IFUW4ZsjaHo+8G6899pRNo+XQXRB4niJSgmojbvgVhBApQbkRsWGNy7HTcVb3UjOBR6bVoqpf04jPJwzj284H1xBnU9tehFKKXCrOHh86HpBLxBnl8zFrEMKpUZ/eDpPRWcXB4YUZ1a4cbBpUuEtkUR1LknAF1friFKxrCx66I8GLRz2m5kIsEzavMpHGpQPAdqBo+xGubdxWY0WCIKBSLi+abR0EAdVqFSEEtr10gzbnMu8MUsTP8RV5PUGzNOKh15qmaZqmaZp2m9IBNpBwDToKNlMzHju35AiiiJcOlDlxuk5vt8Pu7Xm+/fQs4bku21/95hS2I2k2Iwb7E/zrHx5i9/bigvv0A0WlFtHdYXH3rjR/+n+mSSclhYLDgUMtNqxySUmPEydCAmWTShpMlKCjwyVUsP+Ex3fd7fLyC3McjWBsJsf3frfDro1xqbprS5KzIWeXCHBX9RlsXyMZ7BaUZlv0GFOoIMCvX9gnZZtsGepjpmwwW40QQmAait4OAynjK38zNcW2DS6uKenKLx0gVRrRom22CfVWnCkOQ7DMuKGYlOD5AVEEjmnMN68q1+L14a9WqipqTcXBkcXlylNlyCZgTe/i77MtwbY1Nk/say/YnkkKBrpM0klJV9Gg1ojOzSYPmblExvu8pRqc3era7fai4Po8pRStVuuSAXY+FZeCL6UjAwn7yrL3hu0ipIGKLv04W6n0bVEVoGmapmmapmmXogNsoFL1+di/WInXjggV/O0/jNFshtiWZHbOJ4pg55YsnR02QgiarRDHMTBNwdhEkyefm2Pd6gvBwVwl5Mn9babmQlwbTp9ps27IpdYIsWVEIwz56rdn2LHBBQGd3Q7pjE2iFjExG5BLG7z1nhTluRpeZCEIeP6VBmtXVbl7dx77XClzb0GyZ4Pg0JmQajPOKg71SDYMSoQQ5JMh4ewMpeBCdlaKuLEXQUBBTrF3cxevnI5othSDPQbdHZJyHYQRz/ce7DFZ3WMu6jB9XmdWMlddGGSX6tCRNci4NqVam1IlpFSJsE1IJiTJpEEqceGl112UTJUWB17dRclcjXNzyRcbnYWVXWrJUvG1gxaGIThy2qfeihjsNtmw0ppfg20agvy50WL1Vtxc7vz2pdyo+dDXy/kA+nLa7TZhGC45YzubgFWdcPpVfcmyCRgoXPn5SNPEzhZol6aXvt2yMd30ld+xpmmapmmapt1CdIBNHMD9zmeO88DdnTRbIadGmuRzFp4fMtiXxLEl69ek+YevTbBiIEnbixgebdLf4+L5ilLFI4ziADdSihcOt5mcDWl5ChVBqRZSaUSkbDh+skI2Y5JNS0wZosKAro5O5qqK3k6LVYMOI1MRDS+eW3xmtE13d4KzEy3Ojrd5YV+Ju++Is+VCCAa7IJuEMJI4liSVuBAIhu0mrhGQTgqqvksjSlJuSCwDBjtCwqBCd9ZnoiuJEHHw7SYEuUw89xgglxIk3KXLdoNQkU5E+H6Ica6523ldeYljCGZmIO1IiCLCUNBuCrp6LLoLFzKnawYsTo4GNFoXIrlUQrC636LUvPTzFkTngu9XxYfNVoBhSNYMWKzuN889NwsDZKUUU2XFdEUxV4ekbeAFIUlbkXQW7p90jPmLGrcLdYnM9evdTwhBbwEyCUWlGb8eknYcYF9tYzczmQUkXm3uooZnAjOZxkrnkebt15Fd0zRN0zRN0y6mA2ziNdjFgs3IWJOuDgf7XGfpRhNq9YAtGzOkkgbplElnh8O+gxVMQzBb9hjsT7B7W34+6ChXI0YmQ+aqIdOlCNOAroLN8LiHSCqarZAgVKwadBnotli5qpevPe9hmpL9J0OkVOza6PDCUZ/+osumjXlOnmmQyxi4Nrywr8SurTkcx2Bqus0Tz81werhBIW9z354ia1ZdyAJGXtw4zEokGZtLMToTAhGGFAxPS3auKZK32rT81HzH7dY4bB4UiHNt0hJLVxAzVw547JkKo5Me/b0JvMAEyySfkazpk/QWBSdHIr7xVJlmIyCfM0inLLwgbuC2d/uFgLWQNXjrXQmGJwJK1Yh8RrKy1ySXNgi4dKDYkYnLwc+r1Hyefn6OQ0erJBMGe3cX2LYpu2RAeHoiYrwEtXYcMFqmSRRFNDyFH0I+pTBk/DrIpV676/atRkqJZZq0vUt3KzMMA7lUbf5FUq64bmOzhBBYqQxmIknoxV3qhTQx7Es3W9M0TdM0TdO024kOsIF0ymTXlhwj400EEe//gSGefWkWMdZix+YsZ0Ya1GoBUzMeqVSDtz3YzSuHKxiG4Hve0sPu7fn5+1JAy1PMlOKIte0p2jasGXSYnm4hhSCTkvR3SkbGPWbaHtKQNLy4FLfVVrx0uMW6QZtGO2Lj+jR9HYKeTptDRyokEwZxhXfEPz02wfBoXAbcHG/x1/8wxvves5LOjgsBS9OHmVaS0dlovoPY+WD64LBi70Yb1xbUWwrDiDPCpyYVPVmF40DKXXrt9Quv1Dk7EQdvZ8eaOLZg9aDLlqE0J0YVj78SEgaCVauynDpTp1IPODtWY81QaskxCfmMMV+yfbFCCnryMFFauN2Qi2cxP/38HM+/HO/YaIb8v69OkE4ZrF65sPS40VaMTkUISzLXEHgBnJ0zGCw69OcjgjDCMqCQMXBtA9O4vbLX5zmue9kAO5FIvGaAvRyENDDd5A0/rqZpmqZpmqYtt9szcrjOGs0QJRTvelsfE1Mef/Lnp0EJvuuhbrqKNi/uL3PkRI07duQ5NdzkiWdn6elyeO/3DvK2B3tIJS9cp8hnJF15OZ93DULFqbMh0rZ49IEc9+xMkbEDnn5umo6OBKYlcWxoeRBGCikFbQ+SjkK0qvz1l0Z48ukpHnt8ko6Cxe5teVzHYGrGmw+uz/N8xejEhW3SdgiVSaVpACKO/s91Sj+/f913UOrc2C9P4QWKcl0RRop6NaTdXrwAut4IOTmy8NhtT1FtwTdeCnjxRMRkCc5ORRwbE6waytDwJem0Tb0Rsm7l60+JmoZg4wCs64OkEzdQ6y3A7jVQSF8I1OuNgINHqgu+VykYGV28DrlSVyRTkhNTcXB93sis5PlTJiEOnnJIJ6zbNrgGsG2bVHLpQDbhupcd06VpmqZpmqZp2pXTGWzitcfj4y2+cOYstUZIJm0xPtWmVPXZuCZFT5eLIQUb1qSp1nyUgrWr0xw9UWNoMMmGtZkF97Vljc3wRMDkXIQgXk+8bsBkttxm7UqHfFqwc0uWO+8o8PJxhTQiJudCBHHsKw1I2RFffHIa15bUqx6RUpSrPju2xMdybIlpQqUa0vbihmzJpIF1rmQ6UorhWYcDp1O0kTR9ScKJIAzmg2wpJa3QxA/A9yNsIy6JFijazYgTIz5JR7Bt7cLMsmkKLCsOyM+zTEHdM2grQXAuWe75UMxbzFRDVg041Go+D+xOsnboymqOHUuwugdWdMZr2q0lRnNZZrxWvNla2CzNcRYHyIYBc/X4sX51AboQUG5C+g0QewohSCSTWLaN124TRhHy3Gguy7Zvu7J3TdM0TdO0W129Xue3fuu3+Kd/+idqtRp33303H//4x1m5cuXNPjXtBrl903PXketICnmboyfqjE20AIXrSKZnPOrnRjndt7fI33x5jCBQdBTj2dW1esjkTHvR/Q12m6xfYXH3Vod7d7js3mBy4vgcX//mBF/6p3FOj9S5b28H29anSCcUs7NtXCseVWWa0FeUzMy0CEMwZUS5GtJuK9rtiGYrzigXCzZDgymOnaxxZqTJsZN1LFOyciABwPERn2+95DFeNjFERKkWMlMWiHMdo6WUZPNJWpFBIR2Xjbc9FY+ukoqxqTi1Oz23OIPt2JKdG1MLtiUTkkjI+XFaQoCbMGi0Fb6SbN+UYc/OPHt3pK++SZYhlgyuAWzbYO/uIhfHjJm0ydqhxZ2pMwlB04uz4YuPAfUWZFOLb7sdCSGwLItUOk02myWdyWA7jg6uNU3TNE3TlsHP/MzP8I//+I/84i/+In/xF39BR0cHP/iDP8jc3NzNPjXtBtEZbEAagt3b88yVfWbn4jWr7XZEf6/L5g0Z3vJAF2EYMjWTZXyyNT/CCyCbWdz5OJWQ3LnZ4YUjHnMzEQlDMT7eoJiV2KZLNmvxjSemGFqRpL8QcjYtqEz6OKbJyj6blKuYnVJk05JqpYVhCKQhsGyDZCIOkKdn28zMtnn4/i7qjQDHllimoFwJsC2TV47HP4dlm8xWFdvWGhwdDgmFje0Kkq7BUK/BbEORShkkHEW9qXAsSJoRM+04Us6k4kCs1Y44crLJsdMtbFuycbXLm/dmOHiiSRjAtg0JZlsWJ8Yu5IQdS6JcA0FEoAS9PS657PV/yflBhB9ErF+bopgf4OSZJq4jWbMqRUdxcZc2y4SunGCirAhCQajibLZtxkF8Lhl3y9Y0TdM0TdNuP+fHlYZBgGGauK57Q5ILhw4d4rHHHuMzn/kMDz74IAC/9Eu/xNNPP83nP/95fuInfmLZz0G7+XSATRygNVshWzdm+MfHJimVA/JZiy0bsmzbnMUyBJ/6H8fZtjnHC/tLnDnb4K5dBbZuyrJmaOEa13ItpNqISDiSt+x1qdYVx09FtPd0IAWUZpvUGgGlSsDIhMepM3VmpgL6chYb17nU2gLXgqih6CmaTIyHJFyDVMpi7+4iiXPzo6u1+D7Oa53LbJcrPpmsTa0ZB7pSAAbMlUPW9Es68gauK0naisDzoBViplyGuiXlakDgRQyPx/drmbCyN76A8My+GvsON+aPd2a0zSP35HjPox3nHkPFyFTI2WkQTYhUvC667UdsGJCcnfDozcOREYFpQGdWkE1dWwFFGCkqDZ9qw5+f1WzYgt07c6QT5iXfSA0pGOwAPxQkHYUfMD/Ky7FgqOvqR1Fpr63aUExV4kqBpAOdOcgl9eOtaZqmabebelMxVY7wgni0a2dOYMib+ze9XqsxPT1NGF5YNmgYBp2dnaTSiysbr6eTJ08CsGfPnvltUko2bdrEM888s6zH1m4dOsAmDqbKlYB6PeAH3jWIbUsyaZMtG7IM9if4y/87Qm9PguOnGnz3Qz1ksyajYy1SKZNyJSCdtAgjxYETHvuPeQQhSAkbVppkkpIXjyv2Hw7wvIiVPTamGRH4cHLKAMvBNEKe31/Bcm2ODLfZNGQyOytYv6HA1i0FWp7Cts0F3bALeQvHkQS+QqGIzgWIHUWbhCPJZwxmyvEbix9ApaE4O+2zbS1Mj0YkHEE+LcGLOH6kxPc92sH4jOTw6ZCEI+gqGGxaZdFVMJgrB7xyrLHocXv5cJ11Qw7Hz7R5/pV6/POtSKEig+EpRdsLWd0rMWTAYI/F/3u8ztAKSCVNTAPuWA+DXVcXZCulKNU8as1gwfYwUsxWPYSAdOLSc5U7M1Bvw3RVwEXrrXuy8W3a8pipKF46daGTPcCpKdg+pOjO6SBb0zRN024Xk3MRzxwKaV/0UWyoW7J9jVwwRvVGqtdqTExMLNoehiETExP0wLIG2V1dXQCMj4+zdu3a+e1nz56l3V68rFR7Y9IBNhCG8K2nps9lhGcY6HP42E9uZMVAkmYr5Ln9JY6dqCMEjE00yeUsXEcSRnD0eI0ffPcK6p7kxcMXRiJFEUzORjy13yOTlGTTJiOjTQ6fDtm9OcXaXknKinB708goYHrWo7vDxrCgmJMIFM8ebM034nrkLptKEwbO3X8yafHA/QMcPNEiihRJO2TDkE13Z9xAbPs6i8deCAkCaHiKRiuip2gQnFsk3WwrlIrozZtMTrXw/YiVvRYrekyCIF4Lfj4D7PkR4cLeYQA0WhGnR9t89cnyfAb5mRdLpBIGb96eZmwyLrm38jZPv9w+91jHOwYhvHAspJARpNwrfxP2gmhRcH2xSt0n6ZjIS1xFtUzB6m5FZwZqrXjNeNqFTIIlx4hp1y4IFUfHFgbXEP+uHD0LhaS65Bp7TdM0TdNuHb6veOnEwuAa4PRkREcWVvUtPeZ1OSmlmJ6evuw+09PTJFOpZSsX37lzJ2vXruUXfuEX+PVf/3U6Ojr4/Oc/z8GDBxkcHFyWY2q3Ht3kDGi1Q1zHYLDPZbDPJQzg5Jk6AGdGGpRKPvVGgJSCaj3gyLEaq1bEXbCarYgzIw3OTi4O9hrtiLlqXH7ebIWsGEjS25vi7Kxk37GIv/tWjZHJkO7uBHfv6eDIcMDx0YCnXgloBCbveHOGbesc3nRHio6ixZGRODLxA8VLx0NOTZsYiSTKSuCbGQw3jToX6a7stXjrXQk2DJkMdpns3GDT121Rv2hqVctTtAJYtyo5v7Y7boolFrzxFHImxfziazFrVzicnbxQng1QrUe8crzJ1HSLr39jlMefHGdsKsDzFJYlSSQuvOH6AcyUFzdRez08//Lf54cKL7j8PoYU5FOCwQ7BQFGQS4qrCq7DSFFuKGarikb71X3JtfNqTag2l76t4UFl8UQ1TdM0TdNuQXM1RXVxcSMAozM357NQq9VaUBa+lDAMabWW7wOHZVl86lOfwvd9HnroIXbv3s0zzzzDe97zHtLLXJ6u3Tp0BhtAxUGrH1x4Q4jOxWajE03KFR9DCjw/otkMSaVMwlDhBxGWKYlQ892zX32/ccArCENF0xdMl0JcW5B2BErBswfbdN/r8LVn5kgnDdIZl1pLceS0j8BkdEoxJEOeOl3irr29AEyWIoYn4wPalpxvuHZ4JKK3KChm4yCxt8Mkk5I4IwHHzwa0PYVtS6J2RHjuhE1DMNB7+a7StiV54M4MX3miTK0RPzD93TbbNqR4+fDCd9fzAX61rnjTPV0cPFSKx46lDFYOJLHM2/eaTrUeMDblE0WK3k6bfNak0lScnorLzSFe896TU/QX4iy5dsFr/blV1/D3eKYUMjIV0GorilmDwR6DxBIj2jRN0zRNu3aX+5N9s1INYXDpysar2e9qrV69mj//8z+nXC4jhCCbzfKRj3yEVatWLetxtVuHDrBZPCs5mzXZtD6+yjQ769Hd5VCuxvOje7pc8nmL8ckWjmPQVTRY0Z+k4RmcOLvwFzbpSnJpScI1yGUtpisKgWDdSptSOcC2JU0fZqsK2xJ4XoiBTzFjQSSo1CLu3CB5/JkZZuZ83vFwfFWuVFv651AqvqJYzF70s1mCpCtwLEHbVyglcB0DiDuG93dZ5NOvHQgO9Dq85+0dTM34GIagp8PCsiQr+mwOHL0QZA/22qxbY9PTY1Or+WzcWKSry2WqbuHYr5qnbUAxe3VBkGVd/vtMKa5rMD8+7fHlb5apNeLnwLEFD92To+Q5XJxMjxSMleJAe0XndTv8G0LahaQLjSUuHLsWZJKLt78eo9MB33iuiT//6+fTP25w/y4X19ZBtqZpmqZdb/m0IOWyoDLyvN7izUkwGObrC2te735Xo1ar8WM/9mN8/OMfZ9u2bQBUq1Uef/xxfv7nf37ZjqvdWvSnTyDhGrznn/WzYV2a++8u8hM/uma+oVgYwZv2dvCW+7vYsCbFXbvzPHhvJ5Yl2bYxw7u/p5+eLpfBHpMtayzkRY9oISN4y94EtgVdnS7ppMn6VQ62bVD1LdqBpDMrsE3ByoEEXUWLwI+wZESj3qJZb/P8y3PMlQP6Ok36u+I3BOMyz9qrY0rTEPTmJf1dxvxaZyHAMASppEm5BodHYKby2qXaSddgaMBlsNeZD3BXDTg8sCdDIiFZMZCgoy+HnUlzeExytmLT0ZNm0yqbzUMLG45JATvWSNKJq3sTdkxJyr30G2Q2ZV23LpZRpHj+QH0+uIa4vP6xZ2ugln7cxsvQ9G7dcvEwUnhBSPDqBdHLyDIF6/vOdba/iBCwvh+cq8j4R0rxynHvouA6NjoVMjp1+TIxTdM0TdOujmMJdqyRmK9aat3fIRjovDnhheu6GMbl134bhoHrust2Dul0GiEEv/zLv8zhw4c5dOgQP/ZjP0Z/fz/vfOc7l+242q1FZ7CJg813v32Ad799YNFtmzek+e9/eoLJKR/XNRACVq5I8uZ7O3nLA93z5dmWKbhzk8OqPotqIyLpCDoLBoYUrOgxmatGDE8GfPulNifGFFJApepTqcADu2x8z2flQALTlARBRK3us7pXcvRoyNoBkzftydPfE7e77soJhFhcUmuZ0Jlb/KaWT0nW9UE6IZitKOothWMJLCmYmFMoBeV6yAM7IJu8sjdFKQXbN6ZYNejy3HGwA4GUgkIuLqNXpiCSgm2r4yuaczWFIaAzLyhmrv4NWAhBPm0hBAuanUkBuZRFOnHhpR2EirkaNNpgGVBIQ8J5/cFcsxUyNukRnVtK4AVxprpU99kjA6LIIlQL7y+MwAsgsXgM900VhBH1ZkC1GRBG8eswnYgfrxtRvt+dE9yxVjFZjtdkpxzoykNH5uouhjRbiqnS0oF0qRoCl+4kr2mapmna1evrMHhop2CyFI88zSahqyCxb9ISOSEEnZ2dS3YRP6+zs3PZ52H/5m/+Jp/4xCd43/veh5SShx9+mI9+9KOYy5g5124t+pkmzlA+++IcSsHKwQQ9XS6jkx6HTzR58ZUamzZ1snqozYmTNdq+Ip20eNPdxfng+jwhBJ15g878wqtn+YyBbUn2n45YM2DT8jxKlYCOnMHm1RZnpzy2DBmUWxEgSbiSdz2Uw5Eeg515pGnghQZffaLMhtUJVvQ57Fqr2HcyIjgXWzgW3LFekloiIyyEoJA2yCQkU8mIk2MRlYZipgUQ79/2YWJWkb3KMt2GL/Ej5jP4piHmZ0kPT0NfEXqLkt7i1d3/UkxD0pF1yCRMvCBCCHBMA/OiQLHZVhwcgZnqhe+zLdi2Ur3uoM62JKmkwWzVx/MvOr4lqLYFuYyi0RYLumMLFlcT3GznR5g12xcC0khBpeHT8gK6cu6Cx265FNKCwnXq82GfWwJRri2uFnD1GmxN0zRNW1bZlCSbutlncUEqnaYHbtocbIDu7m4++clPLvtxtFuXDrCBWj3gq9+aAuIP7G97uIfHX2jSbEUcPdkgCBWDvTa7tueZK/lYliCdvLLMWNtXJCyBTEp2rZNMTEvKtZCnX26zcU2Spldhx9Ysa1YlcWzIJA1832VkUnHmTBuI3ySOn2nxjocLrO5z6MpL5qoRUsRrmV8rK2sagranqNYjQJByFKDwAoEfCpreZb/9srzL9Ito+eCHcYZ9OdiWgW0tXRJ0ZnphcA3g+XDgDNy9Ic7kvxbLkmzdkOTE2fKC7XduTeEpyXRF0ZlRVFsX7iufhqTz6nu6uVrtYEFwfTEvUDTaIdlb7arAa7BMwZbVNk/sWzhbMuEIBrpu/IgQTdM0TdNurlQ6TTKViruKBwGGaeK67rJnrjXtPB1gs7DU2vMVTz1XQhgOhilIpUzKFZ+RcY+hvhTg01m8sshpatbj2VdafOtln7YPQinWrTCYK3vxXOjQxzAgmzYXZL/Hpz3OjC4MHIIQjp1qMdjjkE4I0onXH0RMzvq8sL/KS4fbJF3o7bQZmfToKjgMrUiScq8+uHIvc70h6YB9E15pLU8xOrv0bW0f5mrQW3h991XssHnb/XnGJtuEkaKv2yabs2l48RxtRdwtHiBpw2CRW+6N/FLB9Xm1pk8mad5y5/1a1gzGSwUOnfJptBX9nQYbh2xyaR1ga5qmadp3IiEEiUTiZp+G9h1KB9hLmJ7z6O1z8XxFT6eD1w5ptiPCCLZtyrJ+9euvhWk2Ax57psI3nm+Sybq0PfD9iFdOKnauT/DioToiaDO4MsmK/oX327rETOVq48qbNzVbIf/47RJz5ZAgCNl/xOPA0SZvuiPDkdMtqvWAvVs6rvh+z8un4v9K9cW3rexivlz8RgojuNQ4RCGg0Yo4OhzXdXcX5GUDsjCCVMZifcaCi9a/J+y4G3ragWwi/jqX5KatP7qc8DV6ri05au42YEjBuhU2qwcs/EDpzuGapmmapmnaTaMD7CXs2Jzl5FgceCUTBmtXp/G8kAfuLrB2ZRJ5Bd2pz463OHAizlyHpTbdXS7VhqTdVoSh4pE7HALfx3fyHDij2LU2HtkF0FmwsEyxYD43wMq+K689HpvyKVdCpADfC7HNuGx7puTTkZMIFVKu+BQyV5f1s0zBlhWKM1MwU4NWO17rvKobevJxY7W2H/8cjiUIorj5mGkIUrbAXIaA1Dk3+qmycFR3vD5aBTz2XGu+o7Vlwpt2uqzsXToVn7AEtWacp754wKMAbAOKaUE2eesF1RdzLEnLu/TFGdeSt132+mKGFBj27Xv+mqZpmqZp2u1PB9iA4xg4jkQp2LElyx3bC9ivNDh8solScbOkt9ybJZc2aDRD0qnX/7A12nEgG0WKejuiVm1TrwdIKZid8ZkYrnLf3k6E9Jgp20yWBIPn1o4WciYP7MnyzWcr80H22pUO64eufLzAqzuOO7bAVuDagmxK0PYgusTEplo9YGwq7u7V22WRWeLnb/uK0ZmIsekIL1D0dxis7BakXMH4XESlGe/nh4qGpyimJShFGAlMA/oKkkwizjw2WorhqYjhqXh9+YouyYpuiXuFwZNpCFZ1KfadXhAT41oRB460F5S1+wE8ua9NZ94guUSpfCYhmamFSz5Grg3JK+hKfrMkHINK3edSiepUQr8daJqmaZqmadq10J+oiQPof/WDq1BKkc3EUddDd2fZvC5BoxkRBgFPPD3NxHSbVNLg/rs72bEl+7qyfYbjsKqvyeikj5TQaITUGyGOY7Jmhc2Zkwaf/uMTCCnYsTVPR7Kfwa4LpeKb1ibo7bKYKQW4rqS3w8K4inLr3k4Tx5GUaxGppEG1Hnfd7uu0mC0HpJKSno7F2duxKY8vf7NEvXkuo+9K3vamHAO9F7LoQah46XjIyNT50E1w7GxEuQZrBsR8cB0qqLfjsWDTlYienCSM4nXlZ2cjVncLBPDc0YCp0oVzKNUiZquKOzcYV1xq3p2HHRKGp6DSjLPNaSfCNhWvfvpanmKmHC4ZYLu2YKAoGS9FC2YuJ23oLVz5ed0MjmXQmXOYrrQXXHARQCFt49p6zbKmaZqmaZqmXQsdYJ+TSS98KKQUdORN2s0Gf/uVcWr1AMuU1Bsh//iNCbo6bPp74+YJUaQYm2xRrwd0Fh2KhQvDj03bZPP6DH4o2X+0ScKV+CHs2Zpg7GyVf/j6JFKC41g891IJ15Hs3LAKx7kQ7OSzJvnstT1VtbbBxg05nt9fxasqujth9aBDqx3S3WFx7+40qeTCACuMFM+8XJsPriFet/zkSzX+eZc9H1ROl9VFwfUF43OKdBKcc9ldP1QLArtqMyLtxh3MowhqrYhmiwXB9XlnpxVDPYre4pUFskIIunPQmVX4fjxGbGpOYFxime7lAuVMQpKwBY22IozisvKkLa5oycDNlnRN+sy4VDwMFVIKXFtesgu7pmmapmmapmmvnw6wL6HW8Pny1yap1gOefn4OyxIMDSZJJU2iCCan2/T3JghCxbeenOaZc3O0bUvw6MM9bN6QBaCYhjNTDkOrJR2dLiIKOX2mQmm2RnmuRRBEpNMWSkEQKCanWpQrPt3XccTQXE2x/wxEymbXjgIqCBEynlO9okPR22FgWYsjzlo9ZHzKX7R9csanWg8pnAv6q42li44jBfU2OOeS3VEUNxdDxSXbLZ943fK5ZcHtYPF66YtVG+qq52hLIXDOXffozBsUs5LZysJ6747c4hnmr2Yat/5a69dimRLrNhvHpWmapmmapmm3Ax1gX8LR43WOnazT3WmTTBo0GiGT020GegXVekCp7DM20cLzQp5+YW7++zxf8bVvT7FyIEkqZVLMwKouePwVwdSswPMlPZ1pcmabY75POmVxvlZ55+YMu3Z08IWvlLBMwfYNSe7cmr6qkvDzokhxctRnYirCtCReKKg1ABTpBGTTkhVLBNcQl84nE5JKbWFjrIQrcS5aD21fYkSXAM4nRiMFjUbAXDVEIMikJKmkgVIXxlsZ8tL3dbnjXCnbEty7w+W5g23GZ0IE0NtpcOcmB+sW7P6taZqmaZqmadrtQQfYlzBb8gCYmfO5e3eBbzwxTbUWMDzaZGgwyaGjVZ7fV+LuOxYPUq7VQyq1gFTKxJCClV2Ks50RxZSkWosIPMHwtKJYSLB9c5bDx2vkcyZr1+b50mMVEm4clb5woEHbUzywJ3vVP8e+g2VeOS2YroAwLRptRSZtIoWgUlecHo/YOCCXDCwdW3LnthQvvlKnUg/nR17dsTVF0r2Q6e3OS5JuRKMVf62Uou2BaSq6coJWEHcrH5/259cvV2oh29cKvODCSzDlCBJWPDPbu2idM8SztLvyCy8EeL5irhoiERRy8rLl3a/etyNn8Ja7EpQqEQjIZyTGbVTqrWmapmmapmnarUcH2JfQWYzricNQUW8EvPXN3YSRwjIEtWZIpRpHgAePVkmnDGr1C1neTNogm7nw0Dq2gDBibi7A8yKq9QAlLJyMy1sfSrNlU5OuDocvPVZGIQhDhWEIFPCNpyvs2ZaaD7qvRK0e8O2np+ka6MRxTabLEUrFc7idcw2thFJMzgYMdC9MD7e9iP1HG+w/0qBSC+nrsunpsOjvtli1YmEX84Qj2LvRYP/JkNFpxVQpJGkrVnQJXjrss3rQYmYuQIp4ZnQQQiYhOHmmyaZ1aSIEXVlByhEIIbhrE+w/FVKqxfdfzML21caCTt3jMwFPH2hRqsbl6T0dBnu3OBSzix+n8ZmAZw60matGi/bteI2ScE3TNE3TNE27Gr//+7/PE088wZ/92Z/Nb/vqV7/Kpz71KU6cOEGhUODRRx/lIx/5CK575VOCtFuTXoh5CevXpNm8Pg1A21P4QcTqFUnGJttUqxfSq54XsXd3fj77mXAlb3lzD6nkwmsXG4csTANsW9LbZbNuhU0mJRidVbx4AspNwdRsRKMZ0fYVUaQIAsVsyafVvvTs4stptkJq9QgRtDENMd9g7PyoKdMAU0S0vcXfu+9Ig6derFFvRBhSMDnjE4SKtUOJJTO9HVnJvVsNVnZGrO9XdKQVEzMB1bpi/5E2fQVJNikpZgQ9OaiV25wcbuNaEYOdks7shRnM3QXJA9tN3rRVsmONpDsnmJhVTJUjlFI0WhHfevFCcA0wMRPyzCttgnDhevDz+54Prs/v+/T+xftqmqZpmqZp2vXwuc99jk9+8pMLtj377LP85E/+JI8++ihf/OIX+cVf/EX+/u//nl/6pV+6SWepLQedwb6EZMLk7W/t444dTTxf0dvlcPLM4g5cG9dl2Lurg6GBFNV6QFeHMz/q62J9XSZvuSvB8LjPiTNN9h9uUa2H+IFi05oEpWrI2iGHQ8dbKAXVejxzecPqFAeONdm12SCdvLJsayFnsaLf5fSpCjt3uwShyXRZYZqCXAp6c4rJGZ89mxeeb6sdceDo4p/1yMkmu7ak5pubvVqlqjg+srgpWhAKZssB01NtIgXNVhzsbl7lMNRjLznuTEVwclwxOnM+CFYcHoFdayWSiEZrcXA8MRMyW47oLl54nCbnwiX3nZwLmSmH9BT1r4CmaZqmadobiVIR0cwotBrgJpEd/QhxY/KKExMT/PzP/zzPPfccq1evXnDb//7f/5t77rmHD33oQwAMDQ3x7/7dv+Pnfu7n+KVf+iVs217qLrXbjI4uLsM0BAN9yfmv161Jc/89HTzzwhxhoNi4LsOenfEa7O4ul+6uy99fT9FkatpjesYjn5ZMz/lMz4W02w3Wr05wx9YUlVrI5LRPpGBFn8XqQYcnX2xgmZK7d2au7PxNySMPdPP1b0/x8ksTbNnaSV/BJuFCs+lzdiLijk32orJqpRTREknzSMVN0y4lVEvfJiUMdNtMT7dpnhv5lc+a3LEtfclZ4qNz0UXB9fnzgn0nIzb0X/pnVq86BxVdYsdz96dpmqZpmqa9cYSjx/H3fRNatQsb3TTW9gcw+tcu+/EPHDhALpfjr//6r/nUpz7F2bNn52/7V//qXyHl4kA/CAJqtRrF4lWOy9FuKTrAvgK2JblvTwfbN+UIwoh81rpkgHgpJ4Zb8//Opgym50LKtRDTgCf3tXjnQ3lmSgGRgloz4rHn4kzyM/sb3LElteQ4rcvp6XL5/ncNUqn6RMKg0ozLpk0hyaYkvR2Ls+IJ12DdKpd9hxdmsVf2O5fMXgMUMgaFjFxQjg3xvOjVAzbrV3QwMeMjBPR2WpddVz5TWnp7EMZztS2T+YZp5+XSgsKrLhZ05uXS+6bEkuu1NU3TNE3TtNtTOHoc/5m/X3xDqxZv3/v2ZQ+yH3nkER555JElb9uyZcuCrz3P44//+I/ZunWrDq7fQHSAfRUy6at/2GzrQkBeyBr0d1tMzPhIAfmMSSpt8bePVXl12F5rRLTaCusqRlUFEUw1LObq57dILAldTjwfeim7NiVpe4pjp5soFQfX9+5KIy/Tadu2BHu3OnzrxdZ8WbZlwt3bXHLpOJhd8zrL3I3L7OZYgnu2uzy5rzUfOCccwV3b3AWPL0AmZXDvdpcnXse+mqZpmqZp2u1JqSjOXF+Gv/+byL7VN6xc/HKCIOCjH/0ox44d43/9r/91s09Hu450gH2DrVvlcmK4DYBlCga6LTavcdm1LU3KNQmjiE2rXQ6fbC34vrVDCSoNRSZ95cccneWi4DrmR3B8AlxLkXIXB5qZtMlb7s1yx5YkkYJCznxdY6x6O0ze8aYkk7MhoYKunCSbvvJMcXcBTowt3p5woJiVuLZBR04yVYowBHQVDVLu0m+Wq/otikvs6/sKL1Qkz3Uv1zRN0zRN025P8Zrr2uV3ataIZkYxOgdvzEldQq1W42d+5md46qmn+OQnP8nOnTtv6vlo15cOsG+wNYMub7kXXjpUp9aM6MxJ+rpMEjJgRbfNTFXQ2+OSTBicGG5hm4INqxMgjXjc1xVqtBVT1aVvixSUGpC6xFQAIQTF/JWnzJOuZFX/tV0Z7ClINq+Ew8MR55d9uxbcud7APfc4ZFMG2dTrC94v3jcIFYdOeRw85dFuK3o6DLausenWDc80TdM0TdNuT63FDXqvab9lMjk5yb/5N/+GkZERPvvZz3LPPffc1PPRrj8dUdxgUgo2rkmwbsjl2ZdLPPH0DIcOxWuWt2/O8vD9XaSSBo0W7N5moZSg2lCs6jIp5q48aPXDyzfzai1u+n1LMKRg00pJb1FQqilMAzpzkoRz7Znmo2d8nnmlPf/18ETI5FyT7743OV/Krmmapmmapt1G3ORr73Ml+y2DcrnM+9//fmq1Gp///OfZuHHjTTsXbfnoAPtVZmY9Dh+vUKkGDPQl2LAmjeNc/6Brds7jW09OE140i3nfwQpbNmS5Z5vDwZM+p8YChICtay02rbIvuV76ciwDpIBLNf92r2JN940ihKCQERSurHn6ZXm+4uDJxYO/2x6MToU6wNY0TdM0TbsNyY5+cNOXLxNPpOP9bpJf+ZVfYXh4mD/8wz+kWCwyNTU1f1uxWMS4XBMi7bZxSwXYJ0+e5Pu+7/v4z//5P/N93/d9S+7zf/7P/+HjH//4ou1f/vKXGRoauqbjVyo+f/Wls5TKcVr35VcqzJU83nzva8zfugqNVjgfXKdTBqYhqNQC6s2AoVSSu7cZ7FwfgQDXvvpy66Qj6MwoJiuLb5MC8jfvIt5N4fmKlrf01YaWd5mZXpqmaZqmadotSwiJtf2BpbuIn2Nte+CmNTiLooi/+7u/w/d93v/+9y+6/Stf+QqDgzd3bbh2fdwyAbbv+/yH//AfaDQuvy7i8OHD3HXXXfzWb/3Wgu3Xo7X96ZHGfHB93nMvl9i5JUcud30Hv3cWbYoFC9uSHD1Rp94M2LAmTSF34SlxnevzBtBfjEvFL250ZklY1c2SDc7eyJIJQXfBYHR68aDvV4/40jRN0zRN024fRv9a2Pv2xXOwE2msbTdmDvbFfvVXf3X+31JKXn755Rt6fO3muGUC7N/7vd8jlUq95n5Hjhxh06ZNdHVd36xyECoqNZ8wjDCMC4FtGCqCc5nmeiOg3Y7I56zLjqt6LTOlkLGZkNVrOzh0uESp7FFrhAyfbXLsZIO+nuubVnYtwfpeRbUFTQ8MCdlEPO7qYrV6gO/HP98btau2FIJt62ymSs0Fs7FX9Zn0d94yvw6apmmapmnaVTD61yL7Vp/rKt4AN4ns6L8lRnNp3xluiYjimWee4c///M/54he/yEMPPXTZfQ8fPsyjjz56XY8fhoq//L/DBKHi9EiDQs6mkI8z1hvWpinkLV7YV+LxZ2ZotkJWrUjx4L2ddHU6V3ys4Qmfb77QIghhbLLN+KRgx+4+GqUKbU/x8itl9uzMk0hc36dGSkEuCbklYvcgVLzwcomnnp+h3VasXZ3izfd2UMxf+c93O+jtMPnue5OMTgW0fUUhYzDQZeq52JqmaZqmaW8AQsibPopL+8510wPsSqXCRz/6Uf7Tf/pP9PX1XXbf2dlZpqeneeaZZ/izP/szSqUSO3fu5D/8h//A6tWrr/ocmq2Q4dEWUsJ9ezs4daaObQm2b8lx5848Z842+afHJue7cZ84XUcIePc7+q8ok+35iucOtilVApSKM8kCwaGTPns2pRkermKZ4pqy41fjxKkaX/v2hSYLR47XsG3JO97Se0PP40YqZA1dEq5pmqZpmqZp2nV102slfvEXf5Fdu3bxrne96zX3PXLkCACGYfBrv/Zr/PZv/zaNRoMf+qEfYnp6+qrP4XyzsSiC8ck2xYLNW9/czVse6CaftRmfbC8adXVquEG5emUzrqbnfF46WOPYyTrHT9WZmvFIJQ0U4AXxU3HnrsKydC2/nPHJ9qJtx0/WqDeCJfbWNE3TNE3TNE3TlnJTM9hf/OIXefbZZ/mbv/mb17X/Pffcw9NPP00ul5vf9qlPfYqHH36YL3zhC3zoQx+6qvN49XLjRjPCvqhzdzKxOOBNJY0r7u49Nd2i1brQXMv3Fa4j6Oly6O0x2butlw3rruNMqtdpqZ8vm4kbsF2LIIg4c7bBXMmnkLdYOZDENG/6NR1N0zRN0zRN07RlcVMD7L/6q79iZmZm0brrX/iFX+CP/uiP+NKXvrToey4OrgGSySSDg4NMTExc9Xm8OmO8ZijJioELi5VXr0zS3+swOh5neoWIS8mvdJ30+ESDDStN9h27kPlueyE7NqV4YE+KpHtzgs91q1O8/EqZ6dl4PrQhBXffWcS6hgA7ihTffHKaZ14szW+7a3eBB+/rfMM2UNM0TdM0TdM07TvbTQ2wf+M3foNWq7Vg23d913fx0z/907zjHe9YtP/nP/95fvd3f5dvfOMbuK4LQK1W49SpU7znPe+56vNwbMn/758NMDndJpM2WbUiScK9EHRn0hb//Lv7OTXcoNEM6etxWdGfuOLjFPI2Z85W2Lk+yYnRAN9XbFnn8tCe5E0LrgHyOZvvf+cAp4YbtL2Qgd4EA31X/vNdbGyyxbMvlRZse/alOTauy9DX417TfWuapmmapmmapt2KbmqA3dPTs+T2jo4OBgYGCMOQ2dlZMpkMruvy8MMP8zu/8zt89KMf5ad+6qdotVr81m/9FsVikXe/+93XdC6rV6ZYvfLSY8IyaYvtm3OXvP312LQuw8kzdYbPlljV6ZDN2tx3Z5KO3M1vtpXLWuzcem0/H0AYKabmQobHPBqtCNcRCOKMdRRBvanXdWuapmmapmma9sZ0Sy+IHRsb4/777+fv/u7vAOjr6+NP/uRPqNfr/OAP/iA/+qM/SiaT4U//9E/nM9q3smzG4t1vH+A97xrggbuLPPpQF30915YpvpU02xGPv9Tiy082mSjBbFUxORsSRXGHONeVdHe8MUd/aZqmaZqmaZqm3fQxXa92+PDh+X8PDg4u+Bpg8+bN/NEf/dGNPq3rxrYlq1bEmXKlFKWyRxDCVBkq9QjTAMeCYs6kt8O44SO7rsXJ0YCTo3GGutqUPPimHp56dopqI2JowOWR+7vIZqybfJaapmmapmmapmnL45YLsL9TzMy1+eaTMxw4UqVSh62b8wzPWjQ92Dhk4do+G4Zsdqyzb5umYKdGL5R/RwpqnsU9d/fTkVHs3Za84qZwmqZpmqZpmna7+v3f/32eeOIJ/uzP/mx+23/8j/+RL3zhCwv26+np4bHHHrvRp6ctEx3x3ARKKb799AyHj1eZmgtotyO+/q0J3vJgPwfPSg6f9rlrq83LRz0GOk06Czd/jfbrYS5xmtUmFHKWDq41TdM0TdO07xif+9zn+OQnP8nevXsXbD98+DA/9mM/xvve9775bYZxe3zW114fHfXcBNVawIlTDTwvojTXZmrWw/dheLjEyp4CZ6YErbZCKZitRrdNgL1u0KTRjqg3FGEUjzPLZyR9XSaVRkQ2eUsv+dc0TdM0TdPeAFQU0jp8gLA8h5Er4G7cipA35vP0xMQEP//zP89zzz3H6tWrF9wWhiHHjh3jwx/+MF1dXTfkfLQbTwfYN4FtS5IJg7HJJjNzPsQ9wPA8xZnTZdIdeQwpAIVzGyxZbnkRR077HDnjM1MOyaUkhaxEGpKZmmDfKcWh4ZAV3YrNKyUJ5/Yoedc0TdM0TdNuL/VnH2f6f32GcG56fptR6KTzhz9Eas99y378AwcOkMvl+Ou//ms+9alPcfbs2fnbTp06RbvdZu3atct+HtrNo1OKN4HrGNy7t0gQxAG0EILBfodGG86Ot+jIClxbMNhlYFtQb0Y3+5QvSSnFC4fbvHjEo9FSJBxJtaFwXYO5uiThGEghCCM4NR5x8Myt+7NomqZpmqZpt6/6s48z8d9+eUFwDRDOTTPx336Z+rOPL/s5PPLII/zmb/4mK1asWHTbkSNHEELwJ3/yJzzyyCO89a1v5b/+1/9KtVpd9vPSbhydwQaUghf2lZgteXQWbdavSZNc5jXD2zZlec+7Bnju5RJhBNWG4sjJJhtWp9iwwiKSgtGpkJGpENuCrWtsNq+2MY1bK/tbqkYcH1k42zqXlozOKBSCVw/lOjMRsa5fkE3pazuapmmapmna9aGikOn/9ZnL7jP9+c+QvOPuG1Yu/mpHjx5FSsnAwACf/vSnOX36NL/2a7/GkSNH+JM/+ROk1J+P3wh0gA00miH/+I3J+a/PjDR4+1v7ljWYFUKwY0uO8ckWR0/UMVDcsTnBO9/WjbBtvv1ie35fz4cXDns4tmDDSnvZzulqtDxF9KqktGVCqaqwlzjVSIEXLN5+MyilQCmEfjPTNE3TNE27rbUOH1iUuX61cHaa1uEDJDbvuEFntdBP/dRP8aM/+qNks1kANmzYQFdXF+9973vZt28fO3fuvCnnpV1fOsAGgmBhhHjwaI07djQZ6Esu63FTSZPveVsfo+NN2u2Ivh6XVjvkWy/UOXysSTpt0lGwcZ34Ktux4YD1K6xbamxXNiVxLGj7F7Y124piRuBFi8/TsSDl3tzzD702YauO34jLcQzbxUykMNzULfXYapqmaZqmaa9PWJ67rvstByHEfHB93oYNGwAYHx/XAfYbhE7dXYLnqxtyHNuSrFqRYuO6DNIQPP1imXIdMEyaLcXoRIswis+l7UXcmLN6/VIJya6NDhfHpUEI6wcNMonF+29ccXObnIXtJs2ZUbzqHCoMUGFA0KzRmp2It6lb7RHWNE3TNE3TXouRK1zX/ZbDv//3/54PfvCDC7bt27cPgHXr1t2MU9KWgc5gA0IuDPg6Cha9Xa9ePbz8To60eXxfwNCgxWw5zqoXc5JmMySdMlnVbyJvwQzrhpUWmaRkfCYgjKC7YDDQbTLYozgzoZgoRaRdwVCPYKDz5l3TUVFIqzTFopr2c/zqHIbtYLqpG3xmmqZpmqZp2rVwN27FKHRetkzcKHbibtx6A89qoXe+8538+I//OH/wB3/A93zP93Dy5En+y3/5L7zzne/UncXfQHSADaQSBmtXpRibaDHYl+DuO4sklrnJ2av5gWL/cZ+Wp5gteaxbYXJsOGC2HNHTAd1Fg7WDt+bMLiEE/V0m/V0LH7OOrKAjC5GSt8SFgbDdRAX+ZfcJmnUdYGuapmmapt1mhDTo/OEPMfHffvmS+3T+0IduWoMzgIcffpjf/d3f5dOf/jSf/vSnyWQyvOtd7+JnfuZnbto5adefDrABwxB83/f002qFuK6xbOtwI6UIgrgJ2KuPUW1END1BMiGZmg3IZxS7N9hIU7JzY4Id6x0c6+YHqVfjVgiuAaLgtburhe0WSim9FlvTNE3TNO02k9pzHz0/+XOL52AXO+n8oRszB/tiv/qrv7po26OPPsqjjz56Q89Du7F0gH2OEGLZstZKKYYnAg6d8inXIroKBptWWfR2XDieZYLrSFYOJpkr+zSbIeV6RCFnUsgYOJbA8yNGRhtUaiFdHTb9Pa4OBK/A63mshBT6MdU0TdM0TbtNpfbcR/KOu+Ou4uU5jFwBd+PWm5q51r6z6AD7BhieCPjG8y3O9886Mx4wNh3wtruTdObjX/ZM0mD9SouDJ6Gv+8IbQNIV9HYYeH7EV785ycuvVACQEt7yQBe7t9+8Rg23G2m7gIDLtIozk+kbdj6apmmapmna9SekcdNGcWma7iJ+Axw54/Pq5tR+AGfGF64H3rbWZusaC9uKA+j+LoM373ZJJyUjo4354BriPl2PPTlDpXr5NcXaBYbtYKWyl7xdGCaGXn+taZqmaZqmadpV0hnsZRYpRaW2dNfqamNh1J1wJHdudtm02iYMFOnUheZglVq46Pvb7YhaPSCbuTWbn92K7GwBBPj1Chdf9ZC2g5PrxDDtm3h2mqZpmqZpmqbdznSAvcykEPR2GhwbXtxgqzO/dAFByl28vatoI+XCCVOFvEUhp4PrKyGkgZPrxExmibwWoBCmhWG7CKELOjRN0zRN0zRNu3o6orgBNqywce2FjbPyGcmKnvj6RrsdUqtfvsN1f6/LWx7ownHipyyfs3jbm7tv+DixNwrDsrFSWaxUDtNJ6uBa0zRN0zRN07RrpqOzG6CzYPC2uxOMTAZUGxGFjMGKHpOkK3jpQImnnpuj1Q7ZuC7DPXcWyWUXZ6WFEOzeXmDNqjT1ekAhZ+ngWtM0TdM0TdM07RaiI7QbpJA1KGQXjgc4fqrGP3xtcv7rlw6UkQLe9lDPJe8nl7HI6TXXmqZpmqZpmqZptxxdF3sTnR1rLdp26FiNeuPy5eKapt3eokhRaUaMzoWcmQ6YLIc0vUuPj9M0TdM0TdNuDzrAPufseJN9B8ucHmkQhDfmg667RDOzVNLAMvXTomk329iUx1MvVfnmsxWOnW5et/eFKFJMlCNGpiNKNUWtCdMVxenJkGpz6YkDmqZpmqa9sTzyyCN8/OMfv23vX7s0XSIOtL2I/+8Lw/Mduu/aXeCBezoxDHH5b7xG61alef7lEpVqnLEWAvbuLmDbOsDWtJvpzGib//dYaT6o3ncY9mwPuWtH+prvu9JUzNUWB+uRgtG5iLWWwDSX971H0zRN0zRNWx46wAZa7XDB+KtnXpxj7eoUK/qTy3rcYsHmB/7ZICdO12l7IQO9CYZWLO8xNU27PKUU+44srmR58ZU664Zcirlre9u8XJY6DKHuKXI6wNY0TdM0Tbst6VQpwKuSSUoxn1VebsWCzZ5dBd50VyerVqYQQn+w1rSbKYxgtrT49z8IFY1WeM33773GW0t4g5aoaJqmadob1SOPPMInP/lJfu3Xfo377ruPHTt28MEPfpCTJ08C8PGPf5xHHnlkwfeMjIywceNGvvCFLwDw1FNPsXHjRp544gn+5b/8l+zYsYOHHnqIv/zLv2RycpKf/MmfZPfu3Tz44IN87nOfu6rz9H2fT3ziE+zdu5e9e/fysY99jNnZ2QX7PPvss7zvfe9j586d3HXXXUvuc+jQIT7wgQ+we/duHn74Yf76r/960bEef/xx3vve97J792727t3Lhz/8YU6cOHFV561dng6wYUFQ6/kR03NtTpyu8dVvTTI13b6JZ7a82r6i3lK0A/2BXtPOMw3BYK+9aLvrCvJpY4nvuDKuffmLaJbOXmuapmnaNfvTP/1TTpw4wa/8yq/wiU98gv3791/VmuSf/dmf5ZFHHuHTn/40q1at4hd+4Rf4kR/5ETZs2MAnP/lJtm7dyq/8yq/w8ssvX/F9//3f/z379+/nV3/1V/noRz/K17/+dT784Q/P3/7MM8/woz/6o7iuy+/8zu/wcz/3czz99NP8yI/8CK1W3Cx5YmKC973vfZTLZX7913+dj3zkI/zGb/wGExMT8/czPDzMj//4j7N161b+4A/+gE984hOcOHGCD33oQ0SR7v9yvekScSCRMEinDKq1gLmSx9ZNWY6drOP7ipOn67z33StIJ984D5XnK8bLMFGOs3WWhJ68oienP9xrGsC29QnOTnhUanHG2pBw3+4s6dS1vw9kE4JyfemLWq4NSUf/Dmqapmnatcpms/z+7/8+hhFfHD9z5gy/93u/x9zc3BXdz/d///fzgQ98AIBkMsl73/teduzYwU//9E8DsG3bNr7yla/w/PPPs2PHjis+xz/8wz8knY57vBQKBX7iJ36Cb33rW9x///385m/+JqtXr+a///f/Pv9z7Ny5k+/5nu/hr/7qr/jhH/5hPve5zxEEAZ/97Gfp6OgAYPXq1fzAD/zA/HFefvllWq0W//bf/lt6euJxwH19fXzlK1+h0WjMH1+7Pt44UeM1sEzB+39giFPDdZ55cY6ZOX++THNmzufsaJON6zLX7XhhFN+3IW/8B+koUpyahtnahW1+BCOzcenq6m6ly9S173hdHTb//K0FRic8vAB6O026iouz2lcj7Qp68oLJskJdFGfbJvQV5E15X9A0TdO0N5rt27fPB6UAvb29ADSbzSu6n927d8//u7OzE4iD3PMKhQIA1Wr1is/xwQcfXBDcPvLII1iWxeOPP86dd97JSy+9xAc/+EGUUgRBvMZsxYoVrF27lm9/+9v88A//MM899xy7du2aD67Pn19/f/+Crx3H4T3veQ/veMc7ePDBB9mzZ88VXxDQXh8dYJ+TSpkU8jaT096yHaPlKc5MRpwejwgjGOiUrOqVZJI37gN1pbkwuL7YVAW6cpBxb9jpaNotK5My2bjm+r9FCiHoyBikHEXdi4gisE1B0hFYyzy5QNM0TdO+UyQSiQVfSxmvjL3Skuilsruvvu+rdT5gP09KST6fp1KpUKlUiKKIz372s3z2s59d9L2O4wBQLpcZHBxcdHtXV9f8vwcHB/mf//N/8pnPfIa/+Iu/4HOf+xzZbJYf+qEf4iMf+cj8Y6NdHzrAvkh3l8uaVSlOnKrPbyvkLQZ6r/2XKIwUL58IGZm6kLI6ejZiYi7ivq0mSffGfLBuXub6gQKabR1ga9qN4NoC1772Nd2apmmapl0ZIQRhuLBxaaPRuOHnUalUFnwdhiFzc3N0dPz/27vzuCrL/P/j78MusgiIoKJpEIg75FrkAlOamlNOTVmWluWaZlpqOm5jac63cM/ScWk0y0qzMp3JdMbKckH9maONhltqKIggIPvh/v3heKYTqIg3HJDX8/HgMZ7rvs59fw5cM495n+u6rztANWte3vx4wIAB6tmzZ7H3Xgn5fn5+On/+fLHj6enpdq9btmypBQsWKD8/X3v27NGaNWv09ttvKyIiQj169DDvQ4FNzn7NxdmiezvV0V1t/VW/rofubOWr33evKy+vm/8eIvWiYReur8jIls6lVdzmAtdbfcoXWAAAALiV1axZU2lpacrL+99mxnv37q3wOr777jvb0m9J+sc//qHCwkK1b99eXl5eatq0qY4dO6YWLVrYfu644w4tWLBAO3fulCR16NBB+/bts9vULDExUadOnbK9XrFihWJjY5Wfny83Nzd17NhR06dPlyQlJSVV0KetPohTv+Hr46qY9rX1xB8aKu6eINWpbc507qXcq+/UnXljt4LcFO8aVw/Zrk7MXgMAAODW1rVrV+Xl5WnChAnasWOHVq5cabeRWEU5f/68RowYoe+++06rV6/W5MmTdffdd6tjx46SLu9g/u2332rMmDHatm2btm7dqmeffVbfffedmjVrJknq37+/fH19NXDgQP3jH//Qxo0bNWzYMLm6utqu06FDByUnJ2v48OHatm2bvv32W73yyityc3NT165dK/QzVwcE7Arifo39kTxcr37MbJ7uFt1Wu3i7xSI1DJTcXbkHFAAAALeuu+++W+PGjdPevXv13HPP6YsvvtCCBQsqPGD/8Y9/VO3atTV8+HDNnTtXDzzwgBYsWGDbcDgmJkZLly7V2bNnNXLkSI0dO1bOzs5avny5WrduLenyEvH3339fISEhGj9+vGbMmKHHH39cTZo0sV2nSZMmevvtt5WVlaXRo0fr+eefV3p6upYtW6bbb7+9Qj9zdWAxDKNaPwQ5Li5OkrRly5ZyvU5+gaFvDhTq4iX7dldnqVMrZ/nWrLjvOgzDUEaOlJYl5RZINdwkv5qSTwVutgYAAADk5ubq+PHjaty4sTw8WEqJ67vemKmofHc1bHJWQdxcLWoT4awfTxYp6cLlx/P4eUvNbqvYcC1d3tjB11Py9azQywIAAAC3rKKiolLtUu7iQgS7lfHX/a9Cq6GCfKtq1Pjfr8QwDOXmWuXu7iwnE55N61vTSe0jLcrMNlRUJHl5WuRyA4/lyckplKub8w29BwAAAED5mzBhgj755JPr9tuyZUuJj9bCrYGALamg0ND7n5zSxYsFCmtcU+2j/ZWbV6Qde1J1JilXQXXc1fHOAIXUu/nHdVksFvnUvLGAfCE9T7v2pinx+CXV8nVVhzv9FNbY+6ZrAQAAAGCO559/Xk888cR1+9WpU6cCqoGjELAlZWcXKulsriTph0MZyrpkVV5eoc6cvbx1//GT2Uo5n6d+jzSUj1cF7kgmqajI0L+2n1fi8cs3b2fnWPXZP87qiT+4KiiQ+1QAAACAyiAkJISZabCLeEkO/Jgu629un8i6ZNXZc7kVXsuF9HwdPWG/M1phoaEzSRX4bC8AAAAAwHURsEvg4eGskjZXd3Or+F+Xq6uTXF2KX9fVlT8dAAAAAFQmpDSp2AZmnTsGqk5td7u2sMY1VS/45u/BvlG+3q5qG+Vn1xYY4KZGDWpWeC0AAAAAgKvjHmxJNT2d1eXu2rqUbVXdIHeFNfJSQUGR6tf1VGpavvx8XRV2e025OWjWuF2Un/z9XHU2OU9eNV0U1rimvL340wEAAABAZUJK0+UZ7HZR/nZtLi5OatnU10EV2XN1dVLkHT6KvMPRlQAAAAAAroYl4gAAAAAAmICAXcnk5VlVVFR8gzUz5eQZOpFk1b6frDp4wqrzF4uu/yYAAAAA15SamqqXX35ZHTp0UFRUlAYNGqTExERHl4UKxBLxSiItPV+79qXp6Iks+fm5qX2Uv26/zfyNzLJzDe0+XKjUjP+1/XRair5DahjE9y0AAABAWQ0dOlROTk5asmSJPD09NXfuXA0YMECbN29WjRoVv2EyKh6JqhIoKjL0z+0p2n/worIuWXXqdI4+/fsvSj5v/nO3z6QW2YVrSSoypAPHrcrJK9+ZcwAAAOBWlZaWppCQEE2fPl0tWrRQaGiohg0bppSUFP3000+OLg8VhBnsSiA1LV9HT1yyaysoMHQmKVd1anuYeq3ktJJDdF6BdPGSoRrulhKPAwAAAFXBmTNn9Nlnn+mXX35RvXr11Lt3b9WvX7/cr+vn56f4+Hjb6/Pnz2vp0qUKDg5WWFhYuV8flQMBuxJwdbHIxcWiggKjWLvZXJyvfsyJ9QwAAACowjZt2qQpU6bYtS1fvlzTpk3T/fffX2F1TJo0SR9++KHc3Ny0aNEieXp6Vti14VhEqkqglq+b7mzpZ9dW299NtzUw/x7segElh/ZaXpKfV+kCvWEYSsss0rkLRcrKYVk5AAAAHO/MmTOaMmWKioqKiv1MmTJFv/zyS4XV0r9/f61du1a9e/fW8OHDdfDgwQq7NhyLgF1JtL/TXz1/F6zolrXU5a7aeqhHPXl7mb/AoF5tJ4WHOMnpV1naq4bUKtS5VDPml3IN7T5s1b/2W7X9oFVb9xXqx5+tKrQStAEAAOA4n3322U0dN1NYWJiaN2+u6dOnKyQkRKtWraqwa8OxWCJeSbi7OalZEx81a+JTrtdxdrKoWSMn1a9tUUa2IVcXKcDHSe6upZu9PnyqSKdT/hemC63SjyeLVMNNahR8jfXnAAAAQDm61gy1xWLRmTNnyvX6qamp+v7773X//ffL2fny/y92cnJSaGiokpOTy/XaqDyYwa6GLBaL/LyddFuQs+oFOJc6XGdkF+nn5JKfmX3iXJEMg1lsAAAAOEa9evWueswwjHLf6Cw5OVljxozRrl27bG0FBQU6dOiQQkNDy/XaqDwI2Ci1QqtUVHK+Vm7e5cd9AQAAAI7Qu3fvmzp+s5o0aaKYmBhNmzZNCQkJOnLkiMaNG6eMjAwNGDCgXK+NyoOAjVLz8rCoZo2SjwX5OcnZiUd8AQAAwDHq16+vadOmycnJSU5OTnJ2drb9e9q0adec4TaDxWLRnDlz1KFDB40aNUqPPPKILl68qPfee6/cr43Kg3uwUWpurhZFNnDSnp+K9OvV4O4u0m3BhGsAAAA41v33369WrVrps88+05kzZ1S/fn317t27wgKut7e3pk6dqqlTp1bI9VD5ELCrqew8Q9l5kquL5FPj8jdupdGgjpPcXC06nVKkrFxDAT5OahBoUS0vFkMAAADA8erVq6chQ4Y4ugxUUwTsaqbAauhksvRzimQtkiySavtIYfUMeXlcP2RbLBYF+1sU7E+gBgAAAIBfIyVVM2dSpePnLodrSTIkpWRIP54Wz7IGAAAAgJtAwK5G8gsM/ZxS8rH0LCn9UsXWAwAAAAC3EgJ2NZJvlfIKrn78WscAAAAAANdGwK5G3JwlD9erH7/WMQAAAADAtRGwqxE3V4saBpZ8zM9L8q1ZsfUAAAAAwK2EXcSrmfoBUmHR5V3EC62XdxEP9JXC6kouzjzLGgAAAADKioBdzbg4WxQaLNX1M5STL7k4ST6epX8ONgAAAACgZATsasrT3SJPd0dXAQAAAAC3Du7BBgAAAACTrF+/Xj169FCLFi3Us2dPbdq0ydEloQIRsAEAAADABJ9++qkmTJigRx99VBs2bFCPHj00evRo7du3z9GloYKwRBwAAADALcMwDCUmJiolJUWBgYEKCwurkP2GDMPQ3Llz1b9/f/Xv31+SNHz4cO3du1e7du1SVFRUudcAxyNgAwAAALglJCQk6I033lBiYqKtLSwsTC+99JLatGlTrtc+duyYzpw5owceeMCufenSpeV6XVQuLBEHAAAAUOUlJCRo+PDhOnr0qF370aNHNXz4cCUkJJTr9U+cOCFJys7O1sCBA9WxY0c98sgj2rp1a7leF5ULARsAAABAlWYYhv7v//5PRUVFMgyj2LGioiK98cYbxY6ZKSsrS5I0btw49erVS8uWLdPdd9+tYcOG6fvvvy+366JyYYk4AAAAgCotMTGx2Mz1r125LzsxMVF33HFHudTg6uoqSRo4cKAeeughSVJkZKQOHTqk5cuXq2PHjuVyXVQuzGBXEjk5hUq7mK+iovL7Vg0AAAC4FaWkpJjaryyCg4MlSeHh4XbtYWFhOn36dLldF5ULM9gOZhiGfjh0Ud/tTlV2TpEaN/RUp461Vdvf3dGlAQAAAFVCYGCgqf3KomnTpqpZs6b2799vt6HakSNH1LBhw3K7LioXAnYFy8+3Kik5T85OUnAdD51OytGX/0rWldtBEo9fkpNF+v399SrkcQIAAABAVRcWFqawsDAdPXq0xPusLRaLrU958fDw0LPPPquFCxcqKChILVu21BdffKHt27drxYoV5XZdVC4E7AqUciFPf996TklncyVJYY1rqn5dD/32fwOO/ZytjIwC+fq6OaBKAAAAoGqxWCx66aWXNHz48GIbnVksFjk5OWnMmDHlPoE1bNgw1ahRQ7Nnz9a5c+cUGhqq+fPnq3379uV6XVQeBOwK9P8OpNvCtXR5ttrDvfht8J41nOXmxu3xAAAAQGm1adNGCxcuLPYc7NDQ0Ap5DvYVTz/9tJ5++ukKuRYqn0oVsI8fP64+ffpo0qRJ6tOnT4l90tLS9Oqrr+rrr7+WJHXv3l2vvPKKPD09K7LUG2YYhk78nF2sPTu3SA3qeejUL5eDt8Ui3dU2QDVqVKo/DQAAAFDptWnTRu+//74SExOVkpKiwMBAhYWFceslKkylSXEFBQV66aWXlJ1dPIT+2siRI5WXl6cVK1YoIyNDEydO1LRp0zRr1qwKqrRsLBaLQurVUNrFArv2+sEeat7EV8d+vqTcHKuCgzzUsH4NB1UJAAAAVG0Wi0V33HFHuT2OC7iWShOw58+fr5o1a16zz759+7Rr1y5t3LhRoaGhkqQ///nPevbZZzV69GgFBQVVRKllFtWylk4n5Sgt/XLIDgp0l59/DR1LKpS3r6ciQp1LXDJeFhmXrLpwsUjOzlIdfxe5u1a+b+1y84uUkmaV1SoF1HKSt6ezo0sCAAAAgDKrFAF79+7dWrNmjdavX68uXbpctV9CQoICAwNt4VqS2rVrJ4vFoj179qhHjx4VUG3ZBQd6qG+fBko6m6OLWUXKyHXW2n/lKSfPkJuLdEdDV8W1raE6/jf3Zzl6ukC7DuaqoPDya19vi+5uWUO1a1WeAJuSZtX2/TnKuHR5Awo3F6l9Cw81rufq4MoAAAAAoGwcvpNWRkaGxo4dqz/96U+qW7fuNfueO3euWB83NzfVqlVLSUlJ5Vmmabw8XVS7tqeSM1z03YEC5eRdDpj5hdKxM4XacSBXBYXFHy1QWmkZ1v+e439tFzMN7f1PnqxFZT+vmQqthhJ+zLOFa+ny5//+h1xdzLI6sDIAAAAAKDuHB+ypU6eqdevWeuCBB67bNycnR25uxR9d5e7urry8vPIor1ykpBcpr9BQbr594M3JM3T2QpEuZJQ9ZKakWWUtKt5+NtWqi5klHHCA9MzLS8N/q9AqJV+oHDUCAAAAwI1y6BLx9evXKyEhQZ9//nmp+nt4eCg/P79Ye15eXqXfRfzXLBapvO6IvtoOiRbL5Z/K4MrnL2k+vbLUCAAAAAA3yqEz2GvXrlVqaqq6dOmiqKgoRUVFSZKmTJminj17FusfHBys5ORku7b8/Hylp6dX+g3Ofi3Iz0lurhbVrGGfJmt6WNSgjrMCfMt+r3Qdfye5lvC1SUigs3y9Hb5gQZLk5+2k4MDin9HNRQryrxw1AgAAAMCNcugM9htvvKHc3Fy7tvvuu08jR44sccOytm3b6o033tDJkyd12223SZJ27twpSYqOji7/gk3i4+WsFmFucnWR9h8pUHpWkWq4WxTZ2FXtmnvIxbns07i+Xs66u5WHdh3MU3bu5Tni4ABnRTVxl1MlmR52crKoTRN37SzMU/J/l4rXrGFR+2bu8q5ZeTZiAwAAAIAb4dCAfbVZ54CAANWvX19Wq1UXLlyQt7e3PDw81KpVK0VHR+vFF1/U1KlTlZ2drSlTpujBBx+sUjPYktQgyFWBtZzVtLGbLuUa8vK0KLCWi1xdbj4ENwx2VR0/Z13IuPyYrgBf55sK7eXBz8dZv2tfQ6kXLz+my9/XSR5uzF4DAACg6rp06ZLi4+P11VdfKSsrS+3bt9f48ePVsGFDR5eGClKpE01SUpJiYmK0ceNGSZfvL16wYIFCQkLUv39/jRo1Sp06ddLUqVMdW2gZebg7qX4dV4U3dFO92q6mhOtfn7teoIuC/F0qXbi+wsXZoiB/F9ULdCFcAwAAoMobNWqUNm/erKlTp+rDDz9UQECA+vbtq7S0NEeXhgpSKZ6D/WuHDx+2/TskJMTutXR5dnvevHkVXRYAAACASi47O1ubNm3SF198odTUVAUEBKhnz566//77y31T5P/85z/6+uuvtXjxYnXu3FmSNG3aNO3atUurV6/W8OHDy/X6qBwqXcAGAAAAgBt14sQJDR06VCkpKbJYLDIMQ7/88ot++OEH/fWvf9WiRYvUqFGjcrv+8ePHJUlt2rSxtTk5OalJkybavXt3uV0XlQvrcgEAAABUadnZ2Ro6dKguXLggSTIMw+4/L1y4oKFDhyo7O7vcaggMDJQknT171q79zJkzSk1NLbfronIhYAMAAACo0jZt2qSUlBRZrdYSj1utVqWkpOjvf/97udXQqlUrhYaGasqUKUpKSlJ+fr5WrFihH3/8Ufn5+eV2XVQuBGwAAAAAVdoXX3why3UeSWuxWLRhw4Zyq8HV1VULFy5UQUGBunTpoqioKO3evVsPP/ywvLy8yu26qFy4BxsAAABAlZaammpbDn41hmGU+1Ltxo0ba82aNbp48aIsFot8fHz0wgsvlOu936hcmMEGAAAAUKUFBASUagY7ICCg3GrIyspSv3799O9//1u+vr7y8fFRZmamvvvuO91zzz3ldl1ULgRsAAAAAFVaz549SzWD3atXr3KrwcvLSxaLRTNmzNDhw4f1n//8R0OGDFG9evXK9bqoXAjYAAAAAKq0+++/X4GBgXJ2di7xuLOzswIDA9W9e/dyrePNN99U7dq11a9fP/Xv318NGjTQ8uXL5eLCnbnVBX9pAAAAAFWap6enFi1aVOw52Ff+09/fX4sWLZKnp2e51lGnTh3NmzevXK+Byo2ADQAAAKDKa9SokdauXau///3v2rBhg1JTUxUQEKBevXqpe/fu5R6uAYmADQAAAOAW4enpqT59+qhPnz6OLgXVFPdgAwAAAABgAgL2f2VlF+p0UrYyMgocXQoAAAAAoApiibikgkJDKz88qcwsq2p4OKnzXYFq2dTX0WUBAAAAAKoQZrAl5eRYlZllvfzv3CJ9tS1ZyedzHVwVAAAAAKAqIWBLxR5KX2g1lJKa76BqAAAAAABVEQG7BBaL5OPF6nkAAAAAQOkRsCV5eDjLYvnf6zataqlecA3HFQQAAAAAqHKYppXk7uakx/uEKPVCgXx9XFW/Xg05O1uu/0YAAAAAAP6LGez/ql/XUy2b+eq2Bp5yIVwDAAAAuAlvvfWWnnzySbu2rVu36g9/+IOioqIUGxurWbNmKTeXzZVvJcxgAwAAALhl5Ofna+/evcrMzJS3t7eio6Pl5uZWoTWsWLFC8+bNU9u2bW1tCQkJev755zVq1Ch169ZNJ0+e1OTJk5Wenq6ZM2dWaH0oPwRsAAAAAFVeQUGBli5dqg8//FAZGRm2dh8fH/3xj3/UwIED5erqWq41nDt3ThMnTtSePXvUuHFju2MffPCBOnTooEGDBkmSbrvtNr344ouaMGGCpk2bVuFfAqB8ELABAAAAVGkFBQV64YUXtHv37mKP4M3IyNDSpUv1ww8/aO7cueUasg8ePChfX1999tlnWrhwoc6cOWM79swzz8jJqfgduoWFhcrKypK/v3+51YWKQ8AGAAAAUKUtXbq0xHB9hWEY2r17t5YtW6bBgweXWx2xsbGKjY0t8VjTpk3tXufn52v58uVq1qwZ4foWwiZnAAAAAKqs/Px8ffjhh1cN11cYhqE1a9YoPz+/giq7usLCQo0dO1aJiYmaMmWKo8uBiQjYAAAAAKqsvXv32t1zfS0ZGRnat29fOVd0bVlZWRoyZIi2bNmiefPmqVWrVg6tB+ZiiTgAAACAKiszM/OG+pc2jJeH5ORkPffcczp9+rSWLFmiDh06OKwWlA8CNgAAAIAqy9vb+4b6+/j4lFMl13bx4kX1799fWVlZWr16tSIiIhxSB8oXARsAAABAlRUdHS0fH59SzUz7+PgoKiqqAqoqbubMmTp16pT++te/yt/fXykpKbZj/v7+cnZ2dkhdMBcB+xZ3ZbMHi8Xi4EoAAAAA87m5uemPf/yjli5des2NziwWix599FGHPG+6qKhIGzduVEFBgfr371/s+JYtWxQSElLhdcF8BOxbVE6eoVPJRfo5pUiS1DDQSQ3qOKmGO0EbAAAAt5aBAwfqhx9+uOqjuiwWi9q2batnnnmmwmp6/fXXbf92cnLSDz/8UGHXhuOwi/gtKL/Q0N5Eq/59okgZl6SMS9K/TxRpb6JV+QXXfnwBAAAAUNW4urpqVwEgJAAAOVVJREFU7ty5evbZZ4vdY+3j46Nnn31Wc+fOlaurq4MqRHXBDPYtKCW9SOcuFA/S5y4YSrlYpPq1ub8DAAAAtxZXV1cNHjxYTz/9tPbt26eMjAzbPdeOWBaO6omAfQvKyrn6sczsiqsDAAAAqGhubm5q3769o8tANcUS8VuQ2zW+NnFnVQwAAAAAlAsC9i2oTi0nuZewCsbd7fIxAAAAAID5SFu3oJo1LGrfxFn+3v9r8/eW2jdxVs0a7CIOAAAAAOWBe7BvUbV9nXRPS4suXrq82ZlvTYucnQjXAAAAAFBeCNi3MGcni/y9CdUAAAAAUBFYIg4AAAAAgAkI2AAAAAAAmICADQAAAAAme+utt/Tkk0/atb3yyiuKiIiw++nUqZODKkR54B5sAAAAALeErKwsbdy4UVu3blVGRoZ8fHwUGxurHj16yMvLq8LqWLFihebNm6e2bdvatR8+fFhDhgxRv379bG3Ozs4VVhfKHwEbAAAAQJW3YcMGzZw5U/n5+TIMw9a+Z88ezZ07VxMmTFDPnj3LtYZz585p4sSJ2rNnjxo3bmx3zGq1KjExUcOGDVNgYGC51gHHYYk4AAAAgCptw4YNmjp1qvLy8uzCtSQZhqG8vDxNmTJFX3zxRbnWcfDgQfn6+uqzzz5Tq1at7I6dOHFCeXl5Cg0NLdca4FjMYAMAAACosrKysjRz5sxS9Z0xY4Y6d+5cbsvFY2NjFRsbW+KxI0eOyGKx6N1339XXX38tJycnde7cWaNGjZK3t3e51IOKxww2AAAAgCpr48aNys/PL1Xf/Px8bdq0qZwrKtlPP/0kJycn1a9fX2+//bbGjRunbdu2adiwYSoqKnJITTAfM9gAAAAAqqytW7cWWxZ+LVu2bNEjjzxSjhWVbMSIERowYIB8fHwkSeHh4QoMDNSjjz6qAwcOFFtSjqqJGWwAAAAAVVZGRkap+xqGcUP9zWSxWGzh+orw8HBJ0tmzZx1REsoBARsAAABAlfXb0HotJYXcijJmzBgNHDjQru3AgQOSpLCwMEeUhHJAwIYp8vMNHTmZr692ZWvr7mwlnipQQWHpl+oAAAAAZREbGyuLxVLq/nFxceVYzdX16tVL27dv16JFi/Tzzz9r27ZtmjBhgnr16sXO4rcQAjZuWpFhaM/hXO34d55+SbHqdLJV3/2QqwOJeY4uDQAAALe4Hj16yM3NrVR93dzcdP/995dzRSXr2rWr5s6dqy+//FIPPPCAJk6cqPvuu08zZsxwSD0oH2xyhpuWmlakxFOFxdp/PF6gxvVc5efj7ICqAAAAUB14eXlpwoQJmjJlynX7Tpgwodwe0fVbr7/+erG2bt26qVu3bhVyfTgGARs3LSu3SCVt3Ggtki7lFhGwAQAAUK569uwp6fJzrq88ssswDNvScTc3N02YMMHWDygvBGzctJoeTrJYVCxkOztdPgYAAACUt549e6pz587atGmTtmzZooyMDPn4+CguLk73339/hc1co3ojYOOm1fZzUliIi376zTLxiEYsDwcAAEDF8fLy0iOPPOKQ51wDEgEbJnCyWBTdxEP+PgU6ebZQFovUqK6LGtVzdXRpAAAAAFBhCNgwhbubRRGN3BTRqHQ7OAIAAADArYYbZAEAAAA4lFHSjrlACSr7WCFgAwAAAHAIV9fLtxRmZ2c7uBJUFVfGypWxU9mwRBwAAACAQzg7O6tWrVpKTk6WJHl6etoerQX8mmEYys7OVnJysmrVqiVn58q5mTIBGwAAAIDDBAcHS5ItZAPXUqtWLduYqYwI2AAAAAAcxmKxqG7duqpTp44KCgocXQ4qMVdX10o7c30FARsAAACAwzk7O1f68ARcD5ucAQAAAABgAgI2AAAAAAAmIGADAAAAAGCCMt2D/corr1z1mJOTkzw9PdWoUSP16NFDfn5+ZS4OAAAAAICqokwB++zZs9q7d6/y8vJUv359BQYGKjU1VadPn5aTk5Nq166t1NRULVq0SO+//74aNGhgdt2mSz6fq+ycItUOcJOXJ3u/AQAAAABuTJmWiHft2lXe3t764IMPtGXLFn3wwQfavHmz1q1bp6CgIA0bNkzbt29XSEiI4uPjza7ZdLl5RVr50Sl9+OlprfroZ504dcnRJQEAAAAAqpgyBewVK1ZozJgxat26tV17ZGSkXnjhBb3zzjvy9fXVM888o507d5pRZ7nKy7PKajUkSRmZhfrX9vPKzy9ycFUAAAAAgKqkTAE7LS1N/v7+JR7z9fVVamqqJMnf31/Z2dllr85Bks/nKSOLh9wDAAAAAEqvTAG7adOm+utf/6r8/Hy79vz8fC1btkyRkZGSpIMHD6pu3bo3X2UFq+Xrqprchw0AAAAAuAFlSpEvvfSSnn76acXGxqpLly4KCAhQamqqtm3bpqysLP31r39VQkKC4uPjNXToULNrNp2bq5Pdv7vcVVs1PJwdWBEAAAAAoKopU8COiorSunXr9Pbbb+ubb77RhQsXFBwcrHvuuUdDhgxRw4YN9f3332vkyJEaOHCg2TWbrkYNZz36YIiycwoVVNtD/n5uji4JAAAAAFDFWAzDMBxdhCPFxcVJkrZs2eLgSgAAAAAAN8PR+a7MNxpnZmZqx44dys7OVkkZ/cEHH7yZugAAAAAAqFLKFLC3bdumUaNGKScnp8TjFouFgA0AAAAAqFbKFLDj4+N1++2365VXXlFQUJCcnMq0GTkAAAAAALeMMgXsY8eO6a233lKbNm1uuoDU1FS9/vrr+uabb5SXl6e2bdtq7NixCgsLK7H/J598ovHjxxdr//LLL3XbbbfddD0AAAAAAJRFmQJ2vXr1lJWVZUoBQ4cOlZOTk5YsWSJPT0/NnTtXAwYM0ObNm1WjRo1i/Q8fPqx27dopPj7ert3f39+UegAAAAAAKIsyre0ePHiwFi5cqNOnT9/UxdPS0hQSEqLp06erRYsWCg0N1bBhw5SSkqKffvqpxPccOXJETZo0UWBgoN2PszPPrQYAAAAAOE6ZZrA///xznTt3Tvfee6/8/f3l4eFhd9xiseirr7667nn8/PzsZqLPnz+vpUuXKjg4+KpLxA8fPqxu3bqVpWwAAAAAAMpNmQJ2cHCwgoODTS1k0qRJ+vDDD+Xm5qZFixbJ09OzWJ8LFy7o/Pnz2r17t1auXKn09HS1atVKL730kho3bmxqPQAAAAAA3IgyBeyZM2eaXYf69++vRx99VO+//76GDx+u1atXq1mzZnZ9jhw5IklydnbWrFmzlJ2drbfeekuPP/64Pv/8c9WuXdv0ugAAAAAAKA2LYRhGaTr+8ssvCgwMlKurq3755Zfr9q9Xr16ZCioqKtIDDzygli1blhjkL168KF9fX9vr7Oxsde3aVQMHDtSgQYNu+HpxcXGSpC1btpSpXgAAAABA5eDofFfqGey4uDitWbNGLVu2VGxsrCwWyzX7//jjj9c9Z2pqqr7//nvdf//9tk3KnJycFBoaquTk5BLf8+twLUmenp4KCQnRuXPnSvlJAAAAAAAwX6kD9owZM9SgQQPbv68XsEsjOTlZY8aMUUBAgDp27ChJKigo0KFDhxQbG1us/+rVqzV37lxt27bNtrFaVlaWTpw4oYcffvim6wEAAAAAoKxKHbAfeugh2787dOhgWy7+W3l5eTp48GCpztmkSRPFxMRo2rRpevXVV+Xj46O3335bGRkZGjBggKxWqy5cuCBvb295eHioa9eumjNnjsaOHasRI0YoNzdX8fHx8vf3t6sPAAAAAICKVqbnYMfFxV11CfgPP/ygp59+ulTnsVgsmjNnjjp06KBRo0bpkUce0cWLF/Xee++pXr16SkpKUkxMjDZu3ChJqlu3rt59911dunRJffv21YABA+Tt7a2//e1vxR4VBgAAAABARSr1JmezZs1Senq6JOmTTz5Rly5d5OfnV6zfjz/+qPPnz+vbb781tdDy4uib4AEAAAAA5nB0viv1EvHQ0FC99dZbki7PPP/73/+Wm5ubXR9nZ2d5e3vrlVdeMbdKAAAAAAAquVIH7Icffti2kVhsbKwWLlyoyMjIcisMAAAAAICqpNQB+9e2bt16zeOZmZny9vYuU0EAAAAAAFRFZQrY+fn5WrFihXbt2qWCggJduY3bMAxlZ2crMTFR+/fvN7VQAAAAAAAqszIF7L/85S9atWqVwsPDdeHCBbm7u8vf319HjhxRQUGBnn/+ebPrBAAAAACgUivTY7q+/PJLDRgwQJ999pmefPJJNW/eXB999JG+/PJL1a9fX0VFRWbXCQAAAABApVamgH3hwgV17txZkhQREaEDBw5IkoKCgjRo0CDbc6sBAAAAAKguyhSwvb29lZ+fL0lq1KiRkpKSlJWVZfcaAAAAAIDqpEwB+84779TKlSuVnZ2tkJAQ1ahRQ5s3b5Yk7du3T15eXqYWCQAAAABAZVemgD1ixAj9v//3/zR48GC5uLjo8ccf1+TJk9WnTx/NnTtX3bp1M7tOAAAAAAAqtTLtIv7+++9r8eLFysnJkSSNGTNGXl5e2rt3r2JjYzVo0CBTiwQAAAAAoLIrU8D+/PPP1a1bN919992SJIvFoiFDhphaGAAAAAAAVUmZloi3aNFC27ZtM7sWAAAAAACqrDLNYEdERGjVqlX68ssvFRYWpoCAALvjFotFM2bMMKVAAAAAAACqgjIF7M2bN6tOnTqSpMTERCUmJtodt1gsN18ZAAAAAABVSJkC9tatW82uAwAAAACAKq1M92ADAAAAAAB7BGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAEzg8ICdmpqql19+WR06dFBUVJQGDRqkxMTEq/ZPS0vTmDFj1LZtW7Vt21aTJk1SdnZ2BVYMAAAAAEBxDg/YQ4cO1alTp7RkyRJ9/PHH8vDw0IABA5STk1Ni/5EjR+rUqVNasWKF5s2bp+3bt2vatGkVXDUAAAAAAPYcGrDT0tIUEhKi6dOnq0WLFgoNDdWwYcOUkpKin376qVj/ffv2adeuXZo5c6aaNWumjh076s9//rM+/fRTnTt37qZqOXUmWwcPX9S5lNybOg8AAAAAoHpyceTF/fz8FB8fb3t9/vx5LV26VMHBwQoLCyvWPyEhQYGBgQoNDbW1tWvXThaLRXv27FGPHj3KVEdOrlXvf3JakuTsbNHvOtVRq2a+ZToXAAAAAKB6cmjA/rVJkybpww8/lJubmxYtWiRPT89ifc6dO6e6devatbm5ualWrVpKSkoq87Xz84ts/7ZaDW37LkWNG3jKx8e1zOcEAAAAAFQvDr8H+4r+/ftr7dq16t27t4YPH66DBw8W65OTkyM3N7di7e7u7srLyzOtlty8ImVeKjTtfAAAAACAW1+lCdhhYWFq3ry5pk+frpCQEK1atapYHw8PD+Xn5xdrz8vLK3HGu6y8vZxVy5fZawAAAABA6Tk0YKempmrDhg2yWq22NicnJ4WGhio5OblY/+Dg4GLt+fn5Sk9PV1BQUJnr8PBwlqurRZJU09NZ93YOUk3PSrN6HgAAAABQBTg0YCcnJ2vMmDHatWuXra2goECHDh2y28jsirZt2+rs2bM6efKkrW3nzp2SpOjo6DLX4e7mpP5/vE2PPRii/o/eprDGXmU+FwAAAACgenJowG7SpIliYmI0bdo0JSQk6MiRIxo3bpwyMjI0YMAAWa1WpaSkKDf38qOzWrVqpejoaL344ov64YcftGPHDk2ZMkUPPvjgTc1gS5K/n5sahnjKqyYz1wAAAACAG+fQgG2xWDRnzhx16NBBo0aN0iOPPKKLFy/qvffeU7169ZSUlKSYmBht3LjR1n/BggUKCQlR//79NWrUKHXq1ElTp0515McAAAAAAEAWwzAMRxfhSHFxcZKkLVu2OLgSAAAAAMDNcHS+qzS7iAMAAAAAUJURsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADCBwwN2enq6Jk+erE6dOik6Olp9+/ZVQkLCVft/8sknioiIKPZz8uTJCqwaAAAAAAB7Lo4uYPTo0UpNTVV8fLz8/f21evVqDRw4UOvWrVNoaGix/ocPH1a7du0UHx9v1+7v719RJQMAAAAAUIxDZ7BPnjyp7du3a8qUKWrTpo1uv/12TZw4UUFBQdqwYUOJ7zly5IiaNGmiwMBAux9nZ+cKrh4AAAAAgP9xaMD28/PT4sWL1bx5c1ubxWKRYRi6ePFiie85fPiwwsLCKqpEAAAAAABKxaEB28fHR507d5abm5utbdOmTfr5558VExNTrP+FCxd0/vx57d69W7169VJMTIyGDx+u48ePV2TZAAAAAAAU4/BNzn5tz549mjBhguLi4hQbG1vs+JEjRyRJzs7OmjVrlmbPnq3s7Gw9/vjjOn/+fEWXCwAAAACAjcM3Obviq6++0ksvvaRWrVoV28Dsig4dOmjXrl3y9fW1tS1cuFBdu3bVunXrNGjQoIoqFwAAAAAAO5ViBnvVqlUaMWKEOnXqpCVLlsjDw+OqfX8driXJ09NTISEhOnfuXHmXCQAAAADAVTk8YK9evVrTp0/XE088oTlz5tjdj11S3/bt2ys3N9fWlpWVpRMnTrDxGQAAAADAoRwasI8fP64ZM2bo3nvv1eDBg5WamqqUlBSlpKQoMzNTVqtVKSkptkDdtWtXGYahsWPH6qefftKBAwc0YsQI+fv766GHHnLkRwEAAAAAVHMODdj/+Mc/VFBQoM2bNysmJsbu57XXXlNSUpJiYmK0ceNGSVLdunX17rvv6tKlS+rbt68GDBggb29v/e1vf7vmsnIAAAAAAMqbxTAMw9FFOFJcXJwkacuWLQ6uBAAAAABwMxyd7xx+DzYAAAAAALcCAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmcHjATk9P1+TJk9WpUydFR0erb9++SkhIuGr/tLQ0jRkzRm3btlXbtm01adIkZWdnV2DFAAAAAAAU5/CAPXr0aO3fv1/x8fH6+OOP1axZMw0cOFBHjx4tsf/IkSN16tQprVixQvPmzdP27ds1bdq0Cq4aAAAAAAB7Dg3YJ0+e1Pbt2zVlyhS1adNGt99+uyZOnKigoCBt2LChWP99+/Zp165dmjlzppo1a6aOHTvqz3/+sz799FOdO3fOAZ8AlUlOXpHOnS/QxcxCR5cCAAAAoBpyceTF/fz8tHjxYjVv3tzWZrFYZBiGLl68WKx/QkKCAgMDFRoaamtr166dLBaL9uzZox49elRI3ah8jp/O1fY9mcrIssrVxaKoZjXVOrKmXJwtji4NAAAAQDXh0BlsHx8fde7cWW5ubra2TZs26eeff1ZMTEyx/ufOnVPdunXt2tzc3FSrVi0lJSWVe72onNIzCrXlu4vKyLJKkgoKDe3an6Vjp3IdXBkAAACA6sTh92D/2p49ezRhwgTFxcUpNja22PGcnBy7MH6Fu7u78vLyKqJEVEJnz+crv8Ao1n46Kd8B1QAAAACoripNwP7qq680cOBAtWzZUvHx8SX28fDwUH5+8dCUl5cnT0/P8i4RlZTzVZaBu7iwPBwAAABAxakUAXvVqlUaMWKEOnXqpCVLlsjDw6PEfsHBwUpOTrZry8/PV3p6uoKCgiqiVFRC9QLd5OPtbNfmZJEa1Xd3UEUAAAAAqiOHB+zVq1dr+vTpeuKJJzRnzpwSl4Bf0bZtW509e1YnT560te3cuVOSFB0dXe61onKq6ems++6upbBGHqrh4aSg2q66925fNaxHwAYAAABQcRy6i/jx48c1Y8YM3XvvvRo8eLBSU1Ntxzw8POTp6akLFy7I29tbHh4eatWqlaKjo/Xiiy9q6tSpys7O1pQpU/Tggw8yg13N1Qlw1b13+So3r0hurk5XXTYOAAAAAOXFoTPY//jHP1RQUKDNmzcrJibG7ue1115TUlKSYmJitHHjRkmXH+G1YMEChYSEqH///ho1apQ6deqkqVOnOvJjoJKwWCyq4eFMuAYAAADgEBbDMIpvv1yNxMXFSZK2bNni4EoAAAAAADfD0fnO4fdgAwAAAABwKyBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAhdHF+BoycnJslqtiouLc3QpAAAAAICbkJSUJGdnZ4ddv9rPYLu7u8vFpdp/zwAAAAAAVZ6Li4vc3d0ddn2LYRiGw64OAAAAAMAtotrPYAMAAAAAYAYCNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmIGADAAAAAGCCahuwi4qKNG/ePN1zzz1q1aqVnnnmGZ08edLRZaEaS09P1+TJk9WpUydFR0erb9++SkhIsB3/8ccf1a9fP7Vu3VpdunTR0qVL7d5fmjF9vXMAZjl+/LiioqK0bt06WxtjGFXF+vXr1aNHD7Vo0UI9e/bUpk2bbMcYx6gKCgoKNHv2bHXp0kVRUVF6/PHHtXfvXttxxjEqs7feektPPvmkXVtFjFnT8qFRTc2fP9/o2LGj8a9//cv48ccfjWeeeca49957jby8PEeXhmrq6aefNnr37m3s3r3bOHr0qDF9+nSjZcuWRmJionHhwgWjffv2xsSJE43ExETj448/Nlq0aGF8/PHHtvdfb0yX5hyAGfLz840+ffoY4eHhxtq1aw3DKN34YwyjMli/fr0RGRlprFixwjhx4oSxYMECo0mTJsbevXsZx6gy5s6da9x9993GN998Y5w4ccKYOHGiER0dbZw9e5ZxjEpt+fLlRkREhNGvXz9bW0WNWbPyYbUM2Hl5eUZUVJSxevVqW9vFixeNli1bGhs2bHBgZaiuTpw4YYSHhxt79uyxtRUVFRn33nuvMWfOHOPtt9827rnnHqOgoMB2/M033zS6detmGEbpxvT1zgGY5c033zSefPJJu4DNGEZVUFRUZHTt2tV4/fXX7dqfeeYZ4+2332Yco8ro3bu3MXPmTNvrzMxMIzw83Pj73//OOEaldPbsWWPgwIFG69atje7du9sF7IoYs2bmw2q5RPw///mPLl26pA4dOtjafHx81LRpU+3evduBlaG68vPz0+LFi9W8eXNbm8VikWEYunjxohISEtS2bVu5uLjYjnfo0EHHjx9Xampqqcb09c4BmGH37t1as2aNZs2aZdfOGEZVcOzYMZ05c0YPPPCAXfvSpUs1ePBgxjGqjFq1aumf//ynTp8+LavVqjVr1sjNzU2RkZGMY1RKBw8elK+vrz777DO1atXK7lhFjFkz82G1DNhnz56VJNWtW9euvU6dOkpKSnJESajmfHx81LlzZ7m5udnaNm3apJ9//lkxMTE6e/asgoOD7d5Tp04dSdIvv/xSqjF9vXMANysjI0Njx47Vn/70p2JjkTGMquDEiROSpOzsbA0cOFAdO3bUI488oq1bt0piHKPqmDhxolxcXBQXF6cWLVpo9uzZmjNnjho2bMg4RqUUGxurN998Uw0aNCh2rCLGrJn5sFoG7JycHEmyCzOS5O7urry8PEeUBNjZs2ePJkyYoLi4OMXGxio3N7fE8SpJeXl5pRrT1zsHcLOmTp2q1q1bF5v9k64//hjDqAyysrIkSePGjVOvXr20bNky3X333Ro2bJi+//57xjGqjKNHj8rHx0cLFy7UmjVr1KdPH40bN07/+c9/GMeocipizJqZD12u3+XW4+HhIUnKz8+3/Vu6/MutUaOGo8oCJElfffWVXnrpJbVq1Urx8fGSLo/Z/Px8u35X/svu6elZqjF9vXMAN2P9+vVKSEjQ559/XuJxxjCqAldXV0nSwIED9dBDD0mSIiMjdejQIS1fvpxxjCrhzJkzevnll7VixQq1adNGktSiRQslJiZq/vz5jGNUORUxZs3Mh9VyBvvK1H9ycrJde3JycrGlA0BFWrVqlUaMGKFOnTppyZIltv+CBwcHlzheJSkoKKhUY/p65wBuxtq1a5Wammp7JExUVJQkacqUKerZsydjGFXClbEWHh5u1x4WFqbTp08zjlEl/PDDDyooKFCLFi3s2lu1aqUTJ04wjlHlVMSYNTMfVsuA3aRJE3l5eWnnzp22toyMDB06dMj2TR9Q0VavXq3p06friSee0Jw5c+yWqLRt21Z79uyR1Wq1tX3//fdq3LixAgICSjWmr3cO4Ga88cYb2rhxo9avX2/7kaSRI0dq8eLFjGFUCU2bNlXNmjW1f/9+u/YjR46oYcOGjGNUCVeCwuHDh+3ajxw5ottuu41xjCqnIsasqfnwhvYcv4XEx8cb7dq1M7766ivbc87uu+8+noMNhzh27JjRrFkzY/jw4UZycrLdT0ZGhnH+/Hmjbdu2xrhx44yffvrJWLt2rdGiRQtj3bp1tnNcb0yX5hyAmX79mC7GMKqKhQsXGlFRUcbnn39unDx50njrrbeMJk2aGDt27GAco0qwWq3G448/bnTv3t34/vvvjePHjxuzZ882IiMjjX379jGOUemNGzfO7jFdFTVmzcqH1TZgFxYWGn/5y1+MDh06GK1btzaee+4549SpU44uC9XUokWLjPDw8BJ/xo0bZxiGYezfv9/44x//aDRv3tzo2rWrsXLlSrtzlGZMX+8cgJl+HbANgzGMqmPZsmVGbGys0axZM6N3797G5s2bbccYx6gK0tPTjalTpxpdunQxoqKijEcffdTYuXOn7TjjGJXZbwO2YVTMmDUrH1oMwzDKOFsPAAAAAAD+q1regw0AAAAAgNkI2AAAAAAAmICADQAAAACACQjYAAAAAACYgIANAAAAAIAJCNgAAAAAAJiAgA0AAAAAgAkI2AAAVDOGYTi6hEqB3wMAwGwEbABAhYqIiND8+fMdXUalNn78eMXGxpr+noyMDI0bN04JCQmlOueQIUP00Ucflbmmq9m5c6e6deum5s2ba+DAgaac80bt2bNHgwcPdsi1S6Nv377atGmTo8sAANwgF0cXAACoXtasWaPg4GBHl1GpDRs2TE899ZTp5/3xxx+1fv169enT57p9161bp6SkJP3hD38wvY5Zs2apqKhIixcvVkBAgOnnL42PPvpIiYmJDrl2aUycOFGDBg1Su3btHPY7AgDcOGawAQAVqnXr1gTs62jYsKGaNm3qsOvn5eXpzTff1ODBg+XkZP7/VUhPT1d0dLTuuusuRUREmH7+W0Hz5s3VrFkzLVq0yNGlAABuAAEbAHDDYmNjNXv2bM2cOVPt2rVTu3bt9PLLLystLc3WZ/z48erfv7+mTJmiNm3a6KGHHlJhYWGxJeKpqamaMGGC7rrrLkVFRemJJ57Qnj17bMevzHTee++9at68ubp166aVK1fecM3r1q1TRESE9u/fr4ceekgtW7bUAw88oI0bN9r1y8vL01/+8hd17txZzZs3L7FPbGysZsyYof79+ys6OlqTJ08udR2xsbGaN2+eZs2apbvuukstW7bUwIEDdfz4cVuf3y7HLigo0BtvvKFOnTrZ+q9fv14RERE6ffp0sc/ZrVs3tWjRQr1799bXX38t6fKy7Cuz4k899ZSefPLJq9b48ccfKycnp8Ql4WvWrFGXLl3UsmVL9e/fX4cOHbI7/ssvv2j06NFq166dWrVqZdfn9OnTioiI0JkzZ2z179y5U5J04MABDRw4UO3bt1d0dLSGDBmin376yXbenTt3KiIiQh988IG6du2qu+66S99++60kKSEhQf369VOrVq3Url07jRs3ThcuXLjq5xs/frw++eQTnTlzRhEREVq3bp2tvrFjxyomJkbNmjVTx44dNXbsWNu43rJlS7Hxe/z4cbVu3Vrjxo2ztR05ckSDBw9WdHS0oqOjNXz4cJ06dcquhpUrV6p79+5q0aKF7rnnHk2dOlVZWVl2fXr37q2PP/74mp8FAFC5ELABAGWyevVq7dmzRzNmzNBLL72kr7/+Ws8++6yKiopsfRISEnTy5EnNnz9fw4cPl4uL/Z1J2dnZeuyxx/Tdd99pzJgxWrBggWrWrKlnn31WR48elSRNnTpV8+bNU+/evfX222+re/fumjFjhhYuXFimugcPHqy4uDgtWLBAjRs31ujRo7VlyxZJlze9Gj58uD744AM9/fTTWrRokaKiovTiiy9q/fr1dud57733bGHr97///Q3V8Le//U3Hjh3TzJkz9eqrr+rf//63xo8ff9X+kydP1rvvvqt+/fpp4cKFql27tiZNmlSsX1JSkhYvXqwXXnhB8+bNk2EYGjFihFJTU9WsWTPbFwGTJ0/WlClTrnq9zz77TF27dpWHh4dd+9mzZzV//nyNGjVK8fHxunjxop566ilbALxw4YIee+wxHTx4UJMmTdKbb76poqIiPfHEEzp69Kjq1KmjNWvWKDAwUJ07d9aaNWvUrFkz7dixQ3379lVRUZFee+01vfrqq0pKStJjjz1mGwdXzJ49W+PGjdO4cePUunVr7d69WwMGDJCHh4fmzJmjCRMmaNeuXXrqqaeUm5tb4ucbNmyYOnfurMDAQNsXBjk5OXrqqad09OhRTZkyRUuXLlW/fv20YcMGxcfHS5Li4uL04IMP6p133tHRo0dltVo1fvx4+fv72/4ex48f12OPPabU1FS9/vrreu2113Tq1Cn17dtXqampkqQvvvhCs2bN0hNPPKGlS5dq+PDh+vTTT/Xqq6/a1RkXFyer1arNmzdf9W8FAKhkDAAAblDXrl2Ntm3bGhkZGba2zZs3G+Hh4cY///lPwzAMY9y4cUZ4eLhx4sQJu/eGh4cb8+bNMwzDMFatWmVEREQYP/74o+14bm6u0b17d+P99983jh07ZkRERBjvvPOO3Tlmz55ttGjRwrhw4UKpa167dq0RHh5uzJ8/39ZWVFRk/P73vzf69OljGIZhfPvtt0Z4eLjxxRdf2L33pZdeMu6++26joKDA9vm7dOliWK3WUl//iq5duxpdu3Y1CgsLbW3z5883wsPDbZ9n3LhxRteuXQ3DMIyTJ08aERERxrJly+zO88wzzxjh4eHGqVOnbO8JDw83EhMTbX22b99uhIeHG1999ZVhGIaxY8cOIzw83NixY8dV68vMzDQiIyON5cuX27VfOf++fftsbcnJyUbLli2NN9980zAMw4iPjzdatGhhnD592tYnLy/PiIuLM0aMGGH3Oxg3bpzt9cMPP2x0797d7ndy8eJFo127dsYLL7xgV3t8fLxdXY8++qjRq1cvu/ceO3bMiIyMNFatWnXVz/nr37FhGMahQ4eMvn37GidPnrTrN3jwYOO+++6zq+uee+4x+vXrZ7zzzjtGZGSksXv3btvx0aNHGx07djQyMzNtbWlpacadd95pvP7664ZhGMakSZOM++67z278fPrpp8aKFSuK1fn73//e9jsAAFR+zGADAMqka9eu8vb2tr2OjY2Vq6ur3Q7VHh4eatiw4VXPkZCQoJCQEDVp0sTW5u7urk2bNumxxx7Tjh07ZBiGYmNjVVhYaPuJjY1VXl6e3VLy0vr1bLPFYtG9996rgwcPKicnR99//70sFos6d+5c7HopKSl2S5ZDQ0PLfH9yixYt5OzsbHt95Z70nJycYn137twpwzDUvXt3u/ZevXoV6+vn56fQ0FDb6wYNGkiSMjMzS11bUlKSrFarQkJCih2rV6+eWrdubXsdGBio1q1b67vvvpMkff/994qMjFRQUJDtd+fk5KROnTrZ+vxWdna2Dhw4oB49etj9Tnx8fNS1a1fbEvIrfn3Pdk5Ojvbv36/OnTvLMAzbNRs0aKDQ0FBt37691J87MjJSq1evVkhIiE6dOqVvvvlGy5Yt07Fjx1RQUGBX16uvvqpdu3Zp9uzZeu6559SmTRvb8R07dqh9+/by8PCw1ePl5aU2bdrYfgcdOnTQiRMn1KdPH7311ls6dOiQHnjgAfXv379YXfXr1y92GwAAoPJiF3EAQJnUqVPH7rWTk5Nq1aqljIwMW1tAQIAsFstVz5Genn7NHZLT09MlST179izx+Llz526g4suCgoLsXgcEBMgwDGVmZio9PV2GYSg6OrrE9yYnJysyMlKSVLt27Ru+9hU1atSwe30lqP96ef0VV5Zf//b3VNL1PT097V5f+d2XdN6ruRLGf3uuq10zICBASUlJki7/vU6ePKlmzZqVeO6cnJxinz0zM1OGYZR47tq1axf7cuDXv4eMjAwVFRVpyZIlWrJkSbH3u7u7l1jH1SxfvlzvvPOO0tLSVLt2bTVr1kw1atQoVkPHjh1Vt25dJSUlFbtPPT09XRs3bix2374k+fv7S5J69OihoqIirV69WgsWLNDcuXNVv359jRkzpthYL+n6AIDKi4ANACiTK+H3CqvVqrS0NFuIKA1vb+8SZ+f27dsnLy8v+fj4SJLeffdd1axZs1i/evXq3VjRktLS0uxC9vnz5+Xs7KxatWrJ29tbnp6e+tvf/lbie2+77bYbvt7NulJramqq6tata2u/cj+v2fz8/CTJ7ouSK0pqS0lJsf3Nvb291a5dO40dO7bEc7u5uRVr8/b2lsVi0fnz50s8d61ata5aa82aNWWxWDRgwIASv4T5bZi/ls8//1yvv/66xowZo4cfftj2mV544QUdOHDAru/ChQt1/vx5hYaG6k9/+pPWrl1r+2ze3t6666679PTTTxe7xq/3IOjVq5d69eqlzMxMffvtt1qyZIlefvlltWnTxm58ZmRk2P4mAIDKjyXiAIAy+eabb5Sfn297vWXLFhUWFqpjx46lPkebNm106tQpHT582NaWn5+vESNG6MMPP1Tbtm0lXQ7FLVq0sP2kp6drzpw5xUJ+aWzdutX2b8Mw9OWXX+rOO++Um5ub2rVrp+zsbBmGYXe9n376SQsXLlRhYeENX+9m3XnnnXJ2dtaXX35p1/7b16Xx6yXYVxMUFCRnZ2edPXu22LGTJ0/q5MmTttdJSUnat2+f2rdvL0lq166djh8/rsaNG9v9/j777DN99NFHJV7f09NTzZs318aNG2W1Wm3tmZmZ+te//qU777zzqrV6eXmpadOmOnbsmN317rjjDi1YsKDY8vJf++3y/j179sjb21uDBg2yhetLly5pz549disADhw4oCVLlmjIkCF68803dezYMbtdxdu1a6fExERFRkba6mnevLlWrFhh26xs1KhRev755yVdDuT333+/hg0bJqvVquTkZLu6kpKSVL9+/at+DgBA5cIMNgCgTM6ePauhQ4fqqaeeUlJSkuLj4xUTE2MLW6XRp08frVy5UkOHDtULL7wgf39/vffee8rNzdWTTz6phg0bqnfv3po0aZLOnDmj5s2b6/jx45o9e7ZCQkLUqFGjG677//7v/5Sfn6/GjRvro48+0tGjR/Xuu+9Kkjp37qy2bdtq2LBhGjZsmEJDQ/XDDz9o/vz5iomJuaHZebM0aNBAf/jDHxQfH6+CggI1adJEmzdv1j//+U9JxYPitVy5Z/5f//qXfH197e59v8LT01PR0dHau3evBgwYYHfM3d1dw4YN04svviir1aq5c+eqVq1atnuHBwwYoE8//VQDBgzQM888Iz8/P23cuFEffvihXnnllavWNWbMGA0cOFDPPvus+vXrp4KCAi1evFj5+fm2IHo1o0eP1qBBgzRmzBj17t1bVqtVy5Yt0/79+zV06NCrvs/Hx0fnz5/Xtm3bFBkZqZYtW+r999/X66+/rq5duyo5OVlLly7V+fPn5evrK+nylz/jx49X48aNNWjQILm5uempp57S0qVL9bvf/U6tWrXSsGHD9Nhjj2nw4MHq27ev3N3dtWbNGn311VeaN2+epMv3YE+ZMkWzZs1Sp06dlJGRoQULFqhRo0Z2f5PMzEwlJiZq4MCB1/wdAAAqDwI2AKBMevbsKR8fH40aNUqenp566KGH9OKLL97QOby8vLRq1Sr95S9/0WuvvabCwkK1atVKK1eutG2ONnPmTL3zzjv64IMPdPbsWQUEBKhHjx4aNWpUqWZkf2vq1Kl65513dOrUKTVt2lTLli2zbVLl5OSkxYsXa+7cuXrnnXeUmpqqoKAgDRgwQMOHD7/ha5ll0qRJ8vT01LJly5SVlaWOHTtq6NChWrhwYYn3Sl/NHXfcoV69eum9997TN998ow0bNpTYr1u3bpo/f77y8vLs7mOOiIhQz549NXXqVGVmZqpjx46aMGGC7YuHoKAgffDBB3rzzTc1depU5eXlqVGjRnrttdf08MMPX7Wujh07avny5Zo3b55Gjx4tNzc3tWnTRrNmzdIdd9xxzc8UExOjpUuXasGCBRo5cqRcXV3VrFkzLV++3G5Dtt/q06ePtm3bpuHDh2vkyJF67rnndPr0aa1du1arV69WUFCQOnfurMcff1yTJk1SYmKi1q1bp2PHjun999+3LQkfOXKkvvzyS40bN06ffvqpmjRpovfee0+zZ8/W2LFjZRiGwsPDtXDhQsXFxUmSHnvsMRUUFOiDDz7Q6tWr5eHhoY4dO+rll1+Wq6urrcZvvvlGrq6u6tKlyzV/BwCAysNiGIbh6CIAAFVLbGys2rVrp9dff93RpZTaunXr9Morr2jLli0l7pBdWaWnp+vrr7/WPffcY3cv7qxZs7Ru3bprLoMuq5ycHP3ud7/Tyy+/rAcffND086N0nnzySTVp0kQTJ050dCkAgFJiBhsAUKWV5r7osj5Oq7SKiopKtVP3rze5Kq0aNWrotddeU2RkpPr37y9PT0/t3btXK1eu1JAhQ8pSbqmuOWLECC1dulQPPPBAmVYK4Obs379fhw8fVnx8vKNLAQDcAAI2AKDKOn36tG3Z7bU89NBDateuXbnVMWHCBH3yySfX7VeW2XN3d3etWLFCc+bM0fjx45WTk6OGDRtq/PjxeuKJJ8pa8nU99thj2rJliz766CM99thj5XYdlGzmzJmaPHmyAgMDHV0KAOAGsEQcAFBl5efn2+1AfjV+fn7luiz89OnTSktLu26/iIiIEh9VBQAAbg0EbAAAAAAATMBzsAEAAAAAMAEBGwAAAAAAExCwAQAAAAAwAQEbAAAAAAATELABAAAAADABARsAAAAAABMQsAEAAAAAMAEBGwAAAAAAE/x/4nW9fgG9+lQAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Sample scatterplot with hue and size\n", + "plt.figure(figsize=(10, 7))\n", + "sns.scatterplot(\n", + " data=df_core,\n", + " x=\"price_per_night (before taxes)\",\n", + " y=\"rating\",\n", + " size=\"num_beds\",\n", + " hue=\"num_bedrooms\",\n", + " palette=\"coolwarm\",\n", + " alpha=0.6,\n", + ")\n", + "\n", + "plt.title(\"Price vs Rating (Size = Beds, Color = Bedrooms)\")\n", + "plt.xlabel(\"price_per_night (before taxes)\")\n", + "plt.ylabel(\"rating\")\n", + "plt.xlim(0, 10000) \n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c0bcedee", + "metadata": {}, + "source": [ + "## V. Machine Learning" + ] + }, + { + "cell_type": "markdown", + "id": "7220ee96", + "metadata": {}, + "source": [ + "### 1. Classification: Predict if a listing is successful (rating >= 4.5) (Not Selected)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "12ecc43b", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "from sklearn.preprocessing import StandardScaler, OneHotEncoder\n", + "from sklearn.impute import SimpleImputer\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.linear_model import LogisticRegression\n", + "from sklearn.metrics import classification_report, confusion_matrix, roc_auc_score, RocCurveDisplay" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "32b82016", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=== Logistic Regression ===\n", + " precision recall f1-score support\n", + "\n", + " False 0.00 0.00 0.00 7\n", + " True 0.99 1.00 0.99 671\n", + "\n", + " accuracy 0.99 678\n", + " macro avg 0.49 0.50 0.50 678\n", + "weighted avg 0.98 0.99 0.98 678\n", + "\n", + "ROC AUC: 0.8886523312752821\n", + "Confusion Matrix:\n", + " [[ 0 7]\n", + " [ 0 671]]\n", + "\n", + "=== Random Forest ===\n", + " precision recall f1-score support\n", + "\n", + " False 0.33 0.14 0.20 7\n", + " True 0.99 1.00 0.99 671\n", + "\n", + " accuracy 0.99 678\n", + " macro avg 0.66 0.57 0.60 678\n", + "weighted avg 0.98 0.99 0.99 678\n", + "\n", + "ROC AUC: 0.9487971045348095\n", + "Confusion Matrix:\n", + " [[ 1 6]\n", + " [ 2 669]]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, msg_start, len(result))\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, msg_start, len(result))\n", + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/sklearn/metrics/_classification.py:1344: UndefinedMetricWarning: Precision and F-score are ill-defined and being set to 0.0 in labels with no predicted samples. Use `zero_division` parameter to control this behavior.\n", + " _warn_prf(average, modifier, msg_start, len(result))\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create binary target: successful = rating >= 4.5\n", + "df_core[\"successful\"] = df_core[\"rating\"] >= 4.5\n", + "df_model = df_core.dropna(subset=[\"rating\"])\n", + "\n", + "# Features to use\n", + "features = [\n", + " \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\", \n", + " \"is_superhost\", \"is_verified\", \"host_rating\", \"host_rating_count\", \n", + " \"years_hosting\", \"has_golden_laurel\", \"price_per_night (before taxes)\", \n", + " \"listing_type\", \"host_response_time\"\n", + "]\n", + "\n", + "X = df_model[features]\n", + "y = df_model[\"successful\"]\n", + "\n", + "# Train/test split\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "# Column types\n", + "numeric_features = X.select_dtypes(include=[\"float64\", \"int64\"]).columns.tolist()\n", + "categorical_features = X.select_dtypes(include=[\"object\"]).columns.tolist()\n", + "\n", + "# Preprocessing\n", + "numeric_transformer = Pipeline([\n", + " (\"imputer\", SimpleImputer(strategy=\"median\")),\n", + " (\"scaler\", StandardScaler())\n", + "])\n", + "categorical_transformer = Pipeline([\n", + " (\"imputer\", SimpleImputer(strategy=\"most_frequent\")),\n", + " (\"onehot\", OneHotEncoder(handle_unknown=\"ignore\"))\n", + "])\n", + "preprocessor = ColumnTransformer([\n", + " (\"num\", numeric_transformer, numeric_features),\n", + " (\"cat\", categorical_transformer, categorical_features)\n", + "])\n", + "\n", + "# Logistic Regression\n", + "clf_log = Pipeline([\n", + " (\"preprocessor\", preprocessor),\n", + " (\"classifier\", LogisticRegression(max_iter=1000))\n", + "])\n", + "clf_log.fit(X_train, y_train)\n", + "y_pred_log = clf_log.predict(X_test)\n", + "y_proba_log = clf_log.predict_proba(X_test)[:, 1]\n", + "\n", + "# Random Forest\n", + "clf_rf = Pipeline([\n", + " (\"preprocessor\", preprocessor),\n", + " (\"classifier\", RandomForestClassifier(n_estimators=100, random_state=42))\n", + "])\n", + "clf_rf.fit(X_train, y_train)\n", + "y_pred_rf = clf_rf.predict(X_test)\n", + "y_proba_rf = clf_rf.predict_proba(X_test)[:, 1]\n", + "\n", + "# Evaluation\n", + "print(\"=== Logistic Regression ===\")\n", + "print(classification_report(y_test, y_pred_log))\n", + "print(\"ROC AUC:\", roc_auc_score(y_test, y_proba_log))\n", + "print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred_log))\n", + "\n", + "print(\"\\n=== Random Forest ===\")\n", + "print(classification_report(y_test, y_pred_rf))\n", + "print(\"ROC AUC:\", roc_auc_score(y_test, y_proba_rf))\n", + "print(\"Confusion Matrix:\\n\", confusion_matrix(y_test, y_pred_rf))\n", + "\n", + "# Plot ROC curve\n", + "fig, ax = plt.subplots()\n", + "RocCurveDisplay.from_estimator(clf_log, X_test, y_test, name=\"Logistic Regression\", ax=ax)\n", + "RocCurveDisplay.from_estimator(clf_rf, X_test, y_test, name=\"Random Forest\", ax=ax)\n", + "plt.title(\"ROC Curve - Successful Listing Classification\")\n", + "plt.grid(True)\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "789e36be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
🔍 Model Performance Comparison: Predicting a Perfect Airbnb Listing
 MetricLogistic RegressionRandom Forest
0Accuracy0.9900.990
1Precision (True)0.9900.990
2Recall (True)1.0001.000
3F1-Score (True)0.9900.990
4Precision (False)0.0000.330
5Recall (False)0.0000.140
6F1-Score (False)0.0000.200
7Macro Avg F1-Score0.5000.600
8Weighted Avg F1-Score0.9800.990
9ROC AUC0.8890.949
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Step 1: Define the data\n", + "comparison_data = {\n", + " \"Metric\": [\n", + " \"Accuracy\",\n", + " \"Precision (True)\",\n", + " \"Recall (True)\",\n", + " \"F1-Score (True)\",\n", + " \"Precision (False)\",\n", + " \"Recall (False)\",\n", + " \"F1-Score (False)\",\n", + " \"Macro Avg F1-Score\",\n", + " \"Weighted Avg F1-Score\",\n", + " \"ROC AUC\"\n", + " ],\n", + " \"Logistic Regression\": [0.99, 0.99, 1.00, 0.99, 0.00, 0.00, 0.00, 0.50, 0.98, 0.889],\n", + " \"Random Forest\": [0.99, 0.99, 1.00, 0.99, 0.33, 0.14, 0.20, 0.60, 0.99, 0.949]\n", + "}\n", + "\n", + "# Step 2: Create the DataFrame\n", + "comparison_df = pd.DataFrame(comparison_data)\n", + "\n", + "# Step 3: Style only the numeric columns (avoid string column 'Metric')\n", + "styled = comparison_df.style \\\n", + " .format({\"Logistic Regression\": \"{:.3f}\", \"Random Forest\": \"{:.3f}\"}) \\\n", + " .highlight_max(subset=[\"Logistic Regression\", \"Random Forest\"], axis=1, color=\"lightgreen\") \\\n", + " .set_caption(\"🔍 Model Performance Comparison: Predicting a Perfect Airbnb Listing\")\n", + "\n", + "# Step 4: Display\n", + "display(styled)" + ] + }, + { + "cell_type": "markdown", + "id": "1cef4e1b", + "metadata": {}, + "source": [ + "### 2. Regression (Not Selected)" + ] + }, + { + "cell_type": "markdown", + "id": "01656b2a", + "metadata": {}, + "source": [ + "#### 2.1. Predict Rating (Regression)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "907c708f", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import mean_absolute_error, r2_score" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "7c58d204", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean Absolute Error (MAE): 0.054\n", + "R² Score: 0.361\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# STEP 1: Define features and target\n", + "features = [\n", + " \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\",\n", + " \"listing_type\", \"listing_location\", \"is_superhost\", \"host_rating\", \"price_per_night (before taxes)\"\n", + "]\n", + "target = \"rating\"\n", + "\n", + "# STEP 2: Drop rows with missing data\n", + "df_rating = df_core[features + [target]].dropna()\n", + "X = df_rating[features]\n", + "y = df_rating[target]\n", + "\n", + "# STEP 3: Split data\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "# STEP 4: Preprocessing\n", + "numeric_features = [\"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\", \"host_rating\", \"price_per_night (before taxes)\"]\n", + "categorical_features = [\"listing_type\", \"listing_location\", \"is_superhost\"]\n", + "\n", + "preprocessor = ColumnTransformer(\n", + " transformers=[\n", + " (\"num\", StandardScaler(), numeric_features),\n", + " (\"cat\", OneHotEncoder(handle_unknown=\"ignore\"), categorical_features)\n", + " ]\n", + ")\n", + "\n", + "# STEP 5: Regression Pipeline\n", + "regressor = Pipeline(steps=[\n", + " (\"preprocessor\", preprocessor),\n", + " (\"regressor\", RandomForestRegressor(n_estimators=100, random_state=42))\n", + "])\n", + "\n", + "# STEP 6: Train and predict\n", + "regressor.fit(X_train, y_train)\n", + "y_pred = regressor.predict(X_test)\n", + "\n", + "# STEP 7: Evaluate\n", + "mae = mean_absolute_error(y_test, y_pred)\n", + "r2 = r2_score(y_test, y_pred)\n", + "\n", + "print(f\"Mean Absolute Error (MAE): {mae:.3f}\")\n", + "print(f\"R² Score: {r2:.3f}\")\n", + "\n", + "# STEP 8: Plot true vs predicted\n", + "plt.figure(figsize=(6, 6))\n", + "sns.scatterplot(x=y_test, y=y_pred, alpha=0.6, color=\"coral\")\n", + "plt.plot([y.min(), y.max()], [y.min(), y.max()], \"--k\")\n", + "plt.xlabel(\"True Rating\")\n", + "plt.ylabel(\"Predicted Rating\")\n", + "plt.title(\"True vs Predicted Airbnb Ratings\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "a7f157cd", + "metadata": {}, + "source": [ + "#### 2.2. Predict Price (Regression)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "98004e9b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MAE: 24.538989898989904\n", + "R² Score: 0.8142021701097535\n" + ] + } + ], + "source": [ + "df_price = df_core.dropna(subset=[\"price_per_night (before taxes)\"] + features)\n", + "\n", + "X = df_price[features]\n", + "y = df_price[\"price_per_night (before taxes)\"]\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "price_model = Pipeline(steps=[\n", + " (\"preprocessor\", preprocessor),\n", + " (\"regressor\", RandomForestRegressor(n_estimators=100, random_state=42))\n", + "])\n", + "price_model.fit(X_train, y_train)\n", + "y_pred = price_model.predict(X_test)\n", + "\n", + "print(\"MAE:\", mean_absolute_error(y_test, y_pred))\n", + "print(\"R² Score:\", r2_score(y_test, y_pred))\n" + ] + }, + { + "cell_type": "markdown", + "id": "56f74492", + "metadata": {}, + "source": [ + "### 3. Predict Booking Likelihood (Simulated) (Not Selected)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "7201d1d0", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.model_selection import train_test_split\n", + "from sklearn.preprocessing import StandardScaler, OneHotEncoder\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.ensemble import RandomForestClassifier\n", + "from sklearn.metrics import classification_report, confusion_matrix, roc_auc_score" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "19624be1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Classification Report:\n", + " precision recall f1-score support\n", + "\n", + " False 0.99 0.99 0.99 477\n", + " True 0.97 0.99 0.98 216\n", + "\n", + " accuracy 0.99 693\n", + " macro avg 0.98 0.99 0.98 693\n", + "weighted avg 0.99 0.99 0.99 693\n", + "\n", + "ROC AUC: 0.9954771333178042\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "# STEP 1: Simulate price if not already present\n", + "np.random.seed(42)\n", + "df_core[\"price_per_night (before taxes)\"] = (\n", + " df_core[\"num_guests\"].fillna(2) * 30 +\n", + " df_core[\"num_beds\"].fillna(1) * 20 +\n", + " np.random.normal(loc=0, scale=25, size=len(df_core))\n", + ").clip(lower=20)\n", + "\n", + "# STEP 2: Create simulated 'is_booked' target\n", + "median_price = df_core[\"price_per_night (before taxes)\"].median()\n", + "df_core[\"is_booked\"] = (\n", + " (df_core[\"rating\"] > 4.5) &\n", + " (df_core[\"price_per_night (before taxes)\"] < median_price) &\n", + " (df_core[\"is_superhost\"] == True)\n", + ")\n", + "\n", + "# STEP 3: Define features and target\n", + "features = [\n", + " \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\",\n", + " \"listing_type\", \"listing_location\", \"is_superhost\", \"host_rating\", \"price_per_night (before taxes)\"\n", + "]\n", + "target = \"is_booked\"\n", + "\n", + "df_booking = df_core[features + [target]].dropna()\n", + "X = df_booking[features]\n", + "y = df_booking[target]\n", + "\n", + "# STEP 4: Preprocessing\n", + "numeric_features = [\"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\", \"host_rating\", \"price_per_night (before taxes)\"]\n", + "categorical_features = [\"listing_type\", \"listing_location\", \"is_superhost\"]\n", + "\n", + "numeric_transformer = StandardScaler()\n", + "categorical_transformer = OneHotEncoder(handle_unknown=\"ignore\")\n", + "\n", + "preprocessor = ColumnTransformer(\n", + " transformers=[\n", + " (\"num\", numeric_transformer, numeric_features),\n", + " (\"cat\", categorical_transformer, categorical_features)\n", + " ]\n", + ")\n", + "\n", + "# STEP 5: Pipeline and model\n", + "booking_clf = Pipeline(steps=[\n", + " (\"preprocessor\", preprocessor),\n", + " (\"classifier\", RandomForestClassifier(n_estimators=100, random_state=42))\n", + "])\n", + "\n", + "# STEP 6: Train-test split and fit\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "booking_clf.fit(X_train, y_train)\n", + "\n", + "# STEP 7: Predict and evaluate\n", + "y_pred = booking_clf.predict(X_test)\n", + "y_prob = booking_clf.predict_proba(X_test)[:, 1]\n", + "\n", + "# STEP 8: Metrics\n", + "report = classification_report(y_test, y_pred)\n", + "roc_auc = roc_auc_score(y_test, y_prob)\n", + "conf_matrix = confusion_matrix(y_test, y_pred)\n", + "\n", + "print(\"Classification Report:\\n\", report)\n", + "print(\"ROC AUC:\", roc_auc)\n", + "\n", + "# STEP 9: Plot confusion matrix\n", + "plt.figure(figsize=(6, 4))\n", + "sns.heatmap(conf_matrix, annot=True, fmt='d', cmap=\"Reds\",\n", + " xticklabels=[\"Not Booked\", \"Booked\"],\n", + " yticklabels=[\"Not Booked\", \"Booked\"])\n", + "plt.title(\"Simulated Booking Likelihood – Confusion Matrix\")\n", + "plt.xlabel(\"Predicted\")\n", + "plt.ylabel(\"Actual\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "80485aad", + "metadata": {}, + "source": [ + "#### 3.1. Top Listing Features based on Stimulated Booking Likelihood" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "4e44d79d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# STEP: Extract feature importances from trained model\n", + "importances = booking_clf.named_steps[\"classifier\"].feature_importances_\n", + "\n", + "# Get feature names after preprocessing\n", + "ohe = booking_clf.named_steps[\"preprocessor\"].named_transformers_[\"cat\"]\n", + "cat_feature_names = ohe.get_feature_names_out(categorical_features)\n", + "all_feature_names = numeric_features + list(cat_feature_names)\n", + "\n", + "# Create importance DataFrame\n", + "importances_df = pd.DataFrame({\n", + " \"Feature\": all_feature_names,\n", + " \"Importance\": importances\n", + "}).sort_values(by=\"Importance\", ascending=False)\n", + "\n", + "# Plot\n", + "plt.figure(figsize=(10, 6))\n", + "sns.barplot(data=importances_df.head(15), x=\"Importance\", y=\"Feature\", palette=\"Reds_r\")\n", + "plt.title(\"Top Feature Importances – Predict Booking Likelihood\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "f8542c00", + "metadata": {}, + "source": [ + "### 4. K-Means Clustering of Airbnb Listings (Not Selected) " + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "eb1ed8fa", + "metadata": {}, + "outputs": [], + "source": [ + "from sklearn.cluster import KMeans\n", + "from sklearn.preprocessing import StandardScaler, OneHotEncoder\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.decomposition import TruncatedSVD" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "b0506c32", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/sklearn/cluster/_kmeans.py:870: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "image/png": 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\n", 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rating_meanrating_countprice_per_night (before taxes)_meanamenity_count_meannum_guests_meannum_beds_meannum_bedrooms_meannum_bathrooms_mean
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" + ], + "text/plain": [ + " rating_mean rating_count price_per_night (before taxes)_mean \\\n", + "cluster \n", + "2 4.93 994 274.49 \n", + "0 4.92 1370 130.34 \n", + "1 4.91 452 486.60 \n", + "3 4.91 85 649.45 \n", + "\n", + " amenity_count_mean num_guests_mean num_beds_mean \\\n", + "cluster \n", + "2 72.04 7.20 2.89 \n", + "0 58.36 3.49 1.31 \n", + "1 70.33 12.93 4.83 \n", + "3 67.51 15.85 8.73 \n", + "\n", + " num_bedrooms_mean num_bathrooms_mean \n", + "cluster \n", + "2 2.89 2.19 \n", + "0 1.31 1.16 \n", + "1 4.83 3.67 \n", + "3 8.73 7.42 " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Clean and count amenities\n", + "def parse_amenities(x):\n", + " if isinstance(x, str) and x.startswith(\"[\") and x.endswith(\"]\"):\n", + " try:\n", + " return eval(x)\n", + " except:\n", + " return []\n", + " elif isinstance(x, list):\n", + " return x\n", + " return []\n", + "\n", + "df_core[\"amenities_summary\"] = df_core[\"amenities_summary\"].apply(parse_amenities)\n", + "df_core[\"amenity_count\"] = df_core[\"amenities_summary\"].apply(lambda x: len(x) if isinstance(x, list) else 0)\n", + "\n", + "# === STEP 2: Select Features for Clustering (No Rating Used) ===\n", + "features = [\n", + " \"price_per_night (before taxes)\", \"num_guests\", \"num_beds\",\n", + " \"num_bedrooms\", \"num_bathrooms\", \"amenity_count\",\n", + " \"listing_type\", \"is_superhost\"\n", + "]\n", + "\n", + "df_cluster = df_core[features + [\"rating\"]].dropna(subset=features)\n", + "\n", + "# === STEP 3: Preprocessing Pipeline ===\n", + "numeric = [\"price_per_night (before taxes)\", \"num_guests\", \"num_beds\", \"num_bedrooms\", \"num_bathrooms\", \"amenity_count\"]\n", + "categorical = [\"listing_type\", \"is_superhost\"]\n", + "\n", + "preprocessor = ColumnTransformer([\n", + " (\"num\", StandardScaler(), numeric),\n", + " (\"cat\", OneHotEncoder(drop=\"first\"), categorical)\n", + "])\n", + "\n", + "# === STEP 4: KMeans Clustering ===\n", + "pipeline = Pipeline([\n", + " (\"preprocessing\", preprocessor),\n", + " (\"kmeans\", KMeans(n_clusters=4, random_state=42))\n", + "])\n", + "\n", + "df_cluster[\"cluster\"] = pipeline.fit_predict(df_cluster[features])\n", + "\n", + "# === STEP 5: Truncated SVD for 2D Visualization ===\n", + "X_processed = preprocessor.fit_transform(df_cluster[features])\n", + "svd = TruncatedSVD(n_components=2, random_state=42)\n", + "X_svd = svd.fit_transform(X_processed)\n", + "\n", + "df_cluster[\"SVD1\"] = X_svd[:, 0]\n", + "df_cluster[\"SVD2\"] = X_svd[:, 1]\n", + "\n", + "# === STEP 6: Plot the Clusters ===\n", + "plt.figure(figsize=(10, 6))\n", + "sns.scatterplot(data=df_cluster, x=\"SVD1\", y=\"SVD2\", hue=\"cluster\", palette=\"Set2\", s=60, alpha=0.8)\n", + "plt.title(\"K-Means Clustering of Airbnb Listings (Truncated SVD, No Rating Used)\")\n", + "plt.xlabel(\"SVD Component 1\")\n", + "plt.ylabel(\"SVD Component 2\")\n", + "plt.legend(title=\"Cluster\")\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "# === STEP 7: Cluster Profiles ===\n", + "# Attach rating only for interpretation\n", + "df_cluster[\"rating\"] = df_core.loc[df_cluster.index, \"rating\"]\n", + "\n", + "cluster_summary = df_cluster.groupby(\"cluster\").agg({\n", + " \"rating\": [\"mean\", \"count\"],\n", + " \"price_per_night (before taxes)\": \"mean\",\n", + " \"amenity_count\": \"mean\",\n", + " \"num_guests\": \"mean\",\n", + " \"num_beds\": \"mean\",\n", + " \"num_bedrooms\": \"mean\",\n", + " \"num_bathrooms\": \"mean\"\n", + "}).round(2)\n", + "\n", + "cluster_summary.columns = ['_'.join(col).strip() for col in cluster_summary.columns.values]\n", + "cluster_summary = cluster_summary.sort_values(by=\"rating_mean\", ascending=False)\n", + "\n", + "# Display cluster profiles\n", + "print(\"📄 Cluster Profiles: Key Takeaways\")\n", + "display(cluster_summary)\n" + ] + }, + { + "cell_type": "markdown", + "id": "13d8e564", + "metadata": {}, + "source": [ + "## VI. Final Regression Analysis (Selected)" + ] + }, + { + "cell_type": "markdown", + "id": "6b153052", + "metadata": {}, + "source": [ + "### 1. Data Preparing \n", + "Note: Select desired features to analyze" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "d51b615e", + "metadata": {}, + "outputs": [], + "source": [ + "import statsmodels.api as sm\n", + "import statsmodels.formula.api as smf\n", + "from patsy import dmatrices" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "3477a0ef", + "metadata": {}, + "outputs": [], + "source": [ + "df_model = df_core.copy()\n", + "\n", + "# Target variable\n", + "df_model[\"successful\"] = (df_model[\"rating\"] >= 4.5).astype(int)\n", + "\n", + "# Drop rare categories from listing_type\n", + "type_counts = df_model[\"listing_type\"].value_counts()\n", + "common_types = type_counts[type_counts > 20].index\n", + "df_model = df_model[df_model[\"listing_type\"].isin(common_types)]\n", + "\n", + "# Drop rows with missing data in predictors\n", + "df_model = df_model.dropna(subset=[\n", + " \"successful\", \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\",\n", + " \"price_per_night (before taxes)\", \"is_superhost\", \"listing_type\", \"amenity_count\"\n", + "])\n", + "\n", + "# Convert categoricals\n", + "df_model[\"is_superhost\"] = df_model[\"is_superhost\"].astype(\"category\")\n", + "df_model[\"listing_type\"] = df_model[\"listing_type\"].astype(\"category\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "a0f6d920", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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titlelisting_summarylocation_descriptiontimestampnum_guests_rawnum_bathrooms_rawurlamenities_summarynum_guestsnum_bathrooms...rating_check_inrating_cleanlinessrating_coummunicationrating_satisfactionrating_locationrating_valueamenity_countamenities_listsuccessfulis_booked
0Private Cottage w/ Queen Bed in Mid City / K-TownGuesthouse in Los Angeles · ★5.0 · Studio · 1 ...Entire guesthouse in Los Angeles, California2025-04-03T14:43:49.130Z3 guests1 bathhttps://www.airbnb.com/rooms/13643401482251271...[Dishes and silverware, Parking and facilities...3.01.0...5.005.005.005.005.004.8858[Dishes and silverware, Parking and facilities...TrueTrue
1Beachfront Bliss | Sightseeing. Private BeachHotel in Monterey · ★4.71 · 1 bedroom · 1 bed ...Room in hotel in Monterey, California2025-04-03T14:43:49.428Z2 guests1 bathhttps://www.airbnb.com/rooms/12551431424423787...[Parking and facilities, Not included, Heating...2.01.0...4.654.744.684.714.914.5238[Parking and facilities, Not included, Heating...TrueFalse
2Queen Kitchen Studio-Disneyland/Knott's Berry ...Boutique hotel in Anaheim · ★4.59 · 1 bedroom ...Room in boutique hotel in Anaheim, California2025-04-03T14:43:49.621Z4 guests1 private bathhttps://www.airbnb.com/rooms/25186313?locale=e...[BBQ grill: gas, Parking and facilities, Windo...4.01.0...4.834.604.784.594.674.5257[BBQ grill: gas, Parking and facilities, Windo...TrueFalse
3Treehouse AdventureTreehouse in Brea · ★4.99 · 1 bedroom · 2 beds...Treehouse in Brea, California2025-04-03T14:43:49.830Z4 guests1 bathhttps://www.airbnb.com/rooms/16179830?locale=e...[Dishes and silverware, Parking and facilities...4.01.0...4.994.964.994.994.964.9548[Dishes and silverware, Parking and facilities...TrueTrue
4Glacier Treehouse RetreatTreehouse in Coram · ★4.91 · 1 bedroom · 2 bed...Treehouse in Coram, Montana2025-04-03T14:43:49.863Z2 guests1 bathhttps://www.airbnb.com/rooms/10732924164107213...[Parking and facilities, Not included, Heating...2.01.0...4.884.894.944.914.964.6948[Parking and facilities, Not included, Heating...TrueTrue
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" + ], + "text/plain": [ + " title \\\n", + "0 Private Cottage w/ Queen Bed in Mid City / K-Town \n", + "1 Beachfront Bliss | Sightseeing. Private Beach \n", + "2 Queen Kitchen Studio-Disneyland/Knott's Berry ... \n", + "3 Treehouse Adventure \n", + "4 Glacier Treehouse Retreat \n", + "\n", + " listing_summary \\\n", + "0 Guesthouse in Los Angeles · ★5.0 · Studio · 1 ... \n", + "1 Hotel in Monterey · ★4.71 · 1 bedroom · 1 bed ... \n", + "2 Boutique hotel in Anaheim · ★4.59 · 1 bedroom ... \n", + "3 Treehouse in Brea · ★4.99 · 1 bedroom · 2 beds... \n", + "4 Treehouse in Coram · ★4.91 · 1 bedroom · 2 bed... \n", + "\n", + " location_description timestamp \\\n", + "0 Entire guesthouse in Los Angeles, California 2025-04-03T14:43:49.130Z \n", + "1 Room in hotel in Monterey, California 2025-04-03T14:43:49.428Z \n", + "2 Room in boutique hotel in Anaheim, California 2025-04-03T14:43:49.621Z \n", + "3 Treehouse in Brea, California 2025-04-03T14:43:49.830Z \n", + "4 Treehouse in Coram, Montana 2025-04-03T14:43:49.863Z \n", + "\n", + " num_guests_raw num_bathrooms_raw \\\n", + "0 3 guests 1 bath \n", + "1 2 guests 1 bath \n", + "2 4 guests 1 private bath \n", + "3 4 guests 1 bath \n", + "4 2 guests 1 bath \n", + "\n", + " url \\\n", + "0 https://www.airbnb.com/rooms/13643401482251271... \n", + "1 https://www.airbnb.com/rooms/12551431424423787... \n", + "2 https://www.airbnb.com/rooms/25186313?locale=e... \n", + "3 https://www.airbnb.com/rooms/16179830?locale=e... \n", + "4 https://www.airbnb.com/rooms/10732924164107213... \n", + "\n", + " amenities_summary num_guests \\\n", + "0 [Dishes and silverware, Parking and facilities... 3.0 \n", + "1 [Parking and facilities, Not included, Heating... 2.0 \n", + "2 [BBQ grill: gas, Parking and facilities, Windo... 4.0 \n", + "3 [Dishes and silverware, Parking and facilities... 4.0 \n", + "4 [Parking and facilities, Not included, Heating... 2.0 \n", + "\n", + " num_bathrooms ... rating_check_in rating_cleanliness \\\n", + "0 1.0 ... 5.00 5.00 \n", + "1 1.0 ... 4.65 4.74 \n", + "2 1.0 ... 4.83 4.60 \n", + "3 1.0 ... 4.99 4.96 \n", + "4 1.0 ... 4.88 4.89 \n", + "\n", + " rating_coummunication rating_satisfaction rating_location rating_value \\\n", + "0 5.00 5.00 5.00 4.88 \n", + "1 4.68 4.71 4.91 4.52 \n", + "2 4.78 4.59 4.67 4.52 \n", + "3 4.99 4.99 4.96 4.95 \n", + "4 4.94 4.91 4.96 4.69 \n", + "\n", + " amenity_count amenities_list \\\n", + "0 58 [Dishes and silverware, Parking and facilities... \n", + "1 38 [Parking and facilities, Not included, Heating... \n", + "2 57 [BBQ grill: gas, Parking and facilities, Windo... \n", + "3 48 [Dishes and silverware, Parking and facilities... \n", + "4 48 [Parking and facilities, Not included, Heating... \n", + "\n", + " successful is_booked \n", + "0 True True \n", + "1 True False \n", + "2 True False \n", + "3 True True \n", + "4 True True \n", + "\n", + "[5 rows x 42 columns]" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_core.head()" + ] + }, + { + "cell_type": "markdown", + "id": "434a796a", + "metadata": {}, + "source": [ + "### 2. Running a Model" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "39997146", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Warning: Maximum number of iterations has been exceeded.\n", + " Current function value: 0.334022\n", + " Iterations: 35\n", + " Logit Regression Results \n", + "==============================================================================\n", + "Dep. Variable: successful No. Observations: 3355\n", + "Model: Logit Df Residuals: 3330\n", + "Method: MLE Df Model: 24\n", + "Date: Tue, 29 Apr 2025 Pseudo R-squ.: 0.2782\n", + "Time: 17:21:33 Log-Likelihood: -1120.6\n", + "converged: False LL-Null: -1552.5\n", + "Covariance Type: nonrobust LLR p-value: 7.007e-167\n", + "=========================================================================================================\n", + " coef std err z P>|z| [0.025 0.975]\n", + "---------------------------------------------------------------------------------------------------------\n", + "Intercept -2.2268 0.915 -2.433 0.015 -4.021 -0.433\n", + "C(is_superhost)[T.True] 1.4463 0.112 12.938 0.000 1.227 1.665\n", + "C(listing_type)[T.Boutique hotel] 3.0413 1.375 2.211 0.027 0.346 5.737\n", + "C(listing_type)[T.Cabin] 1.5134 0.922 1.641 0.101 -0.294 3.321\n", + "C(listing_type)[T.Camper/RV] 0.5100 1.120 0.456 0.649 -1.684 2.704\n", + "C(listing_type)[T.Condo] 1.1884 0.925 1.285 0.199 -0.624 3.001\n", + "C(listing_type)[T.Cottage] 1.9692 1.092 1.804 0.071 -0.170 4.109\n", + "C(listing_type)[T.Dome] 1.1055 1.096 1.009 0.313 -1.043 3.254\n", + "C(listing_type)[T.Guest suite] 2.8178 1.369 2.059 0.040 0.135 5.501\n", + "C(listing_type)[T.Guesthouse] 1.9633 1.049 1.871 0.061 -0.094 4.020\n", + "C(listing_type)[T.Home] 0.6307 0.910 0.693 0.488 -1.153 2.415\n", + "C(listing_type)[T.Hotel] 1.0578 0.943 1.121 0.262 -0.791 2.907\n", + "C(listing_type)[T.Rental unit] 0.9904 0.918 1.079 0.280 -0.808 2.789\n", + "C(listing_type)[T.Resort] 0.0761 1.015 0.075 0.940 -1.914 2.066\n", + "C(listing_type)[T.Serviced apartment] 1.1019 1.008 1.093 0.274 -0.874 3.077\n", + "C(listing_type)[T.Tiny home] 2.1945 1.082 2.029 0.042 0.074 4.315\n", + "C(listing_type)[T.Townhouse] 1.3879 1.004 1.383 0.167 -0.580 3.356\n", + "C(listing_type)[T.Treehouse] 3.2362 1.356 2.387 0.017 0.579 5.894\n", + "C(listing_type)[T.Villa] 1.4822 0.984 1.507 0.132 -0.446 3.410\n", + "C(listing_type)[T.Yurt] 24.2235 9.33e+04 0.000 1.000 -1.83e+05 1.83e+05\n", + "num_guests -0.1292 0.071 -1.829 0.067 -0.268 0.009\n", + "num_bathrooms -0.0804 0.058 -1.388 0.165 -0.194 0.033\n", + "num_bedrooms -0.0055 nan nan nan nan nan\n", + "num_beds -0.0055 nan nan nan nan nan\n", + "Q(\"price_per_night (before taxes)\") 0.0004 0.002 0.166 0.868 -0.004 0.005\n", + "amenity_count 0.0495 0.003 14.670 0.000 0.043 0.056\n", + "=========================================================================================================\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/hanniepham/anaconda3/lib/python3.10/site-packages/statsmodels/base/model.py:604: ConvergenceWarning: Maximum Likelihood optimization failed to converge. Check mle_retvals\n", + " warnings.warn(\"Maximum Likelihood optimization failed to \"\n" + ] + } + ], + "source": [ + "# Design matrices (automatically handles one-hot encoding safely)\n", + "y, X = dmatrices(\n", + " 'successful ~ num_guests + num_bathrooms + num_bedrooms + num_beds + Q(\"price_per_night (before taxes)\") + C(is_superhost) + C(listing_type) + amenity_count',\n", + " data=df_model,\n", + " return_type='dataframe'\n", + ")\n", + "\n", + "# Fit logit model\n", + "logit_model = sm.Logit(y, X).fit()\n", + "\n", + "# Summary output\n", + "print(logit_model.summary())\n" + ] + }, + { + "cell_type": "markdown", + "id": "9748154d", + "metadata": {}, + "source": [ + "### 3. Top Features based on Regression Model" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "c499b410", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean Absolute Error (MAE): 0.078\n", + "R² Score: -0.026\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.preprocessing import StandardScaler, OneHotEncoder\n", + "from sklearn.compose import ColumnTransformer\n", + "from sklearn.pipeline import Pipeline\n", + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import mean_absolute_error, r2_score\n", + "\n", + "# STEP 2: Prepare target\n", + "df_core[\"rating\"] = pd.to_numeric(df_core[\"rating\"], errors=\"coerce\")\n", + "\n", + "# STEP 3: Simulate price if not available\n", + "np.random.seed(42)\n", + "df_core[\"price_per_night (before taxes)\"] = (\n", + " df_core[\"num_guests\"].fillna(2) * 30 +\n", + " df_core[\"num_beds\"].fillna(1) * 20 +\n", + " np.random.normal(loc=0, scale=25, size=len(df_core))\n", + ").clip(lower=20)\n", + "\n", + "# STEP 4: Define features and target\n", + "features = [\n", + " \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\",\n", + " \"listing_type\", \"listing_location\", \"is_superhost\",\n", + " \"host_rating\", \"price_per_night (before taxes)\"\n", + "]\n", + "target = \"rating\"\n", + "\n", + "# Drop missing values\n", + "df_regression = df_core[features + [target]].dropna()\n", + "X = df_regression[features]\n", + "y = df_regression[target]\n", + "\n", + "# STEP 5: Train/Test split\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "# STEP 6: Preprocessing pipeline\n", + "numeric_features = [\"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\", \"price_per_night (before taxes)\"]\n", + "categorical_features = [\"listing_type\", \"listing_location\", \"is_superhost\"]\n", + "\n", + "numeric_transformer = StandardScaler()\n", + "categorical_transformer = OneHotEncoder(handle_unknown=\"ignore\")\n", + "\n", + "preprocessor = ColumnTransformer([\n", + " (\"num\", numeric_transformer, numeric_features),\n", + " (\"cat\", categorical_transformer, categorical_features)\n", + "])\n", + "\n", + "# STEP 7: Full pipeline with Random Forest\n", + "model = Pipeline([\n", + " (\"preprocessor\", preprocessor),\n", + " (\"regressor\", RandomForestRegressor(n_estimators=100, random_state=42))\n", + "])\n", + "\n", + "# STEP 8: Train and evaluate\n", + "model.fit(X_train, y_train)\n", + "y_pred = model.predict(X_test)\n", + "\n", + "mae = mean_absolute_error(y_test, y_pred)\n", + "r2 = r2_score(y_test, y_pred)\n", + "\n", + "print(f\"Mean Absolute Error (MAE): {mae:.3f}\")\n", + "print(f\"R² Score: {r2:.3f}\")\n", + "\n", + "# STEP 9: Feature importance\n", + "importances = model.named_steps[\"regressor\"].feature_importances_\n", + "ohe = model.named_steps[\"preprocessor\"].named_transformers_[\"cat\"]\n", + "cat_feature_names = ohe.get_feature_names_out(categorical_features)\n", + "all_feature_names = numeric_features + list(cat_feature_names)\n", + "\n", + "importance_df = pd.DataFrame({\n", + " \"Feature\": all_feature_names,\n", + " \"Importance\": importances\n", + "}).sort_values(by=\"Importance\", ascending=False)\n", + "\n", + "# STEP 10: Plot feature importance\n", + "plt.figure(figsize=(10, 6))\n", + "sns.barplot(data=importance_df.head(15), x=\"Importance\", y=\"Feature\", palette=\"Reds_r\")\n", + "plt.title(\"Top Features Influencing Airbnb Ratings\")\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "id": "69202bf0", + "metadata": {}, + "source": [ + "### 4. Running the Model again \n", + "Note: Only chose Top 5 and Bottom 5 Predictors by p-values" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "2de37738", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import statsmodels.api as sm\n", + "import statsmodels.formula.api as smf\n", + "from patsy import dmatrices\n", + "from sklearn.model_selection import train_test_split" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "27644869", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "📌 Top 5 and Bottom 5 Predictors by p-value:\n", + "\n", + " Coef. Std.Err. t \\\n", + "Intercept 4.563480 0.179597 25.409610 \n", + "C(is_superhost)[T.True] 0.058953 0.008697 6.778420 \n", + "C(listing_location)[T.in Cosby] -0.502229 0.089263 -5.626421 \n", + "C(listing_location)[T.Wheat Ridge] -0.510585 0.178108 -2.866709 \n", + "C(listing_location)[T.Versailles] 0.432229 0.155662 2.776707 \n", + "C(listing_location)[T.in Kirbyville] -0.001027 0.125350 -0.008195 \n", + "C(listing_location)[T.in Maplecrest] -0.000848 0.125398 -0.006764 \n", + "C(listing_location)[T.in Wurtsboro] -0.000841 0.125610 -0.006698 \n", + "C(listing_location)[T.Southern Pines] -0.000384 0.179087 -0.002143 \n", + "C(listing_location)[T.Stillwater] 0.000350 0.179003 0.001956 \n", + "\n", + " P>|t| [0.025 0.975] \n", + "Intercept 2.971327e-121 4.211230 4.915730 \n", + "C(is_superhost)[T.True] 1.662586e-11 0.041895 0.076011 \n", + "C(listing_location)[T.in Cosby] 2.142893e-08 -0.677303 -0.327155 \n", + "C(listing_location)[T.Wheat Ridge] 4.197974e-03 -0.859916 -0.161254 \n", + "C(listing_location)[T.Versailles] 5.550624e-03 0.126922 0.737535 \n", + "C(listing_location)[T.in Kirbyville] 9.934622e-01 -0.246882 0.244827 \n", + "C(listing_location)[T.in Maplecrest] 9.946040e-01 -0.246797 0.245100 \n", + "C(listing_location)[T.in Wurtsboro] 9.946569e-01 -0.247204 0.245522 \n", + "C(listing_location)[T.Southern Pines] 9.982905e-01 -0.351634 0.350866 \n", + "C(listing_location)[T.Stillwater] 9.984398e-01 -0.350737 0.351437 \n", + " OLS Regression Results \n", + "==============================================================================\n", + "Dep. Variable: rating R-squared: 0.424\n", + "Model: OLS Adj. R-squared: 0.031\n", + "Method: Least Squares F-statistic: 1.080\n", + "Date: Tue, 29 Apr 2025 Prob (F-statistic): 0.0740\n", + "Time: 17:21:45 Log-Likelihood: 2656.7\n", + "No. Observations: 2901 AIC: -2961.\n", + "Df Residuals: 1725 BIC: 4063.\n", + "Df Model: 1175 \n", + "Covariance Type: nonrobust \n", + "============================================================================================================================\n", + " coef std err t P>|t| [0.025 0.975]\n", + "----------------------------------------------------------------------------------------------------------------------------\n", + "Intercept 4.5635 0.180 25.410 0.000 4.211 4.916\n", + "C(listing_type)[T.Barn] 0.2586 0.218 1.185 0.236 -0.169 0.687\n", + "C(listing_type)[T.Bed and breakfast] 0.1355 0.166 0.818 0.414 -0.190 0.461\n", + "C(listing_type)[T.Boat] 0.2181 0.162 1.348 0.178 -0.099 0.535\n", + "C(listing_type)[T.Boutique hotel] 0.0995 0.132 0.756 0.450 -0.159 0.358\n", + "C(listing_type)[T.Bungalow] 0.1890 0.132 1.433 0.152 -0.070 0.448\n", + "C(listing_type)[T.Cabin] 0.3090 0.178 1.736 0.083 -0.040 0.658\n", + "C(listing_type)[T.Camper/RV] 0.2076 0.135 1.539 0.124 -0.057 0.472\n", + "C(listing_type)[T.Campsite] 0.1749 0.109 1.602 0.109 -0.039 0.389\n", + "C(listing_type)[T.Castle] 0.2525 0.187 1.353 0.176 -0.113 0.618\n", + "C(listing_type)[T.Cave] 0.2254 0.179 1.256 0.209 -0.126 0.577\n", + "C(listing_type)[T.Chalet] 0.2144 0.147 1.453 0.146 -0.075 0.504\n", + "C(listing_type)[T.Condo] 0.1691 0.127 1.329 0.184 -0.080 0.419\n", + "C(listing_type)[T.Cottage] 0.2037 0.130 1.571 0.116 -0.051 0.458\n", + "C(listing_type)[T.Dome] 0.1648 0.134 1.231 0.218 -0.098 0.427\n", + "C(listing_type)[T.Earthen home] 0.2356 0.156 1.509 0.131 -0.071 0.542\n", + "C(listing_type)[T.Farm stay] 0.2221 0.163 1.366 0.172 -0.097 0.541\n", + "C(listing_type)[T.Guest suite] 0.1723 0.128 1.342 0.180 -0.080 0.424\n", + "C(listing_type)[T.Guesthouse] 0.2049 0.128 1.595 0.111 -0.047 0.457\n", + "C(listing_type)[T.Home] 0.1993 0.127 1.569 0.117 -0.050 0.448\n", + "C(listing_type)[T.Hostel] 0.0080 0.180 0.045 0.964 -0.344 0.360\n", + "C(listing_type)[T.Hotel] -0.0801 0.129 -0.623 0.534 -0.333 0.172\n", + "C(listing_type)[T.Houseboat] 0.1757 0.161 1.090 0.276 -0.140 0.492\n", + "C(listing_type)[T.Loft] 0.2091 0.151 1.386 0.166 -0.087 0.505\n", + "C(listing_type)[T.Nature lodge] 0.1094 0.148 0.737 0.461 -0.182 0.400\n", + "C(listing_type)[T.Place to stay] 0.2468 0.152 1.624 0.105 -0.051 0.545\n", + "C(listing_type)[T.Plane] 0.1714 0.109 1.570 0.117 -0.043 0.385\n", + "C(listing_type)[T.Ranch] 0.2155 0.158 1.361 0.174 -0.095 0.526\n", + "C(listing_type)[T.Rental unit] 0.1618 0.127 1.272 0.204 -0.088 0.411\n", + "C(listing_type)[T.Resort] 0.1442 0.133 1.087 0.277 -0.116 0.404\n", + "C(listing_type)[T.Serviced apartment] 0.1375 0.131 1.053 0.293 -0.119 0.394\n", + "C(listing_type)[T.Shipping container] 0.2490 0.182 1.367 0.172 -0.108 0.606\n", + "C(listing_type)[T.Tent] 0.2090 0.172 1.214 0.225 -0.129 0.547\n", + "C(listing_type)[T.Tiny home] 0.2018 0.129 1.568 0.117 -0.051 0.454\n", + "C(listing_type)[T.Tower] 0.1519 0.185 0.822 0.411 -0.211 0.514\n", + "C(listing_type)[T.Townhouse] 0.1795 0.129 1.390 0.165 -0.074 0.433\n", + "C(listing_type)[T.Treehouse] 0.1799 0.131 1.370 0.171 -0.078 0.438\n", + "C(listing_type)[T.Vacation home] 0.2093 0.152 1.381 0.167 -0.088 0.506\n", + "C(listing_type)[T.Villa] 0.2058 0.128 1.602 0.109 -0.046 0.458\n", + "C(listing_type)[T.Yurt] 0.2211 0.138 1.597 0.111 -0.051 0.493\n", + "C(listing_type)[T.casa particular] 0.2183 0.181 1.205 0.228 -0.137 0.573\n", + "C(listing_location)[T.Absecon] 0.1567 0.178 0.882 0.378 -0.192 0.505\n", + "C(listing_location)[T.Adirondack, Remsen] 0.1638 0.181 0.905 0.366 -0.191 0.519\n", + "C(listing_location)[T.Aguanga] 0.0968 0.179 0.541 0.589 -0.254 0.448\n", + "C(listing_location)[T.Airville] 0.1361 0.161 0.846 0.398 -0.179 0.452\n", + "C(listing_location)[T.Albertville] 0.1044 0.181 0.577 0.564 -0.251 0.459\n", + "C(listing_location)[T.Albuquerque] 0.0826 0.147 0.562 0.574 -0.206 0.371\n", + "C(listing_location)[T.Alhambra] 0.1130 0.179 0.631 0.528 -0.238 0.464\n", + "C(listing_location)[T.Alligator Point] 0.0825 0.154 0.534 0.593 -0.220 0.385\n", + "C(listing_location)[T.Alma] 0.1644 0.154 1.064 0.287 -0.139 0.467\n", + "C(listing_location)[T.Alpine] 0.0973 0.186 0.523 0.601 -0.268 0.463\n", + "C(listing_location)[T.Alton] 0.1567 0.178 0.882 0.378 -0.192 0.505\n", + "C(listing_location)[T.Amarillo] 0.1227 0.154 0.797 0.426 -0.179 0.425\n", + "C(listing_location)[T.Anacortes] 0.1879 0.178 1.055 0.292 -0.162 0.537\n", + "C(listing_location)[T.Anaheim] 0.0879 0.131 0.672 0.502 -0.169 0.344\n", + "C(listing_location)[T.Angel Fire] 0.1788 0.181 0.987 0.324 -0.176 0.534\n", + "C(listing_location)[T.Angels Camp] 0.1329 0.183 0.726 0.468 -0.226 0.492\n", + "C(listing_location)[T.Anna Maria] 0.1442 0.133 1.087 0.277 -0.116 0.404\n", + "C(listing_location)[T.Annapolis] -0.0445 0.178 -0.250 0.802 -0.393 0.304\n", + "C(listing_location)[T.Apache County] 0.2068 0.179 1.153 0.249 -0.145 0.558\n", + "C(listing_location)[T.Apache Junction] 0.1497 0.178 0.842 0.400 -0.199 0.499\n", + "C(listing_location)[T.Apollo Beach] 0.0883 0.178 0.497 0.619 -0.260 0.437\n", + "C(listing_location)[T.Aptos] 0.1323 0.146 0.905 0.366 -0.155 0.419\n", + "C(listing_location)[T.Argyle] 0.1203 0.178 0.675 0.500 -0.229 0.470\n", + "C(listing_location)[T.Arlington] 0.1143 0.178 0.642 0.521 -0.235 0.464\n", + "C(listing_location)[T.Arnaudville] 0.0413 0.180 0.230 0.818 -0.312 0.394\n", + "C(listing_location)[T.Arvada] 0.1034 0.154 0.671 0.502 -0.199 0.406\n", + "C(listing_location)[T.Asbury Park] 0.2088 0.178 1.171 0.242 -0.141 0.558\n", + "C(listing_location)[T.Asheville] 0.2007 0.155 1.293 0.196 -0.104 0.505\n", + "C(listing_location)[T.Ashford] 0.1601 0.181 0.885 0.376 -0.195 0.515\n", + "C(listing_location)[T.Aspen] 0.1128 0.141 0.799 0.424 -0.164 0.390\n", + "C(listing_location)[T.Atascadero] 0.0788 0.178 0.444 0.657 -0.270 0.427\n", + "C(listing_location)[T.Athens] 0.0622 0.155 0.400 0.689 -0.243 0.367\n", + "C(listing_location)[T.Atlanta] 0.0925 0.133 0.695 0.487 -0.169 0.354\n", + "C(listing_location)[T.Aubrey] 0.2236 0.182 1.228 0.220 -0.133 0.581\n", + "C(listing_location)[T.Augusta] 0.0043 0.138 0.032 0.975 -0.266 0.274\n", + "C(listing_location)[T.Austin] 0.0708 0.131 0.541 0.589 -0.186 0.328\n", + "C(listing_location)[T.Avalon] 0.1222 0.136 0.898 0.369 -0.145 0.389\n", + "C(listing_location)[T.Avon] 0.2448 0.155 1.575 0.115 -0.060 0.550\n", + "C(listing_location)[T.Aztec] 0.0224 0.179 0.125 0.900 -0.329 0.374\n", + "C(listing_location)[T.Bailey] 0.1448 0.155 0.935 0.350 -0.159 0.449\n", + "C(listing_location)[T.Baileyville] 0.1871 0.183 1.022 0.307 -0.172 0.546\n", + "C(listing_location)[T.Bal Harbour] 0.3679 0.179 2.051 0.040 0.016 0.720\n", + "C(listing_location)[T.Baldwin Park] 0.0389 0.178 0.219 0.827 -0.310 0.388\n", + "C(listing_location)[T.Bandon] 0.1735 0.181 0.958 0.338 -0.182 0.529\n", + "C(listing_location)[T.Banks] 0.1194 0.181 0.659 0.510 -0.236 0.474\n", + "C(listing_location)[T.Banner Elk] 0.0905 0.180 0.503 0.615 -0.262 0.443\n", + "C(listing_location)[T.Bar Harbor] 0.3130 0.142 2.203 0.028 0.034 0.592\n", + "C(listing_location)[T.Barto] 0.2163 0.178 1.215 0.225 -0.133 0.565\n", + "C(listing_location)[T.Basye] 0.1063 0.154 0.690 0.490 -0.196 0.408\n", + "C(listing_location)[T.Bay Harbor Islands] 0.0883 0.178 0.496 0.620 -0.261 0.438\n", + "C(listing_location)[T.Beacon] 0.0230 0.178 0.129 0.897 -0.326 0.372\n", + "C(listing_location)[T.Beatty] 0.1360 0.179 0.759 0.448 -0.215 0.487\n", + "C(listing_location)[T.Bedford] 0.1541 0.178 0.867 0.386 -0.194 0.503\n", + "C(listing_location)[T.Bedford Hills] 0.1456 0.179 0.813 0.416 -0.206 0.497\n", + "C(listing_location)[T.Bee Branch] 0.1271 0.181 0.702 0.483 -0.228 0.482\n", + "C(listing_location)[T.Beech Mountain] -0.2186 0.178 -1.229 0.219 -0.567 0.130\n", + "C(listing_location)[T.Belgrade] 0.0944 0.205 0.461 0.645 -0.307 0.496\n", + "C(listing_location)[T.Belleair Beach] 0.1886 0.178 1.059 0.290 -0.161 0.538\n", + "C(listing_location)[T.Bellevue] 0.0859 0.178 0.483 0.629 -0.263 0.435\n", + "C(listing_location)[T.Bellingham] 0.1545 0.178 0.869 0.385 -0.194 0.503\n", + "C(listing_location)[T.Bellport] -0.1153 0.182 -0.634 0.526 -0.472 0.241\n", + "C(listing_location)[T.Berkeley] 0.1375 0.179 0.768 0.443 -0.214 0.489\n", + "C(listing_location)[T.Bermuda Dunes] 0.0633 0.145 0.436 0.663 -0.221 0.348\n", + "C(listing_location)[T.Bernhards Bay] 0.1702 0.179 0.951 0.342 -0.181 0.521\n", + "C(listing_location)[T.Bethlehem] 0.1081 0.155 0.696 0.487 -0.197 0.413\n", + "C(listing_location)[T.Beverly Hills] 0.1502 0.138 1.090 0.276 -0.120 0.421\n", + "C(listing_location)[T.Biddeford] 0.1485 0.180 0.826 0.409 -0.204 0.501\n", + "C(listing_location)[T.Big Bear] 0.1053 0.154 0.684 0.494 -0.197 0.407\n", + "C(listing_location)[T.Big Bear Lake] 0.0049 0.178 0.027 0.978 -0.344 0.353\n", + "C(listing_location)[T.Big Canoe] 0.2065 0.197 1.049 0.294 -0.180 0.593\n", + "C(listing_location)[T.Billings] 0.1956 0.179 1.090 0.276 -0.156 0.547\n", + "C(listing_location)[T.Birmingham] 0.0757 0.178 0.425 0.671 -0.274 0.425\n", + "C(listing_location)[T.Biscayne Park] 0.0931 0.179 0.520 0.603 -0.258 0.444\n", + "C(listing_location)[T.Blackey] 0.1353 0.179 0.755 0.450 -0.216 0.487\n", + "C(listing_location)[T.Blaine] 0.0866 0.178 0.487 0.626 -0.262 0.435\n", + "C(listing_location)[T.Blairsville] 0.1281 0.179 0.715 0.475 -0.224 0.480\n", + "C(listing_location)[T.Blakeslee] 0.0749 0.178 0.422 0.673 -0.273 0.423\n", + "C(listing_location)[T.Blue Ridge] 0.1013 0.154 0.658 0.510 -0.201 0.403\n", + "C(listing_location)[T.Bluemont] 0.1227 0.205 0.600 0.549 -0.279 0.524\n", + "C(listing_location)[T.Blueridge] 0.2520 0.223 1.129 0.259 -0.186 0.690\n", + "C(listing_location)[T.Bodega Bay] 0.0800 0.156 0.512 0.609 -0.227 0.387\n", + "C(listing_location)[T.Boise] 0.0280 0.205 0.137 0.891 -0.373 0.429\n", + "C(listing_location)[T.Bolivar Peninsula] 0.0669 0.154 0.434 0.664 -0.235 0.369\n", + "C(listing_location)[T.Bonita Springs] 0.1870 0.154 1.215 0.225 -0.115 0.489\n", + "C(listing_location)[T.Bonsall] -0.0244 0.156 -0.157 0.875 -0.330 0.281\n", + "C(listing_location)[T.Boston] 0.0340 0.138 0.247 0.805 -0.236 0.304\n", + "C(listing_location)[T.Boulder] 0.2264 0.178 1.273 0.203 -0.123 0.575\n", + "C(listing_location)[T.Box Springs] 0.1518 0.181 0.839 0.402 -0.203 0.507\n", + "C(listing_location)[T.Boynton Beach] 0.0791 0.178 0.444 0.657 -0.270 0.428\n", + "C(listing_location)[T.Bradenton] 0.0964 0.145 0.664 0.507 -0.188 0.381\n", + "C(listing_location)[T.Bradenton Beach] 0.0097 0.178 0.055 0.956 -0.339 0.358\n", + "C(listing_location)[T.Bradleyville] 0.1176 0.181 0.648 0.517 -0.238 0.473\n", + "C(listing_location)[T.Branson] 0.1619 0.155 1.043 0.297 -0.143 0.466\n", + "C(listing_location)[T.Brazoria] 0.1561 0.178 0.877 0.381 -0.193 0.505\n", + "C(listing_location)[T.Brea] 0.1616 0.181 0.892 0.373 -0.194 0.517\n", + "C(listing_location)[T.Breckenridge] 0.0645 0.136 0.473 0.636 -0.203 0.332\n", + "C(listing_location)[T.Breckenridge,] 0.1504 0.178 0.846 0.397 -0.198 0.499\n", + "C(listing_location)[T.Bremen] 0.1552 0.178 0.871 0.384 -0.194 0.504\n", + "C(listing_location)[T.Bremerton] 0.1524 0.179 0.851 0.395 -0.199 0.503\n", + "C(listing_location)[T.Brewster County] -0.0315 0.186 -0.169 0.866 -0.397 0.334\n", + "C(listing_location)[T.Bridgeport] -0.0870 0.184 -0.474 0.635 -0.447 0.273\n", + "C(listing_location)[T.Bridgton] 0.1532 0.178 0.862 0.389 -0.195 0.502\n", + "C(listing_location)[T.Bristol] 0.1941 0.154 1.260 0.208 -0.108 0.496\n", + "C(listing_location)[T.Bronson] 0.1479 0.178 0.832 0.405 -0.201 0.496\n", + "C(listing_location)[T.Brookline] 0.0349 0.155 0.226 0.822 -0.268 0.338\n", + "C(listing_location)[T.Brooklyn] 0.1247 0.133 0.940 0.348 -0.136 0.385\n", + "C(listing_location)[T.Brooksville] 0.1714 0.109 1.570 0.117 -0.043 0.385\n", + "C(listing_location)[T.Buckeye] 0.1448 0.154 0.941 0.347 -0.157 0.447\n", + "C(listing_location)[T.Buda] 0.0803 0.155 0.519 0.604 -0.223 0.384\n", + "C(listing_location)[T.Buellton] 0.0456 0.155 0.295 0.768 -0.258 0.349\n", + "C(listing_location)[T.Buena Vista] 0.1404 0.186 0.754 0.451 -0.225 0.505\n", + "C(listing_location)[T.Buhl] 0.1195 0.186 0.642 0.521 -0.246 0.485\n", + "C(listing_location)[T.Buncombe County] 0.1135 0.179 0.634 0.526 -0.238 0.465\n", + "C(listing_location)[T.Burbank] 0.1271 0.154 0.826 0.409 -0.175 0.429\n", + "C(listing_location)[T.Burley] 0.1434 0.179 0.801 0.423 -0.208 0.495\n", + "C(listing_location)[T.Burlington] 0.1168 0.180 0.649 0.516 -0.236 0.470\n", + "C(listing_location)[T.Burnet] 0.1976 0.183 1.081 0.280 -0.161 0.556\n", + "C(listing_location)[T.Burton] 0.2204 0.178 1.239 0.216 -0.129 0.569\n", + "C(listing_location)[T.Calabasas] 0.0608 0.154 0.394 0.694 -0.242 0.364\n", + "C(listing_location)[T.Calistoga] 0.1077 0.155 0.694 0.488 -0.197 0.412\n", + "C(listing_location)[T.Cambridge] 0.2446 0.178 1.371 0.170 -0.105 0.594\n", + "C(listing_location)[T.Cannon Beach] -0.0234 0.145 -0.161 0.872 -0.308 0.261\n", + "C(listing_location)[T.Canton] 0.1303 0.181 0.720 0.472 -0.225 0.485\n", + "C(listing_location)[T.Canyon Lake] 0.0766 0.154 0.497 0.619 -0.225 0.379\n", + "C(listing_location)[T.Cape Coral] 0.0486 0.141 0.346 0.730 -0.227 0.325\n", + "C(listing_location)[T.Capitola] -0.0508 0.179 -0.283 0.777 -0.403 0.301\n", + "C(listing_location)[T.Captiva] 0.1769 0.178 0.996 0.319 -0.172 0.525\n", + "C(listing_location)[T.Carbondale] 0.1598 0.178 0.900 0.368 -0.189 0.508\n", + "C(listing_location)[T.Carlsbad] 0.1249 0.136 0.919 0.358 -0.142 0.391\n", + "C(listing_location)[T.Carmel-by-the-Sea] 0.1388 0.146 0.953 0.341 -0.147 0.424\n", + "C(listing_location)[T.Carolina Beach] 0.1915 0.178 1.076 0.282 -0.157 0.540\n", + "C(listing_location)[T.Carpinteria] 0.1783 0.179 0.996 0.319 -0.173 0.530\n", + "C(listing_location)[T.Cathedral City] 0.0888 0.178 0.500 0.617 -0.260 0.437\n", + "C(listing_location)[T.Catskill] 0.0384 0.179 0.214 0.830 -0.313 0.390\n", + "C(listing_location)[T.Cave Creek] 0.1697 0.179 0.948 0.343 -0.181 0.521\n", + "C(listing_location)[T.Cayucos] 0.0620 0.141 0.441 0.659 -0.214 0.338\n", + "C(listing_location)[T.Cedar City] 0.1285 0.163 0.789 0.430 -0.191 0.448\n", + "C(listing_location)[T.Cedar Hills] 0.1654 0.179 0.924 0.356 -0.186 0.517\n", + "C(listing_location)[T.Center Point] 0.2181 0.195 1.121 0.262 -0.163 0.600\n", + "C(listing_location)[T.Chandler] 0.0804 0.154 0.522 0.601 -0.221 0.382\n", + "C(listing_location)[T.Chapel Hill] 0.1454 0.179 0.812 0.417 -0.206 0.497\n", + "C(listing_location)[T.Charleston] 0.0937 0.133 0.702 0.483 -0.168 0.355\n", + "C(listing_location)[T.Charlestown] 0.1046 0.180 0.581 0.561 -0.248 0.457\n", + "C(listing_location)[T.Chattanooga] 0.1235 0.154 0.801 0.423 -0.179 0.426\n", + "C(listing_location)[T.Cheboygan] -0.1040 0.154 -0.675 0.499 -0.406 0.198\n", + "C(listing_location)[T.Chicago] 0.0692 0.133 0.521 0.603 -0.192 0.330\n", + "C(listing_location)[T.China Grove] 0.0658 0.181 0.363 0.717 -0.290 0.421\n", + "C(listing_location)[T.Chula Vista] 0.1584 0.154 1.030 0.303 -0.143 0.460\n", + "C(listing_location)[T.Cincinnati] -0.0069 0.179 -0.038 0.969 -0.359 0.345\n", + "C(listing_location)[T.Clarkesville] 0.0956 0.221 0.433 0.665 -0.337 0.529\n", + "C(listing_location)[T.Clarkston] 0.1475 0.179 0.824 0.410 -0.204 0.499\n", + "C(listing_location)[T.Clayton] 0.1379 0.178 0.775 0.438 -0.211 0.487\n", + "C(listing_location)[T.Clearwater] 0.1383 0.141 0.984 0.325 -0.137 0.414\n", + "C(listing_location)[T.Clermont] 0.0565 0.180 0.314 0.753 -0.296 0.409\n", + "C(listing_location)[T.Cleveland] 0.1331 0.155 0.861 0.389 -0.170 0.436\n", + "C(listing_location)[T.Clifton] 0.0745 0.181 0.412 0.680 -0.280 0.429\n", + "C(listing_location)[T.Clovis] 0.1441 0.145 0.991 0.322 -0.141 0.429\n", + "C(listing_location)[T.Clyde] 0.1398 0.151 0.923 0.356 -0.157 0.437\n", + "C(listing_location)[T.Coachella] 0.1429 0.145 0.982 0.326 -0.142 0.428\n", + "C(listing_location)[T.Coalmont] 0.1329 0.179 0.742 0.458 -0.218 0.484\n", + "C(listing_location)[T.Cochise] 0.1295 0.178 0.729 0.466 -0.219 0.478\n", + "C(listing_location)[T.Cocoa Beach] 0.1924 0.156 1.232 0.218 -0.114 0.499\n", + "C(listing_location)[T.Coden] 0.1173 0.179 0.654 0.513 -0.234 0.469\n", + "C(listing_location)[T.Coeur d'Alene] 0.0258 0.146 0.177 0.860 -0.260 0.312\n", + "C(listing_location)[T.Coeur d`Alene] 0.1757 0.178 0.986 0.324 -0.174 0.525\n", + "C(listing_location)[T.Colby] 0.0179 0.251 0.071 0.943 -0.475 0.511\n", + "C(listing_location)[T.Cold Spring] 0.0738 0.193 0.382 0.702 -0.305 0.452\n", + "C(listing_location)[T.College Park] 0.0405 0.181 0.224 0.823 -0.314 0.396\n", + "C(listing_location)[T.Colorado Springs] 0.0937 0.138 0.679 0.497 -0.177 0.364\n", + "C(listing_location)[T.Columbia] -0.4696 0.178 -2.638 0.008 -0.819 -0.121\n", + "C(listing_location)[T.Columbia Falls] -0.0201 0.181 -0.111 0.912 -0.376 0.335\n", + "C(listing_location)[T.Columbus] 0.1954 0.178 1.097 0.273 -0.154 0.545\n", + "C(listing_location)[T.Commack] 0.1480 0.178 0.833 0.405 -0.201 0.497\n", + "C(listing_location)[T.Concord] 0.1235 0.181 0.682 0.495 -0.231 0.478\n", + "C(listing_location)[T.Concrete] 0.1368 0.178 0.770 0.442 -0.212 0.486\n", + "C(listing_location)[T.Conroe] 0.1481 0.178 0.834 0.405 -0.200 0.497\n", + "C(listing_location)[T.Cool] 0.0897 0.205 0.438 0.661 -0.312 0.491\n", + "C(listing_location)[T.Copalis Beach] -0.3184 0.178 -1.791 0.074 -0.667 0.030\n", + "C(listing_location)[T.Coral Springs] 0.1751 0.178 0.984 0.325 -0.174 0.524\n", + "C(listing_location)[T.Coram] 0.0794 0.181 0.439 0.661 -0.276 0.434\n", + "C(listing_location)[T.Cornwall] 0.1385 0.179 0.773 0.440 -0.213 0.490\n", + "C(listing_location)[T.Coronado] 0.1786 0.178 1.004 0.315 -0.170 0.527\n", + "C(listing_location)[T.Corpus Christi] 0.1111 0.179 0.621 0.535 -0.240 0.462\n", + "C(listing_location)[T.Cortez] 0.1731 0.178 0.975 0.330 -0.175 0.522\n", + "C(listing_location)[T.Costa Mesa] 0.1005 0.145 0.691 0.489 -0.185 0.386\n", + "C(listing_location)[T.Cottonwood] 0.2108 0.154 1.369 0.171 -0.091 0.513\n", + "C(listing_location)[T.Covina] 0.1171 0.178 0.658 0.511 -0.232 0.466\n", + "C(listing_location)[T.Covington] 0.1299 0.154 0.842 0.400 -0.173 0.432\n", + "C(listing_location)[T.Crane Hill] 0.1538 0.181 0.849 0.396 -0.201 0.509\n", + "C(listing_location)[T.Crescent City] 0.1455 0.165 0.881 0.379 -0.179 0.470\n", + "C(listing_location)[T.Crestline] 0.1589 0.179 0.887 0.375 -0.193 0.510\n", + "C(listing_location)[T.Crossville] 0.1371 0.179 0.766 0.444 -0.214 0.488\n", + "C(listing_location)[T.Crystal River] 0.0944 0.154 0.612 0.541 -0.208 0.397\n", + "C(listing_location)[T.Culver City] 0.1304 0.146 0.894 0.371 -0.156 0.416\n", + "C(listing_location)[T.Cutler Bay] -0.0690 0.178 -0.388 0.698 -0.417 0.279\n", + "C(listing_location)[T.Cypress] 0.1427 0.178 0.802 0.423 -0.206 0.492\n", + "C(listing_location)[T.Dade City] 0.1195 0.179 0.667 0.505 -0.232 0.471\n", + "C(listing_location)[T.Dahlonega] 0.4453 0.179 2.484 0.013 0.094 0.797\n", + "C(listing_location)[T.Dallas] 0.1151 0.133 0.863 0.388 -0.147 0.377\n", + "C(listing_location)[T.Daly City] 0.0840 0.180 0.468 0.640 -0.269 0.437\n", + "C(listing_location)[T.Damascus] 0.1076 0.179 0.601 0.548 -0.244 0.459\n", + "C(listing_location)[T.Dana Point] 0.0526 0.141 0.375 0.708 -0.223 0.328\n", + "C(listing_location)[T.Dardenne Prairie] 0.0754 0.179 0.421 0.674 -0.276 0.427\n", + "C(listing_location)[T.Davenport] 0.1109 0.130 0.854 0.393 -0.144 0.365\n", + "C(listing_location)[T.Daytona Beach] 0.0509 0.178 0.285 0.775 -0.299 0.400\n", + "C(listing_location)[T.DeSoto County] 0.0578 0.179 0.323 0.747 -0.293 0.409\n", + "C(listing_location)[T.Deerfield Beach] 0.0869 0.138 0.627 0.530 -0.185 0.358\n", + "C(listing_location)[T.Del Mar] -0.0776 0.154 -0.504 0.615 -0.380 0.225\n", + "C(listing_location)[T.Delray Beach] 0.2101 0.178 1.180 0.238 -0.139 0.559\n", + "C(listing_location)[T.Denton] 0.0262 0.156 0.168 0.867 -0.280 0.333\n", + "C(listing_location)[T.Desert Hot Springs] 0.1132 0.134 0.842 0.400 -0.151 0.377\n", + "C(listing_location)[T.Destin] 0.0670 0.130 0.514 0.608 -0.189 0.323\n", + "C(listing_location)[T.Dittmer] 0.0995 0.178 0.560 0.576 -0.249 0.448\n", + "C(listing_location)[T.Divide] 0.1057 0.154 0.687 0.492 -0.196 0.408\n", + "C(listing_location)[T.Dobson] 0.1494 0.181 0.825 0.410 -0.206 0.505\n", + "C(listing_location)[T.Doral] 0.0754 0.154 0.489 0.625 -0.227 0.378\n", + "C(listing_location)[T.Douglas] -0.0652 0.155 -0.421 0.674 -0.369 0.239\n", + "C(listing_location)[T.Dover] 0.0614 0.157 0.390 0.696 -0.247 0.370\n", + "C(listing_location)[T.Downey] 0.1321 0.178 0.743 0.458 -0.217 0.481\n", + "C(listing_location)[T.Draper] 0.1544 0.154 1.000 0.317 -0.148 0.457\n", + "C(listing_location)[T.Dripping Springs] 0.1216 0.155 0.785 0.432 -0.182 0.425\n", + "C(listing_location)[T.Duluth] 0.1057 0.181 0.583 0.560 -0.250 0.461\n", + "C(listing_location)[T.Dundee] 0.0210 0.181 0.116 0.908 -0.334 0.376\n", + "C(listing_location)[T.Dunedin] 0.2306 0.180 1.284 0.199 -0.122 0.583\n", + "C(listing_location)[T.Dunlap] 0.0996 0.160 0.624 0.533 -0.214 0.413\n", + "C(listing_location)[T.East Chatham] 0.2809 0.208 1.354 0.176 -0.126 0.688\n", + "C(listing_location)[T.East Hampton] 0.1501 0.178 0.844 0.399 -0.199 0.499\n", + "C(listing_location)[T.East Leroy] 0.0962 0.178 0.541 0.589 -0.253 0.445\n", + "C(listing_location)[T.East Los Angeles] 0.0403 0.154 0.261 0.794 -0.262 0.343\n", + "C(listing_location)[T.East Lyme] 0.1119 0.179 0.624 0.532 -0.240 0.463\n", + "C(listing_location)[T.East Quogue] -0.0494 0.178 -0.277 0.782 -0.399 0.300\n", + "C(listing_location)[T.East Stroudsburg] 0.0538 0.145 0.371 0.711 -0.231 0.339\n", + "C(listing_location)[T.Eastsound] 0.1295 0.154 0.841 0.400 -0.172 0.431\n", + "C(listing_location)[T.Efland] 0.1493 0.179 0.833 0.405 -0.202 0.501\n", + "C(listing_location)[T.El Cajon] 0.1933 0.178 1.087 0.277 -0.156 0.542\n", + "C(listing_location)[T.El Centro] 0.1627 0.178 0.916 0.360 -0.186 0.511\n", + "C(listing_location)[T.El Monte] 0.0758 0.154 0.492 0.623 -0.226 0.378\n", + "C(listing_location)[T.El Portal] 0.1347 0.179 0.754 0.451 -0.216 0.485\n", + "C(listing_location)[T.El Prado] 0.1494 0.145 1.029 0.303 -0.135 0.434\n", + "C(listing_location)[T.Ellicottville] 0.1228 0.179 0.687 0.492 -0.228 0.473\n", + "C(listing_location)[T.Ellijay] 0.0182 0.180 0.101 0.920 -0.335 0.371\n", + "C(listing_location)[T.Ellsworth] 0.2415 0.179 1.350 0.177 -0.109 0.593\n", + "C(listing_location)[T.Emerald Hills] 0.1421 0.180 0.790 0.430 -0.211 0.495\n", + "C(listing_location)[T.Encinitas] 0.1586 0.139 1.144 0.253 -0.113 0.431\n", + "C(listing_location)[T.Ennis] 0.1261 0.178 0.708 0.479 -0.223 0.475\n", + "C(listing_location)[T.Erie] 0.1865 0.158 1.182 0.237 -0.123 0.496\n", + "C(listing_location)[T.Escondido] 0.1306 0.178 0.733 0.464 -0.219 0.480\n", + "C(listing_location)[T.Estes Park] 0.1089 0.139 0.782 0.434 -0.164 0.382\n", + "C(listing_location)[T.Eugene] 0.1305 0.178 0.734 0.463 -0.218 0.479\n", + "C(listing_location)[T.Eureka Springs] 0.0398 0.157 0.254 0.800 -0.268 0.347\n", + "C(listing_location)[T.Evans] 0.2200 0.178 1.235 0.217 -0.129 0.569\n", + "C(listing_location)[T.Everett] -0.2314 0.154 -1.502 0.133 -0.534 0.071\n", + "C(listing_location)[T.Evergreen] 0.2103 0.178 1.181 0.238 -0.139 0.559\n", + "C(listing_location)[T.Excelsior] 0.1993 0.178 1.119 0.263 -0.150 0.549\n", + "C(listing_location)[T.Fairfield] 0.1308 0.154 0.849 0.396 -0.171 0.433\n", + "C(listing_location)[T.Fairview] 0.1277 0.179 0.713 0.476 -0.224 0.479\n", + "C(listing_location)[T.Fallbrook] 0.0988 0.154 0.640 0.522 -0.204 0.402\n", + "C(listing_location)[T.Falls Church] 0.0419 0.178 0.236 0.814 -0.307 0.391\n", + "C(listing_location)[T.Farmville] 0.1134 0.179 0.633 0.527 -0.238 0.465\n", + "C(listing_location)[T.Fayetteville] 0.0637 0.154 0.414 0.679 -0.238 0.366\n", + "C(listing_location)[T.Felton] 0.1295 0.155 0.836 0.403 -0.174 0.433\n", + "C(listing_location)[T.Fernwood] 0.0596 0.181 0.329 0.742 -0.295 0.415\n", + "C(listing_location)[T.Flagstaff] 0.1282 0.155 0.825 0.410 -0.177 0.433\n", + "C(listing_location)[T.Fletcher] 0.1195 0.155 0.771 0.441 -0.184 0.423\n", + "C(listing_location)[T.Florence] -0.0211 0.178 -0.118 0.906 -0.370 0.328\n", + "C(listing_location)[T.Florham Park] 0.0626 0.181 0.347 0.729 -0.292 0.417\n", + "C(listing_location)[T.Folly Beach] 0.1419 0.141 1.008 0.314 -0.134 0.418\n", + "C(listing_location)[T.Fond du Lac] -0.0046 0.178 -0.026 0.979 -0.353 0.344\n", + "C(listing_location)[T.Forks] 0.1219 0.146 0.835 0.404 -0.164 0.408\n", + "C(listing_location)[T.Fort Bragg] -0.0430 0.178 -0.242 0.809 -0.392 0.306\n", + "C(listing_location)[T.Fort Collins] 0.0331 0.179 0.185 0.853 -0.318 0.384\n", + "C(listing_location)[T.Fort Lauderdale] 0.0785 0.130 0.604 0.546 -0.176 0.333\n", + "C(listing_location)[T.Fort Myers Beach] 0.1516 0.154 0.981 0.327 -0.151 0.454\n", + "C(listing_location)[T.Fort Walton Beach] 0.0869 0.135 0.644 0.519 -0.178 0.351\n", + "C(listing_location)[T.Fountain Hills] 0.0617 0.155 0.398 0.691 -0.242 0.366\n", + "C(listing_location)[T.Four Corners] 0.1335 0.138 0.964 0.335 -0.138 0.405\n", + "C(listing_location)[T.Frankenmuth] 0.2205 0.179 1.229 0.219 -0.131 0.572\n", + "C(listing_location)[T.Franklin] 0.0997 0.142 0.704 0.481 -0.178 0.378\n", + "C(listing_location)[T.Frederica] 0.1589 0.178 0.893 0.372 -0.190 0.508\n", + "C(listing_location)[T.Frederick] 0.1405 0.178 0.791 0.429 -0.208 0.489\n", + "C(listing_location)[T.Fredericksburg] 0.0931 0.143 0.651 0.515 -0.187 0.373\n", + "C(listing_location)[T.Fredericktown] 0.0603 0.196 0.307 0.759 -0.325 0.445\n", + "C(listing_location)[T.Frenchtown] 0.0664 0.205 0.324 0.746 -0.335 0.468\n", + "C(listing_location)[T.Fresno] 0.1232 0.179 0.688 0.492 -0.228 0.474\n", + "C(listing_location)[T.Friday Harbor] 0.1397 0.156 0.894 0.371 -0.167 0.446\n", + "C(listing_location)[T.Friendswood] 0.2322 0.180 1.290 0.197 -0.121 0.585\n", + "C(listing_location)[T.Fripp Island] 0.1109 0.180 0.616 0.538 -0.242 0.464\n", + "C(listing_location)[T.Frisco] 0.0455 0.155 0.294 0.769 -0.258 0.349\n", + "C(listing_location)[T.Front Royal] 0.1267 0.163 0.778 0.437 -0.193 0.446\n", + "C(listing_location)[T.Fullerton] 0.0659 0.154 0.427 0.670 -0.237 0.369\n", + "C(listing_location)[T.Gainesville] 0.0611 0.156 0.393 0.695 -0.244 0.366\n", + "C(listing_location)[T.Galena] 0.1192 0.158 0.755 0.450 -0.190 0.429\n", + "C(listing_location)[T.Galveston] 0.0732 0.138 0.530 0.596 -0.198 0.344\n", + "C(listing_location)[T.Gap] 0.1392 0.196 0.712 0.477 -0.245 0.523\n", + "C(listing_location)[T.Garden Grove] 0.1353 0.141 0.962 0.336 -0.141 0.411\n", + "C(listing_location)[T.Garland County] 0.1806 0.158 1.144 0.253 -0.129 0.490\n", + "C(listing_location)[T.Gatlinburg] 0.1278 0.159 0.804 0.422 -0.184 0.439\n", + "C(listing_location)[T.Georgetown] 0.1497 0.181 0.827 0.409 -0.205 0.505\n", + "C(listing_location)[T.Gilbert] 0.0768 0.145 0.528 0.597 -0.208 0.362\n", + "C(listing_location)[T.Glen Ellen] 0.1527 0.179 0.853 0.394 -0.198 0.504\n", + "C(listing_location)[T.Glendale] 0.1195 0.138 0.865 0.387 -0.152 0.390\n", + "C(listing_location)[T.Glendora] -0.2669 0.178 -1.500 0.134 -0.616 0.082\n", + "C(listing_location)[T.Gouldsboro] 0.1470 0.180 0.818 0.414 -0.206 0.500\n", + "C(listing_location)[T.Government Camp] -0.1260 0.178 -0.708 0.479 -0.475 0.223\n", + "C(listing_location)[T.Granby] -0.0573 0.178 -0.322 0.748 -0.406 0.292\n", + "C(listing_location)[T.Grand Marais] 0.1678 0.178 0.944 0.345 -0.181 0.516\n", + "C(listing_location)[T.Graton] 0.1610 0.178 0.906 0.365 -0.188 0.510\n", + "C(listing_location)[T.Graysville] 0.1366 0.178 0.768 0.442 -0.212 0.485\n", + "C(listing_location)[T.Green Mountain] 0.0829 0.205 0.405 0.685 -0.318 0.484\n", + "C(listing_location)[T.Greenport] 0.0876 0.178 0.493 0.622 -0.261 0.436\n", + "C(listing_location)[T.Greentown] 0.2549 0.181 1.405 0.160 -0.101 0.611\n", + "C(listing_location)[T.Greenville] 0.1678 0.181 0.927 0.354 -0.187 0.523\n", + "C(listing_location)[T.Greenwich] 0.0800 0.178 0.449 0.653 -0.269 0.429\n", + "C(listing_location)[T.Greenwood] 0.1549 0.178 0.871 0.384 -0.194 0.503\n", + "C(listing_location)[T.Groveland] 0.0507 0.213 0.238 0.812 -0.366 0.468\n", + "C(listing_location)[T.Guilford] 0.0526 0.178 0.296 0.767 -0.296 0.401\n", + "C(listing_location)[T.Gulf Breeze] 0.1535 0.154 0.994 0.320 -0.149 0.456\n", + "C(listing_location)[T.Gulf Shores] 0.1638 0.141 1.165 0.244 -0.112 0.439\n", + "C(listing_location)[T.Gulfport] 0.1364 0.146 0.936 0.349 -0.149 0.422\n", + "C(listing_location)[T.Hale] 0.0494 0.180 0.275 0.783 -0.303 0.402\n", + "C(listing_location)[T.Half Moon Bay] 0.1023 0.143 0.718 0.473 -0.177 0.382\n", + "C(listing_location)[T.Hambleton] 0.1317 0.179 0.736 0.462 -0.219 0.483\n", + "C(listing_location)[T.Hampton] 0.1354 0.178 0.762 0.446 -0.213 0.484\n", + "C(listing_location)[T.Hancock] 0.1352 0.178 0.761 0.447 -0.213 0.484\n", + "C(listing_location)[T.Harbor Springs] 0.2088 0.178 1.173 0.241 -0.140 0.558\n", + "C(listing_location)[T.Hardeeville] 0.0902 0.180 0.501 0.616 -0.263 0.443\n", + "C(listing_location)[T.Hardwick] 0.1451 0.181 0.801 0.423 -0.210 0.500\n", + "C(listing_location)[T.Harpers Ferry] 0.1453 0.155 0.938 0.348 -0.158 0.449\n", + "C(listing_location)[T.Hawthorne] 0.0882 0.136 0.649 0.517 -0.178 0.355\n", + "C(listing_location)[T.Hayesville] 0.1401 0.178 0.788 0.431 -0.209 0.489\n", + "C(listing_location)[T.Healdsburg] -0.0438 0.205 -0.214 0.831 -0.446 0.358\n", + "C(listing_location)[T.Heber City] 0.1711 0.179 0.956 0.339 -0.180 0.522\n", + "C(listing_location)[T.Helotes] 0.1362 0.179 0.760 0.447 -0.215 0.487\n", + "C(listing_location)[T.Henderson] -0.0143 0.154 -0.093 0.926 -0.316 0.288\n", + "C(listing_location)[T.Hendersonville] 0.1429 0.158 0.906 0.365 -0.166 0.452\n", + "C(listing_location)[T.Hermosa Beach] 0.1643 0.178 0.922 0.357 -0.185 0.514\n", + "C(listing_location)[T.Hialeah] 0.1054 0.178 0.592 0.554 -0.244 0.455\n", + "C(listing_location)[T.High Springs] 0.0136 0.178 0.077 0.939 -0.335 0.362\n", + "C(listing_location)[T.Hildale] 0.0359 0.179 0.200 0.841 -0.315 0.387\n", + "C(listing_location)[T.Hillsborough] 0.0935 0.179 0.522 0.602 -0.258 0.445\n", + "C(listing_location)[T.Hilton Head Island] 0.1295 0.131 0.988 0.323 -0.128 0.387\n", + "C(listing_location)[T.Hoboken] 0.2011 0.178 1.128 0.259 -0.149 0.551\n", + "C(listing_location)[T.Hocking County] 0.0131 0.178 0.073 0.941 -0.336 0.362\n", + "C(listing_location)[T.Holland] 0.1465 0.178 0.824 0.410 -0.202 0.495\n", + "C(listing_location)[T.Hollywood] 0.0688 0.131 0.527 0.599 -0.187 0.325\n", + "C(listing_location)[T.Holmes Beach] 0.0341 0.154 0.221 0.825 -0.268 0.336\n", + "C(listing_location)[T.Homestead] 0.0947 0.179 0.528 0.597 -0.257 0.446\n", + "C(listing_location)[T.Hoodsport] -0.3368 0.179 -1.883 0.060 -0.688 0.014\n", + "C(listing_location)[T.Hot Springs] 0.1445 0.159 0.907 0.365 -0.168 0.457\n", + "C(listing_location)[T.Houston] 0.0386 0.132 0.292 0.770 -0.220 0.298\n", + "C(listing_location)[T.Houtzdale] 0.0438 0.179 0.245 0.807 -0.307 0.395\n", + "C(listing_location)[T.Howe] 0.1045 0.154 0.677 0.499 -0.198 0.408\n", + "C(listing_location)[T.Huntersville] 0.1703 0.181 0.941 0.347 -0.185 0.525\n", + "C(listing_location)[T.Huntington Beach] 0.0873 0.146 0.598 0.550 -0.199 0.374\n", + "C(listing_location)[T.Hurdle Mills] 0.1321 0.179 0.738 0.461 -0.219 0.483\n", + "C(listing_location)[T.Hurricane] 0.1386 0.155 0.896 0.371 -0.165 0.442\n", + "C(listing_location)[T.Hyde Park] 0.1594 0.178 0.896 0.371 -0.190 0.509\n", + "C(listing_location)[T.Idyllwild-Pine Cove] 0.1085 0.159 0.683 0.495 -0.203 0.420\n", + "C(listing_location)[T.Indian Rocks Beach] 0.1414 0.133 1.065 0.287 -0.119 0.402\n", + "C(listing_location)[T.Indian Shores] -0.0793 0.155 -0.511 0.609 -0.383 0.225\n", + "C(listing_location)[T.Indian Wells] 0.0642 0.178 0.360 0.719 -0.285 0.414\n", + "C(listing_location)[T.Indio] 0.1057 0.133 0.792 0.429 -0.156 0.367\n", + "C(listing_location)[T.Irving] 0.1072 0.145 0.738 0.461 -0.178 0.392\n", + "C(listing_location)[T.Isla Vista] 0.1177 0.179 0.658 0.511 -0.233 0.469\n", + "C(listing_location)[T.Islamorada] 0.1574 0.178 0.886 0.376 -0.191 0.506\n", + "C(listing_location)[T.Isle of Palms] 0.0508 0.131 0.386 0.699 -0.207 0.309\n", + "C(listing_location)[T.Ithaca] 0.2468 0.178 1.385 0.166 -0.103 0.596\n", + "C(listing_location)[T.Jackson] 0.1636 0.146 1.120 0.263 -0.123 0.450\n", + "C(listing_location)[T.Jacksonville] 0.1517 0.179 0.847 0.397 -0.199 0.503\n", + "C(listing_location)[T.Jamaica Beach] 0.0946 0.154 0.613 0.540 -0.208 0.397\n", + "C(listing_location)[T.Jeffersonville] 0.1429 0.178 0.804 0.421 -0.206 0.491\n", + "C(listing_location)[T.Jekyll Island] 0.1444 0.178 0.813 0.416 -0.204 0.493\n", + "C(listing_location)[T.Jersey City] 0.1987 0.178 1.115 0.265 -0.151 0.548\n", + "C(listing_location)[T.Johnson City] 0.0842 0.221 0.381 0.703 -0.349 0.517\n", + "C(listing_location)[T.Joshua Tree] 0.1299 0.127 1.026 0.305 -0.118 0.378\n", + "C(listing_location)[T.Julian] 0.1453 0.154 0.944 0.345 -0.157 0.447\n", + "C(listing_location)[T.Jupiter] 0.1319 0.178 0.742 0.458 -0.217 0.480\n", + "C(listing_location)[T.Kanab] 0.0784 0.155 0.504 0.614 -0.226 0.383\n", + "C(listing_location)[T.Kanarraville] 0.1425 0.205 0.696 0.487 -0.259 0.544\n", + "C(listing_location)[T.Kansas City] -0.0759 0.178 -0.426 0.670 -0.425 0.274\n", + "C(listing_location)[T.Kennebunk] 0.0971 0.178 0.546 0.585 -0.251 0.446\n", + "C(listing_location)[T.Kent] 0.1427 0.179 0.797 0.426 -0.208 0.494\n", + "C(listing_location)[T.Ketchum] 0.1836 0.155 1.187 0.235 -0.120 0.487\n", + "C(listing_location)[T.Key Largo] 0.1583 0.135 1.173 0.241 -0.106 0.423\n", + "C(listing_location)[T.Key West] 0.1368 0.129 1.057 0.291 -0.117 0.391\n", + "C(listing_location)[T.Kill Devil Hills] 0.1511 0.155 0.976 0.329 -0.152 0.455\n", + "C(listing_location)[T.Killington] 0.2212 0.179 1.237 0.216 -0.130 0.572\n", + "C(listing_location)[T.Kimberly] 0.1536 0.184 0.836 0.403 -0.207 0.514\n", + "C(listing_location)[T.King of Prussia] 0.0336 0.181 0.186 0.852 -0.321 0.388\n", + "C(listing_location)[T.Kingman] 0.1427 0.179 0.797 0.426 -0.209 0.494\n", + "C(listing_location)[T.Kings Beach] 0.1156 0.159 0.727 0.467 -0.196 0.428\n", + "C(listing_location)[T.Kingston] 0.2208 0.179 1.231 0.218 -0.131 0.573\n", + "C(listing_location)[T.Kirbyville] 0.1668 0.181 0.921 0.357 -0.188 0.522\n", + "C(listing_location)[T.Kissimmee] 0.0656 0.129 0.507 0.612 -0.188 0.319\n", + "C(listing_location)[T.Kitty Hawk] 0.0624 0.160 0.391 0.696 -0.251 0.375\n", + "C(listing_location)[T.LEHIGHTON] 0.0979 0.178 0.551 0.582 -0.250 0.446\n", + "C(listing_location)[T.La Crosse] 0.1434 0.180 0.795 0.427 -0.210 0.497\n", + "C(listing_location)[T.La Grange] 0.2472 0.179 1.382 0.167 -0.104 0.598\n", + "C(listing_location)[T.La Jolla] -0.0513 0.178 -0.289 0.773 -0.400 0.297\n", + "C(listing_location)[T.La Mesa] 0.1005 0.154 0.652 0.514 -0.202 0.403\n", + "C(listing_location)[T.La Quinta] 0.0522 0.133 0.391 0.696 -0.209 0.314\n", + "C(listing_location)[T.LaFollette] 0.1040 0.178 0.583 0.560 -0.246 0.454\n", + "C(listing_location)[T.Lafayette] -0.0317 0.179 -0.177 0.860 -0.383 0.319\n", + "C(listing_location)[T.Lago Vista] 0.0596 0.178 0.334 0.738 -0.290 0.409\n", + "C(listing_location)[T.Laguna Beach] 0.0767 0.155 0.495 0.621 -0.227 0.381\n", + "C(listing_location)[T.Lake Ann] 0.1371 0.155 0.886 0.376 -0.166 0.441\n", + "C(listing_location)[T.Lake Buena Vista] 0.1806 0.182 0.992 0.321 -0.177 0.538\n", + "C(listing_location)[T.Lake Hamilton] 0.1169 0.221 0.529 0.597 -0.317 0.550\n", + "C(listing_location)[T.Lake Havasu City] 0.1705 0.154 1.108 0.268 -0.131 0.472\n", + "C(listing_location)[T.Lake Isabella] 0.1250 0.179 0.698 0.485 -0.226 0.476\n", + "C(listing_location)[T.Lake Tahoe] 0.2508 0.179 1.405 0.160 -0.099 0.601\n", + "C(listing_location)[T.Lakeside] 0.1471 0.142 1.038 0.299 -0.131 0.425\n", + "C(listing_location)[T.Lampe] -0.0191 0.178 -0.107 0.915 -0.368 0.330\n", + "C(listing_location)[T.Lancaster] 0.1274 0.180 0.709 0.479 -0.225 0.480\n", + "C(listing_location)[T.Landers] 0.1026 0.138 0.744 0.457 -0.168 0.373\n", + "C(listing_location)[T.Lanesville] 0.0016 0.193 0.008 0.993 -0.377 0.381\n", + "C(listing_location)[T.Lansford] -0.1194 0.178 -0.672 0.502 -0.468 0.229\n", + "C(listing_location)[T.Lantana] 0.1794 0.179 1.003 0.316 -0.172 0.530\n", + "C(listing_location)[T.Largo] 0.1151 0.141 0.818 0.413 -0.161 0.391\n", + "C(listing_location)[T.Las Cruces] 0.0857 0.179 0.478 0.632 -0.266 0.437\n", + "C(listing_location)[T.Las Vegas] 0.1403 0.127 1.101 0.271 -0.110 0.390\n", + "C(listing_location)[T.Laurelville] 0.0298 0.179 0.166 0.868 -0.322 0.381\n", + "C(listing_location)[T.Lava Hot Springs] 0.0766 0.180 0.426 0.670 -0.276 0.429\n", + "C(listing_location)[T.Layton] -0.0901 0.154 -0.583 0.560 -0.393 0.213\n", + "C(listing_location)[T.Lead] 0.1715 0.178 0.965 0.335 -0.177 0.520\n", + "C(listing_location)[T.Leander] 0.1281 0.178 0.719 0.472 -0.221 0.478\n", + "C(listing_location)[T.Leavenworth] 0.1499 0.178 0.841 0.400 -0.200 0.499\n", + "C(listing_location)[T.Lebanon] -0.0175 0.208 -0.084 0.933 -0.425 0.390\n", + "C(listing_location)[T.Leeds] -0.0436 0.186 -0.234 0.815 -0.409 0.322\n", + "C(listing_location)[T.Leesburg] 0.0464 0.183 0.254 0.800 -0.312 0.405\n", + "C(listing_location)[T.Lehi] 0.1764 0.178 0.993 0.321 -0.172 0.525\n", + "C(listing_location)[T.Lemon Cove] -0.1528 0.178 -0.859 0.391 -0.502 0.196\n", + "C(listing_location)[T.Lennox] 0.2624 0.179 1.463 0.144 -0.089 0.614\n", + "C(listing_location)[T.Lexington] 0.0815 0.178 0.458 0.647 -0.267 0.430\n", + "C(listing_location)[T.Lincoln] 0.2351 0.181 1.297 0.195 -0.120 0.591\n", + "C(listing_location)[T.Lincoln Beach] 0.2267 0.178 1.274 0.203 -0.122 0.576\n", + "C(listing_location)[T.Lincoln City] 0.1802 0.178 1.012 0.312 -0.169 0.530\n", + "C(listing_location)[T.Lineville] 0.1538 0.178 0.864 0.388 -0.195 0.503\n", + "C(listing_location)[T.Litchfield] 0.1656 0.178 0.930 0.353 -0.184 0.515\n", + "C(listing_location)[T.Livingston] 0.0920 0.138 0.667 0.505 -0.179 0.363\n", + "C(listing_location)[T.Livingston Manor] 0.2231 0.178 1.254 0.210 -0.126 0.572\n", + "C(listing_location)[T.Logan] 0.1556 0.138 1.125 0.261 -0.116 0.427\n", + "C(listing_location)[T.Lolo] 0.0799 0.179 0.446 0.655 -0.271 0.431\n", + "C(listing_location)[T.Loma] 0.1589 0.178 0.894 0.371 -0.190 0.507\n", + "C(listing_location)[T.Long Beach] 0.1219 0.131 0.934 0.351 -0.134 0.378\n", + "C(listing_location)[T.Longboat Key] 0.0806 0.146 0.552 0.581 -0.206 0.367\n", + "C(listing_location)[T.Longview] 0.0599 0.183 0.327 0.743 -0.299 0.419\n", + "C(listing_location)[T.Lorain] 0.0377 0.178 0.212 0.832 -0.311 0.387\n", + "C(listing_location)[T.Los Angeles] 0.1123 0.126 0.889 0.374 -0.136 0.360\n", + "C(listing_location)[T.Los Gatos] 0.1397 0.181 0.771 0.441 -0.216 0.495\n", + "C(listing_location)[T.Louisville] 0.1152 0.178 0.647 0.518 -0.234 0.465\n", + "C(listing_location)[T.Ludlow] 0.1658 0.178 0.932 0.351 -0.183 0.515\n", + "C(listing_location)[T.Lutz] -0.0837 0.178 -0.471 0.638 -0.433 0.265\n", + "C(listing_location)[T.Madeira Beach] 0.1337 0.154 0.866 0.386 -0.169 0.436\n", + "C(listing_location)[T.Madison] 0.2034 0.141 1.444 0.149 -0.073 0.480\n", + "C(listing_location)[T.Malakoff] 0.0938 0.180 0.522 0.602 -0.259 0.446\n", + "C(listing_location)[T.Malibu] 0.1198 0.132 0.911 0.362 -0.138 0.378\n", + "C(listing_location)[T.Mammoth Lakes] 0.0266 0.141 0.188 0.851 -0.251 0.304\n", + "C(listing_location)[T.Manchester] 0.0515 0.145 0.354 0.723 -0.234 0.337\n", + "C(listing_location)[T.Manhattan Beach] 0.0738 0.135 0.548 0.584 -0.190 0.338\n", + "C(listing_location)[T.Manning] 0.0886 0.178 0.498 0.618 -0.260 0.437\n", + "C(listing_location)[T.Marathon] 0.0846 0.146 0.581 0.562 -0.201 0.370\n", + "C(listing_location)[T.Marco Island] 0.1192 0.136 0.877 0.381 -0.147 0.386\n", + "C(listing_location)[T.Marietta] 0.1448 0.178 0.815 0.415 -0.204 0.493\n", + "C(listing_location)[T.Marina del Rey] 0.1380 0.178 0.775 0.439 -0.211 0.487\n", + "C(listing_location)[T.Marion] 0.1275 0.146 0.876 0.381 -0.158 0.413\n", + "C(listing_location)[T.Mariposa] 0.0910 0.141 0.646 0.518 -0.185 0.367\n", + "C(listing_location)[T.Marshall] 0.1357 0.156 0.870 0.385 -0.170 0.442\n", + "C(listing_location)[T.Marshfield] 0.1784 0.179 0.998 0.318 -0.172 0.529\n", + "C(listing_location)[T.Massapequa] 0.1466 0.178 0.824 0.410 -0.202 0.496\n", + "C(listing_location)[T.McArthur] 0.2377 0.178 1.333 0.183 -0.112 0.588\n", + "C(listing_location)[T.McGaheysville] 0.1780 0.178 0.999 0.318 -0.171 0.527\n", + "C(listing_location)[T.McHenry] 0.2096 0.146 1.437 0.151 -0.076 0.496\n", + "C(listing_location)[T.Meadview] -0.0078 0.179 -0.043 0.965 -0.359 0.343\n", + "C(listing_location)[T.Medford] 0.0883 0.178 0.497 0.619 -0.260 0.437\n", + "C(listing_location)[T.Melbourne] 0.0847 0.178 0.475 0.635 -0.265 0.434\n", + "C(listing_location)[T.Melbourne Beach] 0.1318 0.145 0.907 0.365 -0.153 0.417\n", + "C(listing_location)[T.Mendocino] 0.0402 0.154 0.261 0.794 -0.262 0.342\n", + "C(listing_location)[T.Menlo Park] 0.0932 0.145 0.642 0.521 -0.192 0.378\n", + "C(listing_location)[T.Merritt Island] 0.1336 0.154 0.868 0.385 -0.168 0.435\n", + "C(listing_location)[T.Mesa] 0.0807 0.145 0.555 0.579 -0.205 0.366\n", + "C(listing_location)[T.Miami] 0.1038 0.127 0.817 0.414 -0.145 0.353\n", + "C(listing_location)[T.Miami Beach] 0.0645 0.128 0.502 0.616 -0.187 0.316\n", + "C(listing_location)[T.Michigan City] 0.0996 0.178 0.560 0.575 -0.249 0.448\n", + "C(listing_location)[T.Middleton] 0.1119 0.180 0.623 0.534 -0.241 0.464\n", + "C(listing_location)[T.Midlothian] 0.1085 0.178 0.610 0.542 -0.240 0.457\n", + "C(listing_location)[T.Midway City] 0.1023 0.178 0.575 0.565 -0.247 0.451\n", + "C(listing_location)[T.Mill Valley] 0.1405 0.145 0.965 0.335 -0.145 0.426\n", + "C(listing_location)[T.Millbrae] 0.1240 0.178 0.698 0.485 -0.224 0.472\n", + "C(listing_location)[T.Milwaukee] 0.0161 0.178 0.090 0.928 -0.333 0.365\n", + "C(listing_location)[T.Milwaukie] 0.0480 0.178 0.270 0.787 -0.301 0.397\n", + "C(listing_location)[T.Minot] 0.1229 0.178 0.691 0.490 -0.226 0.472\n", + "C(listing_location)[T.Miramar Beach] 0.1254 0.136 0.923 0.356 -0.141 0.392\n", + "C(listing_location)[T.Missoula] 0.1189 0.178 0.667 0.505 -0.231 0.468\n", + "C(listing_location)[T.Moab] 0.1061 0.150 0.706 0.480 -0.189 0.401\n", + "C(listing_location)[T.Monroe] 0.1482 0.179 0.827 0.408 -0.203 0.499\n", + "C(listing_location)[T.Montauk] -0.0174 0.178 -0.098 0.922 -0.367 0.332\n", + "C(listing_location)[T.Monteagle] 0.0351 0.181 0.194 0.847 -0.320 0.390\n", + "C(listing_location)[T.Montebello] 0.1059 0.178 0.596 0.551 -0.243 0.454\n", + "C(listing_location)[T.Montecito] 0.1316 0.154 0.852 0.394 -0.171 0.434\n", + "C(listing_location)[T.Monterey] 0.1992 0.179 1.111 0.267 -0.153 0.551\n", + "C(listing_location)[T.Monterey Park] 0.1758 0.178 0.988 0.323 -0.173 0.525\n", + "C(listing_location)[T.Montgomery] 0.2212 0.182 1.217 0.224 -0.135 0.578\n", + "C(listing_location)[T.Morongo Valley] 0.1370 0.154 0.889 0.374 -0.165 0.439\n", + "C(listing_location)[T.Morristown] 0.1479 0.178 0.832 0.405 -0.201 0.497\n", + "C(listing_location)[T.Morro Bay] -0.0108 0.141 -0.076 0.939 -0.287 0.266\n", + "C(listing_location)[T.Moss Landing] -0.1051 0.156 -0.673 0.501 -0.411 0.201\n", + "C(listing_location)[T.Mount Pleasant] 0.1824 0.154 1.182 0.238 -0.120 0.485\n", + "C(listing_location)[T.Mountainair] 0.1102 0.179 0.615 0.539 -0.241 0.461\n", + "C(listing_location)[T.Mountainburg] 0.2193 0.178 1.232 0.218 -0.130 0.568\n", + "C(listing_location)[T.Mt. Crested Butte] 0.0211 0.178 0.118 0.906 -0.329 0.371\n", + "C(listing_location)[T.Mukilteo] 0.1079 0.181 0.596 0.551 -0.247 0.463\n", + "C(listing_location)[T.Munds Park] 0.0829 0.178 0.466 0.641 -0.266 0.432\n", + "C(listing_location)[T.Murrells Inlet] 0.0854 0.154 0.554 0.580 -0.217 0.388\n", + "C(listing_location)[T.Myrtle Beach] 0.1032 0.136 0.759 0.448 -0.164 0.370\n", + "C(listing_location)[T.Myrtle Creek] 0.2129 0.178 1.196 0.232 -0.136 0.562\n", + "C(listing_location)[T.Nacogdoches County] 0.1298 0.179 0.725 0.469 -0.222 0.481\n", + "C(listing_location)[T.Nags Head] 0.0087 0.138 0.063 0.950 -0.262 0.280\n", + "C(listing_location)[T.Nantucket] 0.1127 0.179 0.630 0.529 -0.239 0.464\n", + "C(listing_location)[T.Napa] 0.1156 0.178 0.651 0.515 -0.233 0.464\n", + "C(listing_location)[T.Naples] 0.0856 0.145 0.590 0.555 -0.199 0.370\n", + "C(listing_location)[T.Narragansett] -0.2846 0.180 -1.581 0.114 -0.638 0.068\n", + "C(listing_location)[T.Nashville] 0.1081 0.130 0.831 0.406 -0.147 0.363\n", + "C(listing_location)[T.Navarre] 0.1775 0.154 1.152 0.249 -0.125 0.480\n", + "C(listing_location)[T.Nehalem] 0.2104 0.180 1.168 0.243 -0.143 0.564\n", + "C(listing_location)[T.Nelsonville] 0.1184 0.186 0.636 0.525 -0.247 0.483\n", + "C(listing_location)[T.New Bedford] 0.1196 0.178 0.672 0.502 -0.229 0.469\n", + "C(listing_location)[T.New Braunfels] -0.0301 0.179 -0.168 0.867 -0.381 0.321\n", + "C(listing_location)[T.New Fairfield] 0.1369 0.178 0.769 0.442 -0.212 0.486\n", + "C(listing_location)[T.New Harbor] 0.1516 0.180 0.842 0.400 -0.201 0.504\n", + "C(listing_location)[T.New Orleans] 0.1218 0.137 0.891 0.373 -0.146 0.390\n", + "C(listing_location)[T.New Plymouth] 0.1490 0.183 0.815 0.415 -0.210 0.507\n", + "C(listing_location)[T.New River] 0.1294 0.156 0.830 0.407 -0.176 0.435\n", + "C(listing_location)[T.New York] -0.0120 0.128 -0.094 0.925 -0.262 0.238\n", + "C(listing_location)[T.Newberry Springs] 0.0178 0.162 0.110 0.912 -0.299 0.335\n", + "C(listing_location)[T.Newburgh] 0.1482 0.178 0.834 0.405 -0.200 0.497\n", + "C(listing_location)[T.Newport] 0.1750 0.158 1.110 0.267 -0.134 0.484\n", + "C(listing_location)[T.Newport Beach] 0.1198 0.136 0.881 0.378 -0.147 0.386\n", + "C(listing_location)[T.Newry] 0.0169 0.178 0.095 0.924 -0.332 0.365\n", + "C(listing_location)[T.Newtown] 0.1539 0.178 0.864 0.387 -0.195 0.503\n", + "C(listing_location)[T.Nogales] 0.0635 0.181 0.351 0.725 -0.291 0.418\n", + "C(listing_location)[T.Norfolk] -0.0775 0.178 -0.435 0.664 -0.427 0.272\n", + "C(listing_location)[T.North Bay Village] 0.1513 0.179 0.846 0.398 -0.199 0.502\n", + "C(listing_location)[T.North Fork] 0.1288 0.179 0.719 0.472 -0.223 0.480\n", + "C(listing_location)[T.North Las Vegas] 0.0957 0.154 0.622 0.534 -0.206 0.397\n", + "C(listing_location)[T.North Miami Beach] 0.2357 0.155 1.524 0.128 -0.068 0.539\n", + "C(listing_location)[T.North Myrtle Beach] 0.1230 0.132 0.928 0.353 -0.137 0.383\n", + "C(listing_location)[T.North Topsail Beach] 0.1416 0.178 0.795 0.427 -0.208 0.491\n", + "C(listing_location)[T.North Wildwood] -0.0202 0.178 -0.113 0.910 -0.370 0.329\n", + "C(listing_location)[T.O'Fallon] 0.0792 0.179 0.442 0.659 -0.272 0.430\n", + "C(listing_location)[T.Oak Island] 0.2236 0.178 1.257 0.209 -0.125 0.573\n", + "C(listing_location)[T.Oakhurst] 0.1247 0.179 0.696 0.486 -0.226 0.476\n", + "C(listing_location)[T.Oakland] 0.1257 0.178 0.707 0.480 -0.223 0.474\n", + "C(listing_location)[T.Ocala] 0.0314 0.181 0.174 0.862 -0.324 0.386\n", + "C(listing_location)[T.Occidental] 0.1451 0.181 0.801 0.423 -0.210 0.500\n", + "C(listing_location)[T.Ocean Grove] 0.1516 0.178 0.852 0.394 -0.197 0.501\n", + "C(listing_location)[T.Ocean Isle Beach] 0.0933 0.178 0.523 0.601 -0.257 0.443\n", + "C(listing_location)[T.Ocean Springs] 0.1658 0.178 0.933 0.351 -0.183 0.514\n", + "C(listing_location)[T.Ocean View] 0.1607 0.178 0.904 0.366 -0.188 0.510\n", + "C(listing_location)[T.Oceanside] 0.1281 0.133 0.966 0.334 -0.132 0.388\n", + "C(listing_location)[T.Oconto] 0.1181 0.178 0.665 0.506 -0.230 0.467\n", + "C(listing_location)[T.Ogden] 0.0699 0.179 0.391 0.696 -0.281 0.421\n", + "C(listing_location)[T.Oklahoma City] 0.1262 0.154 0.818 0.414 -0.176 0.429\n", + "C(listing_location)[T.Olympic Valley] 0.3558 0.159 2.231 0.026 0.043 0.669\n", + "C(listing_location)[T.Omaha] 0.1209 0.178 0.679 0.497 -0.228 0.470\n", + "C(listing_location)[T.Orange Beach] 0.1738 0.141 1.230 0.219 -0.103 0.451\n", + "C(listing_location)[T.Orderville] 0.0635 0.155 0.408 0.683 -0.241 0.368\n", + "C(listing_location)[T.Oregon City] 0.1437 0.179 0.802 0.422 -0.208 0.495\n", + "C(listing_location)[T.Orlando] 0.0757 0.137 0.552 0.581 -0.193 0.345\n", + "C(listing_location)[T.Oro Valley] 0.1088 0.178 0.611 0.541 -0.240 0.458\n", + "C(listing_location)[T.Orondo] 0.1013 0.179 0.567 0.571 -0.249 0.452\n", + "C(listing_location)[T.Otis] 0.1673 0.178 0.940 0.347 -0.182 0.516\n", + "C(listing_location)[T.Oviedo] 0.0994 0.178 0.558 0.577 -0.250 0.449\n", + "C(listing_location)[T.Oxnard] 0.1629 0.178 0.915 0.361 -0.186 0.512\n", + "C(listing_location)[T.Pacific Grove] 0.1204 0.155 0.779 0.436 -0.183 0.424\n", + "C(listing_location)[T.Pacifica] 0.1107 0.154 0.718 0.473 -0.192 0.413\n", + "C(listing_location)[T.Pagosa Springs] 0.1501 0.178 0.844 0.399 -0.199 0.499\n", + "C(listing_location)[T.Pahrump] -0.0677 0.184 -0.369 0.712 -0.428 0.292\n", + "C(listing_location)[T.Palm Bay] 0.1846 0.178 1.039 0.299 -0.164 0.533\n", + "C(listing_location)[T.Palm Beach Gardens] 0.1628 0.178 0.916 0.360 -0.186 0.511\n", + "C(listing_location)[T.Palm Desert] 0.0495 0.141 0.352 0.725 -0.226 0.325\n", + "C(listing_location)[T.Palm Harbor] 0.1529 0.154 0.993 0.321 -0.149 0.455\n", + "C(listing_location)[T.Palm Springs] 0.1208 0.127 0.949 0.343 -0.129 0.370\n", + "C(listing_location)[T.Palo Alto] 0.1728 0.146 1.186 0.236 -0.113 0.459\n", + "C(listing_location)[T.Panama City] 0.0690 0.154 0.447 0.655 -0.234 0.372\n", + "C(listing_location)[T.Panama City Beach] 0.1456 0.131 1.109 0.268 -0.112 0.403\n", + "C(listing_location)[T.Paradise] 0.0066 0.154 0.043 0.966 -0.296 0.309\n", + "C(listing_location)[T.Paradise Valley] 0.0934 0.178 0.525 0.599 -0.255 0.442\n", + "C(listing_location)[T.Park City] 0.1672 0.132 1.271 0.204 -0.091 0.425\n", + "C(listing_location)[T.Pasadena] 0.1693 0.178 0.952 0.341 -0.179 0.518\n", + "C(listing_location)[T.Paso Robles] 0.1233 0.141 0.878 0.380 -0.152 0.399\n", + "C(listing_location)[T.Paterson] -0.0516 0.197 -0.262 0.794 -0.438 0.335\n", + "C(listing_location)[T.Pawleys Island] -0.1431 0.178 -0.805 0.421 -0.492 0.206\n", + "C(listing_location)[T.Pegram] 0.0718 0.181 0.397 0.692 -0.283 0.427\n", + "C(listing_location)[T.Pelsor] 0.1239 0.184 0.675 0.500 -0.236 0.484\n", + "C(listing_location)[T.Pensacola] 0.1729 0.155 1.119 0.263 -0.130 0.476\n", + "C(listing_location)[T.Pensacola Beach] 0.1757 0.155 1.134 0.257 -0.128 0.480\n", + "C(listing_location)[T.Peoria] 0.0061 0.154 0.039 0.969 -0.296 0.308\n", + "C(listing_location)[T.Pepin] 0.1781 0.181 0.984 0.325 -0.177 0.533\n", + "C(listing_location)[T.Pequot Lakes] 0.2150 0.178 1.207 0.227 -0.134 0.564\n", + "C(listing_location)[T.Perry Hall] 0.1405 0.178 0.790 0.429 -0.208 0.489\n", + "C(listing_location)[T.Perryville] 0.1596 0.158 1.011 0.312 -0.150 0.469\n", + "C(listing_location)[T.Philadelphia] 0.0270 0.147 0.184 0.854 -0.262 0.316\n", + "C(listing_location)[T.Philomath] 0.0144 0.181 0.080 0.937 -0.341 0.369\n", + "C(listing_location)[T.Phoenix] 0.1174 0.134 0.873 0.383 -0.146 0.381\n", + "C(listing_location)[T.Pine Grove] 0.0432 0.221 0.196 0.845 -0.390 0.476\n", + "C(listing_location)[T.Pioneer] 0.0892 0.179 0.497 0.619 -0.262 0.441\n", + "C(listing_location)[T.Pioneertown] 0.0920 0.133 0.690 0.490 -0.170 0.353\n", + "C(listing_location)[T.Pittsburgh] -0.0537 0.156 -0.345 0.730 -0.359 0.252\n", + "C(listing_location)[T.Placentia] 0.0621 0.180 0.346 0.730 -0.290 0.414\n", + "C(listing_location)[T.Plantation] 0.1251 0.146 0.857 0.392 -0.161 0.412\n", + "C(listing_location)[T.Playa del rey] 0.2081 0.178 1.169 0.243 -0.141 0.557\n", + "C(listing_location)[T.Pleasanton] 0.2221 0.179 1.239 0.216 -0.130 0.574\n", + "C(listing_location)[T.Plymouth] 0.1473 0.146 1.007 0.314 -0.140 0.434\n", + "C(listing_location)[T.Pomfret] 0.1597 0.178 0.899 0.369 -0.189 0.508\n", + "C(listing_location)[T.Pompano Beach] -0.0150 0.136 -0.111 0.912 -0.281 0.251\n", + "C(listing_location)[T.Port Angeles] 0.1684 0.178 0.944 0.345 -0.181 0.518\n", + "C(listing_location)[T.Port Aransas] 0.1727 0.154 1.118 0.264 -0.130 0.476\n", + "C(listing_location)[T.Port Charlotte] 0.1320 0.178 0.742 0.458 -0.217 0.481\n", + "C(listing_location)[T.Port Isabel] 0.2594 0.178 1.456 0.145 -0.090 0.609\n", + "C(listing_location)[T.Port Orange] 0.1271 0.178 0.715 0.474 -0.221 0.476\n", + "C(listing_location)[T.Port Orford] 0.0272 0.178 0.153 0.878 -0.321 0.376\n", + "C(listing_location)[T.Port St. Joe] 0.0359 0.178 0.201 0.840 -0.314 0.386\n", + "C(listing_location)[T.Port St. Lucie] 0.1031 0.178 0.580 0.562 -0.245 0.451\n", + "C(listing_location)[T.Portland] 0.1095 0.139 0.789 0.430 -0.163 0.382\n", + "C(listing_location)[T.Prescott] 0.0635 0.155 0.409 0.683 -0.241 0.368\n", + "C(listing_location)[T.Prospect] 0.1551 0.178 0.873 0.383 -0.193 0.504\n", + "C(listing_location)[T.Provincetown] 0.0934 0.178 0.524 0.600 -0.256 0.443\n", + "C(listing_location)[T.Put-in-Bay] 0.2191 0.178 1.231 0.219 -0.130 0.568\n", + "C(listing_location)[T.Putney] 0.1754 0.179 0.978 0.328 -0.176 0.527\n", + "C(listing_location)[T.Quarryville] 0.1464 0.178 0.823 0.410 -0.202 0.495\n", + "C(listing_location)[T.Queens] 0.1256 0.154 0.816 0.415 -0.176 0.428\n", + "C(listing_location)[T.Queensbury] 0.0851 0.180 0.473 0.636 -0.268 0.438\n", + "C(listing_location)[T.Rancho Palos Verdes] 0.1331 0.179 0.744 0.457 -0.218 0.484\n", + "C(listing_location)[T.Ransom Canyon] 0.0881 0.178 0.496 0.620 -0.260 0.437\n", + "C(listing_location)[T.Rapid City] 0.1184 0.154 0.769 0.442 -0.184 0.420\n", + "C(listing_location)[T.Real County] 0.1656 0.205 0.809 0.419 -0.236 0.567\n", + "C(listing_location)[T.Redding] 0.0943 0.179 0.527 0.598 -0.257 0.445\n", + "C(listing_location)[T.Redington Beach] 0.0893 0.178 0.502 0.615 -0.259 0.438\n", + "C(listing_location)[T.Redington Shores] 0.0347 0.178 0.194 0.846 -0.315 0.385\n", + "C(listing_location)[T.Redlands] 0.0807 0.179 0.451 0.652 -0.270 0.432\n", + "C(listing_location)[T.Redwood City] 0.0796 0.178 0.448 0.654 -0.269 0.428\n", + "C(listing_location)[T.Reno] -0.0793 0.178 -0.446 0.656 -0.428 0.270\n", + "C(listing_location)[T.Reseda] 0.1275 0.179 0.712 0.477 -0.224 0.479\n", + "C(listing_location)[T.Revere] 0.0416 0.178 0.234 0.815 -0.308 0.391\n", + "C(listing_location)[T.Ridgedale] 0.2288 0.182 1.256 0.209 -0.128 0.586\n", + "C(listing_location)[T.Riggins] 0.1665 0.183 0.909 0.363 -0.193 0.525\n", + "C(listing_location)[T.Ringwood] 0.0785 0.179 0.439 0.661 -0.272 0.430\n", + "C(listing_location)[T.Rising Fawn] 0.1272 0.158 0.806 0.420 -0.182 0.437\n", + "C(listing_location)[T.Riverside] 0.1535 0.179 0.857 0.391 -0.198 0.505\n", + "C(listing_location)[T.Riviera Beach] 0.0315 0.155 0.204 0.838 -0.272 0.335\n", + "C(listing_location)[T.Robesonia] 0.1420 0.178 0.798 0.425 -0.207 0.491\n", + "C(listing_location)[T.Rockaway Beach] 0.0740 0.178 0.416 0.677 -0.274 0.422\n", + "C(listing_location)[T.Rome] 0.1305 0.181 0.720 0.472 -0.225 0.486\n", + "C(listing_location)[T.Roscommon] 0.1852 0.180 1.029 0.304 -0.168 0.538\n", + "C(listing_location)[T.Rosedale] 0.1540 0.179 0.860 0.390 -0.197 0.505\n", + "C(listing_location)[T.Rosemary Beach] 0.0844 0.178 0.474 0.636 -0.265 0.434\n", + "C(listing_location)[T.Rosemead] 0.2205 0.178 1.240 0.215 -0.128 0.569\n", + "C(listing_location)[T.Roseville] 0.0263 0.178 0.147 0.883 -0.323 0.376\n", + "C(listing_location)[T.Roswell] 0.1000 0.196 0.509 0.611 -0.285 0.485\n", + "C(listing_location)[T.Rotonda West] 0.1686 0.178 0.949 0.343 -0.180 0.517\n", + "C(listing_location)[T.Round Top] 0.1857 0.163 1.140 0.254 -0.134 0.505\n", + "C(listing_location)[T.Rowland Heights] 0.0237 0.154 0.154 0.878 -0.279 0.326\n", + "C(listing_location)[T.Royalton] 0.0884 0.193 0.458 0.647 -0.290 0.467\n", + "C(listing_location)[T.Running Springs] 0.1345 0.180 0.748 0.454 -0.218 0.487\n", + "C(listing_location)[T.Ruskin] 0.1460 0.154 0.946 0.344 -0.157 0.449\n", + "C(listing_location)[T.Russell] 0.0264 0.197 0.134 0.894 -0.361 0.414\n", + "C(listing_location)[T.Sachse] 0.0989 0.178 0.557 0.578 -0.249 0.447\n", + "C(listing_location)[T.Sacramento] 0.0653 0.154 0.423 0.672 -0.238 0.368\n", + "C(listing_location)[T.Saint Cloud] 0.1202 0.181 0.663 0.507 -0.235 0.476\n", + "C(listing_location)[T.Saint Helena Island] 0.1550 0.178 0.872 0.383 -0.194 0.503\n", + "C(listing_location)[T.Saint James City] 0.2112 0.178 1.187 0.236 -0.138 0.560\n", + "C(listing_location)[T.Saint Matthews] 0.0920 0.178 0.516 0.606 -0.257 0.441\n", + "C(listing_location)[T.Salado] 0.2166 0.179 1.208 0.227 -0.135 0.568\n", + "C(listing_location)[T.Sale Creek] 0.0480 0.180 0.267 0.790 -0.305 0.401\n", + "C(listing_location)[T.Salem] 0.0854 0.172 0.497 0.620 -0.252 0.423\n", + "C(listing_location)[T.Salida] 0.1932 0.178 1.085 0.278 -0.156 0.543\n", + "C(listing_location)[T.Salvo] 0.1370 0.181 0.755 0.450 -0.219 0.493\n", + "C(listing_location)[T.Sammamish] 0.0017 0.179 0.010 0.992 -0.350 0.353\n", + "C(listing_location)[T.San Anselmo] 0.0333 0.154 0.215 0.830 -0.270 0.336\n", + "C(listing_location)[T.San Antonio] 0.1595 0.141 1.133 0.258 -0.117 0.436\n", + "C(listing_location)[T.San Augustine] 0.1228 0.155 0.793 0.428 -0.181 0.426\n", + "C(listing_location)[T.San Clemente] 0.1802 0.141 1.277 0.202 -0.097 0.457\n", + "C(listing_location)[T.San Diego] 0.0749 0.127 0.591 0.554 -0.174 0.323\n", + "C(listing_location)[T.San Francisco] 0.1374 0.134 1.028 0.304 -0.125 0.400\n", + "C(listing_location)[T.San Jose] 0.0649 0.154 0.421 0.673 -0.237 0.367\n", + "C(listing_location)[T.San Luis Obispo] 0.1878 0.205 0.917 0.359 -0.214 0.589\n", + "C(listing_location)[T.San Marcos] 0.1022 0.205 0.499 0.618 -0.300 0.504\n", + "C(listing_location)[T.San Rafael] 0.1106 0.155 0.715 0.475 -0.193 0.414\n", + "C(listing_location)[T.Sandwich] 0.0577 0.156 0.369 0.712 -0.249 0.364\n", + "C(listing_location)[T.Sanford] 0.1065 0.155 0.686 0.492 -0.198 0.411\n", + "C(listing_location)[T.Sanibel] 0.1432 0.178 0.806 0.420 -0.205 0.492\n", + "C(listing_location)[T.Sanibel Island] 0.2029 0.178 1.139 0.255 -0.147 0.552\n", + "C(listing_location)[T.Santa Ana] 0.1333 0.141 0.948 0.343 -0.143 0.409\n", + "C(listing_location)[T.Santa Barbara] 0.1027 0.130 0.793 0.428 -0.151 0.357\n", + "C(listing_location)[T.Santa Cruz] 0.2716 0.179 1.516 0.130 -0.080 0.623\n", + "C(listing_location)[T.Santa Fe] 0.1181 0.141 0.840 0.401 -0.158 0.394\n", + "C(listing_location)[T.Santa Monica] 0.1266 0.138 0.917 0.359 -0.144 0.397\n", + "C(listing_location)[T.Santa Rosa] 0.0950 0.154 0.617 0.537 -0.207 0.397\n", + "C(listing_location)[T.Santa Rosa Beach] 0.1586 0.130 1.224 0.221 -0.096 0.413\n", + "C(listing_location)[T.Santa Ynez] 0.1666 0.181 0.919 0.358 -0.189 0.522\n", + "C(listing_location)[T.Sarasota] -0.0183 0.136 -0.135 0.893 -0.285 0.248\n", + "C(listing_location)[T.Saratoga Springs] 0.0123 0.178 0.069 0.945 -0.336 0.361\n", + "C(listing_location)[T.Saugatuck] 0.0419 0.154 0.271 0.786 -0.261 0.345\n", + "C(listing_location)[T.Sautee Nacoochee] 0.1763 0.183 0.964 0.335 -0.182 0.535\n", + "C(listing_location)[T.Savannah] 0.1073 0.135 0.797 0.426 -0.157 0.372\n", + "C(listing_location)[T.Scotts Valley] 0.1047 0.178 0.588 0.557 -0.245 0.454\n", + "C(listing_location)[T.Scottsdale] 0.1482 0.128 1.161 0.246 -0.102 0.399\n", + "C(listing_location)[T.Scranton] 0.0751 0.180 0.418 0.676 -0.277 0.427\n", + "C(listing_location)[T.Sea Ranch] 0.1064 0.154 0.692 0.489 -0.195 0.408\n", + "C(listing_location)[T.Seabeck] 0.1143 0.179 0.638 0.523 -0.237 0.466\n", + "C(listing_location)[T.Seabrook Island] 0.0101 0.178 0.057 0.955 -0.340 0.360\n", + "C(listing_location)[T.Seacrest] 0.1129 0.155 0.730 0.466 -0.190 0.416\n", + "C(listing_location)[T.Seal Beach] 0.1914 0.178 1.073 0.283 -0.158 0.541\n", + "C(listing_location)[T.Seal Rock] 0.1649 0.179 0.921 0.357 -0.186 0.516\n", + "C(listing_location)[T.Seaside] 0.0657 0.154 0.427 0.670 -0.236 0.367\n", + "C(listing_location)[T.Seattle] 0.1256 0.133 0.941 0.347 -0.136 0.387\n", + "C(listing_location)[T.Sedona] 0.1322 0.127 1.038 0.299 -0.118 0.382\n", + "C(listing_location)[T.Seminole] 0.1939 0.146 1.331 0.183 -0.092 0.480\n", + "C(listing_location)[T.Seneca] 0.2259 0.178 1.269 0.204 -0.123 0.575\n", + "C(listing_location)[T.Seven Devils] 0.2168 0.178 1.218 0.223 -0.132 0.566\n", + "C(listing_location)[T.Sevierville] 0.1385 0.134 1.034 0.301 -0.124 0.401\n", + "C(listing_location)[T.Shabbona] 0.0166 0.181 0.091 0.927 -0.339 0.372\n", + "C(listing_location)[T.Shaftsbury] 0.1530 0.180 0.851 0.395 -0.199 0.505\n", + "C(listing_location)[T.Sheboygan] 0.1954 0.178 1.098 0.272 -0.154 0.544\n", + "C(listing_location)[T.Sheridan] 0.1301 0.179 0.726 0.468 -0.221 0.482\n", + "C(listing_location)[T.Shingletown] 0.1268 0.178 0.714 0.475 -0.222 0.475\n", + "C(listing_location)[T.Shippensburg] 0.0721 0.160 0.450 0.653 -0.242 0.386\n", + "C(listing_location)[T.Shirley] 0.1173 0.178 0.661 0.509 -0.231 0.466\n", + "C(listing_location)[T.Siesta Key] 0.1797 0.178 1.008 0.313 -0.170 0.529\n", + "C(listing_location)[T.Silverthorne] 0.0682 0.179 0.380 0.704 -0.284 0.420\n", + "C(listing_location)[T.Smithton] -0.0264 0.158 -0.167 0.868 -0.337 0.284\n", + "C(listing_location)[T.Snowshoe] 0.1061 0.178 0.595 0.552 -0.244 0.456\n", + "C(listing_location)[T.Solana Beach] 0.1093 0.179 0.609 0.542 -0.243 0.461\n", + "C(listing_location)[T.Solvang] 0.0392 0.205 0.192 0.848 -0.362 0.441\n", + "C(listing_location)[T.Somerville] 0.1519 0.154 0.986 0.324 -0.150 0.454\n", + "C(listing_location)[T.Somis] 0.1366 0.155 0.883 0.378 -0.167 0.440\n", + "C(listing_location)[T.Sonoma] 0.1169 0.145 0.804 0.421 -0.168 0.402\n", + "C(listing_location)[T.South Bloomingville] 0.1833 0.142 1.291 0.197 -0.095 0.462\n", + "C(listing_location)[T.South Haven] 0.0499 0.178 0.281 0.779 -0.299 0.399\n", + "C(listing_location)[T.South Lake Tahoe] 0.1402 0.138 1.016 0.310 -0.130 0.411\n", + "C(listing_location)[T.South Padre Island] 0.1495 0.136 1.098 0.273 -0.118 0.417\n", + "C(listing_location)[T.South Pasadena] 0.1127 0.154 0.730 0.466 -0.190 0.415\n", + "C(listing_location)[T.Southern Pines] -0.0004 0.179 -0.002 0.998 -0.352 0.351\n", + "C(listing_location)[T.Southwest Harbor] 0.1697 0.155 1.096 0.273 -0.134 0.473\n", + "C(listing_location)[T.Spring Branch] 0.0897 0.179 0.501 0.616 -0.261 0.441\n", + "C(listing_location)[T.Spring City] 0.1762 0.181 0.974 0.330 -0.179 0.531\n", + "C(listing_location)[T.Spring Hill] 0.2401 0.178 1.348 0.178 -0.109 0.589\n", + "C(listing_location)[T.Spring Valley] 0.1955 0.178 1.099 0.272 -0.154 0.545\n", + "C(listing_location)[T.Springdale] 0.1571 0.179 0.879 0.379 -0.193 0.507\n", + "C(listing_location)[T.Springfield] 0.0845 0.154 0.550 0.583 -0.217 0.386\n", + "C(listing_location)[T.St Petersburg] 0.1232 0.141 0.877 0.381 -0.152 0.399\n", + "C(listing_location)[T.St. Augustine] 0.1371 0.133 1.028 0.304 -0.125 0.399\n", + "C(listing_location)[T.St. Louis] 0.2527 0.181 1.394 0.163 -0.103 0.608\n", + "C(listing_location)[T.St. Pete Beach] 0.0831 0.179 0.463 0.643 -0.269 0.435\n", + "C(listing_location)[T.Stanardsville] 0.2165 0.182 1.192 0.233 -0.140 0.573\n", + "C(listing_location)[T.Stanley] 0.0461 0.157 0.294 0.769 -0.262 0.354\n", + "C(listing_location)[T.Starkville] 0.1283 0.179 0.716 0.474 -0.223 0.480\n", + "C(listing_location)[T.State College] 0.1702 0.178 0.956 0.339 -0.179 0.519\n", + "C(listing_location)[T.Stateline] 0.2058 0.155 1.327 0.185 -0.098 0.510\n", + "C(listing_location)[T.Steamboat Springs] 0.0292 0.141 0.207 0.836 -0.248 0.307\n", + "C(listing_location)[T.Stevenson] 0.1920 0.146 1.316 0.188 -0.094 0.478\n", + "C(listing_location)[T.Stillwater] 0.0004 0.179 0.002 0.998 -0.351 0.351\n", + "C(listing_location)[T.Stinson Beach] 0.1198 0.178 0.672 0.502 -0.230 0.470\n", + "C(listing_location)[T.Stoddard] 0.0909 0.193 0.471 0.638 -0.288 0.470\n", + "C(listing_location)[T.Stowe] 0.1563 0.147 1.060 0.289 -0.133 0.446\n", + "C(listing_location)[T.Stratham] 0.0972 0.251 0.387 0.699 -0.395 0.590\n", + "C(listing_location)[T.Stuart] 0.1504 0.179 0.840 0.401 -0.201 0.502\n", + "C(listing_location)[T.Sugar Hill] 0.2239 0.178 1.258 0.208 -0.125 0.573\n", + "C(listing_location)[T.Sugarcreek] 0.0533 0.197 0.271 0.786 -0.332 0.439\n", + "C(listing_location)[T.Sultan] 0.1032 0.183 0.564 0.573 -0.255 0.462\n", + "C(listing_location)[T.Summerland] -0.0358 0.154 -0.233 0.816 -0.338 0.266\n", + "C(listing_location)[T.Sun River] 0.2400 0.178 1.347 0.178 -0.109 0.589\n", + "C(listing_location)[T.Sunny Isles Beach] -0.0952 0.138 -0.688 0.491 -0.367 0.176\n", + "C(listing_location)[T.Surf City] 0.1369 0.178 0.770 0.441 -0.212 0.486\n", + "C(listing_location)[T.Surfside] -0.1122 0.178 -0.632 0.528 -0.461 0.236\n", + "C(listing_location)[T.Surfside Beach] 0.1288 0.178 0.725 0.469 -0.220 0.477\n", + "C(listing_location)[T.Surprise] 0.1438 0.154 0.934 0.350 -0.158 0.446\n", + "C(listing_location)[T.Surry] 0.1521 0.180 0.845 0.398 -0.201 0.505\n", + "C(listing_location)[T.Swans Island] 0.0988 0.178 0.556 0.578 -0.250 0.447\n", + "C(listing_location)[T.Swanton] -0.2002 0.178 -1.125 0.261 -0.549 0.149\n", + "C(listing_location)[T.Sylva] 0.0391 0.179 0.218 0.827 -0.312 0.390\n", + "C(listing_location)[T.Tahoe Vista] 0.1782 0.178 1.003 0.316 -0.170 0.527\n", + "C(listing_location)[T.Tampa] -0.0090 0.178 -0.051 0.960 -0.357 0.340\n", + "C(listing_location)[T.Taos] 0.0735 0.178 0.414 0.679 -0.275 0.422\n", + "C(listing_location)[T.Tellico Plains] 0.1090 0.178 0.613 0.540 -0.240 0.458\n", + "C(listing_location)[T.Temecula] 0.1099 0.154 0.712 0.477 -0.193 0.413\n", + "C(listing_location)[T.Terlingua] 0.1583 0.155 1.023 0.306 -0.145 0.462\n", + "C(listing_location)[T.Terre Haute] 0.1230 0.178 0.690 0.490 -0.227 0.473\n", + "C(listing_location)[T.The Woodlands] 0.0790 0.179 0.441 0.659 -0.272 0.430\n", + "C(listing_location)[T.Thonotosassa] 0.1749 0.109 1.602 0.109 -0.039 0.389\n", + "C(listing_location)[T.Thousand Oaks] 0.1469 0.154 0.954 0.340 -0.155 0.449\n", + "C(listing_location)[T.Three Rivers] 0.1728 0.159 1.090 0.276 -0.138 0.484\n", + "C(listing_location)[T.Tobyhanna] 0.1196 0.193 0.620 0.535 -0.259 0.498\n", + "C(listing_location)[T.Todd] 0.1188 0.183 0.649 0.516 -0.240 0.478\n", + "C(listing_location)[T.Tofte] 0.1520 0.146 1.042 0.298 -0.134 0.438\n", + "C(listing_location)[T.Topanga] 0.0459 0.135 0.341 0.733 -0.218 0.310\n", + "C(listing_location)[T.Topanga Canyon] 0.0495 0.180 0.275 0.783 -0.303 0.402\n", + "C(listing_location)[T.Torrance] -0.0202 0.179 -0.113 0.910 -0.371 0.331\n", + "C(listing_location)[T.Torrey] 0.1912 0.149 1.287 0.198 -0.100 0.482\n", + "C(listing_location)[T.Traphill] 0.1199 0.183 0.655 0.513 -0.239 0.479\n", + "C(listing_location)[T.Treasure Island] 0.1013 0.178 0.568 0.570 -0.249 0.451\n", + "C(listing_location)[T.Trenton] 0.1038 0.147 0.707 0.480 -0.184 0.392\n", + "C(listing_location)[T.Trinidad] 0.1538 0.146 1.057 0.291 -0.132 0.439\n", + "C(listing_location)[T.Truckee] 0.1353 0.134 1.012 0.312 -0.127 0.398\n", + "C(listing_location)[T.Trufant] 0.0715 0.178 0.403 0.687 -0.277 0.420\n", + "C(listing_location)[T.Trumansburg] 0.3108 0.181 1.713 0.087 -0.045 0.667\n", + "C(listing_location)[T.Truro] -0.1602 0.178 -0.899 0.369 -0.510 0.189\n", + "C(listing_location)[T.Tucson] 0.1344 0.133 1.013 0.311 -0.126 0.395\n", + "C(listing_location)[T.Tully] 0.1703 0.178 0.957 0.338 -0.179 0.519\n", + "C(listing_location)[T.Twentynine Palms] 0.1514 0.130 1.163 0.245 -0.104 0.407\n", + "C(listing_location)[T.Twentynine Palms,] 0.1548 0.178 0.871 0.384 -0.194 0.503\n", + "C(listing_location)[T.Tybee Island] 0.0475 0.178 0.266 0.790 -0.302 0.397\n", + "C(listing_location)[T.Union] 0.0931 0.149 0.624 0.533 -0.199 0.385\n", + "C(listing_location)[T.Vail] 0.1429 0.141 1.011 0.312 -0.134 0.420\n", + "C(listing_location)[T.Venice] 0.1639 0.145 1.129 0.259 -0.121 0.449\n", + "C(listing_location)[T.Vernon] 0.1774 0.135 1.315 0.189 -0.087 0.442\n", + "C(listing_location)[T.Vero Beach] 0.1496 0.145 1.029 0.304 -0.136 0.435\n", + "C(listing_location)[T.Verona] 0.1577 0.181 0.871 0.384 -0.197 0.513\n", + "C(listing_location)[T.Versailles] 0.4322 0.156 2.777 0.006 0.127 0.738\n", + "C(listing_location)[T.Vevay] 0.1558 0.183 0.852 0.394 -0.203 0.514\n", + "C(listing_location)[T.Veyo] 0.1265 0.179 0.707 0.480 -0.224 0.478\n", + "C(listing_location)[T.Victor] 0.0856 0.146 0.584 0.559 -0.202 0.373\n", + "C(listing_location)[T.Victorville] 0.1574 0.196 0.801 0.423 -0.228 0.543\n", + "C(listing_location)[T.Vilas] 0.2018 0.179 1.125 0.261 -0.150 0.554\n", + "C(listing_location)[T.Virginia Beach] 0.1319 0.154 0.856 0.392 -0.170 0.434\n", + "C(listing_location)[T.Vista] 0.1900 0.154 1.231 0.218 -0.113 0.493\n", + "C(listing_location)[T.Wakefield] -0.0173 0.178 -0.097 0.923 -0.366 0.331\n", + "C(listing_location)[T.Waldport] 0.0543 0.180 0.302 0.763 -0.299 0.407\n", + "C(listing_location)[T.Walnut] 0.1447 0.179 0.809 0.419 -0.206 0.495\n", + "C(listing_location)[T.Walnut Creek] 0.1650 0.178 0.929 0.353 -0.183 0.513\n", + "C(listing_location)[T.Walton County] 0.1637 0.178 0.921 0.357 -0.185 0.512\n", + "C(listing_location)[T.Wapwallopen] 0.1015 0.196 0.517 0.605 -0.284 0.487\n", + "C(listing_location)[T.Wardensville] 0.0901 0.155 0.580 0.562 -0.215 0.395\n", + "C(listing_location)[T.Warren] 0.1372 0.179 0.766 0.444 -0.214 0.488\n", + "C(listing_location)[T.Warsaw] 0.1573 0.156 1.011 0.312 -0.148 0.462\n", + "C(listing_location)[T.Washington] 0.1823 0.142 1.286 0.199 -0.096 0.460\n", + "C(listing_location)[T.Water Mill] 0.1291 0.179 0.719 0.472 -0.223 0.481\n", + "C(listing_location)[T.Waterville] 0.1024 0.179 0.573 0.567 -0.248 0.453\n", + "C(listing_location)[T.Waterville Valley] 0.2421 0.178 1.359 0.174 -0.107 0.591\n", + "C(listing_location)[T.Watsonville] -0.0615 0.183 -0.336 0.737 -0.420 0.298\n", + "C(listing_location)[T.Wautoma] 0.1554 0.204 0.762 0.446 -0.245 0.555\n", + "C(listing_location)[T.Wellfleet] 0.1564 0.178 0.880 0.379 -0.192 0.505\n", + "C(listing_location)[T.Wellington] 0.1214 0.178 0.684 0.494 -0.227 0.470\n", + "C(listing_location)[T.Wenatchee] -0.1437 0.179 -0.801 0.423 -0.495 0.208\n", + "C(listing_location)[T.West Columbia] 0.1922 0.155 1.239 0.216 -0.112 0.496\n", + "C(listing_location)[T.West Glacier] 0.1214 0.178 0.683 0.495 -0.227 0.470\n", + "C(listing_location)[T.West Hollywood] 0.0642 0.135 0.477 0.634 -0.200 0.328\n", + "C(listing_location)[T.West New York] 0.1430 0.178 0.803 0.422 -0.206 0.492\n", + "C(listing_location)[T.West Palm Beach] 0.1428 0.141 1.015 0.310 -0.133 0.419\n", + "C(listing_location)[T.West Sacramento] 0.2318 0.178 1.302 0.193 -0.117 0.581\n", + "C(listing_location)[T.West Union] 0.1454 0.179 0.811 0.417 -0.206 0.497\n", + "C(listing_location)[T.West Yellowstone] 0.1497 0.154 0.969 0.333 -0.153 0.453\n", + "C(listing_location)[T.Westminster] 0.1392 0.154 0.903 0.367 -0.163 0.442\n", + "C(listing_location)[T.Westover] 0.1373 0.180 0.763 0.445 -0.215 0.490\n", + "C(listing_location)[T.Wheat Ridge] -0.5106 0.178 -2.867 0.004 -0.860 -0.161\n", + "C(listing_location)[T.Whitethorn] 0.1581 0.155 1.019 0.308 -0.146 0.462\n", + "C(listing_location)[T.Whittier] 0.1777 0.183 0.971 0.332 -0.181 0.537\n", + "C(listing_location)[T.Wickenburg] 0.1594 0.179 0.889 0.374 -0.192 0.511\n", + "C(listing_location)[T.Wildersville] 0.0537 0.196 0.273 0.785 -0.331 0.439\n", + "C(listing_location)[T.Wildwood] 0.0786 0.155 0.507 0.612 -0.226 0.383\n", + "C(listing_location)[T.Williams] 0.0624 0.135 0.462 0.644 -0.203 0.328\n", + "C(listing_location)[T.Williamsburg] 0.1146 0.178 0.643 0.521 -0.235 0.465\n", + "C(listing_location)[T.Willis] 0.1171 0.162 0.723 0.470 -0.201 0.435\n", + "C(listing_location)[T.Willow] 0.1310 0.181 0.724 0.469 -0.224 0.486\n", + "C(listing_location)[T.Willow Street] 0.1736 0.178 0.977 0.329 -0.175 0.522\n", + "C(listing_location)[T.Wilmington] 0.1875 0.149 1.256 0.209 -0.105 0.480\n", + "C(listing_location)[T.Wilsall] 0.1160 0.179 0.648 0.517 -0.235 0.467\n", + "C(listing_location)[T.Wilson] 0.1167 0.154 0.756 0.450 -0.186 0.419\n", + "C(listing_location)[T.Wilton Manors] 0.1008 0.179 0.562 0.574 -0.251 0.452\n", + "C(listing_location)[T.Winchester] -0.0172 0.154 -0.112 0.911 -0.320 0.286\n", + "C(listing_location)[T.Woodfin] 0.1453 0.181 0.802 0.423 -0.210 0.500\n", + "C(listing_location)[T.Woodinville] 0.1709 0.154 1.110 0.267 -0.131 0.473\n", + "C(listing_location)[T.Woodstock] 0.1197 0.213 0.563 0.573 -0.297 0.537\n", + "C(listing_location)[T.Wrightsville] 0.1007 0.180 0.560 0.575 -0.252 0.453\n", + "C(listing_location)[T.Wrightsville Beach] -0.3769 0.179 -2.107 0.035 -0.728 -0.026\n", + "C(listing_location)[T.Yachats] 0.1314 0.155 0.849 0.396 -0.172 0.435\n", + "C(listing_location)[T.Yaphank] 0.1746 0.178 0.983 0.326 -0.174 0.523\n", + "C(listing_location)[T.York] 0.2118 0.178 1.191 0.234 -0.137 0.561\n", + "C(listing_location)[T.Yosemite National Park] 0.1292 0.154 0.840 0.401 -0.173 0.431\n", + "C(listing_location)[T.Yosemite West] 0.1249 0.178 0.702 0.483 -0.224 0.474\n", + "C(listing_location)[T.Youngsville] 0.1855 0.179 1.036 0.300 -0.166 0.537\n", + "C(listing_location)[T.Yucca Valley] 0.1235 0.127 0.972 0.331 -0.126 0.373\n", + "C(listing_location)[T.in Albrightsville] 0.0533 0.126 0.424 0.672 -0.193 0.300\n", + "C(listing_location)[T.in Alma] 0.0616 0.089 0.693 0.489 -0.113 0.236\n", + "C(listing_location)[T.in Alton] -0.0328 0.125 -0.262 0.794 -0.279 0.213\n", + "C(listing_location)[T.in Apple River] 0.0423 0.125 0.337 0.736 -0.204 0.288\n", + "C(listing_location)[T.in Arcola] 0.0334 0.125 0.266 0.790 -0.212 0.279\n", + "C(listing_location)[T.in Arkville] 0.0079 0.125 0.063 0.950 -0.238 0.254\n", + "C(listing_location)[T.in Arrowbear Lake] -0.0018 0.125 -0.015 0.988 -0.248 0.244\n", + "C(listing_location)[T.in Asheboro] -0.0319 0.125 -0.255 0.799 -0.278 0.214\n", + "C(listing_location)[T.in Asheville] 0.0371 0.125 0.296 0.767 -0.209 0.283\n", + "C(listing_location)[T.in Ashford] -0.0010 0.045 -0.022 0.982 -0.089 0.087\n", + "C(listing_location)[T.in Athens] 0.0375 0.125 0.299 0.765 -0.208 0.283\n", + "C(listing_location)[T.in Athol] 0.0512 0.125 0.408 0.683 -0.195 0.297\n", + "C(listing_location)[T.in Bailey] 0.0517 0.073 0.711 0.477 -0.091 0.194\n", + "C(listing_location)[T.in Bandon] 0.0809 0.127 0.636 0.525 -0.169 0.330\n", + "C(listing_location)[T.in Baring] -0.0165 0.125 -0.131 0.896 -0.262 0.229\n", + "C(listing_location)[T.in Basye] -0.0074 0.089 -0.083 0.934 -0.181 0.167\n", + "C(listing_location)[T.in Baywood-Los Osos] 0.0092 0.125 0.074 0.941 -0.237 0.255\n", + "C(listing_location)[T.in Beach City] 0.0252 0.125 0.201 0.841 -0.221 0.271\n", + "C(listing_location)[T.in Beech Mountain] 0.1084 0.126 0.863 0.388 -0.138 0.355\n", + "C(listing_location)[T.in Berkeley Springs] 0.0426 0.125 0.340 0.734 -0.203 0.289\n", + "C(listing_location)[T.in Bernhards Bay] 0.0337 0.125 0.269 0.788 -0.212 0.280\n", + "C(listing_location)[T.in Big Bear] -0.0418 0.034 -1.219 0.223 -0.109 0.025\n", + "C(listing_location)[T.in Big Bear Lake] -0.0122 0.045 -0.271 0.787 -0.100 0.076\n", + "C(listing_location)[T.in Black Hawk] 0.0295 0.125 0.236 0.814 -0.216 0.275\n", + "C(listing_location)[T.in Bloomsdale] -0.0789 0.125 -0.630 0.529 -0.325 0.167\n", + "C(listing_location)[T.in Blue Ridge] 0.0260 0.038 0.676 0.499 -0.049 0.101\n", + "C(listing_location)[T.in Breckenridge] 0.0292 0.089 0.329 0.742 -0.145 0.203\n", + "C(listing_location)[T.in Brenham] -0.0673 0.073 -0.927 0.354 -0.210 0.075\n", + "C(listing_location)[T.in Brevard] 0.0379 0.125 0.302 0.763 -0.208 0.284\n", + "C(listing_location)[T.in Broken Bow] 0.0331 0.023 1.456 0.146 -0.012 0.078\n", + "C(listing_location)[T.in Brookville] 0.0292 0.125 0.233 0.816 -0.217 0.275\n", + "C(listing_location)[T.in Bryson City] 0.0049 0.045 0.110 0.912 -0.083 0.093\n", + "C(listing_location)[T.in Caddo Gap] -0.0723 0.126 -0.576 0.565 -0.318 0.174\n", + "C(listing_location)[T.in California Hot Springs] -0.0898 0.125 -0.716 0.474 -0.336 0.156\n", + "C(listing_location)[T.in Campton] -0.0255 0.125 -0.203 0.839 -0.271 0.220\n", + "C(listing_location)[T.in Candler] -0.0016 0.089 -0.018 0.985 -0.176 0.172\n", + "C(listing_location)[T.in Cane Beds Rd] 0.0410 0.125 0.327 0.744 -0.205 0.287\n", + "C(listing_location)[T.in Canyon Lake] 0.0690 0.089 0.776 0.438 -0.105 0.243\n", + "C(listing_location)[T.in Cascade] 0.0430 0.125 0.343 0.731 -0.203 0.289\n", + "C(listing_location)[T.in Cascade-Chipita Park] 0.0192 0.125 0.153 0.878 -0.227 0.265\n", + "C(listing_location)[T.in Celina] 0.0257 0.126 0.205 0.838 -0.221 0.272\n", + "C(listing_location)[T.in Charlotte] -0.0300 0.126 -0.238 0.812 -0.277 0.217\n", + "C(listing_location)[T.in Cherry Log] 0.0275 0.073 0.379 0.705 -0.115 0.170\n", + "C(listing_location)[T.in Childersburg] -0.0393 0.125 -0.313 0.754 -0.285 0.207\n", + "C(listing_location)[T.in Clayton] 0.0408 0.125 0.325 0.745 -0.205 0.287\n", + "C(listing_location)[T.in Cleveland] 0.0435 0.125 0.347 0.729 -0.203 0.290\n", + "C(listing_location)[T.in Clyde] 0.0383 0.125 0.305 0.760 -0.208 0.284\n", + "C(listing_location)[T.in Coalmont] 0.0228 0.125 0.181 0.856 -0.223 0.269\n", + "C(listing_location)[T.in Cody] -0.0594 0.125 -0.473 0.636 -0.305 0.187\n", + "C(listing_location)[T.in Colorado Springs] 0.0268 0.089 0.302 0.763 -0.147 0.201\n", + "C(listing_location)[T.in Columbia Falls] 0.0258 0.125 0.206 0.837 -0.220 0.272\n", + "C(listing_location)[T.in Columbiaville] -0.0559 0.125 -0.446 0.656 -0.302 0.190\n", + "C(listing_location)[T.in Commerce] 0.0012 0.089 0.013 0.990 -0.173 0.175\n", + "C(listing_location)[T.in Conifer] -0.0275 0.125 -0.219 0.827 -0.273 0.218\n", + "C(listing_location)[T.in Conover] 0.0096 0.125 0.076 0.939 -0.237 0.256\n", + "C(listing_location)[T.in Coram] -0.0028 0.125 -0.022 0.982 -0.249 0.243\n", + "C(listing_location)[T.in Cornucopia] 0.0352 0.125 0.281 0.779 -0.211 0.281\n", + "C(listing_location)[T.in Cosby] -0.5022 0.089 -5.626 0.000 -0.677 -0.327\n", + "C(listing_location)[T.in Cottage Grove] -0.1245 0.125 -0.993 0.321 -0.370 0.121\n", + "C(listing_location)[T.in Cripple Creek] 0.0214 0.125 0.170 0.865 -0.225 0.267\n", + "C(listing_location)[T.in Dahlonega] 0.0412 0.125 0.329 0.743 -0.205 0.287\n", + "C(listing_location)[T.in Damascus] 0.0365 0.125 0.291 0.771 -0.209 0.282\n", + "C(listing_location)[T.in Decorah] 0.0339 0.125 0.270 0.787 -0.212 0.280\n", + "C(listing_location)[T.in Del Norte] 0.0426 0.125 0.340 0.734 -0.203 0.288\n", + "C(listing_location)[T.in Deming] 0.0322 0.125 0.257 0.797 -0.214 0.278\n", + "C(listing_location)[T.in Divide] 0.0153 0.125 0.122 0.903 -0.231 0.261\n", + "C(listing_location)[T.in Dunlap] -0.0217 0.089 -0.244 0.807 -0.196 0.152\n", + "C(listing_location)[T.in Durango] -0.0151 0.089 -0.170 0.865 -0.189 0.159\n", + "C(listing_location)[T.in East Haddam] -0.0712 0.125 -0.568 0.570 -0.317 0.175\n", + "C(listing_location)[T.in East Jordan] 0.0349 0.125 0.278 0.781 -0.211 0.281\n", + "C(listing_location)[T.in Ehrenberg] -0.1397 0.125 -1.115 0.265 -0.386 0.106\n", + "C(listing_location)[T.in Elizabeth] 0.1326 0.127 1.042 0.298 -0.117 0.382\n", + "C(listing_location)[T.in Elka Park] 0.0033 0.126 0.026 0.979 -0.243 0.249\n", + "C(listing_location)[T.in Ellijay] 0.0318 0.063 0.505 0.614 -0.092 0.155\n", + "C(listing_location)[T.in Erwin] 0.0662 0.126 0.527 0.598 -0.180 0.313\n", + "C(listing_location)[T.in Estes Park] -0.0271 0.056 -0.481 0.631 -0.138 0.084\n", + "C(listing_location)[T.in Eugene] -0.0116 0.125 -0.092 0.926 -0.257 0.234\n", + "C(listing_location)[T.in Eureka Springs] -0.0083 0.125 -0.066 0.947 -0.254 0.238\n", + "C(listing_location)[T.in Fairplay] 0.0823 0.089 0.925 0.355 -0.092 0.257\n", + "C(listing_location)[T.in Fancy Gap] 0.0106 0.125 0.085 0.933 -0.235 0.257\n", + "C(listing_location)[T.in Felton] 0.0220 0.073 0.303 0.762 -0.120 0.164\n", + "C(listing_location)[T.in Ferryville] 0.0710 0.125 0.565 0.572 -0.175 0.317\n", + "C(listing_location)[T.in Flagstaff] 0.0456 0.125 0.364 0.716 -0.200 0.291\n", + "C(listing_location)[T.in Florissant] 0.0009 0.073 0.012 0.990 -0.142 0.143\n", + "C(listing_location)[T.in Fort Bragg] 0.0416 0.125 0.332 0.740 -0.204 0.287\n", + "C(listing_location)[T.in Fort Valley] 0.0523 0.125 0.417 0.677 -0.194 0.298\n", + "C(listing_location)[T.in Frazier Park] 0.0138 0.125 0.111 0.912 -0.232 0.260\n", + "C(listing_location)[T.in Fredericksburg] -0.0401 0.073 -0.553 0.581 -0.183 0.102\n", + "C(listing_location)[T.in Frenchburg] 0.0387 0.125 0.308 0.758 -0.207 0.284\n", + "C(listing_location)[T.in Front Royal] -0.0095 0.126 -0.076 0.939 -0.256 0.237\n", + "C(listing_location)[T.in Garden Valley] 0.0078 0.125 0.063 0.950 -0.238 0.254\n", + "C(listing_location)[T.in Garland County] 0.0521 0.089 0.586 0.558 -0.122 0.226\n", + "C(listing_location)[T.in Gatlinburg] 0.0195 0.024 0.820 0.412 -0.027 0.066\n", + "C(listing_location)[T.in Gig Harbor] 0.0293 0.125 0.234 0.815 -0.217 0.275\n", + "C(listing_location)[T.in Glendale] -0.0380 0.125 -0.303 0.762 -0.284 0.208\n", + "C(listing_location)[T.in Gold Bar] 0.0174 0.052 0.336 0.737 -0.084 0.119\n", + "C(listing_location)[T.in Golden] -0.0042 0.125 -0.033 0.973 -0.250 0.242\n", + "C(listing_location)[T.in Granbury] 0.0058 0.125 0.046 0.963 -0.240 0.252\n", + "C(listing_location)[T.in Grand Junction] -0.0783 0.125 -0.625 0.532 -0.324 0.168\n", + "C(listing_location)[T.in Grantsville] 0.0352 0.125 0.281 0.779 -0.211 0.281\n", + "C(listing_location)[T.in Green Valley Lake] -0.0482 0.125 -0.385 0.700 -0.294 0.198\n", + "C(listing_location)[T.in Groton] 0.1005 0.126 0.800 0.424 -0.146 0.347\n", + "C(listing_location)[T.in Guerneville] -0.0324 0.089 -0.365 0.716 -0.207 0.142\n", + "C(listing_location)[T.in Hackensack] 0.0412 0.125 0.329 0.742 -0.205 0.287\n", + "C(listing_location)[T.in Hasty] -0.0354 0.125 -0.282 0.778 -0.281 0.210\n", + "C(listing_location)[T.in Hector] 0.0358 0.125 0.285 0.776 -0.210 0.282\n", + "C(listing_location)[T.in Hedgesville] -0.0576 0.089 -0.648 0.517 -0.232 0.117\n", + "C(listing_location)[T.in Hendersonville] 0.0381 0.125 0.304 0.761 -0.208 0.284\n", + "C(listing_location)[T.in High Springs] -0.0219 0.125 -0.175 0.861 -0.268 0.224\n", + "C(listing_location)[T.in Homewood] 0.0456 0.125 0.364 0.716 -0.200 0.291\n", + "C(listing_location)[T.in Hot Springs] 0.0168 0.089 0.189 0.850 -0.157 0.191\n", + "C(listing_location)[T.in Idyllwild-Pine Cove] -0.0396 0.052 -0.766 0.444 -0.141 0.062\n", + "C(listing_location)[T.in Index] 0.0137 0.125 0.110 0.913 -0.232 0.260\n", + "C(listing_location)[T.in Irwin] -0.0075 0.125 -0.060 0.952 -0.253 0.238\n", + "C(listing_location)[T.in Jackson] -0.1376 0.125 -1.097 0.273 -0.384 0.108\n", + "C(listing_location)[T.in Jasper] 0.0515 0.125 0.411 0.681 -0.194 0.297\n", + "C(listing_location)[T.in Jay] 0.0441 0.125 0.351 0.725 -0.202 0.290\n", + "C(listing_location)[T.in Johnson Valley] -0.0062 0.125 -0.049 0.961 -0.252 0.240\n", + "C(listing_location)[T.in Joshua Tree] 0.0132 0.052 0.255 0.799 -0.088 0.114\n", + "C(listing_location)[T.in Kanab] 0.0436 0.089 0.491 0.623 -0.131 0.218\n", + "C(listing_location)[T.in Karnack] 0.0371 0.125 0.296 0.767 -0.209 0.283\n", + "C(listing_location)[T.in Kennebunk] 0.0059 0.125 0.047 0.963 -0.240 0.252\n", + "C(listing_location)[T.in Kinston] 0.0232 0.125 0.185 0.853 -0.223 0.269\n", + "C(listing_location)[T.in Kirbyville] -0.0010 0.125 -0.008 0.993 -0.247 0.245\n", + "C(listing_location)[T.in Kittitas County] 0.0366 0.126 0.292 0.771 -0.210 0.283\n", + "C(listing_location)[T.in La Pine] -0.0537 0.125 -0.429 0.668 -0.300 0.192\n", + "C(listing_location)[T.in Ladonia] -0.0138 0.125 -0.110 0.913 -0.260 0.232\n", + "C(listing_location)[T.in Lake Arrowhead] 0.0113 0.073 0.156 0.876 -0.131 0.154\n", + "C(listing_location)[T.in Lake George] -0.0401 0.125 -0.320 0.749 -0.286 0.206\n", + "C(listing_location)[T.in Lancaster] 0.0604 0.125 0.482 0.630 -0.185 0.306\n", + "C(listing_location)[T.in Lancing] 0.0210 0.125 0.168 0.867 -0.225 0.267\n", + "C(listing_location)[T.in Lapeer] 0.0511 0.125 0.408 0.683 -0.195 0.297\n", + "C(listing_location)[T.in Laurelville] 0.0500 0.126 0.398 0.691 -0.197 0.297\n", + "C(listing_location)[T.in Leesburg] -0.0146 0.125 -0.117 0.907 -0.260 0.231\n", + "C(listing_location)[T.in Liberty] 0.1366 0.127 1.073 0.283 -0.113 0.386\n", + "C(listing_location)[T.in Logan] 0.0031 0.048 0.064 0.949 -0.091 0.097\n", + "C(listing_location)[T.in Lone Pine] 0.0122 0.125 0.098 0.922 -0.234 0.258\n", + "C(listing_location)[T.in Los Gatos] 0.0431 0.125 0.344 0.731 -0.203 0.289\n", + "C(listing_location)[T.in Lower Lake] -0.1669 0.125 -1.332 0.183 -0.413 0.079\n", + "C(listing_location)[T.in Luray] 0.0041 0.063 0.065 0.948 -0.120 0.128\n", + "C(listing_location)[T.in Manhattan] 0.0497 0.125 0.397 0.692 -0.196 0.296\n", + "C(listing_location)[T.in Manistique] -0.0254 0.125 -0.203 0.839 -0.271 0.220\n", + "C(listing_location)[T.in Maplecrest] -0.0008 0.125 -0.007 0.995 -0.247 0.245\n", + "C(listing_location)[T.in Mariposa] 0.0162 0.125 0.129 0.897 -0.230 0.262\n", + "C(listing_location)[T.in Mars Hill] 0.0474 0.089 0.534 0.593 -0.127 0.222\n", + "C(listing_location)[T.in Maurice River] -0.0081 0.125 -0.065 0.948 -0.254 0.238\n", + "C(listing_location)[T.in Maysville] 0.0477 0.125 0.380 0.704 -0.198 0.293\n", + "C(listing_location)[T.in McArthur] 0.0084 0.089 0.095 0.924 -0.166 0.183\n", + "C(listing_location)[T.in McCall] -0.0947 0.125 -0.755 0.450 -0.341 0.151\n", + "C(listing_location)[T.in McCaysville] -0.1088 0.125 -0.868 0.386 -0.355 0.137\n", + "C(listing_location)[T.in McCurtain County] -0.0116 0.073 -0.160 0.873 -0.154 0.131\n", + "C(listing_location)[T.in Mckee] 0.0181 0.125 0.144 0.885 -0.228 0.264\n", + "C(listing_location)[T.in Meadville] -0.0614 0.125 -0.490 0.624 -0.307 0.184\n", + "C(listing_location)[T.in Middlebury] 0.0344 0.125 0.275 0.784 -0.211 0.280\n", + "C(listing_location)[T.in Mill Run] -0.1884 0.125 -1.503 0.133 -0.434 0.057\n", + "C(listing_location)[T.in Millersburg] 0.0191 0.125 0.153 0.879 -0.227 0.265\n", + "C(listing_location)[T.in Millfield] -0.1068 0.125 -0.852 0.394 -0.353 0.139\n", + "C(listing_location)[T.in Moab] 0.0823 0.126 0.654 0.513 -0.164 0.329\n", + "C(listing_location)[T.in Monroe] 0.0379 0.125 0.302 0.763 -0.208 0.284\n", + "C(listing_location)[T.in Monteagle] 0.0068 0.125 0.054 0.957 -0.239 0.253\n", + "C(listing_location)[T.in Montgomery] 0.0106 0.089 0.119 0.905 -0.164 0.185\n", + "C(listing_location)[T.in Monument] 0.0382 0.125 0.305 0.760 -0.208 0.284\n", + "C(listing_location)[T.in Mountainburg] 0.0285 0.125 0.227 0.820 -0.217 0.274\n", + "C(listing_location)[T.in Nags Head] 0.0108 0.125 0.086 0.931 -0.235 0.257\n", + "C(listing_location)[T.in Navasota] -0.0648 0.125 -0.517 0.606 -0.311 0.181\n", + "C(listing_location)[T.in Nebo] 0.0244 0.125 0.195 0.845 -0.221 0.270\n", + "C(listing_location)[T.in Nelsonville] -0.0389 0.125 -0.310 0.756 -0.285 0.207\n", + "C(listing_location)[T.in New Hartford] 0.1096 0.126 0.868 0.386 -0.138 0.357\n", + "C(listing_location)[T.in North Bend] 0.0490 0.125 0.391 0.696 -0.197 0.295\n", + "C(listing_location)[T.in Ocean Park] 0.1033 0.126 0.822 0.411 -0.143 0.350\n", + "C(listing_location)[T.in Oceanside] -0.0936 0.125 -0.747 0.455 -0.339 0.152\n", + "C(listing_location)[T.in Old Fort] 0.0211 0.125 0.168 0.867 -0.225 0.267\n", + "C(listing_location)[T.in Orland] 0.0534 0.125 0.426 0.670 -0.193 0.299\n", + "C(listing_location)[T.in Osceola] -0.0655 0.125 -0.522 0.602 -0.311 0.180\n", + "C(listing_location)[T.in Pagosa Springs] 0.0089 0.125 0.071 0.943 -0.237 0.255\n", + "C(listing_location)[T.in Payson] 0.1064 0.126 0.846 0.397 -0.140 0.353\n", + "C(listing_location)[T.in Pearcy] 0.0381 0.125 0.304 0.761 -0.208 0.284\n", + "C(listing_location)[T.in Pelkie] 0.0272 0.125 0.217 0.828 -0.219 0.273\n", + "C(listing_location)[T.in Phoenicia] 0.0232 0.125 0.185 0.853 -0.223 0.269\n", + "C(listing_location)[T.in Pigeon Forge] 0.0562 0.048 1.165 0.244 -0.038 0.151\n", + "C(listing_location)[T.in Pilot Hill] -0.2030 0.125 -1.619 0.106 -0.449 0.043\n", + "C(listing_location)[T.in Pine Creek Township] 0.0368 0.125 0.294 0.769 -0.209 0.283\n", + "C(listing_location)[T.in Pinedale] 0.0364 0.125 0.290 0.771 -0.209 0.282\n", + "C(listing_location)[T.in Pioneertown] 0.0171 0.089 0.192 0.848 -0.157 0.191\n", + "C(listing_location)[T.in Pittman Center] 0.0748 0.126 0.594 0.553 -0.172 0.322\n", + "C(listing_location)[T.in Pocono Pines] 0.0049 0.125 0.039 0.969 -0.241 0.251\n", + "C(listing_location)[T.in Port Angeles] 0.0099 0.089 0.111 0.911 -0.164 0.184\n", + "C(listing_location)[T.in Prattsville] -0.0442 0.125 -0.352 0.725 -0.290 0.202\n", + "C(listing_location)[T.in Remsen] 0.0072 0.089 0.081 0.935 -0.167 0.181\n", + "C(listing_location)[T.in Rhododendron] 0.0254 0.125 0.202 0.840 -0.220 0.271\n", + "C(listing_location)[T.in Rileyville] 0.0151 0.125 0.120 0.904 -0.231 0.261\n", + "C(listing_location)[T.in Robbinston] -0.0105 0.125 -0.084 0.933 -0.257 0.236\n", + "C(listing_location)[T.in Robesonia] 0.0036 0.125 0.029 0.977 -0.242 0.249\n", + "C(listing_location)[T.in Rockbridge] -0.0756 0.089 -0.852 0.394 -0.250 0.099\n", + "C(listing_location)[T.in Rogers] 0.0486 0.125 0.387 0.699 -0.197 0.295\n", + "C(listing_location)[T.in Rudy] 0.0152 0.126 0.121 0.904 -0.231 0.262\n", + "C(listing_location)[T.in Running Springs] -0.0242 0.089 -0.272 0.786 -0.198 0.150\n", + "C(listing_location)[T.in Russell] 0.0251 0.125 0.200 0.841 -0.221 0.271\n", + "C(listing_location)[T.in San Antonio] 0.0465 0.125 0.371 0.711 -0.200 0.293\n", + "C(listing_location)[T.in Sandy] 0.0462 0.125 0.369 0.712 -0.200 0.292\n", + "C(listing_location)[T.in Saugerties] 0.0525 0.073 0.723 0.470 -0.090 0.195\n", + "C(listing_location)[T.in Sedona] 0.0232 0.125 0.185 0.853 -0.223 0.269\n", + "C(listing_location)[T.in Seneca] -0.0983 0.125 -0.785 0.433 -0.344 0.147\n", + "C(listing_location)[T.in Sevierville] 0.0121 0.019 0.623 0.533 -0.026 0.050\n", + "C(listing_location)[T.in Shenandoah] 0.0228 0.126 0.182 0.856 -0.223 0.269\n", + "C(listing_location)[T.in Sherman] 0.0148 0.125 0.118 0.906 -0.231 0.261\n", + "C(listing_location)[T.in Snoqualmie] -0.0274 0.125 -0.218 0.827 -0.273 0.218\n", + "C(listing_location)[T.in South Berwick] 0.0358 0.125 0.285 0.775 -0.210 0.282\n", + "C(listing_location)[T.in South Bloomingville] 0.0838 0.089 0.941 0.347 -0.091 0.258\n", + "C(listing_location)[T.in South Lake Tahoe] -0.1460 0.089 -1.643 0.101 -0.320 0.028\n", + "C(listing_location)[T.in Spring Valley] 0.0409 0.125 0.326 0.744 -0.205 0.287\n", + "C(listing_location)[T.in Spruce Pine] 0.1221 0.126 0.966 0.334 -0.126 0.370\n", + "C(listing_location)[T.in Stanardsville] -0.0885 0.125 -0.706 0.480 -0.334 0.157\n", + "C(listing_location)[T.in Stanley] 0.0415 0.089 0.466 0.641 -0.133 0.216\n", + "C(listing_location)[T.in Stanton] -0.0488 0.089 -0.550 0.582 -0.223 0.125\n", + "C(listing_location)[T.in Star Tannery] 0.0280 0.125 0.223 0.823 -0.218 0.274\n", + "C(listing_location)[T.in Strasburg] -0.0013 0.125 -0.011 0.991 -0.247 0.245\n", + "C(listing_location)[T.in Suches] -0.1738 0.125 -1.386 0.166 -0.420 0.072\n", + "C(listing_location)[T.in Sugar Grove] 0.0334 0.125 0.267 0.790 -0.212 0.279\n", + "C(listing_location)[T.in Sundance] 0.0038 0.089 0.042 0.966 -0.170 0.178\n", + "C(listing_location)[T.in Tahlequah] -0.0649 0.089 -0.730 0.465 -0.239 0.109\n", + "C(listing_location)[T.in Tallahassee] 0.0052 0.125 0.042 0.967 -0.241 0.251\n", + "C(listing_location)[T.in Teague] 0.0092 0.125 0.073 0.942 -0.237 0.255\n", + "C(listing_location)[T.in Terlingua] 0.0448 0.089 0.504 0.614 -0.129 0.219\n", + "C(listing_location)[T.in Tetonia] 0.0308 0.125 0.246 0.806 -0.215 0.277\n", + "C(listing_location)[T.in Three Rivers] -0.0192 0.073 -0.265 0.791 -0.162 0.123\n", + "C(listing_location)[T.in Tillamook] 0.0233 0.125 0.186 0.852 -0.223 0.269\n", + "C(listing_location)[T.in Tobyhanna Township] 0.0445 0.125 0.355 0.723 -0.201 0.291\n", + "C(listing_location)[T.in Topanga] -0.0547 0.125 -0.437 0.663 -0.301 0.191\n", + "C(listing_location)[T.in Topton] -0.0374 0.125 -0.298 0.766 -0.284 0.209\n", + "C(listing_location)[T.in Tremont] -0.0294 0.125 -0.234 0.815 -0.275 0.216\n", + "C(listing_location)[T.in Truckee] -0.1584 0.126 -1.260 0.208 -0.405 0.088\n", + "C(listing_location)[T.in Twentynine Palms] 0.0158 0.089 0.178 0.859 -0.158 0.190\n", + "C(listing_location)[T.in Twin Peaks] 0.0315 0.125 0.251 0.802 -0.214 0.277\n", + "C(listing_location)[T.in Vashon] 0.0296 0.125 0.236 0.814 -0.216 0.275\n", + "C(listing_location)[T.in Walden] -0.0057 0.125 -0.045 0.964 -0.252 0.240\n", + "C(listing_location)[T.in Waterford] 0.0751 0.126 0.597 0.551 -0.172 0.322\n", + "C(listing_location)[T.in Wawona, YOSEMITE NATIONAL PARK] -0.2475 0.125 -1.973 0.049 -0.494 -0.001\n", + "C(listing_location)[T.in Whitefish] -0.0615 0.126 -0.490 0.624 -0.308 0.185\n", + "C(listing_location)[T.in Wildomar] 0.0402 0.125 0.321 0.748 -0.206 0.286\n", + "C(listing_location)[T.in Willow River] -0.0931 0.125 -0.743 0.458 -0.339 0.153\n", + "C(listing_location)[T.in Winchester] 0.0452 0.125 0.360 0.719 -0.201 0.291\n", + "C(listing_location)[T.in Woodstock] -0.0457 0.125 -0.365 0.715 -0.292 0.200\n", + "C(listing_location)[T.in Wurtsboro] -0.0008 0.126 -0.007 0.995 -0.247 0.246\n", + "C(listing_location)[T.in YOSEMITE NATIONAL PARK] -0.2164 0.125 -1.727 0.084 -0.462 0.029\n", + "C(listing_location)[T.in Yosemite National Park] -0.1444 0.063 -2.288 0.022 -0.268 -0.021\n", + "C(listing_location)[T.in Yucca Valley] -0.0064 0.089 -0.073 0.942 -0.181 0.168\n", + "C(listing_location)[T.in Yulan] 0.0439 0.125 0.350 0.726 -0.202 0.290\n", + "C(listing_location)[T.in Zirconia] 0.0130 0.125 0.104 0.917 -0.233 0.259\n", + "C(is_superhost)[T.True] 0.0590 0.009 6.778 0.000 0.042 0.076\n", + "num_guests -0.0101 0.004 -2.522 0.012 -0.018 -0.002\n", + "num_bathrooms 0.0003 0.004 0.062 0.951 -0.008 0.008\n", + "num_bedrooms 0.0016 0.003 0.566 0.572 -0.004 0.007\n", + "num_beds 0.0016 0.003 0.566 0.572 -0.004 0.007\n", + "host_rating 0.0066 0.005 1.384 0.167 -0.003 0.016\n", + "Q(\"price_per_night (before taxes)\") 0.0002 0.000 1.378 0.168 -7.13e-05 0.000\n", + "==============================================================================\n", + "Omnibus: 4069.005 Durbin-Watson: 1.976\n", + "Prob(Omnibus): 0.000 Jarque-Bera (JB): 3148990.586\n", + "Skew: -7.657 Prob(JB): 0.00\n", + "Kurtosis: 163.677 Cond. No. 6.73e+19\n", + "==============================================================================\n", + "\n", + "Notes:\n", + "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n", + "[2] The smallest eigenvalue is 5.52e-32. This might indicate that there are\n", + "strong multicollinearity problems or that the design matrix is singular.\n" + ] + } + ], + "source": [ + "\n", + "\n", + "# Convert rating to numeric\n", + "df_core[\"rating\"] = pd.to_numeric(df_core[\"rating\"], errors=\"coerce\")\n", + "\n", + "# Simulate price if missing\n", + "np.random.seed(42)\n", + "df_core[\"price_per_night (before taxes)\"] = (\n", + " df_core[\"num_guests\"].fillna(2) * 30 +\n", + " df_core[\"num_beds\"].fillna(1) * 20 +\n", + " np.random.normal(loc=0, scale=25, size=len(df_core))\n", + ").clip(lower=20)\n", + "\n", + "# Select features and drop NAs\n", + "features = [\n", + " \"num_guests\", \"num_bathrooms\", \"num_bedrooms\", \"num_beds\",\n", + " \"listing_type\", \"listing_location\", \"is_superhost\",\n", + " \"host_rating\", \"price_per_night (before taxes)\"\n", + "]\n", + "target = \"rating\"\n", + "df_regression = df_core[features + [target]].dropna()\n", + "\n", + "# Create formula for statsmodels\n", + "formula = 'rating ~ num_guests + num_bathrooms + num_bedrooms + num_beds + C(listing_type) + C(listing_location) + C(is_superhost) + host_rating + Q(\"price_per_night (before taxes)\")'\n", + "\n", + "# Generate design matrices\n", + "y, X = dmatrices(formula, data=df_regression, return_type='dataframe')\n", + "\n", + "# Fit OLS model\n", + "model = sm.OLS(y, X).fit()\n", + "\n", + "# Convert summary table to DataFrame\n", + "summary_df = model.summary2().tables[1].copy() # This includes coef, std err, t, P>|t|, etc.\n", + "\n", + "# Sort by p-value\n", + "sorted_pval = summary_df.sort_values(by='P>|t|')\n", + "\n", + "# Show top 5 most significant and bottom 5 least significant\n", + "top_bottom_df = pd.concat([sorted_pval.head(5), sorted_pval.tail(5)])\n", + "\n", + "# Print nicely\n", + "print(\"📌 Top 5 and Bottom 5 Predictors by p-value:\\n\")\n", + "print(top_bottom_df)\n", + "\n", + "\n", + "# Print summary\n", + "print(model.summary())\n" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "cf718257", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Residual Standard Error: 0.1256\n" + ] + } + ], + "source": [ + "residual_std_error = model.scale ** 0.5\n", + "print(f\"Residual Standard Error: {residual_std_error:.4f}\")\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b9fe6c7a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Final Project/Raw Dataset b/Final Project/Raw Dataset new file mode 100644 index 0000000..6c5c2da --- /dev/null +++ b/Final Project/Raw Dataset @@ -0,0 +1 @@ +https://dickinson0-my.sharepoint.com/:x:/g/personal/phamduyd_dickinson_edu/ETCYhqxdnFFBuwQGn4aU0jIBWhzsO48ybIblqPPPgIyokg?e=BxrMQD diff --git a/Final Project/ReadMe.md b/Final Project/ReadMe.md new file mode 100644 index 0000000..b5608c8 --- /dev/null +++ b/Final Project/ReadMe.md @@ -0,0 +1,63 @@ +# Predicting the "Perfect" Airbnb Listing +##### By Pham Duy Anh Vu, Hannie Pham + +--- + +## Introduction + +When thinking of an ideal Airbnb listing, we usually think about compelling photography, clear and concise descriptions, responsive hosting, and a curated selection of amenities that cater to guest needs. It sets transparent expectations around space, price, and house rules, while highlighting unique features—be it a cozy reading nook, a stunning city view, or thoughtful local touches—that resonate with travelers and encourage bookings. + +This study aims to quantitatively assess these elements and uncover key factors behind high-performing Airbnb listings, defined as those with guest ratings above 4.5, offering practical guidance for hosts, guests, and platform designers aiming to enhance listing quality and user experience. + +--- + +## Data & Methods + +- **Source:** [Airbnb.com](https://www.airbnb.com/) (via [`airbnb_api`](https://apify.com/tri_angle/airbnb-scraper)) +- **Preprocessing:** + - We first scraped our data using the `airbnb api` which returned the raw data onto a csv + - We then used the `pandas` Python library to clean and process the listing data to prepare it for analysis +- **Visualization / Models:** + - Used the `ydata_profiling` Python package for some preliminary analysis and visualizations + - All visualizations were created using `matplotlib` and `seaborn` + - We used linear regression models and Random Forest classification models for the predictive analysis + +--- + +## Project Recreation + +- **File structure:** All of the documents related to this project lies within the 'Final Project' folder + - **Raw Dataset** — The raw dataset file + - **cleaned_airbnb.xlsx** — The cleaned dataset file + - **Data400 Final Project.ipynb** — The Jupyter notebook that holds the Python code that runs the modeling and analysis for the project + - **ReadMe.md** — The ReadMe file + - **Data400 - Final Presentation.pptx** — The Powerpoint which compiles the results and discussion of the project + +- **Recreation steps:** + - **Step 1:** Download or clone the project files + - **Step 2:** Open the 'Data400 Final Project.ipynb' file, change the working directory to your current working directory + - **Step 3:** Run the codes step-by-step to reproduce the results + +--- + +## Results Summary + +- **Listing Type and Pricing:** Boutique hotels, villas, and hotels had the highest median prices, while guesthouses and tiny houses offered more budget-friendly options with occasional high-end outliers. +- **Amenity Insights:** Listings with popular amenities like Wi-Fi, kitchen, and air conditioning tended to receive higher ratings, suggesting guest preferences significantly impact listing success. +- **Key Predictors of High Ratings:** Important features influencing listing success included number of reviews, amenities offered, superhost status, and listing type. +- **Regression Model Performance:** Linear regression and random forest models were used to predict both price and rating. The random forest model achieved better performance with higher accuracy and lower error metrics. + +--- + +## Implications + +- Understanding key drivers of high ratings can help hosts optimize listings for better guest satisfaction and higher bookings. +- Guests can use insights about pricing, property types, and common high-rated features to make more informed booking decisions aligned with their preferences and budget. +- The predictive models were able to find notable characteristics that affected ratings but remained inaccurate + +--- + +## Future Work +- Experiment with more models and tuning methods to generate more accurate predictions +- Expand the analysis to include host-level data +- Possible intergration of data such as 'local crime rate' or 'hotel prices' to deepen on location-based success diff --git a/Final Project/cleaned_airbnb.xlsx b/Final Project/cleaned_airbnb.xlsx new file mode 100644 index 0000000..9dbdf8b Binary files /dev/null and b/Final Project/cleaned_airbnb.xlsx differ diff --git a/ideas/Mini Project - Vu.ipynb b/ideas/Mini Project - Vu.ipynb new file mode 100644 index 0000000..536ca1c --- /dev/null +++ b/ideas/Mini Project - Vu.ipynb @@ -0,0 +1,35475 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "d6e730b0", + "metadata": {}, + "source": [ + "# Data 400\n", + "## Mini Project - Impact of Big Market Status on NBA Betting Odds\n", + "### Pham Duy Anh Vu\n", + "\n", + "*__________________________________________________________________________________________________________________________*\n", + "\n", + " The explosion of legalized sports betting across the U.S., following the 2018 Supreme Court decision to strike down the Professional and Amateur Sports Protection Act (PASPA), has led to a dramatic surge in sports betting participation. According to reports, over half of American adults have placed a sports bet since legalization, contributing to a market now worth over $93 billion annually (CNN Sport, 2024). The NBA has become one of the focal points of this booming industry, with billions of dollars wagered each season on its games. Given the magnitude of financial stakes and the growing accessibility of betting platforms, understanding the dynamics of market inefficiencies in NBA betting lines is more critical than ever. However, one prominent inefficiency is the **“big-market”** status of a team. \n", + " \n", + " In the NBA, team popularity, market size, and media attention vary widely between teams. As a result, the perception of **“big-market”** teams often influences public sentiment. These **big-market** teams (typically characterized by higher valuations, larger fan bases, and extensive media coverage) are more visible and may attract a disproportionate share of bets. This raises a crucial question: Does the **big-market** status of an NBA team skew betting odds? \n", + "\n", + "\n", + "###" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "53051d49", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "os.chdir(r'C:\\Users\\vupha\\OneDrive - Dickinson College\\Data400_Spring25\\ideas\\Mini Project 1')" + ] + }, + { + "cell_type": "markdown", + "id": "ccee521e", + "metadata": {}, + "source": [ + "#### 1. Importing necessary libraries" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "0e596901", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "C:\\Users\\vupha\\anaconda3\\Lib\\site-packages\\pandas\\core\\arrays\\masked.py:60: UserWarning: Pandas requires version '1.3.6' or newer of 'bottleneck' (version '1.3.5' currently installed).\n", + " from pandas.core import (\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.ensemble import RandomForestRegressor\n", + "from sklearn.metrics import mean_absolute_error, r2_score\n", + "from scipy import stats" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "224d980e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + 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(from requests<3,>=2.24.0->ydata_profiling) (2.3.0)\n", + "Requirement already satisfied: certifi>=2017.4.17 in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from requests<3,>=2.24.0->ydata_profiling) (2023.7.22)\n", + "Requirement already satisfied: patsy>=0.5.2 in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from statsmodels<1,>=0.13.2->ydata_profiling) (0.5.3)\n", + "Requirement already satisfied: colorama in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from tqdm>=4.43.0->sweetviz) (0.4.6)\n", + "Requirement already satisfied: attrs>=19.3.0 in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from visions[type_image_path]<0.8.0,>=0.7.5->ydata_profiling) (22.1.0)\n", + "Requirement already satisfied: networkx>=2.4 in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from visions[type_image_path]<0.8.0,>=0.7.5->ydata_profiling) (3.1)\n", + "Requirement already satisfied: six in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from patsy>=0.5.2->statsmodels<1,>=0.13.2->ydata_profiling) (1.17.0)\n" + ] + } + ], + "source": [ + "!pip install sweetviz ydata_profiling\n", + "\n", + "import ydata_profiling as pp\n", + "import sweetviz as sv" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "c1bd3eb5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: openpyxl in c:\\users\\vupha\\anaconda3\\lib\\site-packages (3.1.5)\n", + "Requirement already satisfied: et-xmlfile in c:\\users\\vupha\\anaconda3\\lib\\site-packages (from openpyxl) (1.1.0)\n", + "Note: you may need to restart the kernel to use updated packages.\n" + ] + } + ], + "source": [ + "pip install --upgrade openpyxl" + ] + }, + { + "cell_type": "markdown", + "id": "2bad2c14", + "metadata": {}, + "source": [ + "#### 2. Setting up the dataset" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "35164a5c", + "metadata": {}, + "outputs": [], + "source": [ + "# NBA Betting Odds data\n", + "odds = pd.read_excel('Data\\importable_oddsData.xlsx')\n", + "odds\n", + "\n", + "# NBA Games data\n", + "oct = pd.read_excel('Data\\importable_sportsref_nba2122_oct.xlsx')\n", + "nov = pd.read_excel('Data\\importable_sportsref_nba2122_nov.xlsx')\n", + "dec = pd.read_excel('Data\\importable_sportsref_nba2122_dec.xlsx')\n", + "jan = pd.read_excel('Data\\importable_sportsref_nba2122_jan.xlsx')\n", + "feb = pd.read_excel('Data\\importable_sportsref_nba2122_feb.xlsx')\n", + "mar = pd.read_excel('Data\\importable_sportsref_nba2122_mar.xlsx')\n", + "apr = pd.read_excel('Data\\importable_sportsref_nba2122_apr.xlsx')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "727534b2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateStart (ET)Visitor/NeutralPTSHome/NeutralPTS.1Unnamed: 6Unnamed: 7Attend.LOGArenaNotes
02021-10-197:30pBrooklyn Nets104Milwaukee Bucks127Box ScoreNaN17341.002:20:00Fiserv ForumNaN
12021-10-1910:00pGolden State Warriors121Los Angeles Lakers114Box ScoreNaN18997.002:33:00Crypto.com ArenaNaN
22021-10-207:00pIndiana Pacers122Charlotte Hornets123Box ScoreNaN15521.002:20:00Spectrum CenterNaN
32021-10-207:00pChicago Bulls94Detroit Pistons88Box ScoreNaN20088.002:09:00Little Caesars ArenaNaN
42021-10-207:30pBoston Celtics134New York Knicks138Box Score2OT19812.002:54:00Madison Square Garden (IV)NaN
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" + ], + "text/plain": [ + " Date Start (ET) Visitor/Neutral PTS Home/Neutral \\\n", + "0 2021-10-19 7:30p Brooklyn Nets 104 Milwaukee Bucks \n", + "1 2021-10-19 10:00p Golden State Warriors 121 Los Angeles Lakers \n", + "2 2021-10-20 7:00p Indiana Pacers 122 Charlotte Hornets \n", + "3 2021-10-20 7:00p Chicago Bulls 94 Detroit Pistons \n", + "4 2021-10-20 7:30p Boston Celtics 134 New York Knicks \n", + "\n", + " PTS.1 Unnamed: 6 Unnamed: 7 Attend. LOG Arena \\\n", + "0 127 Box Score NaN 17341.0 02:20:00 Fiserv Forum \n", + "1 114 Box Score NaN 18997.0 02:33:00 Crypto.com Arena \n", + "2 123 Box Score NaN 15521.0 02:20:00 Spectrum Center \n", + "3 88 Box Score NaN 20088.0 02:09:00 Little Caesars Arena \n", + "4 138 Box Score 2OT 19812.0 02:54:00 Madison Square Garden (IV) \n", + "\n", + " Notes \n", + "0 NaN \n", + "1 NaN \n", + "2 NaN \n", + "3 NaN \n", + "4 NaN " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Concatenating all the NBA games into one dataset\n", + "games = pd.concat([oct, nov, dec, jan, feb, mar, apr])\n", + "games.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "6e605d6e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Dateseasonteamhome/visitoropponentscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotal
02007-10-302008Utah@Golden State11796100.0-120.0212.01.0105.5
12007-10-302008LA LakersvsHouston9395190.0-230.0199.05.099.0
22007-10-302008Houston@LA Lakers9593-230.0190.0199.0-5.099.0
32007-10-302008San AntoniovsPortland10697-1400.0900.0189.5-13.095.0
42007-10-302008Portland@San Antonio97106900.0-1400.0189.513.095.0
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" + ], + "text/plain": [ + " Date season team home/visitor opponent score \\\n", + "0 2007-10-30 2008 Utah @ Golden State 117 \n", + "1 2007-10-30 2008 LA Lakers vs Houston 93 \n", + "2 2007-10-30 2008 Houston @ LA Lakers 95 \n", + "3 2007-10-30 2008 San Antonio vs Portland 106 \n", + "4 2007-10-30 2008 Portland @ San Antonio 97 \n", + "\n", + " opponentScore moneyLine opponentMoneyLine total spread secondHalfTotal \n", + "0 96 100.0 -120.0 212.0 1.0 105.5 \n", + "1 95 190.0 -230.0 199.0 5.0 99.0 \n", + "2 93 -230.0 190.0 199.0 -5.0 99.0 \n", + "3 97 -1400.0 900.0 189.5 -13.0 95.0 \n", + "4 106 900.0 -1400.0 189.5 13.0 95.0 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "odds.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "a24c51f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Dateseasonteamhome/visitoropponentscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotal
333162021-10-192022MilwaukeevsBrooklyn127104-125.0105.0233.5-1.5114.0
333172021-10-192022LA LakersvsGolden State114121-160.0140.0226.5-3.5111.5
333182021-10-192022Golden State@LA Lakers121114140.0-160.0226.53.5111.5
333192021-10-192022Brooklyn@Milwaukee104127105.0-125.0233.51.5114.0
333202021-10-202022New YorkvsBoston138134-140.0120.0220.0-2.5112.5
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" + ], + "text/plain": [ + " Date season team home/visitor opponent score \\\n", + "33316 2021-10-19 2022 Milwaukee vs Brooklyn 127 \n", + "33317 2021-10-19 2022 LA Lakers vs Golden State 114 \n", + "33318 2021-10-19 2022 Golden State @ LA Lakers 121 \n", + "33319 2021-10-19 2022 Brooklyn @ Milwaukee 104 \n", + "33320 2021-10-20 2022 New York vs Boston 138 \n", + "\n", + " opponentScore moneyLine opponentMoneyLine total spread \\\n", + "33316 104 -125.0 105.0 233.5 -1.5 \n", + "33317 121 -160.0 140.0 226.5 -3.5 \n", + "33318 114 140.0 -160.0 226.5 3.5 \n", + "33319 127 105.0 -125.0 233.5 1.5 \n", + "33320 134 -140.0 120.0 220.0 -2.5 \n", + "\n", + " secondHalfTotal \n", + "33316 114.0 \n", + "33317 111.5 \n", + "33318 111.5 \n", + "33319 114.0 \n", + "33320 112.5 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Filtering all odds data to only include odds from the NBA 2021-2022 season\n", + "odds['Date'] = pd.to_datetime(odds['Date'])\n", + "odds = odds[(odds['Date'] >= '2021-10-19') & (odds['Date'] <= '2022-04-10')]\n", + "odds.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7b24931c", + "metadata": {}, + "outputs": [], + "source": [ + "# Standardize team names for merging\n", + "games['merge_team'] = games['Home/Neutral'].str.replace(r' [^ ]+$', '', regex = True)\n", + "games.loc[games['merge_team'] == 'Los Angeles Lakers', 'merge_team'] = 'LA Lakers'\n", + "games.loc[games['merge_team'] == 'Los Angeles Clippers', 'merge_team'] = 'LA Clippers'\n", + "games.loc[games['merge_team'] == 'Portland Trail', 'merge_team'] = 'Portland'\n", + "\n", + "odds['merge_team'] = np.where(odds['home/visitor'] == 'vs', odds['team'], np.where(odds['home/visitor'] == '@', odds['team'], np.nan))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "b7b47bdb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateStart (ET)Visitor/NeutralPTSHome/NeutralPTS.1Unnamed: 6Unnamed: 7Attend.LOG...teamhome/visitoropponentscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotal
02021-10-197:30pBrooklyn Nets104Milwaukee Bucks127Box ScoreNaN17341.002:20:00...MilwaukeevsBrooklyn127104-125.0105.0233.5-1.5114.0
12021-10-207:00pIndiana Pacers122Charlotte Hornets123Box ScoreNaN15521.002:20:00...CharlottevsIndiana123122105.0-125.0223.01.5110.5
22021-10-207:00pChicago Bulls94Detroit Pistons88Box ScoreNaN20088.002:09:00...DetroitvsChicago8894190.0-220.0218.05.0110.5
32021-10-207:30pBoston Celtics134New York Knicks138Box Score2OT19812.002:54:00...New YorkvsBoston138134-140.0120.0220.0-2.5112.5
42021-10-207:30pWashington Wizards98Toronto Raptors83Box ScoreNaN19800.002:15:00...TorontovsWashington8398-140.0120.0223.0-2.5109.0
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" + ], + "text/plain": [ + " Date Start (ET) Visitor/Neutral PTS Home/Neutral PTS.1 \\\n", + "0 2021-10-19 7:30p Brooklyn Nets 104 Milwaukee Bucks 127 \n", + "1 2021-10-20 7:00p Indiana Pacers 122 Charlotte Hornets 123 \n", + "2 2021-10-20 7:00p Chicago Bulls 94 Detroit Pistons 88 \n", + "3 2021-10-20 7:30p Boston Celtics 134 New York Knicks 138 \n", + "4 2021-10-20 7:30p Washington Wizards 98 Toronto Raptors 83 \n", + "\n", + " Unnamed: 6 Unnamed: 7 Attend. LOG ... team home/visitor \\\n", + "0 Box Score NaN 17341.0 02:20:00 ... Milwaukee vs \n", + "1 Box Score NaN 15521.0 02:20:00 ... Charlotte vs \n", + "2 Box Score NaN 20088.0 02:09:00 ... Detroit vs \n", + "3 Box Score 2OT 19812.0 02:54:00 ... New York vs \n", + "4 Box Score NaN 19800.0 02:15:00 ... Toronto vs \n", + "\n", + " opponent score opponentScore moneyLine opponentMoneyLine total spread \\\n", + "0 Brooklyn 127 104 -125.0 105.0 233.5 -1.5 \n", + "1 Indiana 123 122 105.0 -125.0 223.0 1.5 \n", + "2 Chicago 88 94 190.0 -220.0 218.0 5.0 \n", + "3 Boston 138 134 -140.0 120.0 220.0 -2.5 \n", + "4 Washington 83 98 -140.0 120.0 223.0 -2.5 \n", + "\n", + " secondHalfTotal \n", + "0 114.0 \n", + "1 110.5 \n", + "2 110.5 \n", + "3 112.5 \n", + "4 109.0 \n", + "\n", + "[5 rows x 24 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Merge datasets on date and teams\n", + "data = pd.merge(games, odds, on = ['Date', 'merge_team'], how = 'inner')\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "80d408b9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateStart (ET)Visitor/NeutralPTSHome/NeutralPTS.1Unnamed: 6Unnamed: 7Attend.LOG...teamhome/visitoropponentscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotal
02021-10-197:30pBrooklyn Nets104Milwaukee Bucks127Box ScoreNaN17341.002:20:00...MilwaukeevsBrooklyn127104-125.0105.0233.5-1.5114.0
12021-10-207:00pIndiana Pacers122Charlotte Hornets123Box ScoreNaN15521.002:20:00...CharlottevsIndiana123122105.0-125.0223.01.5110.5
22021-10-207:00pChicago Bulls94Detroit Pistons88Box ScoreNaN20088.002:09:00...DetroitvsChicago8894190.0-220.0218.05.0110.5
32021-10-207:30pBoston Celtics134New York Knicks138Box Score2OT19812.002:54:00...New YorkvsBoston138134-140.0120.0220.0-2.5112.5
42021-10-207:30pWashington Wizards98Toronto Raptors83Box ScoreNaN19800.002:15:00...TorontovsWashington8398-140.0120.0223.0-2.5109.0
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5 rows × 24 columns

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" + ], + "text/plain": [ + " Date Start (ET) Visitor/Neutral PTS Home/Neutral PTS.1 \\\n", + "0 2021-10-19 7:30p Brooklyn Nets 104 Milwaukee Bucks 127 \n", + "1 2021-10-20 7:00p Indiana Pacers 122 Charlotte Hornets 123 \n", + "2 2021-10-20 7:00p Chicago Bulls 94 Detroit Pistons 88 \n", + "3 2021-10-20 7:30p Boston Celtics 134 New York Knicks 138 \n", + "4 2021-10-20 7:30p Washington Wizards 98 Toronto Raptors 83 \n", + "\n", + " Unnamed: 6 Unnamed: 7 Attend. LOG ... team home/visitor \\\n", + "0 Box Score NaN 17341.0 02:20:00 ... Milwaukee vs \n", + "1 Box Score NaN 15521.0 02:20:00 ... Charlotte vs \n", + "2 Box Score NaN 20088.0 02:09:00 ... Detroit vs \n", + "3 Box Score 2OT 19812.0 02:54:00 ... New York vs \n", + "4 Box Score NaN 19800.0 02:15:00 ... Toronto vs \n", + "\n", + " opponent score opponentScore moneyLine opponentMoneyLine total spread \\\n", + "0 Brooklyn 127 104 -125.0 105.0 233.5 -1.5 \n", + "1 Indiana 123 122 105.0 -125.0 223.0 1.5 \n", + "2 Chicago 88 94 190.0 -220.0 218.0 5.0 \n", + "3 Boston 138 134 -140.0 120.0 220.0 -2.5 \n", + "4 Washington 83 98 -140.0 120.0 223.0 -2.5 \n", + "\n", + " secondHalfTotal \n", + "0 114.0 \n", + "1 110.5 \n", + "2 110.5 \n", + "3 112.5 \n", + "4 109.0 \n", + "\n", + "[5 rows x 24 columns]" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Drop unmatched data\n", + "data = data.dropna(subset=['moneyLine', 'merge_team'])\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "c67c4208", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateStart (ET)Visitor/NeutralPTSHome/NeutralPTS.1Unnamed: 6Unnamed: 7Attend.LOG...opponentscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotalhome_marketopponent_market
02021-10-197:30pBrooklyn Nets104Milwaukee Bucks127Box ScoreNaN17341.002:20:00...Brooklyn127104-125.0105.0233.5-1.5114.0MediumMedium
12021-10-207:00pIndiana Pacers122Charlotte Hornets123Box ScoreNaN15521.002:20:00...Indiana123122105.0-125.0223.01.5110.5SmallSmall
22021-10-207:00pChicago Bulls94Detroit Pistons88Box ScoreNaN20088.002:09:00...Chicago8894190.0-220.0218.05.0110.5SmallBig
32021-10-207:30pBoston Celtics134New York Knicks138Box Score2OT19812.002:54:00...Boston138134-140.0120.0220.0-2.5112.5BigBig
42021-10-207:30pWashington Wizards98Toronto Raptors83Box ScoreNaN19800.002:15:00...Washington8398-140.0120.0223.0-2.5109.0BigMedium
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5 rows × 26 columns

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" + ], + "text/plain": [ + " Date Start (ET) Visitor/Neutral PTS Home/Neutral PTS.1 \\\n", + "0 2021-10-19 7:30p Brooklyn Nets 104 Milwaukee Bucks 127 \n", + "1 2021-10-20 7:00p Indiana Pacers 122 Charlotte Hornets 123 \n", + "2 2021-10-20 7:00p Chicago Bulls 94 Detroit Pistons 88 \n", + "3 2021-10-20 7:30p Boston Celtics 134 New York Knicks 138 \n", + "4 2021-10-20 7:30p Washington Wizards 98 Toronto Raptors 83 \n", + "\n", + " Unnamed: 6 Unnamed: 7 Attend. LOG ... opponent score \\\n", + "0 Box Score NaN 17341.0 02:20:00 ... Brooklyn 127 \n", + "1 Box Score NaN 15521.0 02:20:00 ... Indiana 123 \n", + "2 Box Score NaN 20088.0 02:09:00 ... Chicago 88 \n", + "3 Box Score 2OT 19812.0 02:54:00 ... Boston 138 \n", + "4 Box Score NaN 19800.0 02:15:00 ... Washington 83 \n", + "\n", + " opponentScore moneyLine opponentMoneyLine total spread secondHalfTotal \\\n", + "0 104 -125.0 105.0 233.5 -1.5 114.0 \n", + "1 122 105.0 -125.0 223.0 1.5 110.5 \n", + "2 94 190.0 -220.0 218.0 5.0 110.5 \n", + "3 134 -140.0 120.0 220.0 -2.5 112.5 \n", + "4 98 -140.0 120.0 223.0 -2.5 109.0 \n", + "\n", + " home_market opponent_market \n", + "0 Medium Medium \n", + "1 Small Small \n", + "2 Small Big \n", + "3 Big Big \n", + "4 Big Medium \n", + "\n", + "[5 rows x 26 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Categorize teams into big, medium, and small markets using standardized names\n", + "market_mapping = {\n", + " \"Golden State\": \"Big\", \"New York\": \"Big\", \"LA Lakers\": \"Big\", \"Boston\": \"Big\", \"LA Clippers\": \"Big\", \"Chicago\": \"Big\", \"Dallas\": \"Big\", \"Houston\": \"Big\", \"Philadelphia\": \"Big\", \"Toronto\": \"Big\",\n", + " \"Phoenix\": \"Medium\", \"Miami\": \"Medium\", \"Brooklyn\": \"Medium\", \"Washington\": \"Medium\", \"Denver\": \"Medium\", \"Milwaukee\": \"Medium\", \"Portland\": \"Medium\", \"Cleveland\": \"Medium\", \"Sacramento\": \"Medium\", \"Utah\": \"Medium\",\n", + " \"San Antonio\": \"Small\", \"Atlanta\": \"Small\", \"Oklahoma City\": \"Small\", \"Orlando\": \"Small\", \"Indiana\": \"Small\", \"Charlotte\": \"Small\", \"Minnesota\": \"Small\", \"Memphis\": \"Small\", \"New Orleans\": \"Small\", \"Detroit\": \"Small\"\n", + "}\n", + "\n", + "data['home_market'] = data['team'].map(market_mapping).fillna('Small')\n", + "data['opponent_market'] = data['opponent'].map(market_mapping).fillna('Small')\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "91da731d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ANOVA test results:\n", + "F-statistic: 36.34972469808376\n", + "P-value: 4.947984605459845e-16\n" + ] + } + ], + "source": [ + "# Perform ANOVA test\n", + "anova_results = stats.f_oneway(\n", + " data[data['home_market'] == 'Big']['moneyLine'],\n", + " data[data['home_market'] == 'Medium']['moneyLine'],\n", + " data[data['home_market'] == 'Small']['moneyLine']\n", + ")\n", + "print(\"ANOVA test results:\")\n", + "print(\"F-statistic:\", anova_results.statistic)\n", + "print(\"P-value:\", anova_results.pvalue)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "8a34f052", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DateStart (ET)Visitor/NeutralPTSHome/NeutralPTS.1Unnamed: 6Unnamed: 7Attend.LOG...opponentMoneyLinetotalspreadsecondHalfTotalhome_market_Bighome_market_Mediumhome_market_Smallopponent_market_Bigopponent_market_Mediumopponent_market_Small
02021-10-197:30pBrooklyn Nets104Milwaukee Bucks127Box ScoreNaN17341.002:20:00...105.0233.5-1.5114.0FalseTrueFalseFalseTrueFalse
12021-10-207:00pIndiana Pacers122Charlotte Hornets123Box ScoreNaN15521.002:20:00...-125.0223.01.5110.5FalseFalseTrueFalseFalseTrue
22021-10-207:00pChicago Bulls94Detroit Pistons88Box ScoreNaN20088.002:09:00...-220.0218.05.0110.5FalseFalseTrueTrueFalseFalse
32021-10-207:30pBoston Celtics134New York Knicks138Box Score2OT19812.002:54:00...120.0220.0-2.5112.5TrueFalseFalseTrueFalseFalse
42021-10-207:30pWashington Wizards98Toronto Raptors83Box ScoreNaN19800.002:15:00...120.0223.0-2.5109.0TrueFalseFalseFalseTrueFalse
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5 rows × 30 columns

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" + ], + "text/plain": [ + " Date Start (ET) Visitor/Neutral PTS Home/Neutral PTS.1 \\\n", + "0 2021-10-19 7:30p Brooklyn Nets 104 Milwaukee Bucks 127 \n", + "1 2021-10-20 7:00p Indiana Pacers 122 Charlotte Hornets 123 \n", + "2 2021-10-20 7:00p Chicago Bulls 94 Detroit Pistons 88 \n", + "3 2021-10-20 7:30p Boston Celtics 134 New York Knicks 138 \n", + "4 2021-10-20 7:30p Washington Wizards 98 Toronto Raptors 83 \n", + "\n", + " Unnamed: 6 Unnamed: 7 Attend. LOG ... opponentMoneyLine total \\\n", + "0 Box Score NaN 17341.0 02:20:00 ... 105.0 233.5 \n", + "1 Box Score NaN 15521.0 02:20:00 ... -125.0 223.0 \n", + "2 Box Score NaN 20088.0 02:09:00 ... -220.0 218.0 \n", + "3 Box Score 2OT 19812.0 02:54:00 ... 120.0 220.0 \n", + "4 Box Score NaN 19800.0 02:15:00 ... 120.0 223.0 \n", + "\n", + " spread secondHalfTotal home_market_Big home_market_Medium \\\n", + "0 -1.5 114.0 False True \n", + "1 1.5 110.5 False False \n", + "2 5.0 110.5 False False \n", + "3 -2.5 112.5 True False \n", + "4 -2.5 109.0 True False \n", + "\n", + " home_market_Small opponent_market_Big opponent_market_Medium \\\n", + "0 False False True \n", + "1 True False False \n", + "2 True True False \n", + "3 False True False \n", + "4 False False True \n", + "\n", + " opponent_market_Small \n", + "0 False \n", + "1 True \n", + "2 False \n", + "3 False \n", + "4 False \n", + "\n", + "[5 rows x 30 columns]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Encode market size variables\n", + "data = pd.get_dummies(data, columns=['home_market', 'opponent_market'])\n", + "data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "99fa1476", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Visitor/NeutralHome/NeutralscoreopponentScoremoneyLineopponentMoneyLinetotalspreadsecondHalfTotalhome_market_Bighome_market_Mediumhome_market_Smallopponent_market_Bigopponent_market_Mediumopponent_market_Small
0Brooklyn NetsMilwaukee Bucks127104-125.0105.0233.5-1.5114.0FalseTrueFalseFalseTrueFalse
1Indiana PacersCharlotte Hornets123122105.0-125.0223.01.5110.5FalseFalseTrueFalseFalseTrue
2Chicago BullsDetroit Pistons8894190.0-220.0218.05.0110.5FalseFalseTrueTrueFalseFalse
3Boston CelticsNew York Knicks138134-140.0120.0220.0-2.5112.5TrueFalseFalseTrueFalseFalse
4Washington WizardsToronto Raptors8398-140.0120.0223.0-2.5109.0TrueFalseFalseFalseTrueFalse
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" + ], + "text/plain": [ + " Visitor/Neutral Home/Neutral score opponentScore moneyLine \\\n", + "0 Brooklyn Nets Milwaukee Bucks 127 104 -125.0 \n", + "1 Indiana Pacers Charlotte Hornets 123 122 105.0 \n", + "2 Chicago Bulls Detroit Pistons 88 94 190.0 \n", + "3 Boston Celtics New York Knicks 138 134 -140.0 \n", + "4 Washington Wizards Toronto Raptors 83 98 -140.0 \n", + "\n", + " opponentMoneyLine total spread secondHalfTotal home_market_Big \\\n", + "0 105.0 233.5 -1.5 114.0 False \n", + "1 -125.0 223.0 1.5 110.5 False \n", + "2 -220.0 218.0 5.0 110.5 False \n", + "3 120.0 220.0 -2.5 112.5 True \n", + "4 120.0 223.0 -2.5 109.0 True \n", + "\n", + " home_market_Medium home_market_Small opponent_market_Big \\\n", + "0 True False False \n", + "1 False True False \n", + "2 False True True \n", + "3 False False True \n", + "4 False False False \n", + "\n", + " opponent_market_Medium opponent_market_Small \n", + "0 True False \n", + "1 False True \n", + "2 False False \n", + "3 False False \n", + "4 True False " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Drop unnecessary data\n", + "data = data.drop(columns=['Date', 'Start (ET)', 'PTS', 'PTS.1', 'Unnamed: 6', 'Unnamed: 7', 'Attend.', 'LOG', 'Arena', 'Notes', 'merge_team', 'season', 'team', 'home/visitor', 'opponent'])\n", + "data.head()" + ] + }, + { + "cell_type": "markdown", + "id": "3ab09550", + "metadata": {}, + "source": [ + "#### 3. Regression" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "3ae70ce6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mean Absolute Error: 83.29689198522642\n", + "R2 Score: 0.9071757879727805\n" + ] + } + ], + "source": [ + "# Remove non-numeric columns before fitting the model\n", + "X = data.select_dtypes(include=[np.number]).drop(columns=['moneyLine'], errors='ignore')\n", + "y = data['moneyLine']\n", + "\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", + "\n", + "reg = LinearRegression()\n", + "reg.fit(X_train, y_train)\n", + "y_pred = reg.predict(X_test)\n", + "\n", + "# Model Evaluation\n", + "print(\"Mean Absolute Error:\", mean_absolute_error(y_test, y_pred))\n", + "print(\"R2 Score:\", r2_score(y_test, y_pred))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "44565baf", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Data Visualization\n", + "plt.figure(figsize=(10, 5))\n", + "sns.boxplot(x='home_market_Big', y='moneyLine', data=data)\n", + "plt.title(\"Distribution of Money Line Odds by Market Size\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "de23afaf", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5b6a860147fb424580f4161d20c79680", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Summarize dataset: 0%| | 0/5 [00:00" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Pandas Profiling\n", + "pp.ProfileReport(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "8407c41e", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3120540e4ac845be929ffc327832e20e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " | | [ 0%] 00:00 -> (? left)" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# SweetViz\n", + "report = sv.analyze(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "3002a1d2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Report SWEETVIZ_REPORT.html was generated! NOTEBOOK/COLAB USERS: the web browser MAY not pop up, regardless, the report IS saved in your notebook/colab files.\n" + ] + } + ], + "source": [ + "report.show_html()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "63a8e8f1", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/ideas/Mini Project Idea 1 - Vu.docx b/ideas/Mini Project Idea 1 - Vu.docx new file mode 100644 index 0000000..bec5a5e Binary files /dev/null and b/ideas/Mini Project Idea 1 - Vu.docx differ diff --git a/ideas/Mini Project Idea 2 - Vu.docx b/ideas/Mini Project Idea 2 - Vu.docx new file mode 100644 index 0000000..fbef4be Binary files /dev/null and b/ideas/Mini Project Idea 2 - Vu.docx differ diff --git a/ideas/Mini Project Slides - Vu.pptx b/ideas/Mini Project Slides - Vu.pptx new file mode 100644 index 0000000..95acf3b Binary files /dev/null and b/ideas/Mini Project Slides - Vu.pptx differ