{ "cells": [ { "cell_type": "code", "execution_count": 1751, "metadata": {}, "outputs": [], "source": [ "import pandas as pd \n", "import numpy as np\n", "import re\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 1752, "metadata": {}, "outputs": [], "source": [ "def categorize_title(title:str, patterns:dict):\n", " for category, pattern in patterns.items():\n", " if re.search(pattern, title):\n", " return category\n", " return 'Uncategorized' # For rows that don't fit any of the patterns\n", "\n", "\n", "def get_category(df: pd.DataFrame, column: str, categories: list, cat:str):\n", "\n", " patterns = {\n", " categories[0]: r'^(?!.*\\b\\d{4}\\b).*$', # No 4-digit year anywhere in the title\n", " categories[1]: r'^\\b\\d{4}\\b$', # Starts with a 4-digit year and nothing else\n", " categories[2]: r'^\\b\\d{4}\\b.*\\bQ[1-4]\\b', # Starts with a year and contains \"Q1\", \"Q2\", etc.\n", " categories[3]: r'^\\b\\d{4}\\b.*\\b(JAN|FEB|MAR|APR|MAY|JUN|JUL|AUG|SEP|OCT|NOV|DEC)\\b' # Starts with a year and contains a month name\n", "}\n", "\n", " df['category'] = df[column].apply(categorize_title, patterns=patterns)\n", " result = df[df['category'] == cat]\n", " result = result.drop(columns=['category'])\n", " result = result.dropna()\n", " result.columns = ['date', 'value']\n", " result['date'] = pd.to_datetime(result['date'], format='%Y %b')\n", " result['value'] = result['value'].astype(float)\n", " result = result.reset_index(drop=True)\n", " return result\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## CPIH" ] }, { "cell_type": "code", "execution_count": 1753, "metadata": {}, "outputs": [], "source": [ "cpih = pd.read_csv('quanti_data/cpih.csv')" ] }, { "cell_type": "code", "execution_count": 1853, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TitleCPIH ANNUAL RATE 00: ALL ITEMS 2015=100category
0CDIDL55OOther
1Source dataset IDMM23Other
2PreUnitNaNOther
3Unit%Other
4Release date16-10-2024Other
............
6092024 MAY2.8Month
6102024 JUN2.8Month
6112024 JUL3.1Month
6122024 AUG3.1Month
6132024 SEP2.6Month
\n", "

614 rows × 3 columns

\n", "
" ], "text/plain": [ " Title CPIH ANNUAL RATE 00: ALL ITEMS 2015=100 category\n", "0 CDID L55O Other\n", "1 Source dataset ID MM23 Other\n", "2 PreUnit NaN Other\n", "3 Unit % Other\n", "4 Release date 16-10-2024 Other\n", ".. ... ... ...\n", "609 2024 MAY 2.8 Month\n", "610 2024 JUN 2.8 Month\n", "611 2024 JUL 3.1 Month\n", "612 2024 AUG 3.1 Month\n", "613 2024 SEP 2.6 Month\n", "\n", "[614 rows x 3 columns]" ] }, "execution_count": 1853, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cpih" ] }, { "cell_type": "code", "execution_count": 1754, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TitleCPIH ANNUAL RATE 00: ALL ITEMS 2015=100
0CDIDL55O
1Source dataset IDMM23
2PreUnitNaN
3Unit%
4Release date16-10-2024
.........
6092024 MAY2.8
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614 rows × 2 columns

\n", "
" ], "text/plain": [ " Title CPIH ANNUAL RATE 00: ALL ITEMS 2015=100\n", "0 CDID L55O\n", "1 Source dataset ID MM23\n", "2 PreUnit NaN\n", "3 Unit %\n", "4 Release date 16-10-2024\n", ".. ... ...\n", "609 2024 MAY 2.8\n", "610 2024 JUN 2.8\n", "611 2024 JUL 3.1\n", "612 2024 AUG 3.1\n", "613 2024 SEP 2.6\n", "\n", "[614 rows x 2 columns]" ] }, "execution_count": 1754, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cpih" ] }, { "cell_type": "code", "execution_count": 1755, "metadata": {}, "outputs": [], "source": [ "monthly_data = get_category(cpih, 'Title', ['Other','Year', 'Quarter', 'Month'], 'Month')" ] }, { "cell_type": "code", "execution_count": 1756, "metadata": {}, "outputs": [], "source": [ "monthly_data.to_csv('quanti_data/cpih_monthly.csv', index=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## CPIH Medical Services" ] }, { "cell_type": "code", "execution_count": 1757, "metadata": {}, "outputs": [], "source": [ "cpih_medical = pd.read_csv('quanti_data/cpih_medical.csv')" ] }, { "cell_type": "code", "execution_count": 1854, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TitleCPIH 12mth: Medical services (S) 2015=100category
0CDIDL5LFOther
1Source dataset IDMM23Other
2PreUnitNaNOther
3Unit%Other
4Release date16-10-2024Other
............
4052024 MAY6.0Month
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410 rows × 3 columns

\n", "
" ], "text/plain": [ " Title CPIH 12mth: Medical services (S) 2015=100 category\n", "0 CDID L5LF Other\n", "1 Source dataset ID MM23 Other\n", "2 PreUnit NaN Other\n", "3 Unit % Other\n", "4 Release date 16-10-2024 Other\n", ".. ... ... ...\n", "405 2024 MAY 6.0 Month\n", "406 2024 JUN 6.0 Month\n", "407 2024 JUL 6.0 Month\n", "408 2024 AUG 5.8 Month\n", "409 2024 SEP 5.8 Month\n", "\n", "[410 rows x 3 columns]" ] }, "execution_count": 1854, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cpih_medical" ] }, { "cell_type": "code", "execution_count": 1758, "metadata": {}, "outputs": [], "source": [ "monthly_data_medical = get_category(cpih_medical, 'Title', ['Other','Year', 'Quarter', 'Month'], 'Month')" ] }, { "cell_type": "code", "execution_count": 1759, "metadata": {}, "outputs": [], "source": [ "monthly_data_medical.to_csv('quanti_data/cpih_medical_monthly.csv', index=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## HES\n" ] }, { "cell_type": "code", "execution_count": 1760, "metadata": {}, "outputs": [], "source": [ "df = pd.read_csv('quanti_data/HES_M5_OPEN_DATA.csv')" ] }, { "cell_type": "code", "execution_count": 1761, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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CALENDAR_MONTH_END_DATEAPC_Finished_ConsultantAPC_FCEs_with_a_procedureAPC_Percent_FCEs_with_procedureAPC_Ordinary_EpisodesAPC_Day_Case_EpisodesAPC_Day_Case_Episodes_with_procAPC_Percent_Day_Cases_with_procAPC_Finished_Admission_EpisodesAPC_EmergencyOutpatient_Total_AppointmentsOutpatient_Attended_AppointmentsOutpatient_Percent_AttendedOutpatient_DNA_AppointmentOutpatient_Percent_DNAOutpatient_Follow_Up_AttendanceOutpatient_Attendance_Type_1Outpatient_Attendance_Type_2
024-Aug17797097713290.4311034756762344955600.7314613545183191101680884149750.766360810.062.05824627511845662614
124-Jul192475511150650.5811837777409786822570.9215791315612281244734595575500.777145580.062.03378231499706406353
224-Jun180308210601760.5911266246764586286750.9314799515424091134519187546740.776510370.062.00217729157175837782
324-May191284011328150.5911893237235176744310.9315716345757551195552593071370.786829570.062.02672430745796231324
424-Apr185186511029090.6011497977020686555410.9315169605577761174963491162870.786656860.062.05522229835206131796
.........................................................
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2057-Jul13012807321050.568981084031723715850.921141788397923574330746574270.804763120.102.27614714192273230369
2067-Jun12666547151020.568760093906453599440.921111356390411549713844829700.804655440.102.28455513626913113143
2077-May13071177308270.569060094011083679530.921147940407946561432945874020.804690440.102.31030813834983196307
2087-Apr11940416504180.548396513543903247170.921045931387887509804341609490.804273150.102.37106912322312921705
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209 rows × 18 columns

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" ], "text/plain": [ " CALENDAR_MONTH_END_DATE APC_Finished_Consultant \\\n", "0 24-Aug 1779709 \n", "1 24-Jul 1924755 \n", "2 24-Jun 1803082 \n", "3 24-May 1912840 \n", "4 24-Apr 1851865 \n", ".. ... ... \n", "204 7-Aug 1274667 \n", "205 7-Jul 1301280 \n", "206 7-Jun 1266654 \n", "207 7-May 1307117 \n", "208 7-Apr 1194041 \n", "\n", " APC_FCEs_with_a_procedure APC_Percent_FCEs_with_procedure \\\n", "0 771329 0.43 \n", "1 1115065 0.58 \n", "2 1060176 0.59 \n", "3 1132815 0.59 \n", "4 1102909 0.60 \n", ".. ... ... \n", "204 719457 0.56 \n", "205 732105 0.56 \n", "206 715102 0.56 \n", "207 730827 0.56 \n", "208 650418 0.54 \n", "\n", " APC_Ordinary_Episodes APC_Day_Case_Episodes \\\n", "0 1103475 676234 \n", "1 1183777 740978 \n", "2 1126624 676458 \n", "3 1189323 723517 \n", "4 1149797 702068 \n", ".. ... ... \n", "204 884214 390453 \n", "205 898108 403172 \n", "206 876009 390645 \n", "207 906009 401108 \n", "208 839651 354390 \n", "\n", " APC_Day_Case_Episodes_with_proc APC_Percent_Day_Cases_with_proc \\\n", "0 495560 0.73 \n", "1 682257 0.92 \n", "2 628675 0.93 \n", "3 674431 0.93 \n", "4 655541 0.93 \n", ".. ... ... \n", "204 360565 0.92 \n", "205 371585 0.92 \n", "206 359944 0.92 \n", "207 367953 0.92 \n", "208 324717 0.92 \n", "\n", " APC_Finished_Admission_Episodes APC_Emergency \\\n", "0 1461354 518319 \n", "1 1579131 561228 \n", "2 1479951 542409 \n", "3 1571634 575755 \n", "4 1516960 557776 \n", ".. ... ... \n", "204 1116986 391334 \n", "205 1141788 397923 \n", "206 1111356 390411 \n", "207 1147940 407946 \n", "208 1045931 387887 \n", "\n", " Outpatient_Total_Appointments Outpatient_Attended_Appointments \\\n", "0 11016808 8414975 \n", "1 12447345 9557550 \n", "2 11345191 8754674 \n", "3 11955525 9307137 \n", "4 11749634 9116287 \n", ".. ... ... \n", "204 5475792 4437888 \n", "205 5743307 4657427 \n", "206 5497138 4482970 \n", "207 5614329 4587402 \n", "208 5098043 4160949 \n", "\n", " Outpatient_Percent_Attended Outpatient_DNA_Appointment \\\n", "0 0.76 636081 \n", "1 0.77 714558 \n", "2 0.77 651037 \n", "3 0.78 682957 \n", "4 0.78 665686 \n", ".. ... ... \n", "204 0.80 459439 \n", "205 0.80 476312 \n", "206 0.80 465544 \n", "207 0.80 469044 \n", "208 0.80 427315 \n", "\n", " Outpatient_Percent_DNA Outpatient_Follow_Up_Attendance \\\n", "0 0.06 2.058246 \n", "1 0.06 2.033782 \n", "2 0.06 2.002177 \n", "3 0.06 2.026724 \n", "4 0.06 2.055222 \n", ".. ... ... \n", "204 0.10 2.256872 \n", "205 0.10 2.276147 \n", "206 0.10 2.284555 \n", "207 0.10 2.310308 \n", "208 0.10 2.371069 \n", "\n", " Outpatient_Attendance_Type_1 Outpatient_Attendance_Type_2 \n", "0 2751184 5662614 \n", "1 3149970 6406353 \n", "2 2915717 5837782 \n", "3 3074579 6231324 \n", "4 2983520 6131796 \n", ".. ... ... \n", "204 1360489 3070449 \n", "205 1419227 3230369 \n", "206 1362691 3113143 \n", "207 1383498 3196307 \n", "208 1232231 2921705 \n", "\n", "[209 rows x 18 columns]" ] }, "execution_count": 1761, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": 1762, "metadata": {}, "outputs": [], "source": [ "df['CALENDAR_MONTH_END_DATE'] = df['CALENDAR_MONTH_END_DATE'].str.replace('-', ' 20')" ] }, { "cell_type": "code", "execution_count": 1763, "metadata": {}, "outputs": [], "source": [ "df['CALENDAR_MONTH_END_DATE'] = df['CALENDAR_MONTH_END_DATE'].str.upper()" ] }, { "cell_type": "code", "execution_count": 1764, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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CALENDAR_MONTH_END_DATEAPC_Finished_ConsultantAPC_FCEs_with_a_procedureAPC_Percent_FCEs_with_procedureAPC_Ordinary_EpisodesAPC_Day_Case_EpisodesAPC_Day_Case_Episodes_with_procAPC_Percent_Day_Cases_with_procAPC_Finished_Admission_EpisodesAPC_EmergencyOutpatient_Total_AppointmentsOutpatient_Attended_AppointmentsOutpatient_Percent_AttendedOutpatient_DNA_AppointmentOutpatient_Percent_DNAOutpatient_Follow_Up_AttendanceOutpatient_Attendance_Type_1Outpatient_Attendance_Type_2
024 20AUG17797097713290.4311034756762344955600.7314613545183191101680884149750.766360810.062.05824627511845662614
124 20JUL192475511150650.5811837777409786822570.9215791315612281244734595575500.777145580.062.03378231499706406353
224 20JUN180308210601760.5911266246764586286750.9314799515424091134519187546740.776510370.062.00217729157175837782
324 20MAY191284011328150.5911893237235176744310.9315716345757551195552593071370.786829570.062.02672430745796231324
424 20APR185186511029090.6011497977020686555410.9315169605577761174963491162870.786656860.062.05522229835206131796
.........................................................
2047 20AUG12746677194570.568842143904533605650.921116986391334547579244378880.804594390.102.25687213604893070449
2057 20JUL13012807321050.568981084031723715850.921141788397923574330746574270.804763120.102.27614714192273230369
2067 20JUN12666547151020.568760093906453599440.921111356390411549713844829700.804655440.102.28455513626913113143
2077 20MAY13071177308270.569060094011083679530.921147940407946561432945874020.804690440.102.31030813834983196307
2087 20APR11940416504180.548396513543903247170.921045931387887509804341609490.804273150.102.37106912322312921705
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209 rows × 18 columns

\n", "
" ], "text/plain": [ " CALENDAR_MONTH_END_DATE APC_Finished_Consultant \\\n", "0 24 20AUG 1779709 \n", "1 24 20JUL 1924755 \n", "2 24 20JUN 1803082 \n", "3 24 20MAY 1912840 \n", "4 24 20APR 1851865 \n", ".. ... ... \n", "204 7 20AUG 1274667 \n", "205 7 20JUL 1301280 \n", "206 7 20JUN 1266654 \n", "207 7 20MAY 1307117 \n", "208 7 20APR 1194041 \n", "\n", " APC_FCEs_with_a_procedure APC_Percent_FCEs_with_procedure \\\n", "0 771329 0.43 \n", "1 1115065 0.58 \n", "2 1060176 0.59 \n", "3 1132815 0.59 \n", "4 1102909 0.60 \n", ".. ... ... \n", "204 719457 0.56 \n", "205 732105 0.56 \n", "206 715102 0.56 \n", "207 730827 0.56 \n", "208 650418 0.54 \n", "\n", " APC_Ordinary_Episodes APC_Day_Case_Episodes \\\n", "0 1103475 676234 \n", "1 1183777 740978 \n", "2 1126624 676458 \n", "3 1189323 723517 \n", "4 1149797 702068 \n", ".. ... ... \n", "204 884214 390453 \n", "205 898108 403172 \n", "206 876009 390645 \n", "207 906009 401108 \n", "208 839651 354390 \n", "\n", " APC_Day_Case_Episodes_with_proc APC_Percent_Day_Cases_with_proc \\\n", "0 495560 0.73 \n", "1 682257 0.92 \n", "2 628675 0.93 \n", "3 674431 0.93 \n", "4 655541 0.93 \n", ".. ... ... \n", "204 360565 0.92 \n", "205 371585 0.92 \n", "206 359944 0.92 \n", "207 367953 0.92 \n", "208 324717 0.92 \n", "\n", " APC_Finished_Admission_Episodes APC_Emergency \\\n", "0 1461354 518319 \n", "1 1579131 561228 \n", "2 1479951 542409 \n", "3 1571634 575755 \n", "4 1516960 557776 \n", ".. ... ... \n", "204 1116986 391334 \n", "205 1141788 397923 \n", "206 1111356 390411 \n", "207 1147940 407946 \n", "208 1045931 387887 \n", "\n", " Outpatient_Total_Appointments Outpatient_Attended_Appointments \\\n", "0 11016808 8414975 \n", "1 12447345 9557550 \n", "2 11345191 8754674 \n", "3 11955525 9307137 \n", "4 11749634 9116287 \n", ".. ... ... \n", "204 5475792 4437888 \n", "205 5743307 4657427 \n", "206 5497138 4482970 \n", "207 5614329 4587402 \n", "208 5098043 4160949 \n", "\n", " Outpatient_Percent_Attended Outpatient_DNA_Appointment \\\n", "0 0.76 636081 \n", "1 0.77 714558 \n", "2 0.77 651037 \n", "3 0.78 682957 \n", "4 0.78 665686 \n", ".. ... ... \n", "204 0.80 459439 \n", "205 0.80 476312 \n", "206 0.80 465544 \n", "207 0.80 469044 \n", "208 0.80 427315 \n", "\n", " Outpatient_Percent_DNA Outpatient_Follow_Up_Attendance \\\n", "0 0.06 2.058246 \n", "1 0.06 2.033782 \n", "2 0.06 2.002177 \n", "3 0.06 2.026724 \n", "4 0.06 2.055222 \n", ".. ... ... \n", "204 0.10 2.256872 \n", "205 0.10 2.276147 \n", "206 0.10 2.284555 \n", "207 0.10 2.310308 \n", "208 0.10 2.371069 \n", "\n", " Outpatient_Attendance_Type_1 Outpatient_Attendance_Type_2 \n", "0 2751184 5662614 \n", "1 3149970 6406353 \n", "2 2915717 5837782 \n", "3 3074579 6231324 \n", "4 2983520 6131796 \n", ".. ... ... \n", "204 1360489 3070449 \n", "205 1419227 3230369 \n", "206 1362691 3113143 \n", "207 1383498 3196307 \n", "208 1232231 2921705 \n", "\n", "[209 rows x 18 columns]" ] }, "execution_count": 1764, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df" ] }, { "cell_type": "code", "execution_count": 1765, "metadata": {}, "outputs": [], "source": [ "df['CALENDAR_MONTH_END_DATE'] = pd.to_datetime(df['CALENDAR_MONTH_END_DATE'], format='mixed')" ] }, { "cell_type": "code", "execution_count": 1766, "metadata": {}, "outputs": [], "source": [ "# drop nan columns \n", "df = df.dropna(axis=1, how='all')" ] }, { "cell_type": "code", "execution_count": 1767, "metadata": {}, "outputs": [], "source": [ "# sort by date\n", "df = df.sort_values(by='CALENDAR_MONTH_END_DATE')" ] }, { "cell_type": "code", "execution_count": 1768, "metadata": {}, "outputs": [], "source": [ "df = df.dropna()\n", "df = df.reset_index(drop=True)" ] }, { "cell_type": "code", "execution_count": 1769, "metadata": {}, "outputs": [], "source": [ "df.to_csv('quanti_data/HES_M5_OPEN_DATA_monthly.csv', index=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Global Dataframe\n" ] }, { "cell_type": "code", "execution_count": 1770, "metadata": {}, "outputs": [], "source": [ "df.rename(columns={'CALENDAR_MONTH_END_DATE': 'date'}, inplace=True)" ] }, { "cell_type": "code", "execution_count": 1771, "metadata": {}, "outputs": [], "source": [ "df['date'] = pd.to_datetime(df['date'], format='%Y %b')" ] }, { "cell_type": "code", "execution_count": 1772, "metadata": {}, "outputs": [], "source": [ "# change dates to the first of each month\n", "df['date'] = df['date'] + pd.offsets.MonthBegin(-1)" ] }, { "cell_type": "code", "execution_count": 1773, "metadata": {}, "outputs": [], "source": [ "joined_data = pd.merge(monthly_data, monthly_data_medical, on='date', how='inner').merge(df, on='date', how='inner')" ] }, { "cell_type": "code", "execution_count": 1774, "metadata": {}, "outputs": [], "source": [ "joined_data.rename(columns={'value_x': 'cpih', 'value_y': 'cpih_medical'}, inplace=True)\n" ] }, { "cell_type": "code", "execution_count": 1775, "metadata": {}, "outputs": [], "source": [ "joined_data['year'] = joined_data['date'].dt.year\n", "joined_data['month'] = joined_data['date'].dt.month\n", "joined_data.drop(columns=['date'], inplace=True)" ] }, { "cell_type": "code", "execution_count": 1776, "metadata": {}, "outputs": [], "source": [ "target = joined_data['cpih_medical']\n", "input_data = joined_data.drop(columns=['cpih_medical'])" ] }, { "cell_type": "code", "execution_count": 1777, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(n_estimators=200, random_state=42)
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" ], "text/plain": [ "RandomForestRegressor(n_estimators=200, random_state=42)" ] }, "execution_count": 1777, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.model_selection import train_test_split\n", "from sklearn.ensemble import RandomForestRegressor\n", "from sklearn.metrics import mean_squared_error\n", "\n", "X_train, X_test, y_train, y_test = train_test_split(input_data, target, test_size=0.2, random_state=42)\n", "model = RandomForestRegressor(n_estimators=200, random_state=42)\n", "model.fit(X_train, y_train)\n" ] }, { "cell_type": "code", "execution_count": 1778, "metadata": {}, "outputs": [], "source": [ "score = model.score(X_test, y_test)" ] }, { "cell_type": "code", "execution_count": 1779, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.8251000565402795" ] }, "execution_count": 1779, "metadata": {}, "output_type": "execute_result" } ], "source": [ "score" ] }, { "cell_type": "code", "execution_count": 1780, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: numpy in /Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages (2.1.3)\n", "Note: you may need to restart the kernel to use updated packages.\n" ] } ], "source": [ "pip install --upgrade numpy" ] }, { "cell_type": "code", "execution_count": 1781, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitting 3 folds for each of 18 candidates, totalling 54 fits\n", "[CV 1/3] END criterion=mse, max_depth=None, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=None, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=None, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=None, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=None, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=None, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=None, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=10, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=10, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=None, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=10, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=10, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=10, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=10, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=10, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=None, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=10, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=10, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=50, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=50, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=50, n_estimators=100;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=50, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=50, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=50, n_estimators=200;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=mse, max_depth=50, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 2/3] END criterion=mse, max_depth=50, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 3/3] END criterion=mse, max_depth=50, n_estimators=300;, score=nan total time= 0.0s\n", "[CV 1/3] END criterion=poisson, max_depth=None, n_estimators=100;, score=-1.497 total time= 0.2s\n", "[CV 2/3] END criterion=poisson, max_depth=None, n_estimators=100;, score=-0.479 total time= 0.2s\n", "[CV 3/3] END criterion=poisson, max_depth=None, n_estimators=100;, score=-0.017 total time= 0.3s\n", "[CV 1/3] END criterion=poisson, max_depth=10, n_estimators=100;, score=-1.512 total time= 0.2s\n", "[CV 1/3] END criterion=poisson, max_depth=None, n_estimators=200;, score=-1.486 total time= 0.5s\n", "[CV 3/3] END criterion=poisson, max_depth=None, n_estimators=200;, score=-0.005 total time= 0.5s\n", "[CV 2/3] END criterion=poisson, max_depth=10, n_estimators=100;, score=-0.437 total time= 0.3s\n", "[CV 2/3] END criterion=poisson, max_depth=None, n_estimators=200;, score=-0.397 total time= 0.6s\n", "[CV 3/3] END criterion=poisson, max_depth=10, n_estimators=100;, score=-0.055 total time= 0.3s\n", "[CV 2/3] END criterion=poisson, max_depth=None, n_estimators=300;, score=-0.388 total time= 0.9s\n", "[CV 3/3] END criterion=poisson, max_depth=None, n_estimators=300;, score=0.005 total time= 0.9s\n", "[CV 1/3] END criterion=poisson, max_depth=None, n_estimators=300;, score=-1.461 total time= 1.0s\n", "[CV 1/3] END criterion=poisson, max_depth=10, n_estimators=200;, score=-1.482 total time= 0.7s\n", "[CV 3/3] END criterion=poisson, max_depth=10, n_estimators=200;, score=-0.020 total time= 0.7s\n", "[CV 2/3] END criterion=poisson, max_depth=10, n_estimators=200;, score=-0.382 total time= 0.7s\n", "[CV 1/3] END criterion=poisson, max_depth=50, n_estimators=100;, score=-1.497 total time= 0.3s\n", "[CV 2/3] END criterion=poisson, max_depth=50, n_estimators=100;, score=-0.479 total time= 0.3s\n", "[CV 3/3] END criterion=poisson, max_depth=50, n_estimators=100;, score=-0.017 total time= 0.2s\n", "[CV 1/3] END criterion=poisson, max_depth=10, n_estimators=300;, score=-1.466 total time= 0.8s\n", "[CV 2/3] END criterion=poisson, max_depth=10, n_estimators=300;, score=-0.380 total time= 0.8s\n", "[CV 1/3] END criterion=poisson, max_depth=50, n_estimators=200;, score=-1.486 total time= 0.4s\n", "[CV 3/3] END criterion=poisson, max_depth=10, n_estimators=300;, score=-0.018 total time= 0.6s\n", "[CV 2/3] END criterion=poisson, max_depth=50, n_estimators=200;, score=-0.397 total time= 0.4s\n", "[CV 3/3] END criterion=poisson, max_depth=50, n_estimators=200;, score=-0.005 total time= 0.4s\n", "[CV 2/3] END criterion=poisson, max_depth=50, n_estimators=300;, score=-0.388 total time= 0.4s\n", "[CV 1/3] END criterion=poisson, max_depth=50, n_estimators=300;, score=-1.461 total time= 0.5s\n", "[CV 3/3] END criterion=poisson, max_depth=50, n_estimators=300;, score=0.005 total time= 0.4s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py:540: FitFailedWarning: \n", "27 fits failed out of a total of 54.\n", "The score on these train-test partitions for these parameters will be set to nan.\n", "If these failures are not expected, you can try to debug them by setting error_score='raise'.\n", "\n", "Below are more details about the failures:\n", "--------------------------------------------------------------------------------\n", "3 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'absolute_error', 'squared_error', 'poisson', 'friedman_mse'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "2 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'friedman_mse', 'squared_error', 'absolute_error', 'poisson'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "5 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'squared_error', 'friedman_mse', 'absolute_error', 'poisson'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "5 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'poisson', 'squared_error', 'absolute_error', 'friedman_mse'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "2 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'friedman_mse', 'squared_error', 'poisson', 'absolute_error'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "4 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'friedman_mse', 'poisson', 'squared_error', 'absolute_error'}. Got 'mse' instead.\n", "\n", "--------------------------------------------------------------------------------\n", "6 fits failed with the following error:\n", "Traceback (most recent call last):\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_validation.py\", line 888, in _fit_and_score\n", " estimator.fit(X_train, y_train, **fit_params)\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 1466, in wrapper\n", " estimator._validate_params()\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/base.py\", line 666, in _validate_params\n", " validate_parameter_constraints(\n", " File \"/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/utils/_param_validation.py\", line 95, in validate_parameter_constraints\n", " raise InvalidParameterError(\n", "sklearn.utils._param_validation.InvalidParameterError: The 'criterion' parameter of RandomForestRegressor must be a str among {'poisson', 'absolute_error', 'friedman_mse', 'squared_error'}. Got 'mse' instead.\n", "\n", " warnings.warn(some_fits_failed_message, FitFailedWarning)\n", "/Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages/sklearn/model_selection/_search.py:1103: UserWarning: One or more of the test scores are non-finite: [ nan nan nan nan nan nan\n", " nan nan nan -0.6644979 -0.62942641 -0.61458203\n", " -0.66821471 -0.62778521 -0.6211069 -0.6644979 -0.62942641 -0.61458203]\n", " warnings.warn(\n" ] } ], "source": [ "# Grid search\n", "from sklearn.model_selection import GridSearchCV\n", "\n", "param_grid = {\n", " 'n_estimators': [100, 200, 300],\n", " 'max_depth': [None,10, 50],\n", " 'criterion': [ 'mse', 'poisson'],\n", "}\n", "\n", "grid_search = GridSearchCV(estimator=model, param_grid=param_grid, cv=3, n_jobs=-1, verbose=4)\n", "grid_search.fit(input_data, target)\n", "best_params = grid_search.best_params_\n" ] }, { "cell_type": "code", "execution_count": 1782, "metadata": {}, "outputs": [], "source": [ "best_model = RandomForestRegressor(n_estimators=best_params['n_estimators'], max_depth=best_params['max_depth'], criterion=best_params['criterion'], random_state=42)" ] }, { "cell_type": "code", "execution_count": 1783, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=300, random_state=42)
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=300, random_state=42)" ] }, "execution_count": 1783, "metadata": {}, "output_type": "execute_result" } ], "source": [ "best_model.fit(X_train, y_train)" ] }, { "cell_type": "code", "execution_count": 1784, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.8251000565402795" ] }, "execution_count": 1784, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.score(X_test, y_test)" ] }, { "cell_type": "code", "execution_count": 1785, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
0cpih0.538289
18year0.202736
15Outpatient_Follow_Up_Attendance0.045719
19month0.026292
8APC_Finished_Admission_Episodes0.023865
13Outpatient_DNA_Appointment0.022246
9APC_Emergency0.020818
4APC_Ordinary_Episodes0.019922
6APC_Day_Case_Episodes_with_proc0.015562
1APC_Finished_Consultant0.014733
16Outpatient_Attendance_Type_10.011206
5APC_Day_Case_Episodes0.009520
10Outpatient_Total_Appointments0.009292
3APC_Percent_FCEs_with_procedure0.008458
11Outpatient_Attended_Appointments0.007254
17Outpatient_Attendance_Type_20.006606
2APC_FCEs_with_a_procedure0.005815
7APC_Percent_Day_Cases_with_proc0.005765
12Outpatient_Percent_Attended0.003972
14Outpatient_Percent_DNA0.001932
\n", "
" ], "text/plain": [ " Feature Importance\n", "0 cpih 0.538289\n", "18 year 0.202736\n", "15 Outpatient_Follow_Up_Attendance 0.045719\n", "19 month 0.026292\n", "8 APC_Finished_Admission_Episodes 0.023865\n", "13 Outpatient_DNA_Appointment 0.022246\n", "9 APC_Emergency 0.020818\n", "4 APC_Ordinary_Episodes 0.019922\n", "6 APC_Day_Case_Episodes_with_proc 0.015562\n", "1 APC_Finished_Consultant 0.014733\n", "16 Outpatient_Attendance_Type_1 0.011206\n", "5 APC_Day_Case_Episodes 0.009520\n", "10 Outpatient_Total_Appointments 0.009292\n", "3 APC_Percent_FCEs_with_procedure 0.008458\n", "11 Outpatient_Attended_Appointments 0.007254\n", "17 Outpatient_Attendance_Type_2 0.006606\n", "2 APC_FCEs_with_a_procedure 0.005815\n", "7 APC_Percent_Day_Cases_with_proc 0.005765\n", "12 Outpatient_Percent_Attended 0.003972\n", "14 Outpatient_Percent_DNA 0.001932" ] }, "execution_count": 1785, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = best_model.feature_importances_\n", "\n", "importance_df = pd.DataFrame({\n", " 'Feature': X_train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1786, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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cpihAPC_Finished_ConsultantAPC_FCEs_with_a_procedureAPC_Percent_FCEs_with_procedureAPC_Ordinary_EpisodesAPC_Day_Case_EpisodesAPC_Day_Case_Episodes_with_procAPC_Percent_Day_Cases_with_procAPC_Finished_Admission_EpisodesAPC_EmergencyOutpatient_Total_AppointmentsOutpatient_Attended_AppointmentsOutpatient_Percent_AttendedOutpatient_DNA_AppointmentOutpatient_Percent_DNAOutpatient_Follow_Up_AttendanceOutpatient_Attendance_Type_1Outpatient_Attendance_Type_2yearmonth
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\n", "
" ], "text/plain": [ " cpih APC_Finished_Consultant APC_FCEs_with_a_procedure \\\n", "30 1.2 1467075 851327 \n", "171 2.1 1704980 1006683 \n", "84 1.7 1512716 907894 \n", "198 4.7 1837878 1096029 \n", "60 2.8 1397794 819917 \n", "155 1.5 1462408 837589 \n", "45 3.4 1421276 810344 \n", "181 7.9 1711918 1031365 \n", "9 2.4 1333602 754163 \n", "195 6.4 1763134 1058340 \n", "136 2.4 1707413 1008544 \n", "186 9.6 1687969 1020323 \n", "206 2.8 1803082 1060176 \n", "126 2.8 1738829 1038096 \n", "15 4.2 1400417 818239 \n", "73 2.4 1520070 925257 \n", "165 0.9 1338786 753922 \n", "18 4.2 1431636 831792 \n", "167 1.0 1604914 937632 \n", "93 0.5 1572128 942985 \n", "75 2.5 1574532 968366 \n", "55 4.1 1497348 907858 \n", "147 2.0 1849645 1104461 \n", "109 0.7 1629157 976138 \n", "108 0.7 1598233 968004 \n", "142 1.8 1652040 970533 \n", "25 2.1 1347020 769303 \n", "125 2.8 1649228 990020 \n", "16 4.4 1273247 720602 \n", "172 3.0 1600590 935142 \n", "191 8.9 1796790 1059615 \n", "69 2.4 1520842 914621 \n", "101 0.2 1612957 982969 \n", "67 2.4 1533541 933004 \n", "104 0.5 1595762 936397 \n", "132 2.2 1649327 965935 \n", "207 3.1 1924755 1115065 \n", "95 0.3 1641578 1001810 \n", "82 1.6 1454296 883981 \n", "159 1.1 1380268 767566 \n", "196 6.3 1770916 1070853 \n", "162 0.9 1574723 930986 \n", "\n", " APC_Percent_FCEs_with_procedure APC_Ordinary_Episodes \\\n", "30 0.58 990168 \n", "171 0.59 1119816 \n", "84 0.60 989730 \n", "198 0.60 1154568 \n", "60 0.59 932595 \n", "155 0.57 975066 \n", "45 0.57 961663 \n", "181 0.60 1086088 \n", "9 0.57 900553 \n", "195 0.60 1117350 \n", "136 0.59 1101091 \n", "186 0.60 1061715 \n", "206 0.59 1126624 \n", "126 0.60 1112150 \n", "15 0.58 939690 \n", "73 0.61 992763 \n", "165 0.56 942727 \n", "18 0.58 960575 \n", "167 0.58 1063185 \n", "93 0.60 1017723 \n", "75 0.62 1015493 \n", "55 0.61 968589 \n", "147 0.60 1174349 \n", "109 0.60 1053678 \n", "108 0.61 1023352 \n", "142 0.59 1054455 \n", "25 0.57 928782 \n", "125 0.60 1058267 \n", "16 0.57 883137 \n", "172 0.58 1064311 \n", "191 0.59 1109410 \n", "69 0.60 985447 \n", "101 0.61 1023763 \n", "67 0.61 987902 \n", "104 0.59 1050019 \n", "132 0.59 1065819 \n", "207 0.58 1183777 \n", "95 0.61 1042240 \n", "82 0.61 941944 \n", "159 0.56 999401 \n", "196 0.60 1108954 \n", "162 0.59 1047193 \n", "\n", " APC_Day_Case_Episodes APC_Day_Case_Episodes_with_proc \\\n", "30 476907 446699 \n", "171 585164 551613 \n", "84 522986 497358 \n", "198 683310 640002 \n", "60 465199 442537 \n", "155 487342 456268 \n", "45 459613 434716 \n", "181 625830 587559 \n", "9 433049 399632 \n", "195 645784 606138 \n", "136 606322 568439 \n", "186 626254 588232 \n", "206 676458 628675 \n", "126 626679 591549 \n", "15 460727 428203 \n", "73 527307 502329 \n", "165 396059 374247 \n", "18 471061 438848 \n", "167 541729 508654 \n", "93 554405 526554 \n", "75 559039 532242 \n", "55 528759 502052 \n", "147 675296 634492 \n", "109 575479 545785 \n", "108 574881 546129 \n", "142 597585 563307 \n", "25 418238 392035 \n", "125 590961 557849 \n", "16 390110 362303 \n", "172 536279 505602 \n", "191 687380 637000 \n", "69 535395 508969 \n", "101 589194 557967 \n", "67 545639 519017 \n", "104 545743 516973 \n", "132 583508 547698 \n", "207 740978 682257 \n", "95 599338 568123 \n", "82 512352 486913 \n", "159 380867 356468 \n", "196 661962 621229 \n", "162 527530 495707 \n", "\n", " APC_Percent_Day_Cases_with_proc APC_Finished_Admission_Episodes \\\n", "30 0.94 1269820 \n", "171 0.94 1390224 \n", "84 0.95 1281709 \n", "198 0.94 1504232 \n", "60 0.95 1195615 \n", "155 0.94 1170482 \n", "45 0.95 1216787 \n", "181 0.94 1400698 \n", "9 0.92 1168168 \n", "195 0.94 1440931 \n", "136 0.94 1408713 \n", "186 0.94 1385397 \n", "206 0.93 1479951 \n", "126 0.94 1446468 \n", "15 0.93 1226136 \n", "73 0.95 1295036 \n", "165 0.94 1042300 \n", "18 0.93 1249211 \n", "167 0.94 1294542 \n", "93 0.95 1323065 \n", "75 0.95 1342775 \n", "55 0.95 1290352 \n", "147 0.94 1529764 \n", "109 0.95 1372030 \n", "108 0.95 1339496 \n", "142 0.94 1357496 \n", "25 0.94 1166533 \n", "125 0.94 1374979 \n", "16 0.93 1110498 \n", "172 0.94 1297660 \n", "191 0.93 1477465 \n", "69 0.95 1292800 \n", "101 0.95 1365729 \n", "67 0.95 1314993 \n", "104 0.95 1334987 \n", "132 0.94 1360043 \n", "207 0.92 1579131 \n", "95 0.95 1395992 \n", "82 0.95 1237303 \n", "159 0.94 1093552 \n", "196 0.94 1448161 \n", "162 0.94 1272366 \n", "\n", " APC_Emergency Outpatient_Total_Appointments \\\n", "30 450788 7270313 \n", "171 539307 10404901 \n", "84 462011 8561033 \n", "198 557192 11905182 \n", "60 431972 7288569 \n", "155 445419 9917653 \n", "45 451708 7322795 \n", "181 523876 10844914 \n", "9 404245 6127600 \n", "195 540482 11105355 \n", "136 523269 9995903 \n", "186 505298 10358170 \n", "206 542409 11345191 \n", "126 524302 10531738 \n", "15 418532 6588573 \n", "73 453329 8530918 \n", "165 448329 8865878 \n", "18 433123 6738132 \n", "167 515365 10137274 \n", "93 471515 9152749 \n", "75 458387 9147035 \n", "55 435064 8117936 \n", "147 564555 11226873 \n", "109 497322 9697897 \n", "108 474179 9702261 \n", "142 510004 9798535 \n", "25 426819 6337533 \n", "125 493581 9898588 \n", "16 397801 5479146 \n", "172 512354 9611480 \n", "191 535904 11272464 \n", "69 452663 8470126 \n", "101 472760 9902583 \n", "67 449418 8347990 \n", "104 501690 8971985 \n", "132 512100 9869345 \n", "207 561228 12447345 \n", "95 483397 9468183 \n", "82 431233 8025073 \n", "159 483219 8429211 \n", "196 533014 11216105 \n", "162 488429 9579625 \n", "\n", " Outpatient_Attended_Appointments Outpatient_Percent_Attended \\\n", "30 5851855 0.80 \n", "171 8079610 0.78 \n", "84 6884624 0.80 \n", "198 9097744 0.76 \n", "60 5861725 0.80 \n", "155 6897428 0.70 \n", "45 5870157 0.80 \n", "181 8451861 0.78 \n", "9 5007974 0.80 \n", "195 8557663 0.77 \n", "136 7775273 0.78 \n", "186 8023248 0.77 \n", "206 8754674 0.77 \n", "126 8287403 0.79 \n", "15 5356906 0.80 \n", "73 6878931 0.80 \n", "165 6659982 0.75 \n", "18 5466323 0.80 \n", "167 8152098 0.80 \n", "93 7295473 0.80 \n", "75 7355980 0.80 \n", "55 6520687 0.80 \n", "147 8745684 0.78 \n", "109 7736322 0.80 \n", "108 7659009 0.79 \n", "142 7650679 0.78 \n", "25 5117063 0.80 \n", "125 7725204 0.78 \n", "16 4429787 0.80 \n", "172 7442768 0.77 \n", "191 8606564 0.76 \n", "69 6697049 0.80 \n", "101 7780284 0.79 \n", "67 6749622 0.80 \n", "104 7020770 0.78 \n", "132 7756163 0.79 \n", "207 9557550 0.77 \n", "95 7579144 0.80 \n", "82 6520159 0.80 \n", "159 6631323 0.79 \n", "196 8628250 0.77 \n", "162 7517113 0.78 \n", "\n", " Outpatient_DNA_Appointment Outpatient_Percent_DNA \\\n", "30 567014 0.10 \n", "171 673882 0.06 \n", "84 578325 0.10 \n", "198 720416 0.06 \n", "60 517794 0.10 \n", "155 596531 0.06 \n", "45 590318 0.10 \n", "181 702403 0.06 \n", "9 526154 0.10 \n", "195 652384 0.06 \n", "136 658938 0.07 \n", "186 666510 0.06 \n", "206 651037 0.06 \n", "126 697384 0.07 \n", "15 522465 0.10 \n", "73 597540 0.10 \n", "165 531229 0.06 \n", "18 535584 0.10 \n", "167 562840 0.06 \n", "93 641340 0.10 \n", "75 645123 0.10 \n", "55 587672 0.10 \n", "147 698662 0.06 \n", "109 659739 0.07 \n", "108 630516 0.06 \n", "142 598738 0.06 \n", "25 492001 0.10 \n", "125 671725 0.07 \n", "16 443090 0.10 \n", "172 624758 0.07 \n", "191 670457 0.06 \n", "69 658490 0.10 \n", "101 680785 0.07 \n", "67 599244 0.10 \n", "104 609564 0.07 \n", "132 629891 0.06 \n", "207 714558 0.06 \n", "95 636175 0.10 \n", "82 535510 0.10 \n", "159 441693 0.05 \n", "196 664953 0.06 \n", "162 577482 0.06 \n", "\n", " Outpatient_Follow_Up_Attendance Outpatient_Attendance_Type_1 \\\n", "30 2.234003 1806692 \n", "171 2.169890 2539860 \n", "84 2.321608 2065594 \n", "198 2.040867 2999414 \n", "60 2.366624 1741122 \n", "155 2.240274 2127656 \n", "45 2.396852 1728016 \n", "181 2.110206 2716865 \n", "9 2.322133 1504573 \n", "195 2.065011 2797350 \n", "136 2.178584 2445731 \n", "186 2.105055 2582681 \n", "206 2.002177 2915717 \n", "126 2.164675 2611377 \n", "15 2.231034 1656965 \n", "73 2.345776 2055396 \n", "165 2.256277 2040781 \n", "18 2.226193 1693996 \n", "167 2.261379 2496118 \n", "93 2.325419 2183936 \n", "75 2.330738 2207837 \n", "55 2.322738 1962270 \n", "147 2.082599 2836456 \n", "109 2.195304 2411983 \n", "108 2.242511 2352861 \n", "142 2.168357 2414282 \n", "25 2.210556 1591553 \n", "125 2.179483 2422806 \n", "16 2.212579 1378120 \n", "172 2.191253 2324009 \n", "191 2.145128 2735320 \n", "69 2.340196 2004980 \n", "101 2.268323 2371622 \n", "67 2.332576 2025336 \n", "104 2.266156 2141122 \n", "132 2.199894 2423291 \n", "207 2.033782 3149970 \n", "95 2.303197 2284146 \n", "82 2.344663 1948616 \n", "159 2.363157 1970206 \n", "196 2.103108 2787442 \n", "162 2.219335 2330538 \n", "\n", " Outpatient_Attendance_Type_2 year month \n", "30 4036156 2009 10 \n", "171 5511217 2021 7 \n", "84 4795500 2014 4 \n", "198 6097666 2023 10 \n", "60 4120582 2012 4 \n", "155 4766533 2020 3 \n", "45 4141798 2011 1 \n", "181 5733146 2022 5 \n", "9 3493818 2008 1 \n", "195 5759863 2023 7 \n", "136 5328230 2018 8 \n", "186 5436686 2022 10 \n", "206 5837782 2024 6 \n", "126 5652782 2017 10 \n", "15 3696745 2008 7 \n", "73 4821499 2013 5 \n", "165 4604568 2021 1 \n", "18 3771162 2008 10 \n", "167 5644670 2021 3 \n", "93 5078566 2015 1 \n", "75 5145889 2013 7 \n", "55 4557839 2011 11 \n", "147 5907201 2019 7 \n", "109 5295036 2016 5 \n", "108 5276317 2016 4 \n", "142 5235025 2019 2 \n", "25 3518217 2009 5 \n", "125 5280464 2017 9 \n", "16 3049199 2008 8 \n", "172 5092491 2021 8 \n", "191 5867612 2023 3 \n", "69 4692046 2013 1 \n", "101 5379604 2015 9 \n", "67 4724250 2012 11 \n", "104 4852117 2015 12 \n", "132 5330984 2018 4 \n", "207 6406353 2024 7 \n", "95 5260838 2015 3 \n", "82 4568847 2014 2 \n", "159 4655907 2020 7 \n", "196 5840236 2023 8 \n", "162 5172244 2020 10 " ] }, "execution_count": 1786, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_test" ] }, { "cell_type": "code", "execution_count": 1787, "metadata": {}, "outputs": [], "source": [ "test_df = y_test.to_frame()" ] }, { "cell_type": "code", "execution_count": 1788, "metadata": {}, "outputs": [], "source": [ "a = np.array(test_df['cpih_medical'])" ] }, { "cell_type": "code", "execution_count": 1789, "metadata": {}, "outputs": [], "source": [ "# predict on first row of test data\n", "p = best_model.predict(X_test)" ] }, { "cell_type": "code", "execution_count": 1790, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 1790, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "x = monthly_data_medical['date']\n", "y = monthly_data_medical['value'] \n", "plt.plot(x, y, label='cpih_medical')" ] }, { "cell_type": "code", "execution_count": 1791, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1791, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from datetime import datetime\n", "dates = pd.to_datetime(joined_data[['year','month']].assign(day=1))\n", "dates = list(dates)\n", "plt.plot(dates, best_model.predict(input_data), label='Predicted cpih_medical')\n", "plt.plot(dates, target, label='Actual cpih_medical')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1792, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mean Squared Error: 0.21376743121693145\n", "R2 Score: 0.8287507329043233\n", "Mean Absolute Error: 0.3460714285714283\n" ] } ], "source": [ "# metrics\n", "from sklearn.metrics import mean_squared_error, r2_score, mean_absolute_error\n", "\n", "mse = mean_squared_error(y_test, best_model.predict(X_test))\n", "r2 = r2_score(y_test, best_model.predict(X_test))\n", "mae = mean_absolute_error(y_test, best_model.predict(X_test))\n", "print(f'Mean Squared Error: {mse}')\n", "print(f'R2 Score: {r2}')\n", "print(f'Mean Absolute Error: {mae}')" ] }, { "cell_type": "code", "execution_count": 1793, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=150, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=150, random_state=42)" ] }, "execution_count": 1793, "metadata": {}, "output_type": "execute_result" } ], "source": [ "one_pred_data = input_data[['cpih','year']]\n", "X_train_one, X_test_one, y_train_one, y_test_one = train_test_split(one_pred_data, target, test_size=0.4, random_state=42)\n", "model_one = RandomForestRegressor(n_estimators=150, criterion='poisson', random_state=42)\n", "model_one.fit(X_train_one, y_train_one)" ] }, { "cell_type": "code", "execution_count": 1794, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.7237554919366846" ] }, "execution_count": 1794, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model_one.score(X_test_one, y_test_one)" ] }, { "cell_type": "code", "execution_count": 1795, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1795, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from datetime import datetime\n", "dates = pd.to_datetime(joined_data[['year','month']].assign(day=1))\n", "dates = list(dates)\n", "plt.plot(dates, model_one.predict(one_pred_data), label='Predicted cpih_medical with cpih and year')\n", "plt.plot(dates, target, label='Actual cpih_medical')\n", "plt.plot(dates, best_model.predict(input_data), label='Predicted cpih_medical with all features')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1796, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1796, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(dates, abs(model_one.predict(one_pred_data) - target), label='Error with cpih and year')\n", "plt.plot(dates, abs(best_model.predict(input_data) - target), label='Error with all features')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1797, "metadata": {}, "outputs": [], "source": [ "# Use Prophet for time series modeling\n", "from prophet import Prophet\n", "\n", "input_data['ds'] = dates" ] }, { "cell_type": "code", "execution_count": 1798, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Timestamp('2007-04-01 00:00:00'),\n", " Timestamp('2007-05-01 00:00:00'),\n", " Timestamp('2007-06-01 00:00:00'),\n", " Timestamp('2007-07-01 00:00:00'),\n", " Timestamp('2007-08-01 00:00:00'),\n", " Timestamp('2007-09-01 00:00:00'),\n", " Timestamp('2007-10-01 00:00:00'),\n", " Timestamp('2007-11-01 00:00:00'),\n", " Timestamp('2007-12-01 00:00:00'),\n", " Timestamp('2008-01-01 00:00:00'),\n", " Timestamp('2008-02-01 00:00:00'),\n", " Timestamp('2008-03-01 00:00:00'),\n", " Timestamp('2008-04-01 00:00:00'),\n", " Timestamp('2008-05-01 00:00:00'),\n", " Timestamp('2008-06-01 00:00:00'),\n", " Timestamp('2008-07-01 00:00:00'),\n", " Timestamp('2008-08-01 00:00:00'),\n", " Timestamp('2008-09-01 00:00:00'),\n", " Timestamp('2008-10-01 00:00:00'),\n", " Timestamp('2008-11-01 00:00:00'),\n", " Timestamp('2008-12-01 00:00:00'),\n", " Timestamp('2009-01-01 00:00:00'),\n", " Timestamp('2009-02-01 00:00:00'),\n", " Timestamp('2009-03-01 00:00:00'),\n", " Timestamp('2009-04-01 00:00:00'),\n", " Timestamp('2009-05-01 00:00:00'),\n", " Timestamp('2009-06-01 00:00:00'),\n", " Timestamp('2009-07-01 00:00:00'),\n", " Timestamp('2009-08-01 00:00:00'),\n", " Timestamp('2009-09-01 00:00:00'),\n", " Timestamp('2009-10-01 00:00:00'),\n", " Timestamp('2009-11-01 00:00:00'),\n", " Timestamp('2009-12-01 00:00:00'),\n", " Timestamp('2010-01-01 00:00:00'),\n", " Timestamp('2010-02-01 00:00:00'),\n", " Timestamp('2010-03-01 00:00:00'),\n", " Timestamp('2010-04-01 00:00:00'),\n", " Timestamp('2010-05-01 00:00:00'),\n", " Timestamp('2010-06-01 00:00:00'),\n", " Timestamp('2010-07-01 00:00:00'),\n", " Timestamp('2010-08-01 00:00:00'),\n", " Timestamp('2010-09-01 00:00:00'),\n", " Timestamp('2010-10-01 00:00:00'),\n", " Timestamp('2010-11-01 00:00:00'),\n", " Timestamp('2010-12-01 00:00:00'),\n", " Timestamp('2011-01-01 00:00:00'),\n", " Timestamp('2011-02-01 00:00:00'),\n", " Timestamp('2011-03-01 00:00:00'),\n", " Timestamp('2011-04-01 00:00:00'),\n", " Timestamp('2011-05-01 00:00:00'),\n", " Timestamp('2011-06-01 00:00:00'),\n", " Timestamp('2011-07-01 00:00:00'),\n", " Timestamp('2011-08-01 00:00:00'),\n", " Timestamp('2011-09-01 00:00:00'),\n", " Timestamp('2011-10-01 00:00:00'),\n", " Timestamp('2011-11-01 00:00:00'),\n", " Timestamp('2011-12-01 00:00:00'),\n", " Timestamp('2012-01-01 00:00:00'),\n", " Timestamp('2012-02-01 00:00:00'),\n", " Timestamp('2012-03-01 00:00:00'),\n", " Timestamp('2012-04-01 00:00:00'),\n", " Timestamp('2012-05-01 00:00:00'),\n", " Timestamp('2012-06-01 00:00:00'),\n", " Timestamp('2012-07-01 00:00:00'),\n", " Timestamp('2012-08-01 00:00:00'),\n", " Timestamp('2012-09-01 00:00:00'),\n", " Timestamp('2012-10-01 00:00:00'),\n", " Timestamp('2012-11-01 00:00:00'),\n", " Timestamp('2012-12-01 00:00:00'),\n", " Timestamp('2013-01-01 00:00:00'),\n", " Timestamp('2013-02-01 00:00:00'),\n", " Timestamp('2013-03-01 00:00:00'),\n", " Timestamp('2013-04-01 00:00:00'),\n", " Timestamp('2013-05-01 00:00:00'),\n", " Timestamp('2013-06-01 00:00:00'),\n", " Timestamp('2013-07-01 00:00:00'),\n", " Timestamp('2013-08-01 00:00:00'),\n", " Timestamp('2013-09-01 00:00:00'),\n", " Timestamp('2013-10-01 00:00:00'),\n", " Timestamp('2013-11-01 00:00:00'),\n", " Timestamp('2013-12-01 00:00:00'),\n", " Timestamp('2014-01-01 00:00:00'),\n", " Timestamp('2014-02-01 00:00:00'),\n", " Timestamp('2014-03-01 00:00:00'),\n", " Timestamp('2014-04-01 00:00:00'),\n", " Timestamp('2014-05-01 00:00:00'),\n", " Timestamp('2014-06-01 00:00:00'),\n", " Timestamp('2014-07-01 00:00:00'),\n", " Timestamp('2014-08-01 00:00:00'),\n", " Timestamp('2014-09-01 00:00:00'),\n", " Timestamp('2014-10-01 00:00:00'),\n", " Timestamp('2014-11-01 00:00:00'),\n", " Timestamp('2014-12-01 00:00:00'),\n", " Timestamp('2015-01-01 00:00:00'),\n", " Timestamp('2015-02-01 00:00:00'),\n", " Timestamp('2015-03-01 00:00:00'),\n", " Timestamp('2015-04-01 00:00:00'),\n", " Timestamp('2015-05-01 00:00:00'),\n", " Timestamp('2015-06-01 00:00:00'),\n", " Timestamp('2015-07-01 00:00:00'),\n", " Timestamp('2015-08-01 00:00:00'),\n", " Timestamp('2015-09-01 00:00:00'),\n", " Timestamp('2015-10-01 00:00:00'),\n", " Timestamp('2015-11-01 00:00:00'),\n", " Timestamp('2015-12-01 00:00:00'),\n", " Timestamp('2016-01-01 00:00:00'),\n", " Timestamp('2016-02-01 00:00:00'),\n", " Timestamp('2016-03-01 00:00:00'),\n", " Timestamp('2016-04-01 00:00:00'),\n", " Timestamp('2016-05-01 00:00:00'),\n", " Timestamp('2016-06-01 00:00:00'),\n", " Timestamp('2016-07-01 00:00:00'),\n", " Timestamp('2016-08-01 00:00:00'),\n", " Timestamp('2016-09-01 00:00:00'),\n", " Timestamp('2016-10-01 00:00:00'),\n", " Timestamp('2016-11-01 00:00:00'),\n", " Timestamp('2016-12-01 00:00:00'),\n", " Timestamp('2017-01-01 00:00:00'),\n", " Timestamp('2017-02-01 00:00:00'),\n", " Timestamp('2017-03-01 00:00:00'),\n", " Timestamp('2017-04-01 00:00:00'),\n", " Timestamp('2017-05-01 00:00:00'),\n", " Timestamp('2017-06-01 00:00:00'),\n", " Timestamp('2017-07-01 00:00:00'),\n", " Timestamp('2017-08-01 00:00:00'),\n", " Timestamp('2017-09-01 00:00:00'),\n", " Timestamp('2017-10-01 00:00:00'),\n", " Timestamp('2017-11-01 00:00:00'),\n", " Timestamp('2017-12-01 00:00:00'),\n", " Timestamp('2018-01-01 00:00:00'),\n", " Timestamp('2018-02-01 00:00:00'),\n", " Timestamp('2018-03-01 00:00:00'),\n", " Timestamp('2018-04-01 00:00:00'),\n", " Timestamp('2018-05-01 00:00:00'),\n", " Timestamp('2018-06-01 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00:00:00'),\n", " Timestamp('2020-08-01 00:00:00'),\n", " Timestamp('2020-09-01 00:00:00'),\n", " Timestamp('2020-10-01 00:00:00'),\n", " Timestamp('2020-11-01 00:00:00'),\n", " Timestamp('2020-12-01 00:00:00'),\n", " Timestamp('2021-01-01 00:00:00'),\n", " Timestamp('2021-02-01 00:00:00'),\n", " Timestamp('2021-03-01 00:00:00'),\n", " Timestamp('2021-04-01 00:00:00'),\n", " Timestamp('2021-05-01 00:00:00'),\n", " Timestamp('2021-06-01 00:00:00'),\n", " Timestamp('2021-07-01 00:00:00'),\n", " Timestamp('2021-08-01 00:00:00'),\n", " Timestamp('2021-09-01 00:00:00'),\n", " Timestamp('2021-10-01 00:00:00'),\n", " Timestamp('2021-11-01 00:00:00'),\n", " Timestamp('2021-12-01 00:00:00'),\n", " Timestamp('2022-01-01 00:00:00'),\n", " Timestamp('2022-02-01 00:00:00'),\n", " Timestamp('2022-03-01 00:00:00'),\n", " Timestamp('2022-04-01 00:00:00'),\n", " Timestamp('2022-05-01 00:00:00'),\n", " Timestamp('2022-06-01 00:00:00'),\n", " Timestamp('2022-07-01 00:00:00'),\n", " Timestamp('2022-08-01 00:00:00'),\n", " Timestamp('2022-09-01 00:00:00'),\n", " Timestamp('2022-10-01 00:00:00'),\n", " Timestamp('2022-11-01 00:00:00'),\n", " Timestamp('2022-12-01 00:00:00'),\n", " Timestamp('2023-01-01 00:00:00'),\n", " Timestamp('2023-02-01 00:00:00'),\n", " Timestamp('2023-03-01 00:00:00'),\n", " Timestamp('2023-04-01 00:00:00'),\n", " Timestamp('2023-05-01 00:00:00'),\n", " Timestamp('2023-06-01 00:00:00'),\n", " Timestamp('2023-07-01 00:00:00'),\n", " Timestamp('2023-08-01 00:00:00'),\n", " Timestamp('2023-09-01 00:00:00'),\n", " Timestamp('2023-10-01 00:00:00'),\n", " Timestamp('2023-11-01 00:00:00'),\n", " Timestamp('2023-12-01 00:00:00'),\n", " Timestamp('2024-01-01 00:00:00'),\n", " Timestamp('2024-02-01 00:00:00'),\n", " Timestamp('2024-03-01 00:00:00'),\n", " Timestamp('2024-04-01 00:00:00'),\n", " Timestamp('2024-05-01 00:00:00'),\n", " Timestamp('2024-06-01 00:00:00'),\n", " Timestamp('2024-07-01 00:00:00'),\n", " Timestamp('2024-08-01 00:00:00')]" ] }, "execution_count": 1798, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dates" ] }, { "cell_type": "code", "execution_count": 1799, "metadata": {}, "outputs": [], "source": [ "train, test = input_data[int(len(input_data)*0.7):int(len(input_data)*0.9)], input_data[int(len(input_data)*0.9):]" ] }, { "cell_type": "code", "execution_count": 1800, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/var/folders/c7/tz9fbdy52kg7nrm3g0wp_tv00000gn/T/ipykernel_7102/2485869112.py:1: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " train['y'] = target.iloc[int(len(input_data)*0.7):int(len(input_data)*0.9)]\n" ] } ], "source": [ "train['y'] = target.iloc[int(len(input_data)*0.7):int(len(input_data)*0.9)]\n" ] }, { "cell_type": "code", "execution_count": 1801, "metadata": {}, "outputs": [], "source": [ "train = train[['ds', 'y']]" ] }, { "cell_type": "code", "execution_count": 1802, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "14:17:12 - cmdstanpy - INFO - Chain [1] start processing\n", "14:17:12 - cmdstanpy - INFO - Chain [1] done processing\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 1802, "metadata": {}, "output_type": "execute_result" } ], "source": [ "m = Prophet()\n", "m.fit(train)" ] }, { "cell_type": "code", "execution_count": 1803, "metadata": {}, "outputs": [], "source": [ "test = test[['ds']]" ] }, { "cell_type": "code", "execution_count": 1804, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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ds
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dsyhatyhat_loweryhat_upper
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\n", "
" ], "text/plain": [ " ds yhat yhat_lower yhat_upper\n", "16 2024-04-01 5.309683 4.360297 6.179540\n", "17 2024-05-01 5.065077 4.181667 5.970506\n", "18 2024-06-01 5.204141 4.354212 6.049536\n", "19 2024-07-01 6.129507 5.218126 7.089581\n", "20 2024-08-01 5.997986 5.049507 6.841272" ] }, "execution_count": 1805, "metadata": {}, "output_type": "execute_result" } ], "source": [ "forecast = m.predict(test)\n", "forecast[['ds', 'yhat', 'yhat_lower', 'yhat_upper']].tail()\n" ] }, { "cell_type": "code", "execution_count": 1806, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot = m.plot(forecast)" ] }, { "cell_type": "code", "execution_count": 1807, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "components = m.plot_components(forecast)" ] }, { "cell_type": "code", "execution_count": 1808, "metadata": {}, "outputs": [], "source": [ "joined_data.to_csv('quanti_data/joined_data.csv', index=False)" ] }, { "cell_type": "code", "execution_count": 1809, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)" ] }, "execution_count": 1809, "metadata": {}, "output_type": "execute_result" } ], "source": [ "recent = joined_data[(joined_data['year'] >= 2024)& (joined_data['month'] >= 5)]\n", "old = joined_data[(joined_data['year'] < 2024) | (joined_data['month'] < 5)]\n", "\n", "target, data = old['cpih_medical'], old.drop(columns=['cpih_medical'])\n", "\n", "X_train, X_test, y_train, y_test = train_test_split(data, target, test_size=0.2, random_state=42)\n", "model = RandomForestRegressor(n_estimators=200,criterion='poisson', random_state=42)\n", "model.fit(X_train, y_train)\n" ] }, { "cell_type": "code", "execution_count": 1810, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.8077768006617122" ] }, "execution_count": 1810, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.score(X_test, y_test)" ] }, { "cell_type": "code", "execution_count": 1811, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)" ] }, "execution_count": 1811, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.fit(data, target)" ] }, { "cell_type": "code", "execution_count": 1812, "metadata": {}, "outputs": [], "source": [ "dates = pd.to_datetime(recent[['year','month']].assign(day=1))" ] }, { "cell_type": "code", "execution_count": 1813, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1813, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(dates, model.predict(recent.drop(columns=['cpih_medical'])), label='Predicted cpih_medical')\n", "plt.plot(dates, recent['cpih_medical'], label='Actual cpih_medical')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1814, "metadata": {}, "outputs": [], "source": [ "joined_data['quarter'] = joined_data['month'].apply(lambda x: (x-1)//3 + 1)" ] }, { "cell_type": "code", "execution_count": 1815, "metadata": {}, "outputs": [], "source": [ "lag_test_data = joined_data.copy()\n", "for lag in range(1, 4): # Lag by 1, 2, and 3 months\n", " lag_test_data[f'cpih_medical_lag_{lag}'] = joined_data['cpih_medical'].shift(lag)\n", " lag_test_data[f'cpih_lag_{lag}'] = joined_data['cpih'].shift(lag)\n" ] }, { "cell_type": "code", "execution_count": 1816, "metadata": {}, "outputs": [], "source": [ "lag_test_data = lag_test_data.dropna()" ] }, { "cell_type": "code", "execution_count": 1817, "metadata": {}, "outputs": [], "source": [ "old, recent = lag_test_data[lag_test_data['year'] < 2024], lag_test_data[lag_test_data['year'] >= 2024]\n", "\n", "target, data = old['cpih_medical'], old.drop(columns=['cpih_medical'])\n" ] }, { "cell_type": "code", "execution_count": 1818, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', random_state=42)" ] }, "execution_count": 1818, "metadata": {}, "output_type": "execute_result" } ], "source": [ "X_train, X_test, y_train, y_test = train_test_split(data, target, test_size=0.2, random_state=42)\n", "model = RandomForestRegressor(n_estimators=100, criterion='poisson', random_state=42)\n", "model.fit(X_train, y_train)" ] }, { "cell_type": "code", "execution_count": 1819, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.7708450165840202" ] }, "execution_count": 1819, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.score(X_test, y_test)" ] }, { "cell_type": "code", "execution_count": 1820, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
21cpih_medical_lag_10.633301
23cpih_medical_lag_20.152079
0cpih0.066691
18year0.024363
15Outpatient_Follow_Up_Attendance0.019122
26cpih_lag_30.010712
22cpih_lag_10.008224
9APC_Emergency0.007911
25cpih_medical_lag_30.006765
24cpih_lag_20.006605
19month0.006484
6APC_Day_Case_Episodes_with_proc0.006281
13Outpatient_DNA_Appointment0.005951
1APC_Finished_Consultant0.005883
10Outpatient_Total_Appointments0.004855
4APC_Ordinary_Episodes0.004096
11Outpatient_Attended_Appointments0.004020
16Outpatient_Attendance_Type_10.003972
17Outpatient_Attendance_Type_20.003784
8APC_Finished_Admission_Episodes0.003739
3APC_Percent_FCEs_with_procedure0.003713
20quarter0.003014
5APC_Day_Case_Episodes0.002795
2APC_FCEs_with_a_procedure0.002133
12Outpatient_Percent_Attended0.001685
7APC_Percent_Day_Cases_with_proc0.000976
14Outpatient_Percent_DNA0.000846
\n", "
" ], "text/plain": [ " Feature Importance\n", "21 cpih_medical_lag_1 0.633301\n", "23 cpih_medical_lag_2 0.152079\n", "0 cpih 0.066691\n", "18 year 0.024363\n", "15 Outpatient_Follow_Up_Attendance 0.019122\n", "26 cpih_lag_3 0.010712\n", "22 cpih_lag_1 0.008224\n", "9 APC_Emergency 0.007911\n", "25 cpih_medical_lag_3 0.006765\n", "24 cpih_lag_2 0.006605\n", "19 month 0.006484\n", "6 APC_Day_Case_Episodes_with_proc 0.006281\n", "13 Outpatient_DNA_Appointment 0.005951\n", "1 APC_Finished_Consultant 0.005883\n", "10 Outpatient_Total_Appointments 0.004855\n", "4 APC_Ordinary_Episodes 0.004096\n", "11 Outpatient_Attended_Appointments 0.004020\n", "16 Outpatient_Attendance_Type_1 0.003972\n", "17 Outpatient_Attendance_Type_2 0.003784\n", "8 APC_Finished_Admission_Episodes 0.003739\n", "3 APC_Percent_FCEs_with_procedure 0.003713\n", "20 quarter 0.003014\n", "5 APC_Day_Case_Episodes 0.002795\n", "2 APC_FCEs_with_a_procedure 0.002133\n", "12 Outpatient_Percent_Attended 0.001685\n", "7 APC_Percent_Day_Cases_with_proc 0.000976\n", "14 Outpatient_Percent_DNA 0.000846" ] }, "execution_count": 1820, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = model.feature_importances_\n", "importance_df = pd.DataFrame({\n", " 'Feature': X_train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1821, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1821, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dates = pd.to_datetime(data[['year','month']].assign(day=1))\n", "plt.plot(dates, model.predict(data), label='Predicted cpih_medical')\n", "plt.plot(dates, target, label='Actual cpih_medical') \n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1822, "metadata": {}, "outputs": [], "source": [ "from sklearn.metrics import mean_squared_error, r2_score, mean_absolute_error\n", "mse = mean_squared_error(target, model.predict(data))\n", "r2 = r2_score(target, model.predict(data))\n", "mae = mean_absolute_error(target, model.predict(data))" ] }, { "cell_type": "code", "execution_count": 1823, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mean Squared Error: 0.07\n", "R2 Score: 0.93\n", "Mean Absolute Error: 0.15\n" ] } ], "source": [ "print(f'Mean Squared Error: {mse:0.2f}')\n", "print(f'R2 Score: {r2:0.2f}')\n", "print(f'Mean Absolute Error: {mae:0.2f}')\n", "\n" ] }, { "cell_type": "code", "execution_count": 1824, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1824, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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VxU09PlvEFVA9FLJSIXFx5dQlIlIChRQRV5CTCUl/mtsx5wkpbu4Q29/c3jKzwssSETkfhRQRV7BrKeRnQ0B9CGly/vcW3gl522zIz63w0qRqsdlszJw5s8L2v3DhQmw2m3312M8++4ygoKAKO155uvvuuxk4cKD95x49evDII49U2P6rAoUUEVdgn3rc69ypx2eL6Ay+teDkMXNdFXFIy5cvx93dneuuu67Mn42KimLixInlX1Ql6Ny5MykpKQQGBlpdyiX7/vvvefnll60uw6EppIi4gvNNPT6buwfEXm9ua5aPw5o8eTIPPfQQixcvZt++fVaXU2m8vLyoU6cOtguFbSdQs2ZN/P39rS7DoSmkiFR1RxLg6E5w84Do7qX7TOEsn62zIT+vwkpzOIYBORmV/yjjfV5PnDjB9OnTeeCBB7juuuv47LPPznnPTz/9RIcOHahWrRq1atWy39G4R48e7Nq1i0cffRSbzWb/sn/xxRe57LLLiuxj4sSJREVF2X9etWoVvXv3platWgQGBtK9e3f+/vvvMtVeUFDAv//9b2JiYvD29iYiIoJXX30VgKSkJGw2G9OmTaNz585Uq1aNFi1asGjRIvvnz+7uKTRv3jxiY2Px8/OjX79+pKSklKqewi6S8ePHU7t2bYKCgnjppZfIy8vjySefpGbNmtSvX58pU6YU+VxycjK33XYbQUFB1KxZkwEDBpCUlGT/fX5+Po899hhBQUEEBwfz1FNPcfb9fM/u7snOzubpp58mPDwcb29vYmJimDx5sn1/w4cPJzo6Gh8fH5o0acK7775bqnN0ZlpxVqSq27HAfI7oBNVKeRfSqK7gUxMyD8PuZRB9ZcXV50hyM2F83co/7rP7wKt6qd8+Y8YMmjZtSpMmTbjzzjt55JFHGDt2rD1wzJkzhxtvvJF//vOffPHFF+Tk5DB37lzA7GJo3bo19913HyNGjChTmenp6QwbNoz3338fwzCYMGEC1157Ldu3by91i8DYsWP5v//7P9555x26du1KSkoK27ZtK/KeJ598kokTJ9KsWTPefvtt+vfvT2JiIsHBwcXuMzMzk7feeov//e9/uLm5ceedd/LEE0/w1Vdflaqm33//nfr167N48WKWLl3K8OHDWbZsGVdeeSV//fUX06dP5/7776d3797Ur1+f3Nxc+vbtS6dOnViyZAkeHh688sor9OvXjw0bNuDl5cWECRP47LPP+PTTT4mNjWXChAn88MMPXHXVVSXWMXToUJYvX857771H69atSUxM5PDhw4AZ7urXr88333xDcHAwy5Yt47777iMsLIzbbrutVOfpjBRSRKq6wqnHMVeX/jPuntD0Olj7P9g803VCipOYPHkyd955JwD9+vUjNTWVRYsW0aNHDwBeffVV7rjjDsaNG2f/TOvWrQGzi8Hd3R1/f3/q1KlTpuOe/QX78ccfExQUxKJFi7j++usv+Pn09HTeffddPvjgA4YNGwZAw4YN6dq1a5H3Pfjgg9x8880ATJo0iV9++YXJkyfz1FNPFbvf3NxcPvroIxo2bGj//EsvvVTq86pZsybvvfcebm5uNGnShH//+99kZmby7LPPAmawev311/nzzz+54447mD59OgUFBXzyySf2YDhlyhSCgoJYuHAhffr0YeLEiYwdO5abbroJgI8++oh58+aVWEN8fDwzZsxg/vz59Opldss2aNDA/ntPT88if57R0dEsX76cGTNmKKSIiJPKzTq93sn5ph4Xp9lAM6Rs/QmufdOcnlzVefqarRpWHLeU4uLiWLlyJT/88AMAHh4e3H777UyePNkeUtatW1fmVpLSOHDgAP/6179YuHAhBw8eJD8/n8zMTHbv3l2qz2/dupXs7Gyuvvr8gblTp072bQ8PD9q3b8/WrVtLfL+vr689oACEhYVx8ODBUtUE0Lx5c9zcTo9+qF27Ni1atLD/7O7uTnBwsH2f69evZ8eOHee0HmVlZZGQkEBqaiopKSl07NjxnPM4u8un0Lp163B3d6d795K7ZD/88EM+/fRTdu/ezcmTJ8nJyTmni66qUUgRqcp2L4O8k+AfBrWbl+2zDbpDtSDIOAi7V0BUlwop0aHYbGXqdrHC5MmTycvLo27d091ShmHg7e3NBx98QGBgID4+PmXer5ub2zlfoLm5RaegDxs2jCNHjvDuu+8SGRmJt7c3nTp1IiendKsTX0xdpeHp6VnkZ5vNVmIYKO3ni3utoKAAMMcEtWvXrtjupJCQkFIf90wXujbTpk3jiSeeYMKECXTq1Al/f3/efPNN/vrrr4s6nrPQwFmRqmz7GV09ZZ0NUdjlA1rYzUHk5eXxxRdfMGHCBNatW2d/rF+/nrp16zJ16lQAWrVqxYIFC0rcj5eXF/n5+UVeCwkJYf/+/UW+3NetW1fkPUuXLmXMmDFce+21NG/eHG9vb/uYidJo1KgRPj4+560NYMWKFfbtvLw81qxZQ2xsbKmPU9Hatm3L9u3bCQ0NJSYmpsgjMDCQwMBAwsLCigSIwvMoScuWLSkoKCgySPhMS5cupXPnzowaNYo2bdoQExNDQkJCuZ+bo1FIEanKyjL1uDjNBpjPW2bBqX9FinVmz57NsWPHGD58OC1atCjyuPnmm+0zQV544QWmTp3KCy+8wNatW9m4cSNvvPGGfT9RUVEsXryYvXv32kNGjx49OHToEP/+979JSEjgww8/5Oeffy5y/EaNGvG///2PrVu38tdffzFkyJAytY5Uq1aNp59+mqeeeoovvviChIQEVqxYYa+70IcffsgPP/zAtm3bGD16NMeOHeOee+652MtW7oYMGUKtWrUYMGAAS5YsITExkYULFzJmzBj27NkDwMMPP8zrr7/OzJkz2bZtG6NGjTpnRtKZoqKiGDZsGPfccw8zZ86073PGjBmAee1Xr17NvHnziI+P57nnnmPVqlWVcbqWUkgRqaqO7YLD8WBzhwY9L24fDXqAdyCc2A97VpZreVJ2kydPplevXsUuZHbzzTezevVqNmzYQI8ePfjmm2+YNWsWl112GVdddRUrV57+83vppZdISkqiYcOG9u6J2NhY/vOf//Dhhx/SunVrVq5cyRNPPHHO8Y8dO0bbtm256667GDNmDKGhoWU6h+eee47HH3+c559/ntjYWG6//fZzxo+8/vrrvP7667Ru3Zo///yTWbNmUatWrTIdpyL5+vqyePFiIiIiuOmmm4iNjWX48OFkZWUREGDOoHv88ce56667GDZsmL17pnAaeEkmTZrELbfcwqhRo2jatCkjRowgIyMDgPvvv5+bbrqJ22+/nY4dO3LkyBFGjRpV4edqNZtRlo47i6SlpREYGEhqaqr9PwARuYBVk2HOY+bU43t+ufj9fH8/bJgGV4yCfq+VX30Wy8rKIjExkejoaKpVq2Z1OYK5Tkp0dDRr166t8gNCq5Lz/V261O9vtaSIVFWF66OUZepxcexdPj+qy0dEKpVCikhVlJcDiacG4JV16vHZGl4FXv6Qthf2ljzwT8QR+fn5lfhYskT3pnJ0moIsUhXtXg45J6B6CNRpdWn78qwGTfrBxm/MWT7hHcqlRJGzRUVFlWnqcGmcPUPpTPXq1SvXY0n5U0gRqYrsq8z2ArdyaDBtNuBUSJkFfV4p+3RmEYvExMRYXYJcAnX3iFRFZ4aU8hDTCzyrQ+pu2Fe2G8o5OieYOyDi0Cry71CZQ8revXu58847CQ4OxsfHh5YtW7J69epSfXbp0qV4eHho1LZIRUrdCwe3gM3NHE9SHjx9oHFfc3vLj+WzT4sVriiamZlpcSUizq3w79DZq/SWhzJ19xw7dowuXbrQs2dPfv75Z0JCQti+fTs1atS44GePHz/O0KFDufrqqzlw4MBFFywiF1DYilKvHfjWLL/9NhsAm783Q0qvcU7f5ePu7k5QUJB9jQ5fX1/7zeJE5MIMwyAzM5ODBw8SFBSEu3v539+rTCHljTfeIDw8nClTpthfi46OLtVnR44cyeDBg3F3d2fmzJllKlJEyuBSV5ktSaPe4OEDx5IgZT3Uvax892+BwrsAl+VmdCJSVFBQUJnvqF1aZQops2bNom/fvtx6660sWrSIevXqMWrUqAvebXPKlCns3LmTL7/8kldeeeWCx8nOziY7O9v+c1paWlnKFHFd+bmws5ymHp/Nq7oZVLbOMltTqkBIsdlshIWFERoaes7N9ETkwjw9PSukBaVQmULKzp07mTRpEo899hjPPvssq1atYsyYMXh5eTFs2LBiP7N9+3aeeeYZlixZgodH6Q732muvMW7cuLKUJiIAySshOw18alZMiGg+8FRImQlXP+/0XT6F3N3dK/R/tCJycco0cLagoIC2bdsyfvx42rRpw3333ceIESP46KOPin1/fn4+gwcPZty4cTRu3LjUxxk7diypqan2R3JyclnKFHFdO86467FbBXzpNuoDHtXg6E44sKn89y8icoYyhZSwsDCaNWtW5LXY2Fh2795d7PvT09NZvXo1Dz74IB4eHnh4ePDSSy+xfv16PDw8+P3334v9nLe3NwEBAUUeIlIK9vEo5dzVU8jb//RYlyoyy0dEHFeZQkqXLl2Ii4sr8lp8fDyRkZHFvj8gIICNGzeybt06+2PkyJE0adKEdevW0bFjx4uvXESKSt8P+zea2+U19bg4zQaaz5tngtYYEZEKVKYxKY8++iidO3dm/Pjx3HbbbaxcuZKPP/6Yjz/+2P6esWPHsnfvXr744gvc3Nxo0aJFkX2EhoZSrVq1c14XkUtUeEPBum3AL6TijtO4L7h7wZHtcHAr1G524c+IiFyEMrWkdOjQgR9++IGpU6fSokULXn75ZSZOnMiQIUPs70lJSSmx+0dEKlBFTT0+W7UAaHjqzsrq8hGRCmQznGBN6LS0NAIDA0lNTdX4FJHi5OfBmw0h6zjc8ytEVHBX6vpp8MP9EBILo1dU7LFExGld6ve37t0jUhXsXWMGlGpB5kqzFa1xP3DzhENb4VDchd8vInIRFFJEqoLCqccNe4J7Jdzc3CfIPBaoy0dEKoxCikhVUNFTj4vTbID5rJAiIhVEIUXE2Z04BPvWmtsxV1fecZtcC24e5qJuh3dU3nFFxGUopIg4u4RTiyLWaQn+FXOTr2L51oTo7ub2lpmVd1wRcRkKKSLOzoqunkLq8hGRCqSQIuLMCvJPL+JW0eujFKfp9WBzh/0bzPv5iIiUI4UUEWe2bx2cPAreARB+eeUfv3owRHczt7fMqvzji0iVppAi4swKpx436A7untbUYO/ymWnN8UWkylJIEXFmVo5HKdS0P9jczBlGx3ZZV4eIVDkKKSLOKvMo7FltblsxHqWQXwhEdjG3t6rLR0TKj0KKiLNK+B0wILQZBNaztpbCLp/NMy0tQ0SqFoUUEWdVOB7FylaUQrE3ADbYuxqOJ1tdjYhUEQopIs6ooMDaqcdn868NkZ3N7a0/WVuLiFQZCikizmj/Bsg4CJ7VIaKT1dWYNMtHRMqZQoqIMyqc1dOgO3h4WVtLodj+5nPyX5C2z9paRKRKUEgRcUaO1NVTKKAuhF9hbqvLR0TKgUKKiLM5eRySV5rbjhRSQPfyEZFypZAi4mx2LgQjH2o1hhqRVldTVGGXz65lkL7f2lpExOkppIg4G0dYZbYkQeFQrz1gqMtHRC6ZQoqIMzGMM8ajXG1tLSVpPtB8VpePiFwihRQRZ3JgM6SngIfP6aXoHU3sDebzrqVw4pC1tYiIU1NIEXEmhV090d3As5q1tZSkRiTUbQNGAWxTl4+IXDyFFBFnYu/qccDxKGdqNtB8VpePiFwChRQRZ5GVBruXm9uNHGzq8dmanerySVwCGUesrUVEnJZCioizSFwMBXlQs4H5cGQ1G0CdVuZU6W2zra5GRJyUQoqIs3DkqcfF0cJuInKJFFJEnIFhwPbfzG1HW2W2JIXjUhIXQeZRS0sREeekkCLiDA7FQdoecPeGqK5WV1M6tWKgdguziypurtXViIgTUkgRcQaFXT1RXcHL19paykJdPiJyCRRSRJzBDifr6ilU2OWT8Id5Y0QRkTJQSBFxdNknzBv2ATRykkGzhUIaQ0gsFORC/C9WVyMiTkYhRcTRJf0J+TkQFAHBMVZXU3aFXT6bZ1pahog4H4UUEUd35tRjm83aWi5GYUhJWGAuSCciUkoKKSKOzDBg+6mQ4mxdPYVCY6FWY7M1KH6e1dWIiBNRSBFxZEcS4PgucPeCqG5WV3NxbLYzZvnMtLQUEXEuCikijqywqyeiE3j7WVvLpSgMKdvnQ3a6tbWIiNNQSBFxZM469fhstVtAzYaQnw3bf7W6GhFxEgopIo4q96Q5swecdzxKoTO7fDTLR0RKSSFFxFEl/Ql5WRBQD0KaWl3NpTuzyycnw9paRMQpKKSIOKozu3qccerx2cJaQ40oyDt5esaSiMh5KKSIOCpnn3p8tiKzfHQvHxG5MIUUEUd0dCccTQA3D4jubnU15acwpMTPM8fciIich0KKiCPascB8Dr8CqgVYW0t5qtsWAiMgN+N0d5aISAkUUkQckX08ytXW1lHebDZodoO5rS4fEbkAhRQRR5ObBYmLze2qMh7lTM0Gms9xv5jnKiJSAoUUEUezexnkZoJfHXMRtKqmXjtzWnVOOiT8bnU1IuLAFFJEHE3heJSqMvX4bG5umuUjIqWikCLiaOxTj518KfzzKQwpcT9DXra1tYiIw1JIEXEkx3fD4TiwuUGDHlZXU3HqX252Z2Wnws6FVlcjIg5KIUXEkRTO6ql/OfjUsLaWiuTmplk+InJBCikijmR7FbnrcWkUzvLZNhvyciwtRUQck0KKiKPIy4HEReZ2VR6PUijiCqgeClmpp6dci4icQSFFxFEkr4CcE1A9BOq0trqaiufmDrH9ze0tMy0tRUQck0KKiKMoHI/S8GpzzIYraD7QfN42G/JzLS1FRByPi/yfUMQJFI5HqYqrzJYkojP41oKTxyDpT6urEREHo5Ai4gjS9sHBzYANGvS0uprK4+4Bsdeb2+ryEZGzKKSIOILCrp567aB6sLW1VLbCWT5bZ0N+nqWliIhjUUgRcQT2VWZdqKunUFRX8KkJmYfN+xaJiJyikCJitfzc06uuusL6KGdz94Sm15nbm2daWoqIOBaFFBGr7VkF2Wlma0LdNlZXYw17l89PUJBvaSki4jgUUkSsZp96fJW5dogratAdqgVBxkHYvcLqakTEQSikiFjNlcejFDqzy0ezfETkFIUUESulH4D9G8zthldbW4vVmg0wn7fMgoICa2sREYegkCJipYQF5nPYZeAXYmkplmvQA7wD4cR+2LPS6mpExAEopIhYSV09p3l4Q5NrzO0tP1pbi4g4hDKHlL1793LnnXcSHByMj48PLVu2ZPXq1SW+//vvv6d3796EhIQQEBBAp06dmDdv3iUVLVIlFORDwu/mtitOPS6OvcvnR3X5iEjZQsqxY8fo0qULnp6e/Pzzz2zZsoUJEyZQo0aNEj+zePFievfuzdy5c1mzZg09e/akf//+rF279pKLF3Fqe9dA1nGoFgj12ltdjWNoeBV4+UPaXvP6iIhL8yjLm9944w3Cw8OZMmWK/bXo6OjzfmbixIlFfh4/fjw//vgjP/30E23auOiaECJweupxg57mPWwEPKtBk36w8Rtzlk94B6srEhELlaklZdasWbRv355bb72V0NBQ2rRpw//93/+V6YAFBQWkp6dTs2bNEt+TnZ1NWlpakYdIlaPxKMU7c5aPYVhbi4hYqkwhZefOnUyaNIlGjRoxb948HnjgAcaMGcPnn39e6n289dZbnDhxgttuu63E97z22msEBgbaH+Hh4WUpU8TxZRyGfae6PDUepaiYXuBZHVJ3w76/ra5GRCxUppBSUFBA27ZtGT9+PG3atOG+++5jxIgRfPTRR6X6/Ndff824ceOYMWMGoaGhJb5v7NixpKam2h/JycllKVPE8SX8DhhQuyX417G6Gsfi6QON+5rbmuUj4tLKFFLCwsJo1qxZkddiY2PZvXv3BT87bdo07r33XmbMmEGvXuf/l6O3tzcBAQFFHiJVir2rR60oxTpzlo+6fERcVplCSpcuXYiLiyvyWnx8PJGRkef93NSpU/nHP/7B1KlTue6668pepUhVUlBwehE3dfUUr1Fv8PCBY0mQst7qakTEImUKKY8++igrVqxg/Pjx7Nixg6+//pqPP/6Y0aNH298zduxYhg4dav/566+/ZujQoUyYMIGOHTuyf/9+9u/fT2pqavmdhYgzSVkLmUfAOwDCO1pdjWPyqg6N+5jb6vIRcVllCikdOnTghx9+YOrUqbRo0YKXX36ZiRMnMmTIEPt7UlJSinT/fPzxx+Tl5TF69GjCwsLsj4cffrj8zkLEmWwvnHrc3byxnhTP3uUzU10+Ii7KZhiO/7c/LS2NwMBAUlNTNT5FnN8nvc170/R/F9rdbXU1jis7Hd6MgbwsGPkn1GlpdUUiUkaX+v2te/eIVKbMo7D31G0kNB7l/Lz9T18jdfmIuCSFFJHKtPMPMAogJBYC61tdjeNrNtB83jxTXT4iLkghRaQyFY5H0dTj0mncF9y94Mh2OLjV6mpEpJIppIhUloKC0/frUVdP6VQLgIZXm9vq8hFxOQopIpXlwEbIOGgu+R7RyepqnEfzgeazQoqIy1FIEakshavMNugOHt7W1uJMGvcDN084tBUOxV34/SJSZSikiFSWHYWrzF5tbR3OxicIGvY0t9WaIuJSFFJEKsPJ45D8l7mt8Shld+a9fETEZSikiFSGxEVg5ENwI6gRZXU1zqfJteDmAQc2weEdVlcjIpVEIUWkMtjvetzb2jqclW9NiO5ubm+ZaWkpIlJ5FFJEKpphnDEeRV09F01dPiIuRyFFpKId3ALp+8DDByK7WF2N82p6PdjcYf8GOLrT6mpEpBIopIhUtMKunuhu4FnN2lqcWfVg8xoCbJllbS0iUikUUkQqmlaZLT/2Lp+ZlpYhIpVDIUWkImWnw+4V5rZCyqVr2h9sbrBvLRzbZXU1IlLBFFJEKlLiYijIhZoNILih1dU4P7+Q0+N6tqrLR6SqU0gRqUiF41HUilJ+Crt8Ns+0tAwRqXgKKSIVxTDOGI+i9VHKTewNgA32robjyVZXIyIVSCFFpKIcjofUZHD3hqiuVldTdfjXhsjO5vbWn6ytRUQqlEKKSEUp7OqJ6gJevtbWUtVoYTcRl6CQIlJRNPW44sT2N5+TV0DaPmtrEZEKo5AiUhFyMmDXUnNb41HKX0BdCL/C3FaXj0iVpZAiUhESl0B+DgRFQK1GVldTNanLR6TKU0gRqQhndvXYbNbWUlUVdvnsWgbp+62tRUQqhEKKSHkzDNhRuD6KunoqTFA41GsPGOryEamiFFJEytvRnXAsCdw8T98QTypG84Hms7p8RKokhRSR8lY49TiyE3j7W1tLVRd7g/m8aymcOGRtLSJS7hRSRMqbVpmtPDUioW4bMApgm7p8RKoahRSR8pR7EpKWmNtaH6VyNBtoPqvLR6TKUUgRKU9JSyEvCwLqQWis1dW4hmanunwSl0DGEWtrEZFy5dohJeMIrP7U6iqkKrF39VytqceVpWYDqNMKjHzYNtvqakSkHLluSMnJgMm9YPajsOYzq6uRqkJTj62hhd1EqiTXDSle1aHVHeb2nMch4Q9r6xHndzQRjuwANw9o0N3qalxL4biUxEWQedTSUkSk/LhuSAHo/hS0uh0K8mDGMDgUZ3VF4swKu3rCO0K1QGtrcTW1YqB2C/Pvctxcq6sRkXLi2iHFZoMb3oeITpCdCl/dChmHra5KnJXuemwtdfmIVDmuHVIAPLzh9q+gRhQc3wXThkBultVVibPJy4bExea2Qoo1Crt8Ev6Ak8etrEREyolCCkD1YBj8jdlEn7wCZj1o3n9FpLR2LYPcTPCrDXVaWl2NawppDCGxUJAL8b9YXY2IlAOFlEIhjeG2L8xBjxu/gUVvWF2ROBPd9dgxFHb5bJ5paRkiUj4UUs7UoAdc97a5vfA12PCNpeWIE9F4FMdQeMPBhAWQlWZpKSJy6RRSztZuGHR52Nz+cRTsXmFtPeL4jifDoW1gc4OGPa2uxrWFNIVajSE/B+LnWV2NiFwihZTiXP0iNL3e/B/dtMHm+hciJSlsRanfAXxqWFuLq7PZzpjlM9PSUkTk0imkFMfNDW76GMIug8wj8PVtmi0gJdNdjx1LYUjZPh+y062tRUQuiUJKSbyqw6Bp5o3iDsfDjKGQn2t1VeJo8nJg5yJzO+Zqa2sRU+0WULMh5GfD9l+trkZELoFCyvkEhMHg6eDlZy63PedxTU2WopL/gpx0qB5itryJ9c7s8tEsHxGnppByIXVaws2TzUGRf38Oyz+wuiJxJIVdPQ2vNrsJxTGc2eWTk2FtLSJy0fR/1dJo0g/6jje3f30Otup28HKKph47prDW5irSeSfNoCIiTkkhpbQ6joQO9wIGfD8C9q2zuiKxWto+OLAJsEHDq6yuRs5UZJaP7uUj4qwUUkrLZoN+b5j/Ys7NhKl3QOpeq6sSK+1YYD7Xa2veWkEcS2FIiZ8HuSetrUVELopCSlm4e8Atn5r3B0lPgam3Q/YJq6sSq+w41Y2gqceOqW5bCIyA3IzT3XIi4lQUUsqqWqA546d6COzfCN/dCwX5VlcllS0/DxIWmtsaj+KYbDZodoO5rS4fEaekkHIxakTCHVPBoxrE/2wOphXXsmcVZKeCT02zu0ccU7OB5nPcL5CbZWkpIlJ2CikXK7wDDJxkbq/4EFZNtrYeqVz2qcdXgZu7tbVIyeq1MxdkzEmHhN+trkZEykgh5VK0uAmu+pe5PffJ0wMppeqzj0dRV49Dc3PTLB8RJ6aQcqm6PQGtB4GRD9/cDQe3Wl2RVLT0A5Cy3tzWUviOrzCkxP0MednW1iIiZaKQcqlsNuj/LkR2gew082aEJw5ZXZVUpMJug7DW4BdqbS1yYfUvB7865hiinQutrkZEykAhpTx4eMPtX0LNBnB8N0wbpHUZqjJNPXYubm6a5SPipBRSyotvTRg8A6oFmTM/Zo6CggKrq5LyVpB/uiWlkUKK0yic5bNttnnnahFxCgop5alWI7NFxc0DNn8PC1+zuiIpb3v/hpPHzPVy6rW3uhoprYgroHooZKVC4mKrqxGRUlJIKW/R3cwxKgCL/w3rp1lbj5Svwq6eBj3NFYjFObi5Q2x/c3vLTEtLEZHSU0ipCG3uhK6PmtuzHoJdy6ytR8qP7nrsvJoPNJ+3zYb8XEtLEZHSUUipKFc9D7E3QH4OTBsCRxKsrkguVcZhs7sHFFKcUURn8K1ldtcl/Wl1NSJSCgopFcXNDW78r3mTs5NHzanJJ49ZXZVcioQ/AANqt4CAMKurkbJy94DY681tdfmIOAWFlIrk5QuDpkFgOBzZAdPv0swCZ6ZVZp1f4SyfrbPNm0SKiENTSKlo/rXNoOLlB0lLYM6jYBhWVyVlVVBw+rYHmnrsvKK6mjeFzDwMuzVWTMTRKaRUhjot4JYpYHODtV/C0netrkjKKmWd+cXm5Q/hHa2uRi6Wuyc0vc7c3jzT0lJE5MIUUipL4z7Q7w1z+7cXYMssa+uRsimc1dOgu/lFJ87L3uXzk7k4n4g4rDKHlL1793LnnXcSHByMj48PLVu2ZPXq1ef9zMKFC2nbti3e3t7ExMTw2WefXWy9zq3jfXD5/eb29/fB3jXW1iOlp6nHVUeD7ubK0BkHYfcKq6sRkfMoU0g5duwYXbp0wdPTk59//pktW7YwYcIEatSoUeJnEhMTue666+jZsyfr1q3jkUce4d5772XevHmXXLxT6jvevOdL3kmYOgiOJ1tdkVxI5lHzVgeg8ShVwZldPprlI+LQbIZR+lGczzzzDEuXLmXJkiWlPsDTTz/NnDlz2LRpk/21O+64g+PHj/PLL7+Uah9paWkEBgaSmppKQEBAqY/tsLLS4NN+cHCzOZ31nl/A29/qqqQkm76Hb/8BIbEwWv/yrhLi55nLAvjVgce2mksGiEi5u9Tv7zKt6z1r1iz69u3LrbfeyqJFi6hXrx6jRo1ixIgRJX5m+fLl9OpVtIm8b9++PPLIIyV+Jjs7m+zsbPvPaWlpZSnT8VULgMHT4f+uggOb4Nt74I6pWmbdUdm7eq62tg4pPw16gHcgnNgPX90Mnr5WVyRW8fSFLg+bExzE4ZTpW3Hnzp1MmjSJxx57jGeffZZVq1YxZswYvLy8GDZsWLGf2b9/P7Vr1y7yWu3atUlLS+PkyZP4+Pic85nXXnuNcePGlaU05xMUDoOnwZTrYPuv8Os/4Zo3rK5KzlZQcDqkqKun6vDwhmb9zdl2hXe1FteV8DuMWAA1oqyuRM5SppBSUFBA+/btGT9+PABt2rRh06ZNfPTRRyWGlIsxduxYHnvsMfvPaWlphIeHl9v+HUa9dnDjR/DNMPjrIwiOgctLbpUSCxzYBCcOgGd1iOhkdTVSnvq8ai6Vn5994fdK1bX6U9i/Eb6+HYb/at7hXBxGmUJKWFgYzZo1K/JabGws3333XYmfqVOnDgcOHCjy2oEDBwgICCi2FQXA29sbb2/vspTmvJoPhKMvwIJx8PNTUCMaGmkGicMoXGU2+krzX99SdfgEQZshVlchVmvcz+x6P7QNZgyDId9omQEHUqbRYl26dCEuLq7Ia/Hx8URGRpb4mU6dOrFgwYIir82fP59OnfSvUruuj8Jld4JRAN/cDQc2W12RFLKvMqvgKFIlBdQ1VwX39IWdf5j/WNSq4A6jTCHl0UcfZcWKFYwfP54dO3bw9ddf8/HHHzN69Gj7e8aOHcvQoUPtP48cOZKdO3fy1FNPsW3bNv7zn/8wY8YMHn300fI7C2dns8H170BUN8hJN5sd0w9c+HNSsbJST6+jofVRRKquupfBzZ8ANrP7Z8UkqyuSU8oUUjp06MAPP/zA1KlTadGiBS+//DITJ05kyJDTTaYpKSns3r3b/nN0dDRz5sxh/vz5tG7dmgkTJvDJJ5/Qt2/f8juLqsDDC277whyXkpoM0wZB7kmrq3JtOxeBkQ/BjTSgTqSqa3od9HnF3J73LMT9bG09ApRxnRSrVLl1Us7nSAJ8cjWcPGYu333LFK3hYJVZD8HfX0DHB+Ca162uRkQqmmHA7EdgzWfmYPl7foaw1lZX5dQu9ftb336OJrgh3P4VuHmaq2H+8YrVFbkmw4DthVOP1dUj4hJsNrj2LXMdndwM+PoOSNtndVUuTSHFEUV1gRveN7eXTIC1X1XYoQ6fyOan9fuYvWEfOw6mk5dfUGHHcioHt0L6PvCoBpFdrK5GRCqLuyfc+jnUamL+P2DqHZCTYXVVLktLnDqqywbBkR2w5C346WGoEQlRXS95tzl5BazedZTF8YdZsv0Qm/cVXc3Xy8ONmBA/mtbxp8mpR2xYAKH+3thstks+vtMonHoc1Q08i58qLyJVlE8QDJkB/3c1pKyH70bA7f8DN3erK3M5CimOrOc/4WgCbP4Bpg2BexdArZgy7cIwDBIPZ7A4/hBLth9m+c4jZOYUvT19s7AAvDzciD+QTmZOPltS0tiSUjS8BPl60qS2/6nwEmAPMH7eVfQ/oSq2ymxefgEpqVkkHs5g15EMko5ksutIBruPZhJR05cR3RpweXRN1wqiIudTIwru+Bo+7w9xc+C3F04PrJVKo4Gzji73JHx2PexdDTUbwr2/gW/N834kLSuXZTsOs3j7YRbHH2LPsaKzhGr5eXNlo1p0a1yLrjEhhPibi5QVFBjsOXaSbfvTiNufzrYD6cTtTyfxcAb5BcX/Z1K/hs8ZrS4BNK3jT3St6ni6O3FPYnY6vBENBbnw0N/mOCEnkJtfwJ5jJ0k6ksGuw6eDyK4jmSQfyyQ3//x/1dtF1mB0z4b0bBKqsCJSaOO38N1wc7v/u9DubkvLcTaX+v2tkOIMThw0mx1Td5vjI+6aaU5ZPiW/wGDDnuMsORVK1iYfLxIqvNzdaB9Vg26NQriycS1i6wTg5lb6L6Gs3HwSDp0gbr8ZWrbtT2fb/jQOpBW/nLiXuxsNQqrbW10KQ0xYYDXn+PLbNgemDTZX/314ndXVFJGdl0/y0ZNFWkMKn/ccO1limASzKy+ypi+RwdWJCvYlslZ16gf58NvWA3yzeg85p8YjNa3jzwM9GnJdyzA8nDlsipSXhW/AwvHg5gFDvoWGPa2uyGkopLiKA1tgch9zsbfWg0npOcFsKdl+mKU7DnM8M7fI2xuEVOfKU6HkigbB+HqVf7fM8cwctp0RXOL2pxF/4AQnsvOKfX9ANQ97N9GZ4SWgmoMtQT37UXNBpw4j4Lq3Kv3wWbn57D6aSdJhsxUk6UiG+Ticyb7Uk+ddDLOapxtRwdWJDPYlqlb109vB1akTUK3EcHowLYvJfyby5YpdZJzqDowM9uX+Kxtyc7t6eHuoL15cmGHAD/fDhunm3bPvnQ8hTayuyikopLiIrNx84pbOpOXCEbiRz79zb+c/+QPsv/ev5kHXmFp0axRCt0a1CK9pza3nDcPsMorbn07cgdPhZeehDPJK+Fd+3cBq5wSXhiF+eHlY8K94w4CJrcxWq8EzoHHFLDqYmZNnBpDDZ7aImKEkJTXrvJ+t7uV+TgApDCWXOsA5NTOXz5cnMWVpIsdOBd9Qf2/u7RbN4I6RVXcMksiF5GXD5zdA8goIioQRv0P1WlZX5fAUUqoowzCIO5DOkvjDLN5+iL8Sj5KTV8Cd7vN5xXMKAG8GjMW95U10b1yL1vWDHLppPjsvn52HMoq0usTtT2dfCV/IHm42GoRUPx1capvhpX4Nn4rtMjoUDx92AHdveDoRvKpf9K7Ss3LtLSGFgaTw54Pp57/zrn81D6JrVT/dNXPGcy0/rwrvNsvMyWPaymT+b8lOe2gK9PFkWOco/tE5ihrVvS6wB5EqKOOwudjmsSQI7whDZ4FnNaurcmgKKVXI0Ywclmw3Z+Es2X7onDEfYYHVuLJRCCNP/h/RCV+Ya3jcPQfqt7eo4kuXmplL3AEztBR2HcXtTye9hC4jP28PGtf2o2nY6fDStE4Agb7l1GW0/ENzSewGPWHozFLVn3RGK0jh864jGRw+kXPez9bw9SwaQmoVhpHq1PD1dIjxOzl5Bcxcu5ePFiWw87C5VoSPpzuDO0Zwb7dowgI1PVtczKF4+KQXZKdCy1vhpv8zF4GTYimkOLHc/AL+3nXMHPC6/RAb96YWGW9QzdONjtHBXNk4hO6Na9EwxM/84irIh6mDYPs8qB5iNjsGRVh3IuXMMAz2pWadE1wSDp0ocYZKnQCzy+jM9V1iQv3KPpbifzdCwu/Qdzx0Go1hGBw7FUR2nRoXsutIBomngsjZY4HOVsvPi8izumWia1Unsmb18gtWlSC/wOCXTfv5z8Id9rV1PN1t3NSmPiN7NCS61sW3OIk4nZ0L4cuboSAPeoyFHs9YXZHDUkhxMruOZNinBi9POHLOINOmdfy5snEIVzYKoX1UDap5lvAlm50On14DBzZCaDO4Zx5Uc+5rcyE5eQUkHs6wT5Eu7Drae7z4GzG6u9mIrlXdDC+nuoua1gmgfg2fIgNIDcPg8Ikckg8cpvXXl+FekMPLkZ+x8kQISUcySM8qvlWnUKi/d7GDVSODffF3tEHBl8gwDBZvP8yHf+xgZeJRANxscE3LMEb1aEjzuoEWVyhSSdZ8Dj+NMbdv+j9odZu19TgohRQHdyI7j+UJR1gcf4jF2w+x60hmkd/XrO5F15hap4JJLUIDytC/mbrHnJp8Yj/E9IJB08Hd9QY2pmflEm8fpHv6OfVk8a0c1b3caVTbn1B/b/YcM6fzZuTk09NtLVO83mSPUYuu2e8Cp4NMWGC1060gZ3TRRNT0pbqLDiZds+so//kjgQXbDtpf69EkhFE9Yrg8+vxr+YhUCb8+B8veA3cvGPYTRFxhdUUORyHFwRQUGGzel8bi7YdYFH+Iv3cdKzKrxcPNRtvIGnQ/1VrSvG7Z1iw5x761ZotK3knocK95cyz1j2IYBgfSstl2RpfRtv3pJBw8YV8P5Ew2G7zp+yW35M9lZfAA1rd+0d4yElHTt+QWLWFrShqTFiYwe8M+Cv9Tbx9Zg1FaGE6quoICmHEXbJsNvsHmquA1o62uyqEopDiAA2lZ9oXU/txxmKMZRQdMRgb7nlqzJIRODYPLfxrn1p9g+l2AAf3egCtGlu/+q5Dc/AKSDmewbX86R05kE35qcbPwmj54f9gOjiWaS2E3vc7qUp3OriMZ/HfxTr49Y2G42LAA+8Jw7pcSxkUcVU4GTLkWUtZBrcYwfL557x8BFFIskZWbz6qko/Zgsm1/epHf+3l70KlhsL0LJzK4EgYVLn0X5j8PNjcYNK3C1veoso4kwPttwc3TnHrs7W91RU7rwKmF4b46a2G4kd0bclNbLQwnVVBaijk1OW0vRHeHO78z76YsCimVwTAMdhw8YR/w+lfiEbJyT3cZ2GzQsl6gvbWkTURQ5d+7xjDMQVx/fwFefnDPL1CnZeXW4Mz++i/8/JR51+O7Z1tdTZVwPDOHL5bvKrIwXO0Ab+7t2oDBHSNcdiyPVFEpG+DTfpCbAW2HQv/31PWOQkqFOZ6Zw9IdR07dPfjQOYuO1Q7wPnUvnBC6xtSipiMsbpWfC1/eBImLIaCeOTXZv47VVTmHL2+BHfOh90vQ5WGrq6lSMnPymLoymf9bvJP9aacXhru7cxR3a2E4qUrifoFpg8AogN4vQ5cxVldkOYWUcpKXX8D6PcdZFG+2lmzYc5wzV3H38nCjY3RNe2tJ49p+jjkg8OQx+KQ3HNkOddvA3XPBy5ol8p1G7knzrsd5J+GBZVC7udUVVUnZefmnFobbSeKpheF8vdwZdHkEI7o1oE6gVu6UKmDFJPjlGcAGt38JsddbXZGlFFIuQfLRTPu4kqUJh89ZD6NRqJ85rqRxCJdH1cTHy0n60o/uNKcmnzwKsf3h1i/AzXGXzLfcjt/MhZn868JjW9REW8EKF4b78I8dbEk5vTDczW3rc393LQwnTs4wYO4TsOoT8PSFf8w1/8HoohRSLpJhGHR5/fci3TiBPp50bVSL7o1C6NqoFnWDnHjJ713L4YsbID8HujwCvcdZXZHj+mUsrPiP2Y98w/tWV+MyDMNgUfwh/rMwQQvDSdWSnwdf3wYJC8Cvjtn1HljP6qosoZByCZ79YSPx+9O5srF55+BW9YOq1jTJDTPg+xHm9g3vm1/Ccq7325vdY7d9Ac0GXPj9Uu5WJx3lPwsT+F0Lw0lVkZUKk/vCoa3mJIZ//ALeflZXVekUUi6BYRiOOa6kPP0xHha9AW4ecOf30KC71RU5lmNJ8G5rsLmbU4+r6V/vVipuYbgOUTUY1SOGHk1Cqv7fV6laju0ypyZnHILG18AdX4GbkwwbKCeX+v3t0gMVXOJ/eD3GQotbzBthzbgLDm+3uiLHsuM38zm8owKKA4gNC+C9QW34/fEeDLo8Ai93N1YlHeMfn63i2vf+ZNb6feQXOPy/q0RMNSLhjqnmHevjfzaX0ZcycemQ4hJsNhjwIdS/3Gx+/OpWyDhidVWOY/upkNKol7V1SBFRtarz2k0tWfJ0T0Z0i8bXy52tKWmMmbqWqycsZOrK3WTn5VtdpsiFhXeAgZPM7RUfmgNqpdRcurvHpZw4BJ9cBcd3Q0QnGPojeHhbXZW18rLNqce5GXD/EghrZXVFUoLjmTl8vmwXU5YlcvyMheFGdGvAoMu1MJw4gcVvwu+vmF3LQ2aYN4V1ARqTIqV3cBtM7g3ZadDqdrjxv6493XbnQvhiAPjVhsfjXPtaOImM7DymrtzNJ0sS7QvDBfl6MqyTFoYTB2cYMPMBWD8VvANg+K8QGmt1VRVOY1Kk9EKbwm2fm0l+w3RY/JbVFVmrcDxKTC8FFCdR3duDe7s1YNFTPXjj5pZEBftyPDOXdxdsp8sbv/PK7C3sP2t1aBGHYLNB/3chsov5D8WvboMTBy/8ORenkOJqGl4F100wt/94BTZ+a209ViocjxJztbV1SJl5e7hze4cIFjzegw8Gt6FZWACZOfl88mciV/77D575boN9VVsRh+Hhba5CW7MBpO6GaYPNFa+lROrucVXz/gnLPwB3b/OGeuGXW11R5UrdA+80N+8a/WQC+GotDmdmGAYL4w8x6Y8EViadXhju2pZhPKCF4cTRHN4On/SCrOPQ/Ca4eXKVXRVcY1Lk4hTkw/Q7IW4u+NaCu76H6iFWV1V5Nn0Pv/7TnPV073yrq5FyVNzCcD2bhDCqZwwdohRGxUEkLoH/DTSXh7jyKbjqn1ZXVCEUUuTiZZ+AKdfA/g1WV2Kdnv+E7k9ZXYVUgC370pi0KIE5Zy8M1zOGHo21MJw4gLVfwo+jze2BH8Flg6ytpwIopMilSdsH04bA/o1WV1L5/ELNm3/ViLK6EqlASYcz+O/iBL5bs5ec/AIAmoUF8ECPhlzbMqxq3QpDnM9vL8Kf74Cbp7k0RFQXqysqVwopIiKlsD81i8l/7uSrv3aTmWMuBBcV7MsLNzSnZ5NQi6sTl1VQAN8Mg62zwKcG3LsAghtaXVW5UUgRESmDYxk5fL48ic+WJdkXhru1XX3+dX0zAn08La5OXFJOJnx2Hez7G4Jj4N7fzMBSBWidFBGRMqhR3YtHejVm6dNXcU+XaGw2+GbNHvq8s4jftx2wujxxRV6+MGgaBIbDkR0w/S7Iy7G6KoegkCIiLqm6twfP92/GN/d3IrpWdQ6kZXPPZ6t5fMZ6Uk+1sIhUGv/aZlDx8oOkJTDnUXOVWhenkCIiLq19VE3mjunGvV3NVpXv/t5D73cW8dsWtapIJavTAm6ZYq7ftPZLWDrR6oosp5AiIi7Px8udf13fjG9HdqJBreocTM/m3i9W89j0dRzPVLO7VKLGfaDfG+b2by/CllmWlmM1hRQRkVPaRdZk7sPduO/KBrjZ4Pu1e+n9zmLmq1VFKlPH++Dy+83t7++DvWusrcdCCikiImeo5unOs9fG8s3IzjQIqc6h9GxGfLGaR6at5ViGWlWkkvQdDzG9Ie8kTB0Ex5OtrsgSCikiIsVoF1mDuWO6cX93s1Vl5rp99H5nMfM277e6NHEF7h5wy6cQ2hxOHICvb4fsdKurqnQKKSIiJajm6c7Ya2L57oHOxIT6cfhENvf/bw1jpq7lqFpVpKJVC4DB06F6KBzcDN/eA/l5VldVqRRSREQuoE1EDWY/1JUHejTEzQaz1u+jzzuL+GVTitWlSVUXFA6Dp4GHD2z/1bwxqgtRSBERKYVqnu483a8p34/qQqNQPw6fyGHkl3/z4Nd/c+REttXlSVVWrx3c+JG5/ddH8NfH1tZTiRRSRETK4LLwIGaP6crong1xd7Mxe0MKfd5ZzNyNalWRCtR8IFz9grn9y9Owfb6l5VQWhRQRkTLy9nDnyb5N+WFUZ5rU9udIRg6jvvqb0V/9zWG1qkhF6fooXHYnGAXwzT/gwGarK6pwCikiIhepVf0gZj3UhYeuisHdzcacjWaryuwN+6wuTaoimw2ufweiukFOujnjJ71qr+GjkCIicgm8Pdx5vE8TZo7qQtM6/hzNyOHBr9fywJdrOJSuVhUpZx5ecNsX5t2SU5Nh2iDzLspVlEKKiEg5aFk/kFkPdmXM1Y3wcLPx86b99HlnEbPW78PQjeKkPPnWhMEzwKeGuRrtzJFQUGB1VRVCIUVEpJx4ebjxWO/GzBxttqocy8xlzNS1PPDl32pVkfIV3BBu/wrcPGHLj/DHK1ZXVCEUUkREylmLemarysOnWlV+2byf3u8s4sd1e9WqIuUnqgvc8L65vWQCrP3K2noqgEKKiEgF8PJw49HejfnxwS7EhgVwPDOXh6et4/7/reFgepbV5UlVcdkg6PaEuf3Tw5C4xNp6yplCiohIBWpeN5BZD3bh0V6N8XS38euWA/R+ezEz16pVRcpJz39C8xuhIBem3wmHd1hdUblRSBERqWCe7m483KsRsx7sSvO6AaSezOWR6esY8cUaDqapVUUukZsbDJwE9dpD1nH4+jbIPGp1VeVCIUVEpJLEhgUwc3QXHu9ttqr8tvUAvd5exPd/71GrilwaTx8YNBUCI+Bogtmikuf8N8FUSBERqUSe7m48dHUjfnqoKy3qBZCWlcdjM9Zz7+erOaBWFbkUfqHmXZO9/GHXUnOMipOHX4UUERELNK0TwA+juvBk3yZ4uttYsO0gvd9exLdr1Koil6B2M7jtM7C5w/qvzVk/TkwhRUTEIp7ubozuGcPsh7rRqn4gaVl5PPHNeu75bBX7U9WqIhcpphdc+29z+/eXYfMP1tZzCRRSREQs1qSOP98/0Jmn+jXBy92NP+IO0fudRcxYnaxWFbk4He6FK0aZ2z+MhD2rra3nIimkiIg4AA93N0b1iGHOmK60rh9IelYeT327gbunrGLf8ZNWlyfOqM8r0Lgf5GXB1Dvg2C6rKyozhRQREQfSqLY/3z3QmWeuaYqXhxuL4g/R953FTF+1W60qUjZu7nDzJ1C7JWQcMu+anJVqdVVlopAiIuJgPNzdGNm9IXPHdOWy8CDSs/N4+ruNDP10JXvVqiJl4e0Pg6eBXx04tBW++Qfk51ldVakppIiIOKiYULNV5dlrzVaVJdsP0/edxUxdqVYVKYPA+mZQ8fSFhAXwy9NOMzVZIUVExIG5u9m478qGzB3TjbYRQZzIzmPs92aryp5jmVaXJ86ibhu46WPABqs+gb/+a3VFpaKQIiLiBGJC/fhmZGf+dV0s3me0qnz11y61qkjpxPaH3uPM7XljIe4Xa+sphTKFlBdffBGbzVbk0bRp0/N+ZuLEiTRp0gQfHx/Cw8N59NFHycrS/H8RkbJyd7Nxb7cG/PxwN9pF1iAjJ59//rCJOyf/RfJRtapIKXQeA22HglEA394D+zdaXdF5lbklpXnz5qSkpNgff/75Z4nv/frrr3nmmWd44YUX2Lp1K5MnT2b69Ok8++yzl1S0iIgraxDix4z7O9lbVZbuOEK/iYv5csUuCgrUqiLnYbPBdW9D9JWQm2HO+Enfb3VVJSpzSPHw8KBOnTr2R61atUp877Jly+jSpQuDBw8mKiqKPn36MGjQIFauXHlJRYuIuLrCVpVfHrmSDlFmq8q/ZqpVRUrB3RNu+wKCG0HaXjOo5GRYXVWxyhxStm/fTt26dWnQoAFDhgxh9+7dJb63c+fOrFmzxh5Kdu7cydy5c7n22msvvmIREbGLrlWd6fd14vnrm1HN041lCUfoO3Ex/1uepFYVKZlPDRgyA3xqQso6+P4+KCiwuqpz2IwyjLj6+eefOXHiBE2aNCElJYVx48axd+9eNm3ahL+/f7Gfee+993jiiScwDIO8vDxGjhzJpEmTznuc7OxssrOz7T+npaURHh5OamoqAQEBpS1XRMSlJB3O4KlvN7Ay6SgAVzSoyb9vbk1EsK/FlYnD2rUcvrgB8nPg+onQ/h/luvu0tDQCAwMv+vu7TCHlbMePHycyMpK3336b4cOHn/P7hQsXcscdd/DKK6/QsWNHduzYwcMPP8yIESN47rnnStzviy++yLhx4855XSFFROT8CgoMvliexBu/xHEyNx8fT3eeuaYpd10RiZubzeryxBFtmAFJf8J1E8yuoHJkaUgB6NChA7169eK1114753fdunXjiiuu4M0337S/9uWXX3Lfffdx4sQJ3NyK721SS4qIyKXZdcRsVfkr0WxVuTy6Jm/e0orI4OoWVyau5FJDyiWtk3LixAkSEhIICwsr9veZmZnnBBF3d3eA887r9/b2JiAgoMhDRERKLzK4OlNHXMFLA5rj6+XOysSj9Ju4hClLEzVWRZxGmULKE088waJFi0hKSmLZsmXceOONuLu7M2jQIACGDh3K2LFj7e/v378/kyZNYtq0aSQmJjJ//nyee+45+vfvbw8rIiJSMdzcbAztFMUvD1/JFQ1qcjI3n3E/beGOj1eQdNgxZ3OInMmjLG/es2cPgwYN4siRI4SEhNC1a1dWrFhBSEgIALt37y7ScvKvf/0Lm83Gv/71L/bu3UtISAj9+/fn1VdfLd+zEBGREkUE+/L1vVfw1crdvDZ3KyuTjtLv3cU82bcpd3eOwl1jVcRBXfKYlMpwqX1aIiJiSj6aydPfbWBZwhEA2kfW4I1bWtEwxM/iyqQqsnzgbGVQSBERKT+GYfD1yt2Mn7OVjJx8bDa4slEId3QI5+rY2nh56LZuUj4UUkRE5KLsOZbJczM38UfcIftrwdW9uKltPW7vEE5MaPHrX4mUlkKKiIhcksTDGcxYncy3a/ZwKP308g/tImtwe/twrmsVRnXvMg1hFAEUUkREpJzk5RfwR9whpq9K5o+4g+Sfmqpc3cud/q3rcnuHcC4LD8Jm00BbKR2FFBERKXcH07L49u89zFiVTNKR0zcsbFzbj9s7RHBjm3rUrO5lYYXiDBRSRESkwhiGwV+JR5m+Kpm5G1PIzjNvQufl7kbv5rW5vX04XWNqacl9KZZCioiIVIrUk7nMWreX6auT2bQ3zf56vSAfbmsfzq3t61M3yMfCCsXRKKSIiEil27Q3lRmrk/lh7V7Ss/IA7FOZb+8QTi9NZRYUUkRExEJZufn8smk/01btZsXOo/bXa1b34qY25lTmRrU1ldlVKaSIiIhDSDpjKvPBM6Yyt40I4o4OEZrK7IIUUkRExKHk5RewMO4Q00qYynxbh3DaaCqzS1BIERERh3W+qcy3tQ/nprb1NZW5ClNIERERh1c4lXnGqmTmnDGV2dPdRp9mdbi9g6YyV0UKKSIi4lRST+Yya/0+ZqxKZuPeVPvr9YJ8uLV9fW5tH049TWWuEhRSRETEaRVOZZ65di9pZ0xl7nbqrsyayuzcFFJERMTpFU5lnr4qmeU7j9hf11Rm56aQIiIiVcquI+ZU5m9WnzuV+fYO4Vzfqq6mMjsJhRQREamS8vILWBRvTmX+fVvRqczXt6rL7ZdrKrOjU0gREZEq72B6Ft+t2cuM1ckkHs6wv94o1I/bO2gqs6NSSBEREZdhGAYrE48yfbV5V+as3KJTmW87NZXZXVOZHYJCioiIuKS0rFxmrdvH9GKmMt/Srj63tq9P/Rq+FlYoCikiIuLyNu9LZcYq867MZ05l7hpTizs6RNCrWSjeHu4WV+l6FFJEREROycrNZ97m/UxbWXQqcw1fT25qW5/bO4TTWFOZK41CioiISDEKpzJ/u2YPB9JOT2VuExHEHR3Cua5VXfw0lblCKaSIiIicR+FU5umnpjLnnZrK7OvlTv9Wdbm3W7QWiqsgCikiIiKldDA9i+//3sv0VaenMttsMPCyejx8dSOialW3uMKqRSFFRESkjAzDYFXSMSb/uZN5mw8A4O5m47b29Xnwqka6wWE5UUgRERG5BBv3pDJhfhwL4w4B4OXuxuCOEYzq2ZBQ/2oWV+fcFFJERETKwaqko7w1L46/Eo8C4OPpzrDOUdx/ZQNqaDXbi6KQIiIiUk4Mw2BZwhHenBfHuuTjAPh7ezC8WzTDu0bjX83T2gKdjEKKiIhIOTMMg9+3HeStX+PZmpIGQJCvJ/df2ZBhnSPx9dLU5dJQSBEREakgBQUGP2/az9vz40g4ZM4GquXnzeieDRncMUKr2F6AQoqIiEgFyy8wmLl2LxMXxJN89CQAdQOr8dDVjbilXX083d0srtAxKaSIiIhUktz8AmasTub9BTvYn5YFQGSwL4/0asQNrevp7stnUUgRERGpZFm5+Xz9127+s3AHh0/kANAo1I/Hejemb/M6uCmsAAopIiIilsnIzuPz5Un8d9FOUk/mAtC8bgCP92lMzyah2GyuHVYUUkRERCyWejKXyX8mMnnJTjJy8gFoGxHEE32a0DmmlsXVWUchRURExEEczcjhv4sS+Hx5Elm5BQB0bhjM432a0C6yhsXVVT6FFBEREQdzMC2LD//Ywdcrd5Obb37NXtU0lMd6N6ZFvUCLq6s8CikiIiIOas+xTN5fsINv/95DfoH5dXttyzo82qsxjWr7W1xdxVNIERERcXCJhzOY+Fs8s9bvwzDAZoOBl9XjkV6NiAyubnV5FUYhRURExEnE7U/nnfnx/LJ5PwDubjZua1+fh65qRN0gH4urK38KKSIiIk5m455UJsyPY2HcIQC83N0Y3DGCUT0bEupfzeLqyo9CioiIiJNalXSUt+bF8VfiUQB8PN0Z1jmK+69sQI3qXhZXd+kUUkRERJyYYRgs3XGEN3+NY33ycQD8vT0Y3i2a4V2j8a/maW2Bl0AhRUREpAowDIMFWw8yYX48W1PSAAjy9WRk94YM7RSJr5eHxRWWnUKKiIhIFVJQYDB3Uwpvz49n56EMAGr5efNgz4YM6hiBt4e7xRWWnkKKiIhIFZSXX8CP6/YxcUE8yUdPAlA3sBoPXd2IW9rVx9PdzeIKL0whRUREpArLySvgmzXJvL9gB/vTsgCIDPblkV6NuKF1Pdwd+I7LCikiIiIuICs3n6/+2s1//tjBkYwcABqF+vFY78b0bV4HNwcMKwopIiIiLiQjO4/PliXx30UJpGXlAdC8bgBP9GlCjyYh2GyOE1YUUkRERFxQ6slcJi/ZyeQ/E8nIyQegXWQNHu/TmM4Na1lcnUkhRURExIUdzcjho0UJfL4siey8AgA6Nwzm8T5NaBdZw9LaFFJERESEg2lZfPDHDqau3E1uvvnVflXTUB7r3ZgW9QItqUkhRUREROz2HMvk/QU7+PbvPeQXmF/x17asw6O9GtOotn+l1qKQIiIiIufYeegE7y7Yzqz1+zAMcLPBwMvq8XCvRkQGV6+UGhRSREREpETb9qfxzvx45m0+AICHm41b24fz0FUx1A3yqdBjK6SIiIjIBW3Yc5wJv8azKP4QAF7ubgy5IoJRPWII8feukGMqpIiIiEiprUo6ylvz4vgr8SgAPp7uDOscxcjuDQjy9SrXY13q97fjL/wvIiIi5aZDVE2m3XcFXw7vSOvwIE7m5vPRogSWbD9sdWnncL77PouIiMglsdlsdG1Uiy4xwSzYepCfNuzjupZhVpd1DoUUERERF2Wz2ejVrDa9mtW2upRiqbtHREREHJJCioiIiDgkhRQRERFxSAopIiIi4pDKFFJefPFFbDZbkUfTpk3P+5njx48zevRowsLC8Pb2pnHjxsydO/eSihYREZGqr8yze5o3b85vv/12egceJe8iJyeH3r17Exoayrfffku9evXYtWsXQUFBF1WsiIiIuI4yhxQPDw/q1KlTqvd++umnHD16lGXLluHp6QlAVFRUWQ8pIiIiLqjMY1K2b99O3bp1adCgAUOGDGH37t0lvnfWrFl06tSJ0aNHU7t2bVq0aMH48ePJz8+/pKJFRESk6itTS0rHjh357LPPaNKkCSkpKYwbN45u3bqxadMm/P39z3n/zp07+f333xkyZAhz585lx44djBo1itzcXF544YUSj5OdnU12drb957S0tLKUKSIiIlXAJd1g8Pjx40RGRvL2228zfPjwc37fuHFjsrKySExMxN3dHYC3336bN998k5SUlBL3++KLLzJu3LhzXtcNBkVERJyHpTcYDAoKonHjxuzYsaPY34eFhdG4cWN7QAGIjY1l//795OTklLjfsWPHkpqaan8kJydfSpkiIiLihC4ppJw4cYKEhATCwoq/KVGXLl3YsWMHBQUF9tfi4+MJCwvDy6vk20F7e3sTEBBQ5CEiIiKupUwh5YknnmDRokUkJSWxbNkybrzxRtzd3Rk0aBAAQ4cOZezYsfb3P/DAAxw9epSHH36Y+Ph45syZw/jx4xk9enT5noWIiIhUOWUaOLtnzx4GDRrEkSNHCAkJoWvXrqxYsYKQkBAAdu/ejZvb6dwTHh7OvHnzePTRR2nVqhX16tXj4Ycf5umnny5TkYXDZjSAVkRExHkUfm9f7PDXSxo4W1n27NlDeHi41WWIiIjIRUhOTqZ+/fpl/pxThJSCggL27duHv78/Nput3PablpZGeHg4ycnJLj3uxRWvgyuec3Fc+Tq48rmfydWvg6ufP1TsNTAMg/T0dOrWrVukp6W0yrzirBXc3NwuKoGVlgbnmlzxOrjiORfHla+DK5/7mVz9Orj6+UPFXYPAwMCL/qzugiwiIiIOSSFFREREHJJLhxRvb29eeOEFvL29rS7FUq54HVzxnIvjytfBlc/9TK5+HVz9/MGxr4FTDJwVERER1+PSLSkiIiLiuBRSRERExCEppIiIiIhDUkgRERERh+SQIeW1116jQ4cO+Pv7ExoaysCBA4mLiyvynqysLEaPHk1wcDB+fn7cfPPNHDhwwP779evXM2jQIMLDw/Hx8SE2NpZ33323xGMuXboUDw8PLrvssgvWZxgGzz//PGFhYfj4+NCrVy+2b99e5D2vvvoqnTt3xtfXl6CgoDKdPzj/NUhKSmL48OFER0fj4+NDw4YNeeGFF8jJyanS5w1www03EBERQbVq1QgLC+Ouu+5i3759F9x3VboGhbKzs7nsssuw2WysW7fOZc4/KioKm81W5PH666+X6vyryjUAmDNnDh07dsTHx4caNWowcOBAlzj/hQsXnvPnX/hYtWqVS1wDgPj4eAYMGECtWrUICAiga9eu/PHHH6U6/zMP5HD69u1rTJkyxdi0aZOxbt0649prrzUiIiKMEydO2N8zcuRIIzw83FiwYIGxevVq44orrjA6d+5s//3kyZONMWPGGAsXLjQSEhKM//3vf4aPj4/x/vvvn3O8Y8eOGQ0aNDD69OljtG7d+oL1vf7660ZgYKAxc+ZMY/369cYNN9xgREdHGydPnrS/5/nnnzfefvtt47HHHjMCAwNd7hr8/PPPxt13323MmzfPSEhIMH788UcjNDTUePzxx6v0eRuGYbz99tvG8uXLjaSkJGPp0qVGp06djE6dOl1w31XpGhQaM2aMcc011xiAsXbtWpc5/8jISOOll14yUlJS7I8z63eFa/Dtt98aNWrUMCZNmmTExcUZmzdvNqZPn+4S55+dnV3kzz4lJcW49957jejoaKOgoMAlroFhGEajRo2Ma6+91li/fr0RHx9vjBo1yvD19TVSUlJKdQ0MwzAcMqSc7eDBgwZgLFq0yDAMwzh+/Ljh6elpfPPNN/b3bN261QCM5cuXl7ifUaNGGT179jzn9dtvv93417/+ZbzwwgsX/MMpKCgw6tSpY7z55pv2144fP254e3sbU6dOPef9U6ZMuaiQcjZnvgaF/v3vfxvR0dHn3ffZqsJ5//jjj4bNZjNycnLOu/+SOOs1mDt3rtG0aVNj8+bNZQopZ3PG84+MjDTeeeedUp7hhTnbNcjNzTXq1atnfPLJJ2U5zRI52/mfLScnxwgJCTFeeuml8+77fJztGhw6dMgAjMWLF9vfk5aWZgDG/PnzS3XOhmEYDtndc7bU1FQAatasCcCaNWvIzc2lV69e9vc0bdqUiIgIli9fft79FO6j0JQpU9i5cycvvPBCqWpJTExk//79RY4dGBhIx44dz3vsS1UVrkFxx74QZz/vo0eP8tVXX9G5c2c8PT1LdZziagfnugYHDhxgxIgR/O9//8PX17dU+z5f3eBc5w/w+uuvExwcTJs2bXjzzTfJy8sr1TFKqh2c5xr8/fff7N27Fzc3N9q0aUNYWBjXXHMNmzZtKt0JF1M3OM/5n23WrFkcOXKEf/zjH6U6Rkm1g/Ncg+DgYJo0acIXX3xBRkYGeXl5/Pe//yU0NJR27dqV7qRxghsMFhQU8Mgjj9ClSxdatGgBwP79+/Hy8jpnrEft2rXZv39/sftZtmwZ06dPZ86cOfbXtm/fzjPPPMOSJUvw8CjdpSjcf+3atUt97EtVFa7Bjh07eP/993nrrbdKdQxw7vN++umn+eCDD8jMzOSKK65g9uzZpTrG2ZzxGhiGwd13383IkSNp3749SUlJpdp3cZzx/AHGjBlD27ZtqVmzJsuWLWPs2LGkpKTw9ttvl+o4Z3LGa7Bz504AXnzxRd5++22ioqKYMGECPXr0ID4+vkz/WHHG8z/b5MmT6du370XfKNcZr4HNZuO3335j4MCB+Pv74+bmRmhoKL/88gs1atQo1XHAQQfOnmn06NFs2rSJadOmXfQ+Nm3axIABA3jhhRfo06cPAPn5+QwePJhx48bRuHHjYj/31Vdf4efnZ38sWbLkomu4FM5+Dfbu3Uu/fv249dZbGTFiRKk/58zn/eSTT7J27Vp+/fVX3N3dGTp0KMZFLO7sjNfg/fffJz09nbFjx150zYWc8fwBHnvsMXr06EGrVq0YOXIkEyZM4P333yc7O7vM9TvjNSgoKADgn//8JzfffDPt2rVjypQp2Gw2vvnmmzLV7oznf6Y9e/Ywb948hg8fftH1O+M1MAyD0aNHExoaypIlS1i5ciUDBw6kf//+pKSklL7wUncMWWD06NFG/fr1jZ07dxZ5fcGCBQZgHDt2rMjrERERxttvv13ktc2bNxuhoaHGs88+W+T1Y8eOGYDh7u5uf9hsNvtrCxYsMNLS0ozt27fbH5mZmUZCQkKx/etXXnmlMWbMmHPO4VLHpDj7Ndi7d6/RqFEj46677jLy8/Nd5rzPlJycbADGsmXLSn3+znwNBgwYYLi5uRXZd+F+hw4dWuXPvzibNm0yAGPbtm2lPn9nvga///67ARhLliwp8p7LL7/8nDqq4vmf6aWXXjJCQkIuekyas16D3377zXBzczNSU1OLvCcmJsZ47bXXSn3+DhlSCgoKjNGjRxt169Y14uPjz/l94YChb7/91v7atm3bzhkwtGnTJiM0NNR48sknz9lHfn6+sXHjxiKPBx54wGjSpImxcePGEkfiFw4Yeuutt+yvpaamlvvA2apwDfbs2WM0atTIuOOOO4y8vDyXOe+z7dq1ywCMP/74ozSXwOmvwa5du4rsd968eQZgfPvtt0ZycnKVP//ifPnll4abm5tx9OjRC55/VbgGhT+fOXA2JyfHCA0NNf773/9W+fM/873R0dEXnNVYFa/BrFmzDDc3NyM9Pb3IZxs3bmy8+uqrpb4ODhlSHnjgASMwMNBYuHBhkSlcmZmZ9veMHDnSiIiIMH7//Xdj9erV50zz3LhxoxESEmLceeedRfZx8ODBEo9bmlHNhmFOvQoKCjJ+/PFHY8OGDcaAAQPOmXq1a9cuY+3atca4ceMMPz8/Y+3atcbatWvP+QOrqtdgz549RkxMjHH11Vcbe/bsKXL8qnzeK1asMN5//31j7dq1RlJSkrFgwQKjc+fORsOGDY2srKwL7r8qXIOzJSYmlml2j7Of/7Jly4x33nnHWLdunZGQkGB8+eWXRkhISJlakZz9GhiGYTz88MNGvXr1jHnz5hnbtm0zhg8fboSGhpYqqFWF8zcMszUBMLZu3XrBfVa1a3Do0CEjODjYuOmmm4x169YZcXFxxhNPPGF4enoa69atK/V1cMiQAhT7mDJliv09J0+eNEaNGmXUqFHD8PX1NW688cYiX4AvvPBCsfuIjIws8bil/cMpKCgwnnvuOaN27dqGt7e3cfXVVxtxcXFF3jNs2LBij1/af007+zWYMmVKiedQlc97w4YNRs+ePY2aNWsa3t7eRlRUlDFy5Ehjz549F9x3VbkGZytrSHH281+zZo3RsWNHIzAw0KhWrZoRGxtrjB8/vtQhtSpcA8MwW04ef/xxIzQ01PD39zd69eplbNq0yWXO3zAMY9CgQUXWLSmLqnANVq1aZfTp08eoWbOm4e/vb1xxxRXG3Llzy3QdbKcuhoiIiIhDcfjZPSIiIuKaFFJERETEISmkiIiIiENSSBERERGHpJAiIiIiDkkhRURERBySQoqIiIg4JIUUERERcUgKKSIiIuKQFFJERETEISmkiIiIiENSSBERERGH9P+bp1LD9aGVaQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dates = pd.to_datetime(recent[['year','month']].assign(day=1))\n", "t = recent['cpih_medical']\n", "i = recent.drop(columns='cpih_medical')\n", "plt.plot(dates, model.predict(i), label='Predicted cpih_medical')\n", "plt.plot(dates, t, label='Actual cpih_medical') \n", "#plt.plot(dates, recent['cpih'], label='Previous month cpih_medical')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1825, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MSE: 0.0605790000000009, MAE: 0.20025000000000126, R2: -0.5385142857143095\n" ] } ], "source": [ "# metrics\n", "from sklearn.metrics import mean_squared_error, mean_absolute_error, r2_score\n", "\n", "mse = mean_squared_error(t, model.predict(i))\n", "mae = mean_absolute_error(t, model.predict(i))\n", "r2 = r2_score(t, model.predict(i))\n", "print(f'MSE: {mse}, MAE: {mae}, R2: {r2}')" ] }, { "cell_type": "code", "execution_count": 1826, "metadata": {}, "outputs": [], "source": [ "input_data.drop(columns=['ds'], inplace=True)" ] }, { "cell_type": "code", "execution_count": 1827, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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206 rows × 28 columns

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" ], "text/plain": [ " cpih cpih_medical APC_Finished_Consultant APC_FCEs_with_a_procedure \\\n", "3 2.0 5.1 1301280 732105 \n", "4 2.0 5.0 1274667 719457 \n", "5 2.0 5.2 1225860 691203 \n", "6 2.3 4.9 1354103 769356 \n", "7 2.2 4.7 1324595 757527 \n", ".. ... ... ... ... \n", "204 3.0 6.5 1851865 1102909 \n", "205 2.8 6.0 1912840 1132815 \n", "206 2.8 6.0 1803082 1060176 \n", "207 3.1 6.0 1924755 1115065 \n", "208 3.1 5.8 1779709 771329 \n", "\n", " APC_Percent_FCEs_with_procedure APC_Ordinary_Episodes \\\n", "3 0.56 898108 \n", "4 0.56 884214 \n", "5 0.56 851954 \n", "6 0.57 919701 \n", "7 0.57 895422 \n", ".. ... ... \n", "204 0.60 1149797 \n", "205 0.59 1189323 \n", "206 0.59 1126624 \n", "207 0.58 1183777 \n", "208 0.43 1103475 \n", "\n", " APC_Day_Case_Episodes APC_Day_Case_Episodes_with_proc \\\n", "3 403172 371585 \n", "4 390453 360565 \n", "5 373906 345563 \n", "6 434402 399532 \n", "7 429173 396175 \n", ".. ... ... \n", "204 702068 655541 \n", "205 723517 674431 \n", "206 676458 628675 \n", "207 740978 682257 \n", "208 676234 495560 \n", "\n", " APC_Percent_Day_Cases_with_proc APC_Finished_Admission_Episodes ... \\\n", "3 0.92 1141788 ... \n", "4 0.92 1116986 ... \n", "5 0.92 1079019 ... \n", "6 0.92 1190762 ... \n", "7 0.92 1166019 ... \n", ".. ... ... ... \n", "204 0.93 1516960 ... \n", "205 0.93 1571634 ... \n", "206 0.93 1479951 ... \n", "207 0.92 1579131 ... \n", "208 0.73 1461354 ... \n", "\n", " Outpatient_Attendance_Type_2 year month quarter cpih_medical_lag_1 \\\n", "3 3230369 2007 7 3 4.9 \n", "4 3070449 2007 8 3 5.1 \n", "5 3040218 2007 9 3 5.0 \n", "6 3477759 2007 10 4 5.2 \n", "7 3390647 2007 11 4 4.9 \n", ".. ... ... ... ... ... \n", "204 6131796 2024 4 2 5.9 \n", "205 6231324 2024 5 2 6.5 \n", "206 5837782 2024 6 2 6.0 \n", "207 6406353 2024 7 3 6.0 \n", "208 5662614 2024 8 3 6.0 \n", "\n", " cpih_lag_1 cpih_medical_lag_2 cpih_lag_2 cpih_medical_lag_3 \\\n", "3 2.5 4.6 2.5 4.8 \n", "4 2.0 4.9 2.5 4.6 \n", "5 2.0 5.1 2.0 4.9 \n", "6 2.0 5.0 2.0 5.1 \n", "7 2.3 5.2 2.0 5.0 \n", ".. ... ... ... ... \n", "204 3.8 5.9 3.8 6.1 \n", "205 3.0 5.9 3.8 5.9 \n", "206 2.8 6.5 3.0 5.9 \n", "207 2.8 6.0 2.8 6.5 \n", "208 3.1 6.0 2.8 6.0 \n", "\n", " cpih_lag_3 \n", "3 2.7 \n", "4 2.5 \n", "5 2.5 \n", "6 2.0 \n", "7 2.0 \n", ".. ... \n", "204 4.2 \n", "205 3.8 \n", "206 3.8 \n", "207 3.0 \n", "208 2.8 \n", "\n", "[206 rows x 28 columns]" ] }, "execution_count": 1827, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lag_test_data" ] }, { "cell_type": "code", "execution_count": 1828, "metadata": {}, "outputs": [], "source": [ "lag_test_data\n", "old, new = lag_test_data[(lag_test_data['year'] < 2022) & (lag_test_data['year'] >= 2020)], lag_test_data[(lag_test_data['year'] >= 2022) & (lag_test_data['year'] < 2024)]" ] }, { "cell_type": "code", "execution_count": 1829, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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24 rows × 28 columns

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" ], "text/plain": [ " cpih cpih_medical APC_Finished_Consultant APC_FCEs_with_a_procedure \\\n", "177 4.9 3.8 1550474 911186 \n", "178 5.5 4.1 1527414 915751 \n", "179 6.2 4.6 1714165 1019991 \n", "180 7.8 4.0 1558069 922584 \n", "181 7.9 4.0 1711918 1031365 \n", "182 8.2 4.1 1628785 978333 \n", "183 8.8 3.8 1634051 984842 \n", "184 8.6 4.2 1656938 1012816 \n", "185 8.8 4.4 1649802 1008170 \n", "186 9.6 5.3 1687969 1020323 \n", "187 9.3 5.5 1757335 1070336 \n", "188 9.2 5.6 1617749 936621 \n", "189 8.8 6.0 1721761 1032694 \n", "190 9.2 5.9 1607104 972552 \n", "191 8.9 5.7 1796790 1059615 \n", "192 7.8 5.7 1603494 950951 \n", "193 7.9 6.4 1791273 1078024 \n", "194 7.3 6.4 1800521 1095312 \n", "195 6.4 6.4 1763134 1058340 \n", "196 6.3 6.3 1770916 1070853 \n", "197 6.3 5.9 1748051 1052143 \n", "198 4.7 5.6 1837878 1096029 \n", "199 4.2 5.6 1877347 1134624 \n", "200 4.2 5.6 1716509 992164 \n", "\n", " APC_Percent_FCEs_with_procedure APC_Ordinary_Episodes \\\n", "177 0.59 1013330 \n", "178 0.60 970994 \n", "179 0.60 1086650 \n", "180 0.59 1011366 \n", "181 0.60 1086088 \n", "182 0.60 1040393 \n", "183 0.60 1039296 \n", "184 0.61 1036926 \n", "185 0.61 1029335 \n", "186 0.60 1061715 \n", "187 0.61 1084288 \n", "188 0.58 1057154 \n", "189 0.60 1074996 \n", "190 0.61 991248 \n", "191 0.59 1109410 \n", "192 0.59 1030824 \n", "193 0.60 1127739 \n", "194 0.61 1118210 \n", "195 0.60 1117350 \n", "196 0.60 1108954 \n", "197 0.60 1098444 \n", "198 0.60 1154568 \n", "199 0.60 1157507 \n", "200 0.58 1122013 \n", "\n", " APC_Day_Case_Episodes APC_Day_Case_Episodes_with_proc \\\n", "177 537144 505222 \n", "178 556420 522051 \n", "179 627515 587235 \n", "180 546703 512434 \n", "181 625830 587559 \n", "182 588392 552582 \n", "183 594755 557578 \n", "184 620012 581952 \n", "185 620467 582576 \n", "186 626254 588232 \n", "187 673047 631595 \n", "188 560595 524194 \n", "189 646765 605350 \n", "190 615856 575705 \n", "191 687380 637000 \n", "192 572670 538040 \n", "193 663534 622876 \n", "194 682311 640634 \n", "195 645784 606138 \n", "196 661962 621229 \n", "197 649607 608742 \n", "198 683310 640002 \n", "199 719840 674137 \n", "200 594496 556485 \n", "\n", " APC_Percent_Day_Cases_with_proc APC_Finished_Admission_Episodes ... \\\n", "177 0.94 1253544 ... \n", "178 0.94 1248255 ... \n", "179 0.94 1403590 ... \n", "180 0.94 1264651 ... \n", "181 0.94 1400698 ... \n", "182 0.94 1335639 ... \n", "183 0.94 1340215 ... \n", "184 0.94 1356967 ... \n", "185 0.94 1358340 ... \n", "186 0.94 1385397 ... \n", "187 0.94 1447269 ... \n", "188 0.94 1308269 ... \n", "189 0.94 1402697 ... \n", "190 0.93 1321989 ... \n", "191 0.93 1477465 ... \n", "192 0.94 1305162 ... \n", "193 0.94 1466682 ... \n", "194 0.94 1476656 ... \n", "195 0.94 1440931 ... \n", "196 0.94 1448161 ... \n", "197 0.94 1433134 ... \n", "198 0.94 1504232 ... \n", "199 0.94 1544416 ... \n", "200 0.94 1393491 ... \n", "\n", " Outpatient_Attendance_Type_2 year month quarter cpih_medical_lag_1 \\\n", "177 5338201 2022 1 1 4.7 \n", "178 5137562 2022 2 1 3.8 \n", "179 5868460 2022 3 1 4.1 \n", "180 5007043 2022 4 2 4.6 \n", "181 5733146 2022 5 2 4.0 \n", "182 5322535 2022 6 2 4.0 \n", "183 5191395 2022 7 3 4.1 \n", "184 5368374 2022 8 3 3.8 \n", "185 5459248 2022 9 3 4.2 \n", "186 5436686 2022 10 4 4.4 \n", "187 5999981 2022 11 4 5.3 \n", "188 4830125 2022 12 4 5.5 \n", "189 5729141 2023 1 1 5.6 \n", "190 5302046 2023 2 1 6.0 \n", "191 5867612 2023 3 1 5.9 \n", "192 5072378 2023 4 2 5.7 \n", "193 5952777 2023 5 2 5.7 \n", "194 6076594 2023 6 2 6.4 \n", "195 5759863 2023 7 3 6.4 \n", "196 5840236 2023 8 3 6.4 \n", "197 5777995 2023 9 3 6.3 \n", "198 6097666 2023 10 4 5.9 \n", "199 6423686 2023 11 4 5.6 \n", "200 5175794 2023 12 4 5.6 \n", "\n", " cpih_lag_1 cpih_medical_lag_2 cpih_lag_2 cpih_medical_lag_3 \\\n", "177 4.8 4.6 4.6 4.6 \n", "178 4.9 4.7 4.8 4.6 \n", "179 5.5 3.8 4.9 4.7 \n", "180 6.2 4.1 5.5 3.8 \n", "181 7.8 4.6 6.2 4.1 \n", "182 7.9 4.0 7.8 4.6 \n", "183 8.2 4.0 7.9 4.0 \n", "184 8.8 4.1 8.2 4.0 \n", "185 8.6 3.8 8.8 4.1 \n", "186 8.8 4.2 8.6 3.8 \n", "187 9.6 4.4 8.8 4.2 \n", "188 9.3 5.3 9.6 4.4 \n", "189 9.2 5.5 9.3 5.3 \n", "190 8.8 5.6 9.2 5.5 \n", "191 9.2 6.0 8.8 5.6 \n", "192 8.9 5.9 9.2 6.0 \n", "193 7.8 5.7 8.9 5.9 \n", "194 7.9 5.7 7.8 5.7 \n", "195 7.3 6.4 7.9 5.7 \n", "196 6.4 6.4 7.3 6.4 \n", "197 6.3 6.4 6.4 6.4 \n", "198 6.3 6.3 6.3 6.4 \n", "199 4.7 5.9 6.3 6.3 \n", "200 4.2 5.6 4.7 5.9 \n", "\n", " cpih_lag_3 \n", "177 3.8 \n", "178 4.6 \n", "179 4.8 \n", "180 4.9 \n", "181 5.5 \n", "182 6.2 \n", "183 7.8 \n", "184 7.9 \n", "185 8.2 \n", "186 8.8 \n", "187 8.6 \n", "188 8.8 \n", "189 9.6 \n", "190 9.3 \n", "191 9.2 \n", "192 8.8 \n", "193 9.2 \n", "194 8.9 \n", "195 7.8 \n", "196 7.9 \n", "197 7.3 \n", "198 6.4 \n", "199 6.3 \n", "200 6.3 \n", "\n", "[24 rows x 28 columns]" ] }, "execution_count": 1829, "metadata": {}, "output_type": "execute_result" } ], "source": [ "new" ] }, { "cell_type": "code", "execution_count": 1830, "metadata": {}, "outputs": [], "source": [ "new_target, new_data = new['cpih_medical'], new.drop(columns=['cpih_medical'])\n", "old_target, old_data = old['cpih_medical'], old.drop(columns=['cpih_medical'])\n" ] }, { "cell_type": "code", "execution_count": 1831, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', random_state=42)" ] }, "execution_count": 1831, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model = RandomForestRegressor(n_estimators=100, criterion='poisson', random_state=42)\n", "model.fit(old_data, old_target)\n", "\n", " " ] }, { "cell_type": "code", "execution_count": 1832, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([4.359, 4.222, 4.295, 4.443, 4.434, 4.505, 4.387, 4.364, 4.389,\n", " 4.445, 4.24 , 4.327, 4.213, 4.162, 4.283, 4.381, 4.112, 4.313,\n", " 4.3 , 4.277, 4.275, 4.111, 4.11 , 4.111])" ] }, "execution_count": 1832, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.predict(new_data)\n" ] }, { "cell_type": "code", "execution_count": 1833, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1833, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dates = pd.to_datetime(new_data[['year','month']].assign(day=1))\n", "plt.scatter(dates, model.predict(new_data), label='Predicted cpih_medical')\n", "plt.scatter(dates, new_target, label='Actual cpih_medical')\n", "plt.plot(dates, model.predict(new_data), label='Predicted cpih_medical')\n", "plt.plot(dates, new_target, label='Actual cpih_medical')\n", "plt.title('train on 2020-2021, test on 2022-2023')\n", "plt.legend()\n" ] }, { "cell_type": "code", "execution_count": 1834, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1834, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "old_bis = lag_test_data[lag_test_data['year'] < 2022]\n", "new_bis = new.copy()\n", "train,target = old_bis.drop(columns=['cpih_medical']), old_bis['cpih_medical']\n", "model = RandomForestRegressor(n_estimators=100, criterion='poisson', random_state=42)\n", "model.fit(train, target)\n", "dates = pd.to_datetime(new_bis[['year','month']].assign(day=1))\n", "plt.scatter(dates, model.predict(new_bis.drop(columns=['cpih_medical'])), label='Predicted cpih_medical')\n", "plt.scatter(dates, new_bis['cpih_medical'], label='Actual cpih_medical')\n", "plt.plot(dates, model.predict(new_bis.drop(columns=['cpih_medical'])), label='Predicted cpih_medical')\n", "plt.plot(dates, new_bis['cpih_medical'], label='Actual cpih_medical')\n", "plt.title('train on <2022, test on 2022-2023')\n", "plt.legend()\n" ] }, { "cell_type": "code", "execution_count": 1835, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "train, target = old_bis.drop(columns=['cpih_medical']), old_bis['cpih_medical']\n", "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, target)\n", "\n", "\n", "dates_new = pd.to_datetime(new_bis[['year', 'month']].assign(day=1))\n", "dates_all = pd.to_datetime(lag_test_data[['year', 'month']].assign(day=1))\n", "predicted_new = model.predict(new_bis.drop(columns=['cpih_medical']))\n", "actual_new = new_bis['cpih_medical']\n", "actual_all = lag_test_data['cpih_medical']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2022/2023)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2022/2023)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual CPIH (All Years)', zorder=0)\n", "\n", "\n", "plt.title('CPIH Medical: Train on <2022, Test on 2022/2023', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1836, "metadata": {}, "outputs": [], "source": [ "old_tris = lag_test_data[lag_test_data['year'] < 2023]\n", "new_tris = lag_test_data[(lag_test_data['year'] >= 2023) | ((lag_test_data['year'] == 2022) & (lag_test_data['month'] >= 7))]\n", "\n" ] }, { "cell_type": "code", "execution_count": 1837, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "train, target = old_tris.drop(columns=['cpih_medical']), old_tris['cpih_medical']\n", "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, target)\n", "\n", "\n", "dates_new = pd.to_datetime(new_tris[['year', 'month']].assign(day=1))\n", "dates_all = pd.to_datetime(lag_test_data[['year', 'month']].assign(day=1))\n", "predicted_new = model.predict(new_tris.drop(columns=['cpih_medical']))\n", "actual_new = new_tris['cpih_medical']\n", "actual_all = lag_test_data['cpih_medical']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual CPIH (All Years)', zorder=0)\n", "\n", "\n", "plt.title('CPIH Medical: Train on <2023, Test on 2023/2024', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1838, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "train, target = old_tris.drop(columns=['cpih_medical']), old_tris['cpih_medical']\n", "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, target)\n", "\n", "\n", "dates_new = pd.to_datetime(new_tris[['year', 'month']].assign(day=1))\n", "dates_all = pd.to_datetime(lag_test_data[['year', 'month']].assign(day=1))\n", "predicted_new = model.predict(new_tris.drop(columns=['cpih_medical']))\n", "actual_new = new_tris['cpih_medical']\n", "actual_all = lag_test_data['cpih_medical']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "\n", "\n", "plt.title('CPIH Medical: Train on <2023, Test on 2023/2024', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1839, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
21cpih_medical_lag_10.723362
0cpih0.083195
15Outpatient_Follow_Up_Attendance0.022112
18year0.015750
4APC_Ordinary_Episodes0.015043
23cpih_medical_lag_20.014029
26cpih_lag_30.012739
24cpih_lag_20.012279
22cpih_lag_10.012279
25cpih_medical_lag_30.012141
19month0.011471
8APC_Finished_Admission_Episodes0.009062
13Outpatient_DNA_Appointment0.007535
1APC_Finished_Consultant0.006143
9APC_Emergency0.005774
6APC_Day_Case_Episodes_with_proc0.005381
3APC_Percent_FCEs_with_procedure0.004441
16Outpatient_Attendance_Type_10.003725
20quarter0.003718
5APC_Day_Case_Episodes0.003528
17Outpatient_Attendance_Type_20.002980
10Outpatient_Total_Appointments0.002976
2APC_FCEs_with_a_procedure0.002845
12Outpatient_Percent_Attended0.002318
11Outpatient_Attended_Appointments0.002222
7APC_Percent_Day_Cases_with_proc0.001841
14Outpatient_Percent_DNA0.001113
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" ], "text/plain": [ " Feature Importance\n", "21 cpih_medical_lag_1 0.723362\n", "0 cpih 0.083195\n", "15 Outpatient_Follow_Up_Attendance 0.022112\n", "18 year 0.015750\n", "4 APC_Ordinary_Episodes 0.015043\n", "23 cpih_medical_lag_2 0.014029\n", "26 cpih_lag_3 0.012739\n", "24 cpih_lag_2 0.012279\n", "22 cpih_lag_1 0.012279\n", "25 cpih_medical_lag_3 0.012141\n", "19 month 0.011471\n", "8 APC_Finished_Admission_Episodes 0.009062\n", "13 Outpatient_DNA_Appointment 0.007535\n", "1 APC_Finished_Consultant 0.006143\n", "9 APC_Emergency 0.005774\n", "6 APC_Day_Case_Episodes_with_proc 0.005381\n", "3 APC_Percent_FCEs_with_procedure 0.004441\n", "16 Outpatient_Attendance_Type_1 0.003725\n", "20 quarter 0.003718\n", "5 APC_Day_Case_Episodes 0.003528\n", "17 Outpatient_Attendance_Type_2 0.002980\n", "10 Outpatient_Total_Appointments 0.002976\n", "2 APC_FCEs_with_a_procedure 0.002845\n", "12 Outpatient_Percent_Attended 0.002318\n", "11 Outpatient_Attended_Appointments 0.002222\n", "7 APC_Percent_Day_Cases_with_proc 0.001841\n", "14 Outpatient_Percent_DNA 0.001113" ] }, "execution_count": 1839, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = model.feature_importances_\n", "importance_df = pd.DataFrame({\n", " 'Feature': train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1840, "metadata": {}, "outputs": [], "source": [ "x = lag_test_data.drop(columns=['cpih_medical_lag_1', 'cpih_lag_1', 'cpih_medical_lag_2', 'cpih_lag_2', 'cpih_medical_lag_3', 'cpih_lag_3'])" ] }, { "cell_type": "code", "execution_count": 1841, "metadata": {}, "outputs": [], "source": [ "old_tris = x[x['year'] < 2023]\n", "new_tris = x[(x['year'] >= 2023) | ((x['year'] == 2022) & (x['month'] >= 7))]\n", "\n" ] }, { "cell_type": "code", "execution_count": 1849, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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206 rows × 28 columns

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676458 628675 \n", "207 740978 682257 \n", "208 676234 495560 \n", "\n", " APC_Percent_Day_Cases_with_proc APC_Finished_Admission_Episodes ... \\\n", "3 0.92 1141788 ... \n", "4 0.92 1116986 ... \n", "5 0.92 1079019 ... \n", "6 0.92 1190762 ... \n", "7 0.92 1166019 ... \n", ".. ... ... ... \n", "204 0.93 1516960 ... \n", "205 0.93 1571634 ... \n", "206 0.93 1479951 ... \n", "207 0.92 1579131 ... \n", "208 0.73 1461354 ... \n", "\n", " Outpatient_Attendance_Type_2 year month quarter cpih_medical_lag_1 \\\n", "3 3230369 2007 7 3 4.9 \n", "4 3070449 2007 8 3 5.1 \n", "5 3040218 2007 9 3 5.0 \n", "6 3477759 2007 10 4 5.2 \n", "7 3390647 2007 11 4 4.9 \n", ".. ... ... ... ... ... \n", "204 6131796 2024 4 2 5.9 \n", "205 6231324 2024 5 2 6.5 \n", "206 5837782 2024 6 2 6.0 \n", "207 6406353 2024 7 3 6.0 \n", "208 5662614 2024 8 3 6.0 \n", "\n", " cpih_lag_1 cpih_medical_lag_2 cpih_lag_2 cpih_medical_lag_3 \\\n", "3 2.5 4.6 2.5 4.8 \n", "4 2.0 4.9 2.5 4.6 \n", "5 2.0 5.1 2.0 4.9 \n", "6 2.0 5.0 2.0 5.1 \n", "7 2.3 5.2 2.0 5.0 \n", ".. ... ... ... ... \n", "204 3.8 5.9 3.8 6.1 \n", "205 3.0 5.9 3.8 5.9 \n", "206 2.8 6.5 3.0 5.9 \n", "207 2.8 6.0 2.8 6.5 \n", "208 3.1 6.0 2.8 6.0 \n", "\n", " cpih_lag_3 \n", "3 2.7 \n", "4 2.5 \n", "5 2.5 \n", "6 2.0 \n", "7 2.0 \n", ".. ... \n", "204 4.2 \n", "205 3.8 \n", "206 3.8 \n", "207 3.0 \n", "208 2.8 \n", "\n", "[206 rows x 28 columns]" ] }, "execution_count": 1856, "metadata": {}, "output_type": "execute_result" } ], "source": [ "lag_test_data" ] }, { "cell_type": "code", "execution_count": 1865, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "train, target = old_tris.drop(columns=['cpih_medical','year']), old_tris['cpih_medical'] #old_tris['cpih'].to_frame(), old_tris['cpih_medical']\n", "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, target)\n", "\n", "\n", "dates_new = pd.to_datetime(new_tris[['year', 'month']].assign(day=1))\n", "dates_all = pd.to_datetime(lag_test_data[['year', 'month']].assign(day=1))\n", "predicted_new = model.predict(new_tris.drop(columns=['cpih_medical','year']))\n", "actual_new = new_tris['cpih_medical']\n", "actual_all = lag_test_data['cpih_medical']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "# plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual Medical CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "plt.plot(dates_all,lag_test_data['Outpatient_Follow_Up_Attendance'], color='purple', alpha=0.8, label='Outpatient Follow Up', zorder=0)\n", "\n", "plt.title('CPIH Medical: Train on <2023, Test on 2023/2024', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1864, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 1864, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(dates_all,lag_test_data['APC_Finished_Admission_Episodes'], color='blue', alpha=0.8, label='Outpatient New', zorder=0)" ] }, { "cell_type": "code", "execution_count": 1866, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
0cpih0.588930
15Outpatient_Follow_Up_Attendance0.048867
8APC_Finished_Admission_Episodes0.042120
6APC_Day_Case_Episodes_with_proc0.038523
13Outpatient_DNA_Appointment0.036773
9APC_Emergency0.031656
4APC_Ordinary_Episodes0.028007
18month0.026286
16Outpatient_Attendance_Type_10.022642
1APC_Finished_Consultant0.020479
10Outpatient_Total_Appointments0.020233
5APC_Day_Case_Episodes0.019115
17Outpatient_Attendance_Type_20.014377
11Outpatient_Attended_Appointments0.012409
2APC_FCEs_with_a_procedure0.010895
19quarter0.010622
7APC_Percent_Day_Cases_with_proc0.009635
3APC_Percent_FCEs_with_procedure0.009172
12Outpatient_Percent_Attended0.005614
14Outpatient_Percent_DNA0.003646
\n", "
" ], "text/plain": [ " Feature Importance\n", "0 cpih 0.588930\n", "15 Outpatient_Follow_Up_Attendance 0.048867\n", "8 APC_Finished_Admission_Episodes 0.042120\n", "6 APC_Day_Case_Episodes_with_proc 0.038523\n", "13 Outpatient_DNA_Appointment 0.036773\n", "9 APC_Emergency 0.031656\n", "4 APC_Ordinary_Episodes 0.028007\n", "18 month 0.026286\n", "16 Outpatient_Attendance_Type_1 0.022642\n", "1 APC_Finished_Consultant 0.020479\n", "10 Outpatient_Total_Appointments 0.020233\n", "5 APC_Day_Case_Episodes 0.019115\n", "17 Outpatient_Attendance_Type_2 0.014377\n", "11 Outpatient_Attended_Appointments 0.012409\n", "2 APC_FCEs_with_a_procedure 0.010895\n", "19 quarter 0.010622\n", "7 APC_Percent_Day_Cases_with_proc 0.009635\n", "3 APC_Percent_FCEs_with_procedure 0.009172\n", "12 Outpatient_Percent_Attended 0.005614\n", "14 Outpatient_Percent_DNA 0.003646" ] }, "execution_count": 1866, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = model.feature_importances_\n", "importance_df = pd.DataFrame({\n", " 'Feature': train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1868, "metadata": {}, "outputs": [], "source": [ "input_data['date'] = pd.to_datetime(input_data[['year','month']].assign(day=1))" ] }, { "cell_type": "code", "execution_count": 1869, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " cpih APC_Finished_Consultant APC_FCEs_with_a_procedure \\\n", "0 2.7 1194041 650418 \n", "1 2.5 1307117 730827 \n", "2 2.5 1266654 715102 \n", "3 2.0 1301280 732105 \n", "4 2.0 1274667 719457 \n", ".. ... ... ... \n", "204 3.0 1851865 1102909 \n", "205 2.8 1912840 1132815 \n", "206 2.8 1803082 1060176 \n", "207 3.1 1924755 1115065 \n", "208 3.1 1779709 771329 \n", "\n", " APC_Percent_FCEs_with_procedure APC_Ordinary_Episodes \\\n", "0 0.54 839651 \n", "1 0.56 906009 \n", "2 0.56 876009 \n", "3 0.56 898108 \n", "4 0.56 884214 \n", ".. ... ... \n", "204 0.60 1149797 \n", "205 0.59 1189323 \n", "206 0.59 1126624 \n", "207 0.58 1183777 \n", "208 0.43 1103475 \n", "\n", " APC_Day_Case_Episodes APC_Day_Case_Episodes_with_proc \\\n", "0 354390 324717 \n", "1 401108 367953 \n", "2 390645 359944 \n", "3 403172 371585 \n", "4 390453 360565 \n", ".. ... ... \n", "204 702068 655541 \n", "205 723517 674431 \n", "206 676458 628675 \n", "207 740978 682257 \n", "208 676234 495560 \n", "\n", " APC_Percent_Day_Cases_with_proc APC_Finished_Admission_Episodes \\\n", "0 0.92 1045931 \n", "1 0.92 1147940 \n", "2 0.92 1111356 \n", "3 0.92 1141788 \n", "4 0.92 1116986 \n", ".. ... ... \n", "204 0.93 1516960 \n", "205 0.93 1571634 \n", "206 0.93 1479951 \n", "207 0.92 1579131 \n", "208 0.73 1461354 \n", "\n", " APC_Emergency ... Outpatient_Attended_Appointments \\\n", "0 387887 ... 4160949 \n", "1 407946 ... 4587402 \n", "2 390411 ... 4482970 \n", "3 397923 ... 4657427 \n", "4 391334 ... 4437888 \n", ".. ... ... ... \n", "204 557776 ... 9116287 \n", "205 575755 ... 9307137 \n", "206 542409 ... 8754674 \n", "207 561228 ... 9557550 \n", "208 518319 ... 8414975 \n", "\n", " Outpatient_Percent_Attended Outpatient_DNA_Appointment \\\n", "0 0.80 427315 \n", "1 0.80 469044 \n", "2 0.80 465544 \n", "3 0.80 476312 \n", "4 0.80 459439 \n", ".. ... ... \n", "204 0.78 665686 \n", "205 0.78 682957 \n", "206 0.77 651037 \n", "207 0.77 714558 \n", "208 0.76 636081 \n", "\n", " Outpatient_Percent_DNA Outpatient_Follow_Up_Attendance \\\n", "0 0.10 2.371069 \n", "1 0.10 2.310308 \n", "2 0.10 2.284555 \n", "3 0.10 2.276147 \n", "4 0.10 2.256872 \n", ".. ... ... \n", "204 0.06 2.055222 \n", "205 0.06 2.026724 \n", "206 0.06 2.002177 \n", "207 0.06 2.033782 \n", "208 0.06 2.058246 \n", "\n", " Outpatient_Attendance_Type_1 Outpatient_Attendance_Type_2 year month \\\n", "0 1232231 2921705 2007 4 \n", "1 1383498 3196307 2007 5 \n", "2 1362691 3113143 2007 6 \n", "3 1419227 3230369 2007 7 \n", "4 1360489 3070449 2007 8 \n", ".. ... ... ... ... \n", "204 2983520 6131796 2024 4 \n", "205 3074579 6231324 2024 5 \n", "206 2915717 5837782 2024 6 \n", "207 3149970 6406353 2024 7 \n", "208 2751184 5662614 2024 8 \n", "\n", " date \n", "0 2007-04-01 \n", "1 2007-05-01 \n", "2 2007-06-01 \n", "3 2007-07-01 \n", "4 2007-08-01 \n", ".. ... \n", "204 2024-04-01 \n", "205 2024-05-01 \n", "206 2024-06-01 \n", "207 2024-07-01 \n", "208 2024-08-01 \n", "\n", "[209 rows x 21 columns]" ] }, "execution_count": 1869, "metadata": {}, "output_type": "execute_result" } ], "source": [ "input_data" ] }, { "cell_type": "code", "execution_count": 1872, "metadata": {}, "outputs": [], "source": [ "date1 = pd.to_datetime('2024-01-01')\n", "before_month = date1 - pd.DateOffset(months=1)" ] }, { "cell_type": "code", "execution_count": 1873, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-12-01 00:00:00')" ] }, "execution_count": 1873, "metadata": {}, "output_type": "execute_result" } ], "source": [ "before_month\n" ] }, { "cell_type": "code", "execution_count": 1876, "metadata": {}, "outputs": [], "source": [ "joined_data['date'] = pd.to_datetime(joined_data[['year','month']].assign(day=1))" ] }, { "cell_type": "code", "execution_count": 1900, "metadata": {}, "outputs": [], "source": [ "HES_data = ['APC_Finished_Consultant',\n", " 'APC_FCEs_with_a_procedure', 'APC_Percent_FCEs_with_procedure',\n", " 'APC_Ordinary_Episodes', 'APC_Day_Case_Episodes',\n", " 'APC_Day_Case_Episodes_with_proc', 'APC_Percent_Day_Cases_with_proc',\n", " 'APC_Finished_Admission_Episodes', 'APC_Emergency',\n", " 'Outpatient_Total_Appointments', 'Outpatient_Attended_Appointments',\n", " 'Outpatient_Percent_Attended', 'Outpatient_DNA_Appointment',\n", " 'Outpatient_Percent_DNA', 'Outpatient_Follow_Up_Attendance',\n", " 'Outpatient_Attendance_Type_1', 'Outpatient_Attendance_Type_2']" ] }, { "cell_type": "code", "execution_count": 1909, "metadata": {}, "outputs": [], "source": [ "final_data = pd.DataFrame(columns=['date'])\n", "final_data['date'] = joined_data['date']\n", "final_data['target'] = joined_data['cpih_medical']\n", "final_data['cpim_lag1'] = joined_data['cpih_medical'].shift(1)\n", "final_data['cpim_lag2'] = joined_data['cpih_medical'].shift(2)\n", "final_data['cpim_lag3'] = joined_data['cpih_medical'].shift(3)\n", "final_data['cpih_lag1'] = joined_data['cpih'].shift(1)\n", "final_data['cpih_lag2'] = joined_data['cpih'].shift(2)\n", "final_data['cpih_lag3'] = joined_data['cpih'].shift(3)\n", "final_data[HES_data] = joined_data[HES_data].shift(1)\n" ] }, { "cell_type": "code", "execution_count": 1910, "metadata": {}, "outputs": [], "source": [ "final_data.dropna(inplace=True)" ] }, { "cell_type": "code", "execution_count": 1911, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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datetargetcpim_lag1cpim_lag2cpim_lag3cpih_lag1cpih_lag2cpih_lag3APC_Finished_ConsultantAPC_FCEs_with_a_procedure...APC_Finished_Admission_EpisodesAPC_EmergencyOutpatient_Total_AppointmentsOutpatient_Attended_AppointmentsOutpatient_Percent_AttendedOutpatient_DNA_AppointmentOutpatient_Percent_DNAOutpatient_Follow_Up_AttendanceOutpatient_Attendance_Type_1Outpatient_Attendance_Type_2
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206 rows × 25 columns

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" ], "text/plain": [ " date target cpim_lag1 cpim_lag2 cpim_lag3 cpih_lag1 cpih_lag2 \\\n", "3 2007-07-01 5.1 4.9 4.6 4.8 2.5 2.5 \n", "4 2007-08-01 5.0 5.1 4.9 4.6 2.0 2.5 \n", "5 2007-09-01 5.2 5.0 5.1 4.9 2.0 2.0 \n", "6 2007-10-01 4.9 5.2 5.0 5.1 2.0 2.0 \n", "7 2007-11-01 4.7 4.9 5.2 5.0 2.3 2.0 \n", ".. ... ... ... ... ... ... ... \n", "204 2024-04-01 6.5 5.9 5.9 6.1 3.8 3.8 \n", "205 2024-05-01 6.0 6.5 5.9 5.9 3.0 3.8 \n", "206 2024-06-01 6.0 6.0 6.5 5.9 2.8 3.0 \n", "207 2024-07-01 6.0 6.0 6.0 6.5 2.8 2.8 \n", "208 2024-08-01 5.8 6.0 6.0 6.0 3.1 2.8 \n", "\n", " cpih_lag3 APC_Finished_Consultant APC_FCEs_with_a_procedure ... \\\n", "3 2.7 1266654.0 715102.0 ... \n", "4 2.5 1301280.0 732105.0 ... \n", "5 2.5 1274667.0 719457.0 ... \n", "6 2.0 1225860.0 691203.0 ... \n", "7 2.0 1354103.0 769356.0 ... \n", ".. ... ... ... ... \n", "204 4.2 1855318.0 1071637.0 ... \n", "205 3.8 1851865.0 1102909.0 ... \n", "206 3.8 1912840.0 1132815.0 ... \n", "207 3.0 1803082.0 1060176.0 ... \n", "208 2.8 1924755.0 1115065.0 ... \n", "\n", " APC_Finished_Admission_Episodes APC_Emergency \\\n", "3 1111356.0 390411.0 \n", "4 1141788.0 397923.0 \n", "5 1116986.0 391334.0 \n", "6 1079019.0 376896.0 \n", "7 1190762.0 410475.0 \n", ".. ... ... \n", "204 1529117.0 573401.0 \n", "205 1516960.0 557776.0 \n", "206 1571634.0 575755.0 \n", "207 1479951.0 542409.0 \n", "208 1579131.0 561228.0 \n", "\n", " Outpatient_Total_Appointments Outpatient_Attended_Appointments \\\n", "3 5497138.0 4482970.0 \n", "4 5743307.0 4657427.0 \n", "5 5475792.0 4437888.0 \n", "6 5438116.0 4401026.0 \n", "7 6144081.0 5018526.0 \n", ".. ... ... \n", "204 11176694.0 8710477.0 \n", "205 11749634.0 9116287.0 \n", "206 11955525.0 9307137.0 \n", "207 11345191.0 8754674.0 \n", "208 12447345.0 9557550.0 \n", "\n", " Outpatient_Percent_Attended Outpatient_DNA_Appointment \\\n", "3 0.80 465544.0 \n", "4 0.80 476312.0 \n", "5 0.80 459439.0 \n", "6 0.80 460482.0 \n", "7 0.80 522083.0 \n", ".. ... ... \n", "204 0.78 625936.0 \n", "205 0.78 665686.0 \n", "206 0.78 682957.0 \n", "207 0.77 651037.0 \n", "208 0.77 714558.0 \n", "\n", " Outpatient_Percent_DNA Outpatient_Follow_Up_Attendance \\\n", "3 0.10 2.284555 \n", "4 0.10 2.276147 \n", "5 0.10 2.256872 \n", "6 0.10 2.245415 \n", "7 0.10 2.268299 \n", ".. ... ... \n", "204 0.06 2.076817 \n", "205 0.06 2.055222 \n", "206 0.06 2.026724 \n", "207 0.06 2.002177 \n", "208 0.06 2.033782 \n", "\n", " Outpatient_Attendance_Type_1 Outpatient_Attendance_Type_2 \n", "3 1362691.0 3113143.0 \n", "4 1419227.0 3230369.0 \n", "5 1360489.0 3070449.0 \n", "6 1353967.0 3040218.0 \n", "7 1533201.0 3477759.0 \n", ".. ... ... \n", "204 2833517.0 5876176.0 \n", "205 2983520.0 6131796.0 \n", "206 3074579.0 6231324.0 \n", "207 2915717.0 5837782.0 \n", "208 3149970.0 6406353.0 \n", "\n", "[206 rows x 25 columns]" ] }, "execution_count": 1911, "metadata": {}, "output_type": "execute_result" } ], "source": [ "final_data" ] }, { "cell_type": "code", "execution_count": 1950, "metadata": {}, "outputs": [], "source": [ "train,test, train_target, test_target = final_data[final_data['date'] < '2023-01-01'].drop(columns=['date','target']), final_data[final_data['date'] >= '2023-01-01'].drop(columns=['date','target']), final_data[final_data['date'] < '2023-01-01']['target'], final_data[final_data['date'] >= '2023-01-01']['target']\n" ] }, { "cell_type": "code", "execution_count": 1951, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)" ] }, "execution_count": 1951, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, train_target)" ] }, { "cell_type": "code", "execution_count": 1952, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 1952, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(final_data[final_data['date']>= '2023-01-01']['date'], model.predict(test), label='Predicted cpih_medical')\n", "plt.plot(final_data[final_data['date']>= '2023-01-01']['date'], test_target, label='Actual cpih_medical')\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 1957, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "dates_new = final_data[final_data['date']>= '2023-01-01']['date']\n", "dates_all = final_data['date']\n", "predicted_new = model.predict(test)\n", "actual_new = test_target\n", "actual_all = final_data['target']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual Medical CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "#plt.plot(dates_all,lag_test_data['Outpatient_Follow_Up_Attendance'], color='purple', alpha=0.8, label='Outpatient Follow Up', zorder=0)\n", "\n", "plt.title('CPIH Medical: Train on <2023, Test on 2023/2024', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1924, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
0cpim_lag10.807642
3cpih_lag10.028872
20Outpatient_Follow_Up_Attendance0.020626
1cpim_lag20.016231
5cpih_lag30.014343
2cpim_lag30.014206
18Outpatient_DNA_Appointment0.012107
4cpih_lag20.011372
17Outpatient_Percent_Attended0.010797
14APC_Emergency0.009244
9APC_Ordinary_Episodes0.006377
8APC_Percent_FCEs_with_procedure0.005464
11APC_Day_Case_Episodes_with_proc0.005342
10APC_Day_Case_Episodes0.004961
21Outpatient_Attendance_Type_10.004939
15Outpatient_Total_Appointments0.004571
6APC_Finished_Consultant0.004199
13APC_Finished_Admission_Episodes0.004168
12APC_Percent_Day_Cases_with_proc0.003638
16Outpatient_Attended_Appointments0.003497
22Outpatient_Attendance_Type_20.003198
7APC_FCEs_with_a_procedure0.002574
19Outpatient_Percent_DNA0.001632
\n", "
" ], "text/plain": [ " Feature Importance\n", "0 cpim_lag1 0.807642\n", "3 cpih_lag1 0.028872\n", "20 Outpatient_Follow_Up_Attendance 0.020626\n", "1 cpim_lag2 0.016231\n", "5 cpih_lag3 0.014343\n", "2 cpim_lag3 0.014206\n", "18 Outpatient_DNA_Appointment 0.012107\n", "4 cpih_lag2 0.011372\n", "17 Outpatient_Percent_Attended 0.010797\n", "14 APC_Emergency 0.009244\n", "9 APC_Ordinary_Episodes 0.006377\n", "8 APC_Percent_FCEs_with_procedure 0.005464\n", "11 APC_Day_Case_Episodes_with_proc 0.005342\n", "10 APC_Day_Case_Episodes 0.004961\n", "21 Outpatient_Attendance_Type_1 0.004939\n", "15 Outpatient_Total_Appointments 0.004571\n", "6 APC_Finished_Consultant 0.004199\n", "13 APC_Finished_Admission_Episodes 0.004168\n", "12 APC_Percent_Day_Cases_with_proc 0.003638\n", "16 Outpatient_Attended_Appointments 0.003497\n", "22 Outpatient_Attendance_Type_2 0.003198\n", "7 APC_FCEs_with_a_procedure 0.002574\n", "19 Outpatient_Percent_DNA 0.001632" ] }, "execution_count": 1924, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = model.feature_importances_\n", "importance_df = pd.DataFrame({\n", " 'Feature': train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1954, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
GradientBoostingRegressor(n_estimators=200, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "GradientBoostingRegressor(n_estimators=200, random_state=42)" ] }, "execution_count": 1954, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from sklearn.ensemble import GradientBoostingRegressor\n", "\n", "model_boost = GradientBoostingRegressor(n_estimators=200, random_state=42)\n", "model_boost.fit(train, train_target)\n" ] }, { "cell_type": "code", "execution_count": 1956, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "dates_new = final_data[final_data['date']>= '2023-01-01']['date']\n", "dates_all = final_data['date']\n", "predicted_new = model_boost.predict(test)\n", "actual_new = test_target\n", "actual_all = final_data['target']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual Medical CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "#plt.plot(dates_all,lag_test_data['Outpatient_Follow_Up_Attendance'], color='purple', alpha=0.8, label='Outpatient Follow Up', zorder=0)\n", "\n", "plt.title('BOOSTING, CPIH Medical: Train on <2023, Test on 2023/2024 ', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1932, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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FeatureImportance
0cpim_lag10.807827
3cpih_lag10.021244
1cpim_lag20.016613
18Outpatient_DNA_Appointment0.016569
5cpih_lag30.015875
2cpim_lag30.014655
20Outpatient_Follow_Up_Attendance0.014370
22Outpatient_Attendance_Type_20.012249
4cpih_lag20.011471
9APC_Ordinary_Episodes0.010013
17Outpatient_Percent_Attended0.009949
11APC_Day_Case_Episodes_with_proc0.007477
15Outpatient_Total_Appointments0.006911
14APC_Emergency0.005823
16Outpatient_Attended_Appointments0.005654
10APC_Day_Case_Episodes0.005001
13APC_Finished_Admission_Episodes0.004736
21Outpatient_Attendance_Type_10.003917
12APC_Percent_Day_Cases_with_proc0.003763
6APC_Finished_Consultant0.002255
7APC_FCEs_with_a_procedure0.002014
8APC_Percent_FCEs_with_procedure0.001539
19Outpatient_Percent_DNA0.000075
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" ], "text/plain": [ " Feature Importance\n", "0 cpim_lag1 0.807827\n", "3 cpih_lag1 0.021244\n", "1 cpim_lag2 0.016613\n", "18 Outpatient_DNA_Appointment 0.016569\n", "5 cpih_lag3 0.015875\n", "2 cpim_lag3 0.014655\n", "20 Outpatient_Follow_Up_Attendance 0.014370\n", "22 Outpatient_Attendance_Type_2 0.012249\n", "4 cpih_lag2 0.011471\n", "9 APC_Ordinary_Episodes 0.010013\n", "17 Outpatient_Percent_Attended 0.009949\n", "11 APC_Day_Case_Episodes_with_proc 0.007477\n", "15 Outpatient_Total_Appointments 0.006911\n", "14 APC_Emergency 0.005823\n", "16 Outpatient_Attended_Appointments 0.005654\n", "10 APC_Day_Case_Episodes 0.005001\n", "13 APC_Finished_Admission_Episodes 0.004736\n", "21 Outpatient_Attendance_Type_1 0.003917\n", "12 APC_Percent_Day_Cases_with_proc 0.003763\n", "6 APC_Finished_Consultant 0.002255\n", "7 APC_FCEs_with_a_procedure 0.002014\n", "8 APC_Percent_FCEs_with_procedure 0.001539\n", "19 Outpatient_Percent_DNA 0.000075" ] }, "execution_count": 1932, "metadata": {}, "output_type": "execute_result" } ], "source": [ "feature_importances = model_boost.feature_importances_\n", "importance_df = pd.DataFrame({\n", " 'Feature': train.columns,\n", " 'Importance': feature_importances\n", "})\n", "\n", "importance_df = importance_df.sort_values(by='Importance', ascending=False)\n", "importance_df" ] }, { "cell_type": "code", "execution_count": 1937, "metadata": {}, "outputs": [], "source": [ "train,test, train_target, test_target = final_data[(final_data['date'] < '2016-01-01')|(final_data['date'] >= '2019-01-01')].drop(columns=['date','target']), final_data[(final_data['date'] >= '2016-01-01') & (final_data['date'] < '2019-01-01')].drop(columns=['date','target']), final_data[(final_data['date'] < '2016-01-01')|(final_data['date'] >= '2019-01-01')]['target'], final_data[(final_data['date'] >= '2016-01-01') & (final_data['date'] < '2019-01-01')]['target']\n" ] }, { "cell_type": "code", "execution_count": 1938, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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cpim_lag1cpim_lag2cpim_lag3cpih_lag1cpih_lag2cpih_lag3APC_Finished_ConsultantAPC_FCEs_with_a_procedureAPC_Percent_FCEs_with_procedureAPC_Ordinary_Episodes...APC_Finished_Admission_EpisodesAPC_EmergencyOutpatient_Total_AppointmentsOutpatient_Attended_AppointmentsOutpatient_Percent_AttendedOutpatient_DNA_AppointmentOutpatient_Percent_DNAOutpatient_Follow_Up_AttendanceOutpatient_Attendance_Type_1Outpatient_Attendance_Type_2
34.94.64.82.52.52.71266654.0715102.00.56876009.0...1111356.0390411.05497138.04482970.00.80465544.00.102.2845551362691.03113143.0
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55.05.14.92.02.02.51274667.0719457.00.56884214.0...1116986.0391334.05475792.04437888.00.80459439.00.102.2568721360489.03070449.0
65.25.05.12.02.02.01225860.0691203.00.56851954.0...1079019.0376896.05438116.04401026.00.80460482.00.102.2454151353967.03040218.0
74.95.25.02.32.02.01354103.0769356.00.57919701.0...1190762.0410475.06144081.05018526.00.80522083.00.102.2682991533201.03477759.0
..................................................................
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170 rows × 23 columns

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" ], "text/plain": [ " cpim_lag1 cpim_lag2 cpim_lag3 cpih_lag1 cpih_lag2 cpih_lag3 \\\n", "3 4.9 4.6 4.8 2.5 2.5 2.7 \n", "4 5.1 4.9 4.6 2.0 2.5 2.5 \n", "5 5.0 5.1 4.9 2.0 2.0 2.5 \n", "6 5.2 5.0 5.1 2.0 2.0 2.0 \n", "7 4.9 5.2 5.0 2.3 2.0 2.0 \n", ".. ... ... ... ... ... ... \n", "204 5.9 5.9 6.1 3.8 3.8 4.2 \n", "205 6.5 5.9 5.9 3.0 3.8 3.8 \n", "206 6.0 6.5 5.9 2.8 3.0 3.8 \n", "207 6.0 6.0 6.5 2.8 2.8 3.0 \n", "208 6.0 6.0 6.0 3.1 2.8 2.8 \n", "\n", " APC_Finished_Consultant APC_FCEs_with_a_procedure \\\n", "3 1266654.0 715102.0 \n", "4 1301280.0 732105.0 \n", "5 1274667.0 719457.0 \n", "6 1225860.0 691203.0 \n", "7 1354103.0 769356.0 \n", ".. ... ... \n", "204 1855318.0 1071637.0 \n", "205 1851865.0 1102909.0 \n", "206 1912840.0 1132815.0 \n", "207 1803082.0 1060176.0 \n", "208 1924755.0 1115065.0 \n", "\n", " APC_Percent_FCEs_with_procedure APC_Ordinary_Episodes ... \\\n", "3 0.56 876009.0 ... \n", "4 0.56 898108.0 ... \n", "5 0.56 884214.0 ... \n", "6 0.56 851954.0 ... \n", "7 0.57 919701.0 ... \n", ".. ... ... ... \n", "204 0.58 1167686.0 ... \n", "205 0.60 1149797.0 ... \n", "206 0.59 1189323.0 ... \n", "207 0.59 1126624.0 ... \n", "208 0.58 1183777.0 ... \n", "\n", " APC_Finished_Admission_Episodes APC_Emergency \\\n", "3 1111356.0 390411.0 \n", "4 1141788.0 397923.0 \n", "5 1116986.0 391334.0 \n", "6 1079019.0 376896.0 \n", "7 1190762.0 410475.0 \n", ".. ... ... \n", "204 1529117.0 573401.0 \n", "205 1516960.0 557776.0 \n", "206 1571634.0 575755.0 \n", "207 1479951.0 542409.0 \n", "208 1579131.0 561228.0 \n", "\n", " Outpatient_Total_Appointments Outpatient_Attended_Appointments \\\n", "3 5497138.0 4482970.0 \n", "4 5743307.0 4657427.0 \n", "5 5475792.0 4437888.0 \n", "6 5438116.0 4401026.0 \n", "7 6144081.0 5018526.0 \n", ".. ... ... \n", "204 11176694.0 8710477.0 \n", "205 11749634.0 9116287.0 \n", "206 11955525.0 9307137.0 \n", "207 11345191.0 8754674.0 \n", "208 12447345.0 9557550.0 \n", "\n", " Outpatient_Percent_Attended Outpatient_DNA_Appointment \\\n", "3 0.80 465544.0 \n", "4 0.80 476312.0 \n", "5 0.80 459439.0 \n", "6 0.80 460482.0 \n", "7 0.80 522083.0 \n", ".. ... ... \n", "204 0.78 625936.0 \n", "205 0.78 665686.0 \n", "206 0.78 682957.0 \n", "207 0.77 651037.0 \n", "208 0.77 714558.0 \n", "\n", " Outpatient_Percent_DNA Outpatient_Follow_Up_Attendance \\\n", "3 0.10 2.284555 \n", "4 0.10 2.276147 \n", "5 0.10 2.256872 \n", "6 0.10 2.245415 \n", "7 0.10 2.268299 \n", ".. ... ... \n", "204 0.06 2.076817 \n", "205 0.06 2.055222 \n", "206 0.06 2.026724 \n", "207 0.06 2.002177 \n", "208 0.06 2.033782 \n", "\n", " Outpatient_Attendance_Type_1 Outpatient_Attendance_Type_2 \n", "3 1362691.0 3113143.0 \n", "4 1419227.0 3230369.0 \n", "5 1360489.0 3070449.0 \n", "6 1353967.0 3040218.0 \n", "7 1533201.0 3477759.0 \n", ".. ... ... \n", "204 2833517.0 5876176.0 \n", "205 2983520.0 6131796.0 \n", "206 3074579.0 6231324.0 \n", "207 2915717.0 5837782.0 \n", "208 3149970.0 6406353.0 \n", "\n", "[170 rows x 23 columns]" ] }, "execution_count": 1938, "metadata": {}, "output_type": "execute_result" } ], "source": [ "train " ] }, { "cell_type": "code", "execution_count": 1939, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='absolute_error', n_estimators=200,\n",
       "                      random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "RandomForestRegressor(criterion='absolute_error', n_estimators=200,\n", " random_state=42)" ] }, "execution_count": 1939, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model = RandomForestRegressor(n_estimators=200, criterion='absolute_error', random_state=42)\n", "model.fit(train, train_target)" ] }, { "cell_type": "code", "execution_count": 1944, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "dates_new = final_data[(final_data['date'] >= '2016-01-01') & (final_data['date'] < '2019-01-01')]['date']\n", "dates_all = final_data['date']\n", "predicted_new = model.predict(test)\n", "actual_new = test_target\n", "actual_all = final_data['target']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual Medical CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "#plt.plot(dates_all,lag_test_data['Outpatient_Follow_Up_Attendance'], color='purple', alpha=0.8, label='Outpatient Follow Up', zorder=0)\n", "\n", "plt.title('CPIH Medical: Train on <2016 & >=2019, Test on 2016-2019', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1964, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "RandomForestRegressor(criterion='poisson', n_estimators=200, random_state=42)" ] }, "execution_count": 1964, "metadata": {}, "output_type": "execute_result" } ], "source": [ "train,test, train_target, test_target = final_data[final_data['date'] < '2021-01-01'].drop(columns=['date','target']), final_data[final_data['date'] >= '2021-01-01'].drop(columns=['date','target']), final_data[final_data['date'] < '2021-01-01']['target'], final_data[final_data['date'] >= '2021-01-01']['target']\n", "model = RandomForestRegressor(n_estimators=200, criterion='poisson', random_state=42)\n", "model.fit(train, train_target)" ] }, { "cell_type": "code", "execution_count": 1965, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "from sklearn.ensemble import RandomForestRegressor\n", "\n", "\n", "dates_new = final_data[final_data['date'] >= '2021-01-01' ]['date']\n", "dates_all = final_data['date']\n", "predicted_new = model.predict(test)\n", "actual_new = test_target\n", "actual_all = final_data['target']\n", "\n", "plt.figure(figsize=(12, 6))\n", "plt.scatter(dates_new, predicted_new, color='blue', alpha=0.7, label='Predicted CPIH (2023/2024)', zorder=2)\n", "plt.scatter(dates_new, actual_new, color='orange', alpha=0.7, label='Actual CPIH (2023/2024)', zorder=2)\n", "plt.plot(dates_new, predicted_new, color='blue', linestyle='--', alpha=0.7, zorder=1)\n", "plt.plot(dates_all, actual_all, color='green', alpha=0.8, label='Actual Medical CPIH (All Years)', zorder=0)\n", "plt.plot(dates_all,lag_test_data['cpih'], color='red', alpha=0.8, label='CPIH', zorder=0)\n", "#plt.plot(dates_all,lag_test_data['Outpatient_Follow_Up_Attendance'], color='purple', alpha=0.8, label='Outpatient Follow Up', zorder=0)\n", "\n", "plt.title('CPIH Medical: Train on <2021, Test on >=2021', fontsize=14)\n", "plt.xlabel('Date', fontsize=12)\n", "plt.ylabel('CPIH Medical', fontsize=12)\n", "plt.xticks(rotation=45)\n", "plt.legend(fontsize=10)\n", "plt.grid(alpha=0.3)\n", "\n", "plt.tight_layout()\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 1963, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['cpim_lag1', 'cpim_lag2', 'cpim_lag3', 'cpih_lag1', 'cpih_lag2',\n", " 'cpih_lag3', 'APC_Finished_Consultant', 'APC_FCEs_with_a_procedure',\n", " 'APC_Percent_FCEs_with_procedure', 'APC_Ordinary_Episodes',\n", " 'APC_Day_Case_Episodes', 'APC_Day_Case_Episodes_with_proc',\n", " 'APC_Percent_Day_Cases_with_proc', 'APC_Finished_Admission_Episodes',\n", " 'APC_Emergency', 'Outpatient_Total_Appointments',\n", " 'Outpatient_Attended_Appointments', 'Outpatient_Percent_Attended',\n", " 'Outpatient_DNA_Appointment', 'Outpatient_Percent_DNA',\n", " 'Outpatient_Follow_Up_Attendance', 'Outpatient_Attendance_Type_1',\n", " 'Outpatient_Attendance_Type_2'],\n", " dtype='object')" ] }, "execution_count": 1963, "metadata": {}, "output_type": "execute_result" } ], "source": [ "train.columns " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Collecting pycaret\n", " Downloading pycaret-3.3.2-py3-none-any.whl.metadata (17 kB)\n", "Requirement already satisfied: ipython>=5.5.0 in /Users/mayaraayat/Library/Python/3.11/lib/python/site-packages (from pycaret) (8.29.0)\n", "Collecting ipywidgets>=7.6.5 (from pycaret)\n", " Using cached ipywidgets-8.1.5-py3-none-any.whl.metadata (2.3 kB)\n", "Requirement already satisfied: tqdm>=4.62.0 in /Library/Frameworks/Python.framework/Versions/3.11/lib/python3.11/site-packages (from pycaret) (4.67.0)\n", "Collecting 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dash-core-components, wurlitzer, widgetsnbextension, Werkzeug, scikit-base, schemdraw, retrying, numpy, jupyterlab-widgets, joblib, itsdangerous, deprecation, cloudpickle, blinker, tsdownsample, scipy, pandas, Flask, scikit-learn, matplotlib, lightgbm, dash, yellowbrick, sktime, scikit-plot, pyod, pmdarima, plotly-resampler, nbformat, ipywidgets, imbalanced-learn, category-encoders, tbats, pycaret\n", " Attempting uninstall: numpy\n", " Found existing installation: numpy 2.1.3\n", " Uninstalling numpy-2.1.3:\n", " Successfully uninstalled numpy-2.1.3\n", "\u001b[33m WARNING: The script f2py is installed in '/Library/Frameworks/Python.framework/Versions/3.11/bin' which is not on PATH.\n", " Consider adding this directory to PATH or, if you prefer to suppress this warning, use --no-warn-script-location.\u001b[0m\u001b[33m\n", "\u001b[0m Attempting uninstall: joblib\n", " Found existing installation: joblib 1.4.2\n", " Uninstalling joblib-1.4.2:\n", " Successfully uninstalled joblib-1.4.2\n", " Attempting uninstall: scipy\n", " Found existing installation: scipy 1.12.0\n", " Uninstalling scipy-1.12.0:\n", " Successfully uninstalled scipy-1.12.0\n", " Attempting uninstall: pandas\n", " Found existing installation: pandas 2.2.3\n", " Uninstalling pandas-2.2.3:\n", " Successfully uninstalled pandas-2.2.3\n", "\u001b[33m WARNING: The script flask is installed in '/Library/Frameworks/Python.framework/Versions/3.11/bin' which is not on PATH.\n", " Consider adding this directory to PATH or, if you prefer to suppress this warning, use --no-warn-script-location.\u001b[0m\u001b[33m\n", "\u001b[0m Attempting uninstall: scikit-learn\n", " Found existing installation: scikit-learn 1.5.2\n", " Uninstalling scikit-learn-1.5.2:\n", " Successfully uninstalled scikit-learn-1.5.2\n", " Attempting uninstall: matplotlib\n", " Found existing installation: matplotlib 3.9.2\n", " Uninstalling matplotlib-3.9.2:\n", " Successfully uninstalled matplotlib-3.9.2\n", "\u001b[33m WARNING: The scripts dash-generate-components, dash-update-components and renderer are installed in '/Library/Frameworks/Python.framework/Versions/3.11/bin' which is not on PATH.\n", " Consider adding this directory to PATH or, if you prefer to suppress this warning, use --no-warn-script-location.\u001b[0m\u001b[33m\n", "\u001b[0m\u001b[33m WARNING: The script jupyter-trust is installed in '/Library/Frameworks/Python.framework/Versions/3.11/bin' which is not on PATH.\n", " Consider adding this directory to PATH or, if you prefer to suppress this warning, use --no-warn-script-location.\u001b[0m\u001b[33m\n", "\u001b[0m\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n", "graspologic 3.4.1 requires joblib<2.0.0,>=1.4.2, but you have joblib 1.3.2 which is incompatible.\n", "graspologic 3.4.1 requires matplotlib<4.0.0,>=3.8.4, but you have matplotlib 3.7.5 which is incompatible.\n", "graspologic 3.4.1 requires scipy==1.12.0, but you have scipy 1.11.4 which is incompatible.\u001b[0m\u001b[31m\n", "\u001b[0mSuccessfully installed Flask-3.0.3 Werkzeug-3.0.6 blinker-1.9.0 category-encoders-2.6.4 cloudpickle-3.1.0 dash-2.18.2 dash-core-components-2.0.0 dash-html-components-2.0.0 dash-table-5.0.0 deprecation-2.1.0 fastjsonschema-2.20.0 imbalanced-learn-0.12.4 ipywidgets-8.1.5 itsdangerous-2.2.0 joblib-1.3.2 jupyterlab-widgets-3.0.13 kaleido-0.2.1 lightgbm-4.5.0 matplotlib-3.7.5 nbformat-5.10.4 numpy-1.26.4 pandas-2.1.4 plotly-resampler-0.10.0 pmdarima-2.0.4 pycaret-3.3.2 pyod-2.0.2 retrying-1.3.4 schemdraw-0.15 scikit-base-0.7.8 scikit-learn-1.4.2 scikit-plot-0.3.7 scipy-1.11.4 sktime-0.26.0 tbats-1.1.3 tsdownsample-0.1.3 widgetsnbextension-4.0.13 wurlitzer-3.1.1 yellowbrick-1.5\n", "Note: you may need to restart the kernel to use updated packages.\n" ] } ], "source": [ "pip install pycaret" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "ename": "ImportError", "evalue": "cannot import name 'HES' from 'constants' (/Users/mayaraayat/Desktop/axa-fall2024-p2/constants.py)", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mImportError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn[2], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mquanti\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mdata_preprocessing\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m read_cpih, read_hes, get_global_df, get_final_df\n\u001b[1;32m 2\u001b[0m cpih_df \u001b[38;5;241m=\u001b[39m read_cpih(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mquanti/data/cpih.csv\u001b[39m\u001b[38;5;124m\"\u001b[39m, medical\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[1;32m 3\u001b[0m cpim_df \u001b[38;5;241m=\u001b[39m read_cpih(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mquanti/data/cpih_medical.csv\u001b[39m\u001b[38;5;124m\"\u001b[39m, medical\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n", "File \u001b[0;32m~/Desktop/axa-fall2024-p2/quanti/data_preprocessing.py:5\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mre\u001b[39;00m\n\u001b[1;32m 4\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmatplotlib\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01mpyplot\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m \u001b[38;5;21;01mplt\u001b[39;00m\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mconstants\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m HES\n\u001b[1;32m 8\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mcategorize_title\u001b[39m(title: \u001b[38;5;28mstr\u001b[39m, patterns: \u001b[38;5;28mdict\u001b[39m) \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m>\u001b[39m \u001b[38;5;28mstr\u001b[39m:\n\u001b[1;32m 9\u001b[0m \u001b[38;5;250m \u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m 10\u001b[0m \u001b[38;5;124;03m Categorize a title based on a dictionary of patterns.\u001b[39;00m\n\u001b[1;32m 11\u001b[0m \n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 16\u001b[0m \u001b[38;5;124;03m Returns:\u001b[39;00m\n\u001b[1;32m 17\u001b[0m \u001b[38;5;124;03m str: The category of the title.\"\"\"\u001b[39;00m\n", "\u001b[0;31mImportError\u001b[0m: cannot import name 'HES' from 'constants' (/Users/mayaraayat/Desktop/axa-fall2024-p2/constants.py)" ] } ], "source": [ "from quanti.data_preprocessing import read_cpih, read_hes, get_global_df, get_final_df\n", "cpih_df = read_cpih(\"quanti/data/cpih.csv\", medical=False)\n", "cpim_df = read_cpih(\"quanti/data/cpih_medical.csv\", medical=True)\n", "hes = read_hes(\"quanti/data/HES_M5_OPEN_DATA.csv\")\n", "df = get_global_df(cpih_df, cpim_df, hes)\n", "df = get_final_df(df)\n", "print(df.columns)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from pycaret.time_series import *\n", "\n", "# Initialize the PyCaret time series experiment\n", "exp = setup(\n", " data=df[target], # Pass the target column (series)\n", " fold=5, # Number of cross-validation folds\n", " session_id=42, # For reproducibility\n", " seasonal_period=12, # If you know the seasonal period, set it\n", " fh=24, # Forecast horizon (number of future periods to predict)\n", ")\n", "\n", "# Compare baseline models\n", "best_model = compare_models()\n", "\n", "# Get predictions from the best model\n", "final_model = finalize_model(best_model)\n", "future_forecast = predict_model(final_model, fh=24) # Forecast next 24 periods\n", "print(future_forecast)\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 2 }