{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import HTML\n", "HTML('')" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "application/json": { "Software versions": [ { "module": "Python", "version": "3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE_401/final)]" }, { "module": "IPython", "version": "7.2.0" }, { "module": "OS", "version": "Darwin 18.7.0 x86_64 i386 64bit" }, { "module": "pandas", "version": "0.23.4" } ] }, "text/html": [ "
SoftwareVersion
Python3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE_401/final)]
IPython7.2.0
OSDarwin 18.7.0 x86_64 i386 64bit
pandas0.23.4
Thu Jan 14 23:50:49 2021 EST
" ], "text/latex": [ "\\begin{tabular}{|l|l|}\\hline\n", "{\\bf Software} & {\\bf Version} \\\\ \\hline\\hline\n", "Python & 3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE\\_401/final)] \\\\ \\hline\n", "IPython & 7.2.0 \\\\ \\hline\n", "OS & Darwin 18.7.0 x86\\_64 i386 64bit \\\\ \\hline\n", "pandas & 0.23.4 \\\\ \\hline\n", "\\hline \\multicolumn{2}{|l|}{Thu Jan 14 23:50:49 2021 EST} \\\\ \\hline\n", "\\end{tabular}\n" ], "text/plain": [ "Software versions\n", "Python 3.6.8 64bit [GCC 4.2.1 Compatible Clang 4.0.1 (tags/RELEASE_401/final)]\n", "IPython 7.2.0\n", "OS Darwin 18.7.0 x86_64 i386 64bit\n", "pandas 0.23.4\n", "Thu Jan 14 23:50:49 2021 EST" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%load_ext version_information\n", "%version_information pandas" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Alex Galea \n", "\n", "CPython 3.6.8\n", "IPython 7.2.0\n", "\n", "matplotlib 3.0.2\n", "seaborn 0.9.0\n", "pandas 0.23.4\n" ] } ], "source": [ "%load_ext watermark\n", "%watermark -a \"Alex Galea\" -v -p matplotlib,seaborn,pandas" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Goalie Pull Bayes Optimize\n", "\n", " - Exploratory analysis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Explore Parsed Goalie Pull Data" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import os\n", "import re\n", "import datetime\n", "import time\n", "import glob\n", "from tqdm import tqdm_notebook\n", "from colorama import Fore, Style" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "%config InlineBackend.figure_format='retina'\n", "sns.set() # Revert to matplotlib defaults\n", "plt.rcParams['figure.figsize'] = (12, 8)\n", "plt.rcParams['legend.fancybox'] = True\n", "plt.style.use('fivethirtyeight')\n", "plt.rcParams['font.family'] = 'Marion'\n", "\n", "SMALL_SIZE, MEDIUM_SIZE, BIGGER_SIZE = 14, 16, 20\n", "plt.rc('font', size=SMALL_SIZE)\n", "plt.rc('axes', titlesize=SMALL_SIZE)\n", "plt.rc('axes', labelsize=MEDIUM_SIZE)\n", "plt.rc('xtick', labelsize=SMALL_SIZE)\n", "plt.rc('ytick', labelsize=SMALL_SIZE)\n", "plt.rc('legend', fontsize=MEDIUM_SIZE)\n", "plt.rc('axes', titlesize=BIGGER_SIZE)\n", "\n", "plt.rcParams['grid.alpha'] = 0.2\n", "plt.rcParams['axes.labelpad'] = 10\n", "plt.rcParams['axes.labelpad'] = 20\n", "plt.rcParams['axes.facecolor'] = 'white'\n", "plt.rcParams['figure.facecolor'] = 'white'\n", "plt.rcParams['savefig.facecolor'] = 'white'\n", "plt.rcParams['xtick.major.pad'] = 15\n", "plt.rcParams['xtick.minor.pad'] = 15\n", "plt.rcParams['ytick.major.pad'] = 10\n", "plt.rcParams['ytick.minor.pad'] = 10\n", "\n", "# %config InlineBackend.figure_format='retina'\n", "# sns.set() # Revert to matplotlib defaults\n", "# plt.rcParams['figure.figsize'] = (12, 8)\n", "# plt.style.use('fivethirtyeight')\n", "# plt.rcParams['grid.alpha'] = 0.2\n", "# plt.rcParams['axes.labelpad'] = 20\n", "# plt.rcParams['ytick.labelsize'] = 14\n", "# plt.rcParams['xtick.labelsize'] = 14\n", "# plt.rcParams['axes.labelsize'] = 16\n", "# plt.rcParams['axes.facecolor'] = 'white'\n", "# plt.rcParams['figure.facecolor'] = 'white'\n", "# plt.rcParams['xtick.major.pad'] = 15\n", "# plt.rcParams['xtick.minor.pad'] = 15\n", "# plt.rcParams['ytick.major.pad'] = 10\n", "# plt.rcParams['ytick.minor.pad'] = 10\n", "\n", "def savefig(name):\n", " plt.savefig(f'../../figures/{name}.png', bbox_inches='tight', dpi=300)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# To debug UserWarning: findfont: Font family [‘Marion’] not found.\n", "\n", "# import matplotlib.font_manager\n", "# matplotlib.font_manager.findSystemFonts(fontpaths=None, fontext='ttf')\n", "# matplotlib.font_manager._rebuild()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[1m\u001b[36mcsv\u001b[m\u001b[m/ \u001b[1m\u001b[36mpkl\u001b[m\u001b[m/\r\n" ] } ], "source": [ "ls ../../data/processed/" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "20032004_goalie_pulls_2019-03-01.pkl 20122013_goalie_pulls_2019-04-25.pkl\r\n", "20052006_goalie_pulls_2019-03-01.pkl 20132014_goalie_pulls_2019-04-25.pkl\r\n", "20062007_goalie_pulls_2019-03-01.pkl 20142015_goalie_pulls_2019-04-25.pkl\r\n", "20072008_goalie_pulls_2019-04-25.pkl 20152016_goalie_pulls_2019-04-25.pkl\r\n", "20082009_goalie_pulls_2019-04-25.pkl 20162017_goalie_pulls_2019-04-25.pkl\r\n", "20092010_goalie_pulls_2019-04-25.pkl 20172018_goalie_pulls_2019-04-25.pkl\r\n", "20102011_goalie_pulls_2019-04-25.pkl 20182019_goalie_pulls_2019-04-25.pkl\r\n", "20112012_goalie_pulls_2019-04-25.pkl \u001b[1m\u001b[36mtmp\u001b[m\u001b[m/\r\n" ] } ], "source": [ "ls ../../data/processed/pkl" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['../../data/processed/pkl/20032004_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20052006_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20062007_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20072008_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20082009_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20092010_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20102011_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20112012_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20122013_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20132014_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20142015_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20152016_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20162017_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20172018_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20182019_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/tmp']" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "files = sorted(glob.glob('../../data/processed/pkl/*'))\n", "files" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "def load_data():\n", " files = [\n", " '../../data/processed/pkl/20032004_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20052006_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20062007_goalie_pulls_2019-03-01.pkl',\n", " '../../data/processed/pkl/20072008_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20082009_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20092010_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20102011_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20112012_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20122013_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20132014_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20142015_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20152016_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20162017_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20172018_goalie_pulls_2019-04-25.pkl',\n", " '../../data/processed/pkl/20182019_goalie_pulls_2019-04-25.pkl',\n", " ]\n", " return pd.concat((pd.read_pickle(f) for f in files), sort=False)\n", "\n", "def clean_df(df):\n", " _df = df.copy()\n", " \n", " len_0 = _df.shape[0]\n", " print('Removing goal_for_time < 15 mins')\n", " _df = _df[~(_df.goal_for_time < datetime.timedelta(seconds=15*60))]\n", " print(f'Removed {len_0 - _df.shape[0]} total rows')\n", " \n", " if 'game_end_time' in df.columns:\n", " len_0 = _df.shape[0]\n", " print('Removing game_end_time < 15 mins')\n", " _df = _df[~(_df.game_end_time < datetime.timedelta(seconds=60*15))]\n", " print(f'Removed {len_0 - _df.shape[0]} total rows')\n", " \n", " return _df" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Removing goal_for_time < 15 mins\n", "Removed 115 total rows\n", "Removing game_end_time < 15 mins\n", "Removed 0 total rows\n" ] } ], "source": [ "df = load_data()\n", "df = clean_df(df)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Label the outcomes\n", "df['label'] = ''\n", "label_masks = {\n", " 'goal_for': ~(df.goal_for_time.isnull()),\n", " 'goal_against': ~(df.goal_against_time.isnull()),\n", " 'no_goals': ~(df.game_end_timedelta.isnull()), \n", "}\n", "for label, mask in label_masks.items():\n", " df.loc[mask, 'label'] = label\n", "df.loc[df.label == '', 'label'] = float('nan')\n", "df.label.isnull().sum()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_timelabel
020032004710CHI2004-01-21300:19:44NaT00:19:47NaT00:00:03NaTNaTgoal_against
120032004205MIN2003-11-08300:19:58NaTNaTNaTNaT00:00:02NaTno_goals
2200320041230S.J2004-04-04300:18:3900:19:40NaT00:01:01NaTNaTNaTgoal_for
320032004655PHX2004-01-13300:19:03NaT00:19:25NaT00:00:22NaTNaTgoal_against
420032004985PHX2004-03-02300:18:3400:18:44NaT00:00:10NaTNaTNaTgoal_for
\n", "
" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "0 20032004 710 CHI 2004-01-21 3 00:19:44 \n", "1 20032004 205 MIN 2003-11-08 3 00:19:58 \n", "2 20032004 1230 S.J 2004-04-04 3 00:18:39 \n", "3 20032004 655 PHX 2004-01-13 3 00:19:03 \n", "4 20032004 985 PHX 2004-03-02 3 00:18:34 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta goal_against_timedelta \\\n", "0 NaT 00:19:47 NaT 00:00:03 \n", "1 NaT NaT NaT NaT \n", "2 00:19:40 NaT 00:01:01 NaT \n", "3 NaT 00:19:25 NaT 00:00:22 \n", "4 00:18:44 NaT 00:00:10 NaT \n", "\n", " game_end_timedelta game_end_time label \n", "0 NaT NaT goal_against \n", "1 00:00:02 NaT no_goals \n", "2 NaT NaT goal_for \n", "3 NaT NaT goal_against \n", "4 NaT NaT goal_for " ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_timelabel
901201820191265WSH2019-04-06300:16:40NaT00:17:27NaT00:00:47NaTNaTgoal_against
902201820191266CHI2019-04-06300:17:39NaT00:17:51NaT00:00:12NaTNaTgoal_against
903201820191268CGY2019-04-06300:19:34NaTNaTNaTNaT00:00:2600:20:00no_goals
904201820191270VGK2019-04-06300:18:37.500000NaT00:19:05NaT00:00:27.500000NaTNaTgoal_against
905201820191271COL2019-04-06300:17:07NaT00:19:15NaT00:02:08NaTNaTgoal_against
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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "901 20182019 1265 WSH 2019-04-06 3 00:16:40 \n", "902 20182019 1266 CHI 2019-04-06 3 00:17:39 \n", "903 20182019 1268 CGY 2019-04-06 3 00:19:34 \n", "904 20182019 1270 VGK 2019-04-06 3 00:18:37.500000 \n", "905 20182019 1271 COL 2019-04-06 3 00:17:07 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta goal_against_timedelta \\\n", "901 NaT 00:17:27 NaT 00:00:47 \n", "902 NaT 00:17:51 NaT 00:00:12 \n", "903 NaT NaT NaT NaT \n", "904 NaT 00:19:05 NaT 00:00:27.500000 \n", "905 NaT 00:19:15 NaT 00:02:08 \n", "\n", " game_end_timedelta game_end_time label \n", "901 NaT NaT goal_against \n", "902 NaT NaT goal_against \n", "903 00:00:26 00:20:00 no_goals \n", "904 NaT NaT goal_against \n", "905 NaT NaT goal_against " ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.tail()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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countmeanstdmin25%50%75%max
pull_period111683033333
pull_time111680 days 00:18:32.4841950 days 00:00:52.2985700 days 00:07:130 days 00:18:100 days 00:18:400 days 00:19:05.5000000 days 00:19:59.500000
goal_for_time14960 days 00:18:58.1316840 days 00:00:50.5584130 days 00:15:100 days 00:18:350 days 00:19:07.5000000 days 00:19:350 days 00:19:59
goal_against_time37360 days 00:19:02.6480190 days 00:00:54.5365230 days 00:08:140 days 00:18:43.7500000 days 00:19:150 days 00:19:380 days 00:19:59
goal_for_timedelta14960 days 00:00:45.7306140 days 00:00:34.8897630 days 00:00:000 days 00:00:19.5000000 days 00:00:390 days 00:01:030 days 00:04:06
goal_against_timedelta37360 days 00:00:48.3435490 days 00:00:35.7846610 days 00:00:000 days 00:00:21.5000000 days 00:00:400 days 00:01:06.5000000 days 00:04:51
game_end_timedelta59370 days 00:01:11.0109480 days 00:00:41.0678860 days 00:00:00.5000000 days 00:00:42.5000000 days 00:01:070 days 00:01:320 days 00:05:22.500000
game_end_time46320 days 00:20:000 days 00:00:000 days 00:20:000 days 00:20:000 days 00:20:000 days 00:20:000 days 00:20:00
\n", "
" ], "text/plain": [ " count mean std \\\n", "pull_period 11168 3 0 \n", "pull_time 11168 0 days 00:18:32.484195 0 days 00:00:52.298570 \n", "goal_for_time 1496 0 days 00:18:58.131684 0 days 00:00:50.558413 \n", "goal_against_time 3736 0 days 00:19:02.648019 0 days 00:00:54.536523 \n", "goal_for_timedelta 1496 0 days 00:00:45.730614 0 days 00:00:34.889763 \n", "goal_against_timedelta 3736 0 days 00:00:48.343549 0 days 00:00:35.784661 \n", "game_end_timedelta 5937 0 days 00:01:11.010948 0 days 00:00:41.067886 \n", "game_end_time 4632 0 days 00:20:00 0 days 00:00:00 \n", "\n", " min 25% \\\n", "pull_period 3 3 \n", "pull_time 0 days 00:07:13 0 days 00:18:10 \n", "goal_for_time 0 days 00:15:10 0 days 00:18:35 \n", "goal_against_time 0 days 00:08:14 0 days 00:18:43.750000 \n", "goal_for_timedelta 0 days 00:00:00 0 days 00:00:19.500000 \n", "goal_against_timedelta 0 days 00:00:00 0 days 00:00:21.500000 \n", "game_end_timedelta 0 days 00:00:00.500000 0 days 00:00:42.500000 \n", "game_end_time 0 days 00:20:00 0 days 00:20:00 \n", "\n", " 50% 75% \\\n", "pull_period 3 3 \n", "pull_time 0 days 00:18:40 0 days 00:19:05.500000 \n", "goal_for_time 0 days 00:19:07.500000 0 days 00:19:35 \n", "goal_against_time 0 days 00:19:15 0 days 00:19:38 \n", "goal_for_timedelta 0 days 00:00:39 0 days 00:01:03 \n", "goal_against_timedelta 0 days 00:00:40 0 days 00:01:06.500000 \n", "game_end_timedelta 0 days 00:01:07 0 days 00:01:32 \n", "game_end_time 0 days 00:20:00 0 days 00:20:00 \n", "\n", " max \n", "pull_period 3 \n", "pull_time 0 days 00:19:59.500000 \n", "goal_for_time 0 days 00:19:59 \n", "goal_against_time 0 days 00:19:59 \n", "goal_for_timedelta 0 days 00:04:06 \n", "goal_against_timedelta 0 days 00:04:51 \n", "game_end_timedelta 0 days 00:05:22.500000 \n", "game_end_time 0 days 00:20:00 " ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.describe().T" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "season object\n", "game_number object\n", "team_name object\n", "date datetime64[ns]\n", "pull_period int64\n", "pull_time timedelta64[ns]\n", "goal_for_time timedelta64[ns]\n", "goal_against_time timedelta64[ns]\n", "goal_for_timedelta timedelta64[ns]\n", "goal_against_timedelta timedelta64[ns]\n", "game_end_timedelta timedelta64[ns]\n", "game_end_time timedelta64[ns]\n", "label object\n", "dtype: object" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.dtypes" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "season 0.000000\n", "game_number 0.000000\n", "team_name 0.000000\n", "date 0.000090\n", "pull_period 0.000000\n", "pull_time 0.000000\n", "goal_for_time 0.866046\n", "goal_against_time 0.665473\n", "goal_for_timedelta 0.866046\n", "goal_against_timedelta 0.665473\n", "game_end_timedelta 0.468392\n", "game_end_time 0.585244\n", "label 0.000000\n", "dtype: float64" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.isnull().sum() / df.shape[0]" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['season', 'game_number', 'team_name', 'date', 'pull_period',\n", " 'pull_time', 'goal_for_time', 'goal_against_time', 'goal_for_timedelta',\n", " 'goal_against_timedelta', 'game_end_timedelta', 'game_end_time',\n", " 'label'],\n", " dtype='object')" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.columns" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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seasoncounts
020032004716
120052006702
220062007710
320072008683
420082009735
520092010703
620102011712
720112012733
820122013426
920132014749
1020142015792
1120152016917
1220162017811
1320172018879
1420182019900
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" ], "text/plain": [ " season counts\n", "0 20032004 716\n", "1 20052006 702\n", "2 20062007 710\n", "3 20072008 683\n", "4 20082009 735\n", "5 20092010 703\n", "6 20102011 712\n", "7 20112012 733\n", "8 20122013 426\n", "9 20132014 749\n", "10 20142015 792\n", "11 20152016 917\n", "12 20162017 811\n", "13 20172018 879\n", "14 20182019 900" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.groupby('season').size().sort_index(ascending=True).rename('counts').reset_index()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 563, "width": 839 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "# Calculate number of pulls per season\n", "s = df.groupby('season').size().sort_index(ascending=True).rename('counts').reset_index()\n", "\n", "# Add data for the missing season\n", "s = (s.append({'season': '20042005', 'counts': 0}, ignore_index=True)\n", " .sort_values('season', ascending=True).reset_index(drop=True))\n", "\n", "s.plot(marker='o', lw=0, ax=ax, color='b', ms=10)\n", "ax.set_ylim(600, 1000)\n", "plt.legend([])\n", "plt.ylabel('Total Goalie Pulls')\n", "\n", "# Assign tick names\n", "label_map = {str(i): s for i, s in enumerate(s.season.tolist())}\n", "fig.canvas.draw()\n", "labels = [lab.get_text() for lab in ax.get_xticklabels()]\n", "season_label = lambda x: '{}/{}'.format(x[:4], x[4:])\n", "\n", "ax.set_xticklabels(\n", " [season_label(label_map.get(lab, ''))\n", " for lab in labels]\n", ")\n", "\n", "plt.text(x=-0.7, y=1032,\n", " s='Goalie Pulls by Season',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=-0.7, y=1015,\n", " s='Goalie pulls have been trending up in the last 10 years.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=14.1, y=1015,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pulls_by_season')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot goalie pulls per season" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "../../data/raw/html/20032004 1230\n", "../../data/raw/html/20042005 0\n", "../../data/raw/html/20052006 1228\n", "../../data/raw/html/20062007 1230\n", "../../data/raw/html/20072008 1230\n", "../../data/raw/html/20082009 1230\n", "../../data/raw/html/20092010 1230\n", "../../data/raw/html/20102011 1230\n", "../../data/raw/html/20112012 1230\n", "../../data/raw/html/20122013 720\n", "../../data/raw/html/20132014 1230\n", "../../data/raw/html/20142015 1230\n", "../../data/raw/html/20152016 1230\n", "../../data/raw/html/20162017 1230\n", "../../data/raw/html/20172018 1271\n", "../../data/raw/html/20182019 1271\n" ] } ], "source": [ "games_per_season = {}\n", "for folder in sorted(glob.glob('../../data/raw/html/*')):\n", " files = glob.glob(os.path.join(folder, '*.html'))\n", " print(folder, len(files))\n", " games_per_season[os.path.split(folder)[-1]] = len(files)" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "image/png": { "height": 562, "width": 836 } }, "output_type": "display_data" } ], "source": [ "s['counts_per_game'] = s.season.map(games_per_season)\n", "\n", "fig, ax = plt.subplots()\n", "\n", "# Calculate number of pulls per season\n", "s = df.groupby('season').size().sort_index(ascending=True).rename('counts').reset_index()\n", "\n", "# Add data for the missing season\n", "s = (s.append({'season': '20042005', 'counts': 0}, ignore_index=True)\n", " .sort_values('season', ascending=True).reset_index(drop=True))\n", "\n", "# Convert to counts per game\n", "s['games'] = s['season'].apply(lambda x: games_per_season.get(x, 0))\n", "s['counts'] = (s['counts'] / s['games']).fillna(0)\n", "\n", "s.plot(marker='o', lw=0, ax=ax, color='b', ms=10)\n", "ax.set_ylim(0.5, 0.8)\n", "plt.legend([])\n", "plt.ylabel('Average Goalie Pulls Per Game')\n", "\n", "# Assign tick names\n", "label_map = {str(i): s for i, s in enumerate(s.season.tolist())}\n", "fig.canvas.draw()\n", "labels = [lab.get_text() for lab in ax.get_xticklabels()]\n", "season_label = lambda x: '{}/{}'.format(x[:4], x[4:])\n", "\n", "ax.set_xticklabels(\n", " [season_label(label_map.get(lab, ''))\n", " for lab in labels]\n", ")\n", "\n", "\n", "plt.text(x=-0.05, y=0.823,\n", " s='Goalie Pulls by Season',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=-0.05, y=0.81,\n", " s='Goalie pulls have been trending up in the last 10 years.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=11.1, y=0.81,\n", " s='alexgalea.ca | Source: NHL.com',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pulls_per_game_by_season')" ] }, { "cell_type": "code", "execution_count": 66, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 575, "width": 833 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "iterables = zip(['green', 'orange', 'red'],\n", " ['goal_for', 'no_goals', 'goal_against'])\n", "\n", "legend_map = {\n", " 'no_goals': 'No Goals',\n", " 'goal_against': 'Goal Against',\n", " 'goal_for': 'Goal For'\n", "}\n", "\n", "axes = []\n", "for c, label in iterables:\n", " m = df.label==label\n", " \n", " # Calculate the counts\n", " s = (df[m].groupby('season').size()\n", " .sort_index(ascending=True)\n", " .rename(legend_map[label]).reset_index())\n", " \n", " # Add data for the missing season\n", " s = (s.append({'season': '20042005', legend_map[label]: -999}, ignore_index=True)\n", " .sort_values('season', ascending=True).reset_index(drop=True))\n", " \n", " s.loc[s.season == '20122013', legend_map[label]] = -999\n", " s.plot(marker='o', lw=0, ax=ax, ms=10, color=c, label=legend_map[label])\n", " plt.legend()\n", "\n", "# ax.set_xticklabels(s.season.tolist());\n", "ax.set_ylim(0, 550)\n", "plt.ylabel('Total Counts')\n", "\n", "# Assign tick names\n", "label_map = {str(i): s for i, s in enumerate(s.season.tolist())}\n", "fig.canvas.draw()\n", "labels = [lab.get_text() for lab in ax.get_xticklabels()]\n", "season_label = lambda x: '{}/{}'.format(x[:4], x[4:])\n", "\n", "ax.set_xticklabels(\n", " [season_label(label_map.get(lab, ''))\n", " for lab in labels]\n", ")\n", "\n", "plt.text(x=-0.7, y=608,\n", " s='Goalie Pull Outcomes',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=-0.7, y=567,\n", " s='Good outcomes (green dots) have been on the rise, but the\\nbad outcomes (red dots) are rising much faster, doubling in the last 10 years.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=14.1, y=566,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pull_outcomes_by_season')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot average pull time by season" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 632, "width": 831 } }, "output_type": "display_data" } ], "source": [ "df['pull_time_remaining'] = (\n", " df['pull_time']\n", " .apply(lambda x: datetime.timedelta(seconds=60*20) - x)\n", " .astype('timedelta64[s]')\n", ") / 60\n", "sns.boxplot(x='season', y='pull_time_remaining', data=df, color='b')\n", "plt.ylabel('Time Remaining when Goalie Pulled (minutes)')\n", "plt.xlabel('Season')\n", "plt.xticks(rotation=45)\n", "plt.ylim(-0.1, 4)\n", "\n", "plt.text(x=-0.5, y=4.29,\n", " s='Goalie Pull Times',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=-0.5, y=4.13,\n", " s='Goalies are being pulled earlier in the 3rd period in recent years.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=13.1, y=4.13,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pull_times_by_season')" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "season\n", "20032004 1.191504\n", "20052006 1.210992\n", "20062007 1.208146\n", "20072008 1.200683\n", "20082009 1.252222\n", "20092010 1.231840\n", "20102011 1.287406\n", "20112012 1.321487\n", "20122013 1.269014\n", "20132014 1.403227\n", "20142015 1.699053\n", "20152016 1.839477\n", "20162017 1.627312\n", "20172018 1.753963\n", "20182019 1.912778\n", "Name: pull_time_remaining, dtype: float64" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.groupby('season').pull_time_remaining.mean()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 609, "width": 818 } }, "output_type": "display_data" } ], "source": [ "col = 'pull_time'\n", "(df[col].astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=100,\n", " color='b',\n", " histtype='stepfilled')\n", "plt.xlabel('Time elapsed in 3rd period (minutes)')\n", "ax = plt.gca()\n", "ax.set_yticklabels([])\n", "plt.xlim(14, 20)\n", "\n", "plt.text(x=14, y=1043,\n", " s='Goalie Pull Time Distribution',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=14, y=976,\n", " s='Goalie pulls start gradually ramping up\\nafter the 16 minute mark in the 3rd period.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=19.4, y=971,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pull_game_times_hist')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We're interested in knowing about the outcome, given the pull time. This way we can look at the odds of scoring as a function of game time elapsed." ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_timelabelpull_time_remaining
020032004710CHI2004-01-21300:19:44NaT00:19:47NaT00:00:03NaTNaTgoal_against0.266667
120032004205MIN2003-11-08300:19:58NaTNaTNaTNaT00:00:02NaTno_goals0.033333
2200320041230S.J2004-04-04300:18:3900:19:40NaT00:01:01NaTNaTNaTgoal_for1.350000
320032004655PHX2004-01-13300:19:03NaT00:19:25NaT00:00:22NaTNaTgoal_against0.950000
420032004985PHX2004-03-02300:18:3400:18:44NaT00:00:10NaTNaTNaTgoal_for1.433333
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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "0 20032004 710 CHI 2004-01-21 3 00:19:44 \n", "1 20032004 205 MIN 2003-11-08 3 00:19:58 \n", "2 20032004 1230 S.J 2004-04-04 3 00:18:39 \n", "3 20032004 655 PHX 2004-01-13 3 00:19:03 \n", "4 20032004 985 PHX 2004-03-02 3 00:18:34 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta goal_against_timedelta \\\n", "0 NaT 00:19:47 NaT 00:00:03 \n", "1 NaT NaT NaT NaT \n", "2 00:19:40 NaT 00:01:01 NaT \n", "3 NaT 00:19:25 NaT 00:00:22 \n", "4 00:18:44 NaT 00:00:10 NaT \n", "\n", " game_end_timedelta game_end_time label pull_time_remaining \n", "0 NaT NaT goal_against 0.266667 \n", "1 00:00:02 NaT no_goals 0.033333 \n", "2 NaT NaT goal_for 1.350000 \n", "3 NaT NaT goal_against 0.950000 \n", "4 NaT NaT goal_for 1.433333 " ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "code", "execution_count": 79, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 611, "width": 818 } }, "output_type": "display_data" } ], "source": [ "# ax = plt.subplot(111)\n", "# ax.set_prop_cycle(color=['red', 'green', 'orange'])\n", "\n", "df['pull_time_seconds'] = df['pull_time'].astype('timedelta64[s]') / 60\n", "\n", "fig, ax = plt.subplots()\n", "iterables = zip(['green', 'orange', 'red'],\n", " [3, 2, 1],\n", " ['goal_for', 'no_goals', 'goal_against'])\n", "\n", "legend_map = {\n", " 'no_goals': 'No Goals',\n", " 'goal_against': 'Goal Against',\n", " 'goal_for': 'Goal For'\n", "}\n", "\n", "for c, z, label in iterables:\n", " (df[df.label==label]['pull_time_seconds']\n", " .plot.hist(bins=60,\n", " alpha=0.5,\n", " color=c,\n", " histtype='stepfilled',\n", " label=legend_map[label],\n", " zorder=z))\n", "\n", "plt.xlabel('Time elapsed in 3rd period (minutes)')\n", "plt.gca().set_yticklabels([])\n", "plt.xlim(14, 20)\n", "plt.legend()\n", "\n", "plt.text(x=14, y=609,\n", " s='Goalie Pull Time Distribution',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=14, y=567,\n", " s='Late goalie pulls tend to be no-goal outcomes (yellow bars).\\nGoal outcomes (green and red bars) are similarly distributed to each other.',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=19.4, y=565,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('goalie_pull_outcomes_game_times_hist')\n", "del df['pull_time_seconds']" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "image/png": { "height": 544, "width": 808 } }, "output_type": "display_data" } ], "source": [ "cols = ['goal_for_time', 'goal_against_time']\n", "(df[cols].astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=100,\n", " alpha=0.5,\n", " color=['green', 'red'],\n", " histtype='stepfilled')\n", "plt.xlabel('Time elapsed in 3rd period (minutes)')\n", "plt.yticks([])\n", "plt.xlim(14, 20)\n", "savefig('5_on_6_goals')" ] }, { "cell_type": "code", "execution_count": 82, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 614, "width": 818 } }, "output_type": "display_data" } ], "source": [ "cols = ['goal_for_time', 'goal_against_time']\n", "\n", "legend_map = {\n", " 'goal_for_time': 'Goal For Time',\n", " 'goal_against_time': 'Goal Against Time',\n", "}\n", "\n", "(df[cols]\n", " .rename(columns=legend_map)\n", " .astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=100,\n", " alpha=0.5,\n", " density='normed',\n", " color=['green', 'red'],\n", " histtype='stepfilled')\n", "plt.xlabel('Time elapsed in 3rd period (minutes)')\n", "plt.ylabel('Frequency (normed)')\n", "plt.gca().set_yticklabels([])\n", "plt.xlim(14, 20)\n", "\n", "plt.text(x=14, y=1.108,\n", " s='Goalie Pull Time Distribution',\n", " fontsize=24, color='black', weight='bold')\n", "\n", "plt.text(x=14, y=1.035,\n", " s='Following a goalie pull, goals for (green bars)\\ntend to occur slightly earlier than goals against (red bars).',\n", " fontsize=14, color='black', style='italic')\n", "\n", "plt.text(x=19.4, y=1.035,\n", " s='alexgalea.ca',\n", " fontsize=14, color='black', style='italic')\n", "\n", "\n", "savefig('5_on_6_goals_normed')" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of goals found:\n" ] }, { "data": { "text/plain": [ "goal_for_time 1496\n", "goal_against_time 3736\n", "dtype: int64" ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "print('Number of goals found:')\n", "(~df[['goal_for_time', 'goal_against_time']].isnull()).sum()" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Total goals found:\n" ] }, { "data": { "text/plain": [ "5232" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "print('Total goals found:')\n", "(~df[['goal_for_time', 'goal_against_time']].isnull()).sum().sum()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We also want to model the time between goalie pull and goal (i.e. the timedelta)." ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([], )" ] }, "execution_count": 85, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 544, "width": 801 } }, "output_type": "display_data" } ], "source": [ "cols = ['game_end_timedelta', 'goal_against_timedelta', 'goal_for_timedelta', ]\n", "(df[cols].astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=50, alpha=0.5,\n", " color=['blue', 'red','green'],\n", " histtype='stepfilled')\n", "plt.xlabel('Time since goalie pull (minutes)')\n", "plt.yticks([])\n", "# savefig('5_on_6_goalie_pull_outcomes')" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([], )" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 544, "width": 801 } }, "output_type": "display_data" } ], "source": [ "cols = ['goal_against_timedelta', 'goal_for_timedelta', ]\n", "(df[cols].astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=50, alpha=0.5,\n", " color=['red', 'green',],\n", " histtype='stepfilled')\n", "plt.xlabel('Time since goalie pull (minutes)')\n", "plt.yticks([])\n", "# savefig('5_on_6_goalie_pull_goal_timedeltas')" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([], )" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 544, "width": 801 } }, "output_type": "display_data" } ], "source": [ "cols = ['goal_against_timedelta', 'goal_for_timedelta', ]\n", "(df[cols].astype('timedelta64[s]') / 60)\\\n", " .plot.hist(bins=50, alpha=0.5,\n", " density='normed',\n", " color=['red', 'green'],\n", " histtype='stepfilled')\n", "plt.xlabel('Time since goalie pull (minutes)')\n", "plt.yticks([])\n", "# savefig('5_on_6_goalie_pull_goal_timedeltas_normed')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The mean/median number of seconds until a goal (after pulling the goalie)" ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "goal_against_timedelta 48.181745\n", "goal_for_timedelta 45.568182\n", "dtype: float64" ] }, "execution_count": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(df[cols].astype('timedelta64[s]')).mean()" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "goal_against_timedelta 40.0\n", "goal_for_timedelta 39.0\n", "dtype: float64" ] }, "execution_count": 89, "metadata": {}, "output_type": "execute_result" } ], "source": [ "(df[cols].astype('timedelta64[s]')).median()" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "([], )" ] }, "execution_count": 90, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 544, "width": 801 } }, "output_type": "display_data" } ], "source": [ "(df['game_end_timedelta'].astype('timedelta64[s]') / 60).plot.hist(bins=50, color='b', histtype='stepfilled')\n", "plt.xlabel('Time since goalie pull (minutes)')\n", "plt.yticks([])\n", "# savefig('5_on_6_game_end_timedeltas')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Rough work" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bugs" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *2019-02-01*" ] }, { "cell_type": "code", "execution_count": 247, "metadata": {}, "outputs": [], "source": [ "df = load_data()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Any non 3rd period pulls?" ] }, { "cell_type": "code", "execution_count": 248, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegame_end_timegoal_for_timedeltagoal_against_timedeltagame_end_timedelta
\n", "
" ], "text/plain": [ "Empty DataFrame\n", "Columns: [season, game_number, team_name, date, pull_period, pull_time, goal_for_time, goal_against_time, game_end_time, goal_for_timedelta, goal_against_timedelta, game_end_timedelta]\n", "Index: []" ] }, "execution_count": 248, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[df['pull_period'] != 3]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Any bugs not in the last 15 minutes?" ] }, { "cell_type": "code", "execution_count": 120, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 120, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.pull_time < datetime.timedelta(seconds=15*60)\n", "df[mask].shape[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I noticed some goal for timedelats less than 0.. which makes no sense. I'll have to look into that" ] }, { "cell_type": "code", "execution_count": 121, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegame_end_timegoal_for_timedeltagoal_against_timedeltagame_end_timedelta
57620052006591NYI2006-01-04300:19:5100:02:15NaT00:02:15-1 days +23:42:24NaT-1 days +23:42:24
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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "576 20052006 591 NYI 2006-01-04 3 00:19:51 \n", "\n", " goal_for_time goal_against_time game_end_time goal_for_timedelta \\\n", "576 00:02:15 NaT 00:02:15 -1 days +23:42:24 \n", "\n", " goal_against_timedelta game_end_timedelta \n", "576 NaT -1 days +23:42:24 " ] }, "execution_count": 121, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.goal_for_time < datetime.timedelta(seconds=15*60)\n", "df[mask]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This game is weird... http://www.nhl.com/scores/htmlreports/20052006/PL020591.HTM\n", "\n", "We'll drop this point before modeling." ] }, { "cell_type": "code", "execution_count": 150, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegame_end_timegoal_for_timedeltagoal_against_timedeltagame_end_timedelta
2920032004907ATL2004-02-21300:19:1400:18:59NaT00:20:00-1 days +23:59:45NaT00:00:46
32020032004367CHI2003-12-03300:18:1900:18:01NaT00:19:43-1 days +23:59:42NaT00:01:24
46220032004754PHX2004-01-27300:19:2200:17:52NaT00:19:54-1 days +23:58:30NaT00:00:32
19220062007665BOS2007-01-13300:17:2300:17:13NaT00:19:33-1 days +23:59:50NaT00:02:10
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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "29 20032004 907 ATL 2004-02-21 3 00:19:14 \n", "320 20032004 367 CHI 2003-12-03 3 00:18:19 \n", "462 20032004 754 PHX 2004-01-27 3 00:19:22 \n", "192 20062007 665 BOS 2007-01-13 3 00:17:23 \n", "\n", " goal_for_time goal_against_time game_end_time goal_for_timedelta \\\n", "29 00:18:59 NaT 00:20:00 -1 days +23:59:45 \n", "320 00:18:01 NaT 00:19:43 -1 days +23:59:42 \n", "462 00:17:52 NaT 00:19:54 -1 days +23:58:30 \n", "192 00:17:13 NaT 00:19:33 -1 days +23:59:50 \n", "\n", " goal_against_timedelta game_end_timedelta \n", "29 NaT 00:00:46 \n", "320 NaT 00:01:24 \n", "462 NaT 00:00:32 \n", "192 NaT 00:02:10 " ] }, "execution_count": 150, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[df.goal_for_timedelta < datetime.timedelta(0)]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "http://www.nhl.com/scores/htmlreports/20032004/PL020907.HTM" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 471, "width": 742 } }, "output_type": "display_data" } ], "source": [ "df.game_end_time.astype('timedelta64[s]').plot.hist()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Games should end at 20 mins. Let's throw out the early times (this must be overtime or something)." ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1273, 2172)" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.game_end_time < datetime.timedelta(seconds=60*20)\n", "mask.sum(), df.shape[0]" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(44, 2172)" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.game_end_time < datetime.timedelta(seconds=60*15)\n", "mask.sum(), df.shape[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Obviously the game will end at 20:00, this column corresponds to the last row parsed." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*2019-04-25*" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [], "source": [ "df = load_data()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Any non 3rd period pulls?" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_time
220072008751NSH2008-01-24100:00:00NaTNaTNaTNaT00:00:4400:00:44
3200720081158WSH2008-03-27100:00:00NaTNaTNaTNaT00:00:5200:00:52
420072008696CBJ2008-01-17100:00:00NaTNaTNaTNaT00:01:2700:01:27
520072008946STL2008-02-24100:00:00NaTNaTNaTNaT00:00:4700:00:47
6200720081070VAN2008-03-13100:00:00NaTNaTNaTNaT00:01:1400:01:14
920072008570DET2007-12-29100:00:00NaTNaTNaTNaT00:00:1600:00:16
1220072008618ANA2008-01-05100:00:00NaTNaTNaTNaT00:00:1800:00:18
20200720081084EDM2008-03-15100:00:00NaTNaTNaTNaT00:00:0700:00:07
212007200814STL2007-10-04100:00:00NaTNaTNaTNaT00:00:0900:00:09
2320072008526VAN2007-12-22100:00:00NaTNaTNaTNaT00:00:1200:00:12
262007200896EDM2007-10-18100:00:00NaTNaTNaTNaT00:00:4000:00:40
2920072008910CGY2008-02-19100:00:00NaTNaTNaTNaT00:00:5900:00:59
3120072008269S.J2007-11-15100:00:00NaTNaTNaTNaT00:00:3500:00:35
33200720081056ANA2008-03-11100:00:00NaTNaTNaTNaT00:00:2100:00:21
3420072008872DAL2008-02-14100:00:00NaTNaTNaTNaT00:00:3200:00:32
3820072008311PIT2007-11-22500:00:00NaTNaTNaTNaT00:00:0000:00:00
392007200833BOS2007-10-06100:00:00NaTNaTNaTNaT00:00:1300:00:13
4020072008645BUF2008-01-10500:00:00NaTNaTNaTNaT00:00:0000:00:00
41200720081133ANA2008-03-22100:00:00NaTNaTNaTNaT00:01:2600:01:26
42200720081099STL2008-03-18500:00:00NaTNaTNaTNaT00:00:0000:00:00
43200720081020MTL2008-03-06100:00:00NaTNaTNaTNaT00:00:1500:00:15
4420072008404L.A2007-12-05100:00:00NaTNaTNaTNaT00:00:1900:00:19
4520072008238PIT2007-11-10100:00:00NaTNaTNaTNaT00:00:3100:00:31
4920072008613T.B2008-01-05400:03:17NaTNaTNaTNaT00:00:0000:03:17
50200720081149S.J2008-03-25100:00:00NaTNaTNaTNaT00:01:1600:01:16
5120072008310L.A2007-11-21100:00:00NaTNaTNaTNaT00:00:3700:00:37
5720072008849NSH2008-02-10100:00:00NaTNaTNaTNaT00:00:3500:00:35
5820072008609WSH2008-01-05400:01:27NaTNaTNaTNaT00:00:0000:01:27
6520072008562OTT2007-12-29200:10:0500:10:06NaT00:00:01NaTNaTNaT
72200720081127BOS2008-03-22500:00:00NaTNaTNaTNaT00:00:0000:00:00
.......................................
165720182019549MTL2018-12-22400:01:59NaTNaTNaTNaT00:00:0000:01:59
166420182019375DAL2018-11-27400:02:42NaTNaTNaTNaT00:00:0000:02:42
166820182019230BUF2018-11-08200:05:31.50000000:05:34NaT00:00:02.500000NaTNaTNaT
166920182019230BUF2018-11-08400:01:38NaTNaTNaTNaT00:00:0000:01:38
167620182019363N.J2018-11-26400:01:28NaTNaTNaTNaT00:00:0000:01:28
1680201820191213DAL2019-03-30500:00:00NaTNaTNaTNaT00:00:0000:00:00
169120182019334NYI2018-11-23400:03:40NaTNaTNaTNaT00:00:0000:03:40
1693201820191244NYI2019-04-04500:00:00NaTNaTNaTNaT00:00:0000:00:00
169520182019206PHI2018-11-03400:00:13NaTNaTNaTNaT00:00:0000:00:13
170520182019986PHI2019-02-28400:04:27NaTNaTNaTNaT00:00:0000:04:27
1710201820191264NYR2019-04-06400:02:09NaTNaTNaTNaT00:00:0000:02:09
171120182019251NYR2018-11-10500:00:00NaTNaTNaTNaT00:00:0000:00:00
171520182019197EDM2018-11-03200:10:0000:01:15NaT-1 days +23:51:15NaTNaTNaT
173020182019928BOS2019-02-20500:00:00NaTNaTNaTNaT00:00:0000:00:00
173120182019181PIT2018-11-01500:00:00NaTNaTNaTNaT00:00:0000:00:00
1737201820191225COL2019-04-01500:00:00NaTNaTNaTNaT00:00:0000:00:00
173820182019210DAL2018-11-05400:04:29NaTNaTNaTNaT00:00:0000:04:29
174020182019705MTL2019-01-14400:00:15NaTNaTNaTNaT00:00:0000:00:15
1742201820191049STL2019-03-09400:03:21NaTNaTNaTNaT00:00:0000:03:21
174620182019990DAL2019-02-28400:03:19NaTNaTNaTNaT00:00:0000:03:19
175220182019791TOR2019-02-02200:18:20NaTNaTNaTNaT00:01:4000:20:00
175320182019841COL2019-02-09400:02:23NaTNaTNaTNaT00:00:0000:02:23
177620182019816VGK2019-02-05500:00:00NaTNaTNaTNaT00:00:0000:00:00
177920182019953PIT2019-02-23400:01:59NaTNaTNaTNaT00:00:0000:01:59
178120182019400WPG2018-12-01400:04:43NaTNaTNaTNaT00:00:0000:04:43
178420182019380DAL2018-11-28400:00:24NaTNaTNaTNaT00:00:0000:00:24
179320182019416TOR2018-12-04400:04:57NaTNaTNaTNaT00:00:0000:04:57
179720182019292DET2018-11-17400:04:09NaTNaTNaTNaT00:00:0000:04:09
180420182019154BUF2018-10-27400:00:31NaTNaTNaTNaT00:00:0000:00:31
1812201820191024MIN2019-03-05500:00:00NaTNaTNaTNaT00:00:0000:00:00
\n", "

3334 rows × 12 columns

\n", "
" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "2 20072008 751 NSH 2008-01-24 1 00:00:00 \n", "3 20072008 1158 WSH 2008-03-27 1 00:00:00 \n", "4 20072008 696 CBJ 2008-01-17 1 00:00:00 \n", "5 20072008 946 STL 2008-02-24 1 00:00:00 \n", "6 20072008 1070 VAN 2008-03-13 1 00:00:00 \n", "9 20072008 570 DET 2007-12-29 1 00:00:00 \n", "12 20072008 618 ANA 2008-01-05 1 00:00:00 \n", "20 20072008 1084 EDM 2008-03-15 1 00:00:00 \n", "21 20072008 14 STL 2007-10-04 1 00:00:00 \n", "23 20072008 526 VAN 2007-12-22 1 00:00:00 \n", "26 20072008 96 EDM 2007-10-18 1 00:00:00 \n", "29 20072008 910 CGY 2008-02-19 1 00:00:00 \n", "31 20072008 269 S.J 2007-11-15 1 00:00:00 \n", "33 20072008 1056 ANA 2008-03-11 1 00:00:00 \n", "34 20072008 872 DAL 2008-02-14 1 00:00:00 \n", "38 20072008 311 PIT 2007-11-22 5 00:00:00 \n", "39 20072008 33 BOS 2007-10-06 1 00:00:00 \n", "40 20072008 645 BUF 2008-01-10 5 00:00:00 \n", "41 20072008 1133 ANA 2008-03-22 1 00:00:00 \n", "42 20072008 1099 STL 2008-03-18 5 00:00:00 \n", "43 20072008 1020 MTL 2008-03-06 1 00:00:00 \n", "44 20072008 404 L.A 2007-12-05 1 00:00:00 \n", "45 20072008 238 PIT 2007-11-10 1 00:00:00 \n", "49 20072008 613 T.B 2008-01-05 4 00:03:17 \n", "50 20072008 1149 S.J 2008-03-25 1 00:00:00 \n", "51 20072008 310 L.A 2007-11-21 1 00:00:00 \n", "57 20072008 849 NSH 2008-02-10 1 00:00:00 \n", "58 20072008 609 WSH 2008-01-05 4 00:01:27 \n", "65 20072008 562 OTT 2007-12-29 2 00:10:05 \n", "72 20072008 1127 BOS 2008-03-22 5 00:00:00 \n", "... ... ... ... ... ... ... \n", "1657 20182019 549 MTL 2018-12-22 4 00:01:59 \n", "1664 20182019 375 DAL 2018-11-27 4 00:02:42 \n", "1668 20182019 230 BUF 2018-11-08 2 00:05:31.500000 \n", "1669 20182019 230 BUF 2018-11-08 4 00:01:38 \n", "1676 20182019 363 N.J 2018-11-26 4 00:01:28 \n", "1680 20182019 1213 DAL 2019-03-30 5 00:00:00 \n", "1691 20182019 334 NYI 2018-11-23 4 00:03:40 \n", "1693 20182019 1244 NYI 2019-04-04 5 00:00:00 \n", "1695 20182019 206 PHI 2018-11-03 4 00:00:13 \n", "1705 20182019 986 PHI 2019-02-28 4 00:04:27 \n", "1710 20182019 1264 NYR 2019-04-06 4 00:02:09 \n", "1711 20182019 251 NYR 2018-11-10 5 00:00:00 \n", "1715 20182019 197 EDM 2018-11-03 2 00:10:00 \n", "1730 20182019 928 BOS 2019-02-20 5 00:00:00 \n", "1731 20182019 181 PIT 2018-11-01 5 00:00:00 \n", "1737 20182019 1225 COL 2019-04-01 5 00:00:00 \n", "1738 20182019 210 DAL 2018-11-05 4 00:04:29 \n", "1740 20182019 705 MTL 2019-01-14 4 00:00:15 \n", "1742 20182019 1049 STL 2019-03-09 4 00:03:21 \n", "1746 20182019 990 DAL 2019-02-28 4 00:03:19 \n", "1752 20182019 791 TOR 2019-02-02 2 00:18:20 \n", "1753 20182019 841 COL 2019-02-09 4 00:02:23 \n", "1776 20182019 816 VGK 2019-02-05 5 00:00:00 \n", "1779 20182019 953 PIT 2019-02-23 4 00:01:59 \n", "1781 20182019 400 WPG 2018-12-01 4 00:04:43 \n", "1784 20182019 380 DAL 2018-11-28 4 00:00:24 \n", "1793 20182019 416 TOR 2018-12-04 4 00:04:57 \n", "1797 20182019 292 DET 2018-11-17 4 00:04:09 \n", "1804 20182019 154 BUF 2018-10-27 4 00:00:31 \n", "1812 20182019 1024 MIN 2019-03-05 5 00:00:00 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta \\\n", "2 NaT NaT NaT \n", "3 NaT NaT NaT \n", "4 NaT NaT NaT \n", "5 NaT NaT NaT \n", "6 NaT NaT NaT \n", "9 NaT NaT NaT \n", "12 NaT NaT NaT \n", "20 NaT NaT NaT \n", "21 NaT NaT NaT \n", "23 NaT NaT NaT \n", "26 NaT NaT NaT \n", "29 NaT NaT NaT \n", "31 NaT NaT NaT \n", "33 NaT NaT NaT \n", "34 NaT NaT NaT \n", "38 NaT NaT NaT \n", "39 NaT NaT NaT \n", "40 NaT NaT NaT \n", "41 NaT NaT NaT \n", "42 NaT NaT NaT \n", "43 NaT NaT NaT \n", "44 NaT NaT NaT \n", "45 NaT NaT NaT \n", "49 NaT NaT NaT \n", "50 NaT NaT NaT \n", "51 NaT NaT NaT \n", "57 NaT NaT NaT \n", "58 NaT NaT NaT \n", "65 00:10:06 NaT 00:00:01 \n", "72 NaT NaT NaT \n", "... ... ... ... \n", "1657 NaT NaT NaT \n", "1664 NaT NaT NaT \n", "1668 00:05:34 NaT 00:00:02.500000 \n", "1669 NaT NaT NaT \n", "1676 NaT NaT NaT \n", "1680 NaT NaT NaT \n", "1691 NaT NaT NaT \n", "1693 NaT NaT NaT \n", "1695 NaT NaT NaT \n", "1705 NaT NaT NaT \n", "1710 NaT NaT NaT \n", "1711 NaT NaT NaT \n", "1715 00:01:15 NaT -1 days +23:51:15 \n", "1730 NaT NaT NaT \n", "1731 NaT NaT NaT \n", "1737 NaT NaT NaT \n", "1738 NaT NaT NaT \n", "1740 NaT NaT NaT \n", "1742 NaT NaT NaT \n", "1746 NaT NaT NaT \n", "1752 NaT NaT NaT \n", "1753 NaT NaT NaT \n", "1776 NaT NaT NaT \n", "1779 NaT NaT NaT \n", "1781 NaT NaT NaT \n", "1784 NaT NaT NaT \n", "1793 NaT NaT NaT \n", "1797 NaT NaT NaT \n", "1804 NaT NaT NaT \n", "1812 NaT NaT NaT \n", "\n", " goal_against_timedelta game_end_timedelta game_end_time \n", "2 NaT 00:00:44 00:00:44 \n", "3 NaT 00:00:52 00:00:52 \n", "4 NaT 00:01:27 00:01:27 \n", "5 NaT 00:00:47 00:00:47 \n", "6 NaT 00:01:14 00:01:14 \n", "9 NaT 00:00:16 00:00:16 \n", "12 NaT 00:00:18 00:00:18 \n", "20 NaT 00:00:07 00:00:07 \n", "21 NaT 00:00:09 00:00:09 \n", "23 NaT 00:00:12 00:00:12 \n", "26 NaT 00:00:40 00:00:40 \n", "29 NaT 00:00:59 00:00:59 \n", "31 NaT 00:00:35 00:00:35 \n", "33 NaT 00:00:21 00:00:21 \n", "34 NaT 00:00:32 00:00:32 \n", "38 NaT 00:00:00 00:00:00 \n", "39 NaT 00:00:13 00:00:13 \n", "40 NaT 00:00:00 00:00:00 \n", "41 NaT 00:01:26 00:01:26 \n", "42 NaT 00:00:00 00:00:00 \n", "43 NaT 00:00:15 00:00:15 \n", "44 NaT 00:00:19 00:00:19 \n", "45 NaT 00:00:31 00:00:31 \n", "49 NaT 00:00:00 00:03:17 \n", "50 NaT 00:01:16 00:01:16 \n", "51 NaT 00:00:37 00:00:37 \n", "57 NaT 00:00:35 00:00:35 \n", "58 NaT 00:00:00 00:01:27 \n", "65 NaT NaT NaT \n", "72 NaT 00:00:00 00:00:00 \n", "... ... ... ... \n", "1657 NaT 00:00:00 00:01:59 \n", "1664 NaT 00:00:00 00:02:42 \n", "1668 NaT NaT NaT \n", "1669 NaT 00:00:00 00:01:38 \n", "1676 NaT 00:00:00 00:01:28 \n", "1680 NaT 00:00:00 00:00:00 \n", "1691 NaT 00:00:00 00:03:40 \n", "1693 NaT 00:00:00 00:00:00 \n", "1695 NaT 00:00:00 00:00:13 \n", "1705 NaT 00:00:00 00:04:27 \n", "1710 NaT 00:00:00 00:02:09 \n", "1711 NaT 00:00:00 00:00:00 \n", "1715 NaT NaT NaT \n", "1730 NaT 00:00:00 00:00:00 \n", "1731 NaT 00:00:00 00:00:00 \n", "1737 NaT 00:00:00 00:00:00 \n", "1738 NaT 00:00:00 00:04:29 \n", "1740 NaT 00:00:00 00:00:15 \n", "1742 NaT 00:00:00 00:03:21 \n", "1746 NaT 00:00:00 00:03:19 \n", "1752 NaT 00:01:40 00:20:00 \n", "1753 NaT 00:00:00 00:02:23 \n", "1776 NaT 00:00:00 00:00:00 \n", "1779 NaT 00:00:00 00:01:59 \n", "1781 NaT 00:00:00 00:04:43 \n", "1784 NaT 00:00:00 00:00:24 \n", "1793 NaT 00:00:00 00:04:57 \n", "1797 NaT 00:00:00 00:04:09 \n", "1804 NaT 00:00:00 00:00:31 \n", "1812 NaT 00:00:00 00:00:00 \n", "\n", "[3334 rows x 12 columns]" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[df['pull_period'] != 3]" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1 205\n", "2 340\n", "3 14532\n", "4 1453\n", "5 1336\n", "Name: pull_period, dtype: int64" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.pull_period.value_counts().sort_index()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "None of these make sense.. we'll want to drop them" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Any bugs not in the last 15 minutes?" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4241" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.pull_time < datetime.timedelta(seconds=15*60)\n", "df[mask].shape[0]" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_time
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3200720081158WSH2008-03-27100:00:00NaTNaTNaTNaT00:00:5200:00:52
420072008696CBJ2008-01-17100:00:00NaTNaTNaTNaT00:01:2700:01:27
520072008946STL2008-02-24100:00:00NaTNaTNaTNaT00:00:4700:00:47
6200720081070VAN2008-03-13100:00:00NaTNaTNaTNaT00:01:1400:01:14
920072008570DET2007-12-29100:00:00NaTNaTNaTNaT00:00:1600:00:16
1220072008618ANA2008-01-05100:00:00NaTNaTNaTNaT00:00:1800:00:18
20200720081084EDM2008-03-15100:00:00NaTNaTNaTNaT00:00:0700:00:07
212007200814STL2007-10-04100:00:00NaTNaTNaTNaT00:00:0900:00:09
2220072008422MTL2007-12-08300:10:00NaTNaTNaTNaT00:10:0000:20:00
2320072008526VAN2007-12-22100:00:00NaTNaTNaTNaT00:00:1200:00:12
262007200896EDM2007-10-18100:00:00NaTNaTNaTNaT00:00:4000:00:40
2920072008910CGY2008-02-19100:00:00NaTNaTNaTNaT00:00:5900:00:59
3120072008269S.J2007-11-15100:00:00NaTNaTNaTNaT00:00:3500:00:35
33200720081056ANA2008-03-11100:00:00NaTNaTNaTNaT00:00:2100:00:21
3420072008872DAL2008-02-14100:00:00NaTNaTNaTNaT00:00:3200:00:32
3820072008311PIT2007-11-22500:00:00NaTNaTNaTNaT00:00:0000:00:00
392007200833BOS2007-10-06100:00:00NaTNaTNaTNaT00:00:1300:00:13
4020072008645BUF2008-01-10500:00:00NaTNaTNaTNaT00:00:0000:00:00
41200720081133ANA2008-03-22100:00:00NaTNaTNaTNaT00:01:2600:01:26
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43200720081020MTL2008-03-06100:00:00NaTNaTNaTNaT00:00:1500:00:15
4420072008404L.A2007-12-05100:00:00NaTNaTNaTNaT00:00:1900:00:19
4520072008238PIT2007-11-10100:00:00NaTNaTNaTNaT00:00:3100:00:31
4920072008613T.B2008-01-05400:03:17NaTNaTNaTNaT00:00:0000:03:17
50200720081149S.J2008-03-25100:00:00NaTNaTNaTNaT00:01:1600:01:16
5120072008310L.A2007-11-21100:00:00NaTNaTNaTNaT00:00:3700:00:37
5720072008849NSH2008-02-10100:00:00NaTNaTNaTNaT00:00:3500:00:35
5820072008609WSH2008-01-05400:01:27NaTNaTNaTNaT00:00:0000:01:27
6520072008562OTT2007-12-29200:10:0500:10:06NaT00:00:01NaTNaTNaT
.......................................
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175320182019841COL2019-02-09400:02:23NaTNaTNaTNaT00:00:0000:02:23
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4241 rows × 12 columns

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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "2 20072008 751 NSH 2008-01-24 1 00:00:00 \n", "3 20072008 1158 WSH 2008-03-27 1 00:00:00 \n", "4 20072008 696 CBJ 2008-01-17 1 00:00:00 \n", "5 20072008 946 STL 2008-02-24 1 00:00:00 \n", "6 20072008 1070 VAN 2008-03-13 1 00:00:00 \n", "9 20072008 570 DET 2007-12-29 1 00:00:00 \n", "12 20072008 618 ANA 2008-01-05 1 00:00:00 \n", "20 20072008 1084 EDM 2008-03-15 1 00:00:00 \n", "21 20072008 14 STL 2007-10-04 1 00:00:00 \n", "22 20072008 422 MTL 2007-12-08 3 00:10:00 \n", "23 20072008 526 VAN 2007-12-22 1 00:00:00 \n", "26 20072008 96 EDM 2007-10-18 1 00:00:00 \n", "29 20072008 910 CGY 2008-02-19 1 00:00:00 \n", "31 20072008 269 S.J 2007-11-15 1 00:00:00 \n", "33 20072008 1056 ANA 2008-03-11 1 00:00:00 \n", "34 20072008 872 DAL 2008-02-14 1 00:00:00 \n", "38 20072008 311 PIT 2007-11-22 5 00:00:00 \n", "39 20072008 33 BOS 2007-10-06 1 00:00:00 \n", "40 20072008 645 BUF 2008-01-10 5 00:00:00 \n", "41 20072008 1133 ANA 2008-03-22 1 00:00:00 \n", "42 20072008 1099 STL 2008-03-18 5 00:00:00 \n", "43 20072008 1020 MTL 2008-03-06 1 00:00:00 \n", "44 20072008 404 L.A 2007-12-05 1 00:00:00 \n", "45 20072008 238 PIT 2007-11-10 1 00:00:00 \n", "49 20072008 613 T.B 2008-01-05 4 00:03:17 \n", "50 20072008 1149 S.J 2008-03-25 1 00:00:00 \n", "51 20072008 310 L.A 2007-11-21 1 00:00:00 \n", "57 20072008 849 NSH 2008-02-10 1 00:00:00 \n", "58 20072008 609 WSH 2008-01-05 4 00:01:27 \n", "65 20072008 562 OTT 2007-12-29 2 00:10:05 \n", "... ... ... ... ... ... ... \n", "1693 20182019 1244 NYI 2019-04-04 5 00:00:00 \n", "1694 20182019 271 TOR 2018-11-13 3 00:10:00 \n", "1695 20182019 206 PHI 2018-11-03 4 00:00:13 \n", "1705 20182019 986 PHI 2019-02-28 4 00:04:27 \n", "1708 20182019 601 BUF 2018-12-31 3 00:12:55 \n", "1710 20182019 1264 NYR 2019-04-06 4 00:02:09 \n", "1711 20182019 251 NYR 2018-11-10 5 00:00:00 \n", "1715 20182019 197 EDM 2018-11-03 2 00:10:00 \n", "1722 20182019 482 T.B 2018-12-13 3 00:10:00 \n", "1730 20182019 928 BOS 2019-02-20 5 00:00:00 \n", "1731 20182019 181 PIT 2018-11-01 5 00:00:00 \n", "1737 20182019 1225 COL 2019-04-01 5 00:00:00 \n", "1738 20182019 210 DAL 2018-11-05 4 00:04:29 \n", "1740 20182019 705 MTL 2019-01-14 4 00:00:15 \n", "1742 20182019 1049 STL 2019-03-09 4 00:03:21 \n", "1746 20182019 990 DAL 2019-02-28 4 00:03:19 \n", "1753 20182019 841 COL 2019-02-09 4 00:02:23 \n", "1776 20182019 816 VGK 2019-02-05 5 00:00:00 \n", "1779 20182019 953 PIT 2019-02-23 4 00:01:59 \n", "1781 20182019 400 WPG 2018-12-01 4 00:04:43 \n", "1784 20182019 380 DAL 2018-11-28 4 00:00:24 \n", "1790 20182019 553 WSH 2018-12-22 3 00:09:04 \n", "1793 20182019 416 TOR 2018-12-04 4 00:04:57 \n", "1797 20182019 292 DET 2018-11-17 4 00:04:09 \n", "1798 20182019 768 VGK 2019-01-23 3 00:11:25 \n", "1802 20182019 504 PHI 2018-12-15 3 00:10:00 \n", "1804 20182019 154 BUF 2018-10-27 4 00:00:31 \n", "1808 20182019 912 OTT 2019-02-18 3 00:08:45 \n", "1810 20182019 441 STL 2018-12-07 3 00:10:00 \n", "1812 20182019 1024 MIN 2019-03-05 5 00:00:00 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta \\\n", "2 NaT NaT NaT \n", "3 NaT NaT NaT \n", "4 NaT NaT NaT \n", "5 NaT NaT NaT \n", "6 NaT NaT NaT \n", "9 NaT NaT NaT \n", "12 NaT NaT NaT \n", "20 NaT NaT NaT \n", "21 NaT NaT NaT \n", "22 NaT NaT NaT \n", "23 NaT NaT NaT \n", "26 NaT NaT NaT \n", "29 NaT NaT NaT \n", "31 NaT NaT NaT \n", "33 NaT NaT NaT \n", "34 NaT NaT NaT \n", "38 NaT NaT NaT \n", "39 NaT NaT NaT \n", "40 NaT NaT NaT \n", "41 NaT NaT NaT \n", "42 NaT NaT NaT \n", "43 NaT NaT NaT \n", "44 NaT NaT NaT \n", "45 NaT NaT NaT \n", "49 NaT NaT NaT \n", "50 NaT NaT NaT \n", "51 NaT NaT NaT \n", "57 NaT NaT NaT \n", "58 NaT NaT NaT \n", "65 00:10:06 NaT 00:00:01 \n", "... ... ... ... \n", "1693 NaT NaT NaT \n", "1694 NaT NaT NaT \n", "1695 NaT NaT NaT \n", "1705 NaT NaT NaT \n", "1708 NaT 00:19:28 NaT \n", "1710 NaT NaT NaT \n", "1711 NaT NaT NaT \n", "1715 00:01:15 NaT -1 days +23:51:15 \n", "1722 NaT NaT NaT \n", "1730 NaT NaT NaT \n", "1731 NaT NaT NaT \n", "1737 NaT NaT NaT \n", "1738 NaT NaT NaT \n", "1740 NaT NaT NaT \n", "1742 NaT NaT NaT \n", "1746 NaT NaT NaT \n", "1753 NaT NaT NaT \n", "1776 NaT NaT NaT \n", "1779 NaT NaT NaT \n", "1781 NaT NaT NaT \n", "1784 NaT NaT NaT \n", "1790 NaT NaT NaT \n", "1793 NaT NaT NaT \n", "1797 NaT NaT NaT \n", "1798 NaT NaT NaT \n", "1802 NaT 00:15:29 NaT \n", "1804 NaT NaT NaT \n", "1808 00:09:01 NaT 00:00:16 \n", "1810 NaT NaT NaT \n", "1812 NaT NaT NaT \n", "\n", " goal_against_timedelta game_end_timedelta game_end_time \n", "2 NaT 00:00:44 00:00:44 \n", "3 NaT 00:00:52 00:00:52 \n", "4 NaT 00:01:27 00:01:27 \n", "5 NaT 00:00:47 00:00:47 \n", "6 NaT 00:01:14 00:01:14 \n", "9 NaT 00:00:16 00:00:16 \n", "12 NaT 00:00:18 00:00:18 \n", "20 NaT 00:00:07 00:00:07 \n", "21 NaT 00:00:09 00:00:09 \n", "22 NaT 00:10:00 00:20:00 \n", "23 NaT 00:00:12 00:00:12 \n", "26 NaT 00:00:40 00:00:40 \n", "29 NaT 00:00:59 00:00:59 \n", "31 NaT 00:00:35 00:00:35 \n", "33 NaT 00:00:21 00:00:21 \n", "34 NaT 00:00:32 00:00:32 \n", "38 NaT 00:00:00 00:00:00 \n", "39 NaT 00:00:13 00:00:13 \n", "40 NaT 00:00:00 00:00:00 \n", "41 NaT 00:01:26 00:01:26 \n", "42 NaT 00:00:00 00:00:00 \n", "43 NaT 00:00:15 00:00:15 \n", "44 NaT 00:00:19 00:00:19 \n", "45 NaT 00:00:31 00:00:31 \n", "49 NaT 00:00:00 00:03:17 \n", "50 NaT 00:01:16 00:01:16 \n", "51 NaT 00:00:37 00:00:37 \n", "57 NaT 00:00:35 00:00:35 \n", "58 NaT 00:00:00 00:01:27 \n", "65 NaT NaT NaT \n", "... ... ... ... \n", "1693 NaT 00:00:00 00:00:00 \n", "1694 NaT 00:10:00 00:20:00 \n", "1695 NaT 00:00:00 00:00:13 \n", "1705 NaT 00:00:00 00:04:27 \n", "1708 00:06:33 NaT NaT \n", "1710 NaT 00:00:00 00:02:09 \n", "1711 NaT 00:00:00 00:00:00 \n", "1715 NaT NaT NaT \n", "1722 NaT 00:10:00 00:20:00 \n", "1730 NaT 00:00:00 00:00:00 \n", "1731 NaT 00:00:00 00:00:00 \n", "1737 NaT 00:00:00 00:00:00 \n", "1738 NaT 00:00:00 00:04:29 \n", "1740 NaT 00:00:00 00:00:15 \n", "1742 NaT 00:00:00 00:03:21 \n", "1746 NaT 00:00:00 00:03:19 \n", "1753 NaT 00:00:00 00:02:23 \n", "1776 NaT 00:00:00 00:00:00 \n", "1779 NaT 00:00:00 00:01:59 \n", "1781 NaT 00:00:00 00:04:43 \n", "1784 NaT 00:00:00 00:00:24 \n", "1790 NaT 00:10:56 00:20:00 \n", "1793 NaT 00:00:00 00:04:57 \n", "1797 NaT 00:00:00 00:04:09 \n", "1798 NaT 00:08:35 00:20:00 \n", "1802 00:05:29 NaT NaT \n", "1804 NaT 00:00:00 00:00:31 \n", "1808 NaT NaT NaT \n", "1810 NaT 00:10:00 00:20:00 \n", "1812 NaT 00:00:00 00:00:00 \n", "\n", "[4241 rows x 12 columns]" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[mask]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I noticed some goal for timedelats less than 0.. which makes no sense. I'll have to look into that" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_time
55720052006591NYI2006-01-04300:19:5100:02:15NaT-1 days +23:42:24NaTNaTNaT
6520072008562OTT2007-12-29200:10:0500:10:06NaT00:00:01NaTNaTNaT
11120072008175MTL2007-11-01100:08:3600:08:53NaT00:00:17NaTNaTNaT
1920082009588N.J2009-01-06300:11:40.50000000:12:12NaT00:00:31.500000NaTNaTNaT
71200820091042BUF2009-03-17100:03:5700:04:02NaT00:00:05NaTNaTNaT
89200820091167PHI2009-04-04200:02:5600:02:58NaT00:00:02NaTNaTNaT
9520082009959OTT2009-03-05200:03:57.50000000:04:03NaT00:00:05.500000NaTNaTNaT
5020092010907PHI2010-02-13300:10:5300:10:53NaT00:00:00NaT00:09:0700:20:00
6920092010815CGY2010-01-30100:13:0600:13:20NaT00:00:14NaTNaTNaT
75200920101123TOR2010-03-28200:14:30.50000000:14:35NaT00:00:04.500000NaTNaTNaT
22720092010459WSH2009-12-11300:02:30.50000000:02:52NaT00:00:21.500000NaTNaTNaT
237200920101102CBJ2010-03-25200:11:0000:11:02NaT00:00:02NaTNaTNaT
34220092010584BUF2009-12-29200:12:43.50000000:12:46NaT00:00:02.500000NaTNaTNaT
37420092010984CBJ2010-03-09100:08:4200:08:55NaT00:00:13NaTNaTNaT
47120092010624OTT2010-01-03300:02:54.50000000:02:57NaT00:00:02.500000NaTNaTNaT
56920092010151TOR2009-10-26300:06:0700:06:11NaT00:00:04NaTNaTNaT
57220092010916NYR2010-02-14200:10:0000:01:40NaT-1 days +23:51:40NaTNaTNaT
65320092010605L.A2009-12-31200:10:0000:03:17NaT-1 days +23:53:17NaTNaTNaT
66520092010202PIT2009-11-03200:09:43.50000000:10:02NaT00:00:18.500000NaTNaTNaT
7192009201086STL2009-10-15200:03:1700:03:22NaT00:00:05NaTNaTNaT
749200920101112BUF2010-03-27200:06:43.50000000:06:57NaT00:00:13.500000NaTNaTNaT
76220092010333STL2009-11-23100:12:06.50000000:12:31NaT00:00:24.500000NaTNaTNaT
7872009201046S.J2009-10-08300:07:0700:07:08NaT00:00:01NaTNaTNaT
86920092010411ANA2009-12-04300:02:52.50000000:03:00NaT00:00:07.500000NaTNaTNaT
94020092010597S.J2009-12-30300:08:07.50000000:08:08NaT00:00:00.500000NaTNaTNaT
9752009201026OTT2009-10-06200:07:1200:07:22NaT00:00:10NaTNaTNaT
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263 rows × 12 columns

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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "557 20052006 591 NYI 2006-01-04 3 00:19:51 \n", "65 20072008 562 OTT 2007-12-29 2 00:10:05 \n", "111 20072008 175 MTL 2007-11-01 1 00:08:36 \n", "19 20082009 588 N.J 2009-01-06 3 00:11:40.500000 \n", "71 20082009 1042 BUF 2009-03-17 1 00:03:57 \n", "89 20082009 1167 PHI 2009-04-04 2 00:02:56 \n", "95 20082009 959 OTT 2009-03-05 2 00:03:57.500000 \n", "50 20092010 907 PHI 2010-02-13 3 00:10:53 \n", "69 20092010 815 CGY 2010-01-30 1 00:13:06 \n", "75 20092010 1123 TOR 2010-03-28 2 00:14:30.500000 \n", "227 20092010 459 WSH 2009-12-11 3 00:02:30.500000 \n", "237 20092010 1102 CBJ 2010-03-25 2 00:11:00 \n", "342 20092010 584 BUF 2009-12-29 2 00:12:43.500000 \n", "374 20092010 984 CBJ 2010-03-09 1 00:08:42 \n", "471 20092010 624 OTT 2010-01-03 3 00:02:54.500000 \n", "569 20092010 151 TOR 2009-10-26 3 00:06:07 \n", "572 20092010 916 NYR 2010-02-14 2 00:10:00 \n", "653 20092010 605 L.A 2009-12-31 2 00:10:00 \n", "665 20092010 202 PIT 2009-11-03 2 00:09:43.500000 \n", "719 20092010 86 STL 2009-10-15 2 00:03:17 \n", "749 20092010 1112 BUF 2010-03-27 2 00:06:43.500000 \n", "762 20092010 333 STL 2009-11-23 1 00:12:06.500000 \n", "787 20092010 46 S.J 2009-10-08 3 00:07:07 \n", "869 20092010 411 ANA 2009-12-04 3 00:02:52.500000 \n", "940 20092010 597 S.J 2009-12-30 3 00:08:07.500000 \n", "975 20092010 26 OTT 2009-10-06 2 00:07:12 \n", "997 20092010 88 BUF 2009-10-16 1 00:14:41.500000 \n", "1126 20092010 365 S.J 2009-11-27 3 00:08:14 \n", "1129 20092010 1215 BUF 2010-04-10 2 00:08:56.500000 \n", "1247 20092010 159 PIT 2009-10-28 2 00:12:34 \n", "... ... ... ... ... ... ... \n", "1679 20172018 482 N.J 2017-12-14 1 00:00:00 \n", "1686 20172018 302 NSH 2017-11-18 3 00:11:45.500000 \n", "1704 20172018 61 OTT 2017-10-13 3 00:04:53.500000 \n", "1711 20172018 791 VGK 2018-02-02 3 00:04:33.500000 \n", "1724 20172018 683 DAL 2018-01-15 3 00:19:56 \n", "2 20182019 205 L.A 2018-11-03 3 00:08:43 \n", "127 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00:00:05.500000 \n", "938 00:03:17 NaT 00:00:31.500000 \n", "974 00:01:15 NaT 00:00:15 \n", "1031 00:03:22 NaT 00:00:07.500000 \n", "1036 00:11:53 NaT 00:00:28 \n", "1142 00:07:54 NaT 00:00:06.500000 \n", "1216 00:14:05 NaT 00:00:35 \n", "1229 00:07:39 NaT 00:00:06.500000 \n", "1315 00:03:16 NaT 00:00:13.500000 \n", "1342 00:14:16 NaT 00:04:16 \n", "1523 00:10:01 NaT 00:00:00 \n", "1629 00:04:55 NaT 00:00:15.500000 \n", "1668 00:05:34 NaT 00:00:02.500000 \n", "1715 00:01:15 NaT -1 days +23:51:15 \n", "1808 00:09:01 NaT 00:00:16 \n", "\n", " goal_against_timedelta game_end_timedelta game_end_time \n", "557 NaT NaT NaT \n", "65 NaT NaT NaT \n", "111 NaT NaT NaT \n", "19 NaT NaT NaT \n", "71 NaT NaT NaT \n", "89 NaT NaT NaT \n", "95 NaT NaT NaT \n", "50 NaT 00:09:07 00:20:00 \n", "69 NaT NaT NaT \n", "75 NaT NaT NaT \n", "227 NaT NaT NaT \n", "237 NaT NaT NaT \n", "342 NaT NaT NaT \n", "374 NaT NaT NaT \n", "471 NaT NaT NaT \n", "569 NaT NaT NaT \n", "572 NaT NaT NaT \n", "653 NaT NaT NaT \n", "665 NaT NaT NaT \n", "719 NaT NaT NaT \n", "749 NaT NaT NaT \n", "762 NaT NaT NaT \n", "787 NaT NaT NaT \n", "869 NaT NaT NaT \n", "940 NaT NaT NaT \n", "975 NaT NaT NaT \n", "997 NaT NaT NaT \n", "1126 NaT NaT NaT \n", "1129 NaT NaT NaT \n", "1247 NaT NaT NaT \n", "... ... ... ... \n", "1679 NaT NaT NaT \n", "1686 NaT NaT NaT \n", "1704 NaT NaT NaT \n", "1711 NaT NaT NaT \n", "1724 NaT NaT NaT \n", "2 NaT 00:11:17 00:20:00 \n", "127 NaT NaT NaT \n", "170 NaT NaT NaT \n", "232 NaT NaT NaT \n", "261 NaT NaT NaT \n", "351 NaT NaT NaT \n", "353 NaT NaT NaT \n", "496 NaT NaT NaT \n", "688 NaT 00:00:00 00:00:00 \n", "708 NaT NaT NaT \n", "868 NaT NaT NaT \n", "938 NaT NaT NaT \n", "974 NaT NaT NaT \n", "1031 NaT NaT NaT \n", "1036 NaT NaT NaT \n", "1142 NaT NaT NaT \n", "1216 NaT NaT NaT \n", "1229 NaT NaT NaT \n", "1315 NaT NaT NaT \n", "1342 NaT NaT NaT \n", "1523 NaT 00:09:59 00:20:00 \n", "1629 NaT NaT NaT \n", "1668 NaT NaT NaT \n", "1715 NaT NaT NaT \n", "1808 NaT NaT NaT \n", "\n", "[263 rows x 12 columns]" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mask = df.goal_for_time < datetime.timedelta(seconds=15*60)\n", "df[mask]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We'll have to drop these as well" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_time
55720052006591NYI2006-01-04300:19:5100:02:15NaT-1 days +23:42:24NaTNaTNaT
57220092010916NYR2010-02-14200:10:0000:01:40NaT-1 days +23:51:40NaTNaTNaT
65320092010605L.A2009-12-31200:10:0000:03:17NaT-1 days +23:53:17NaTNaTNaT
1044201020111055PHI2011-03-17200:19:5700:18:32NaT-1 days +23:58:35NaTNaTNaT
2720112012244CAR2011-11-14200:12:4400:04:36NaT-1 days +23:51:52NaTNaTNaT
4820112012585TOR2012-01-05200:10:0000:01:22NaT-1 days +23:51:22NaTNaTNaT
92420112012217FLA2011-11-10200:10:0000:04:53NaT-1 days +23:54:53NaTNaTNaT
119720112012728STL2012-01-24300:10:0000:05:04NaT-1 days +23:55:04NaTNaTNaT
152920112012292PHX2011-11-21200:10:0000:07:34NaT-1 days +23:57:34NaTNaTNaT
51420122013450PHX2013-03-21200:10:0000:02:26NaT-1 days +23:52:26NaTNaTNaT
95820132014715STL2014-01-16200:10:0000:05:55NaT-1 days +23:55:55NaTNaTNaT
106820132014934TOR2014-03-05200:10:0000:01:44NaT-1 days +23:51:44NaTNaTNaT
143020132014764CHI2014-01-23100:19:5400:19:28NaT-1 days +23:59:34NaTNaTNaT
146820132014752DAL2014-01-21200:19:5800:11:22NaT-1 days +23:51:24NaTNaTNaT
17520142015675DET2015-01-18300:10:0000:01:59NaT-1 days +23:51:59NaTNaTNaT
594201420151132NSH2015-03-29200:17:44.50000000:09:55NaT-1 days +23:52:10.500000NaTNaTNaT
95320142015755CAR2015-02-03300:10:0000:04:01NaT-1 days +23:54:01NaTNaTNaT
8820152016679COL2016-01-18100:11:3700:01:16NaT-1 days +23:49:39NaTNaTNaT
665201520161124NYI2016-03-26300:10:0000:00:30NaT-1 days +23:50:30NaTNaTNaT
139720152016948COL2016-03-01200:10:0000:03:25NaT-1 days +23:53:25NaTNaTNaT
157920152016656VAN2016-01-15400:10:0000:03:25NaT-1 days +23:53:25NaTNaTNaT
163220152016139BUF2015-10-29200:19:5800:17:34NaT-1 days +23:57:36NaTNaTNaT
7652016201728ARI2016-10-15400:10:0000:03:12NaT-1 days +23:53:12NaTNaTNaT
14920172018862EDM2018-02-12200:10:0000:02:46NaT-1 days +23:52:46NaTNaTNaT
2882017201880DET2017-10-16100:19:45.50000000:02:30NaT-1 days +23:42:44.500000NaTNaTNaT
368201720181122CBJ2018-03-20200:10:0000:09:28NaT-1 days +23:59:28NaTNaTNaT
131820172018109ANA2017-10-20300:10:0000:05:58NaT-1 days +23:55:58NaTNaTNaT
172420172018683DAL2018-01-15300:19:5600:02:59NaT-1 days +23:43:03NaTNaTNaT
124320182019502N.J2018-12-15100:19:02.50000000:18:29NaT-1 days +23:59:26.500000NaTNaTNaT
171520182019197EDM2018-11-03200:10:0000:01:15NaT-1 days +23:51:15NaTNaTNaT
\n", "
" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "557 20052006 591 NYI 2006-01-04 3 00:19:51 \n", "572 20092010 916 NYR 2010-02-14 2 00:10:00 \n", "653 20092010 605 L.A 2009-12-31 2 00:10:00 \n", "1044 20102011 1055 PHI 2011-03-17 2 00:19:57 \n", "27 20112012 244 CAR 2011-11-14 2 00:12:44 \n", "48 20112012 585 TOR 2012-01-05 2 00:10:00 \n", "924 20112012 217 FLA 2011-11-10 2 00:10:00 \n", "1197 20112012 728 STL 2012-01-24 3 00:10:00 \n", "1529 20112012 292 PHX 2011-11-21 2 00:10:00 \n", "514 20122013 450 PHX 2013-03-21 2 00:10:00 \n", "958 20132014 715 STL 2014-01-16 2 00:10:00 \n", "1068 20132014 934 TOR 2014-03-05 2 00:10:00 \n", "1430 20132014 764 CHI 2014-01-23 1 00:19:54 \n", "1468 20132014 752 DAL 2014-01-21 2 00:19:58 \n", "175 20142015 675 DET 2015-01-18 3 00:10:00 \n", "594 20142015 1132 NSH 2015-03-29 2 00:17:44.500000 \n", "953 20142015 755 CAR 2015-02-03 3 00:10:00 \n", "88 20152016 679 COL 2016-01-18 1 00:11:37 \n", "665 20152016 1124 NYI 2016-03-26 3 00:10:00 \n", "1397 20152016 948 COL 2016-03-01 2 00:10:00 \n", "1579 20152016 656 VAN 2016-01-15 4 00:10:00 \n", "1632 20152016 139 BUF 2015-10-29 2 00:19:58 \n", "765 20162017 28 ARI 2016-10-15 4 00:10:00 \n", "149 20172018 862 EDM 2018-02-12 2 00:10:00 \n", "288 20172018 80 DET 2017-10-16 1 00:19:45.500000 \n", "368 20172018 1122 CBJ 2018-03-20 2 00:10:00 \n", "1318 20172018 109 ANA 2017-10-20 3 00:10:00 \n", "1724 20172018 683 DAL 2018-01-15 3 00:19:56 \n", "1243 20182019 502 N.J 2018-12-15 1 00:19:02.500000 \n", "1715 20182019 197 EDM 2018-11-03 2 00:10:00 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta \\\n", "557 00:02:15 NaT -1 days +23:42:24 \n", "572 00:01:40 NaT -1 days +23:51:40 \n", "653 00:03:17 NaT -1 days +23:53:17 \n", "1044 00:18:32 NaT -1 days +23:58:35 \n", "27 00:04:36 NaT -1 days +23:51:52 \n", "48 00:01:22 NaT -1 days +23:51:22 \n", "924 00:04:53 NaT -1 days +23:54:53 \n", "1197 00:05:04 NaT -1 days +23:55:04 \n", "1529 00:07:34 NaT -1 days +23:57:34 \n", "514 00:02:26 NaT -1 days +23:52:26 \n", "958 00:05:55 NaT -1 days +23:55:55 \n", "1068 00:01:44 NaT -1 days +23:51:44 \n", "1430 00:19:28 NaT -1 days +23:59:34 \n", "1468 00:11:22 NaT -1 days +23:51:24 \n", "175 00:01:59 NaT -1 days +23:51:59 \n", "594 00:09:55 NaT -1 days +23:52:10.500000 \n", "953 00:04:01 NaT -1 days +23:54:01 \n", "88 00:01:16 NaT -1 days +23:49:39 \n", "665 00:00:30 NaT -1 days +23:50:30 \n", "1397 00:03:25 NaT -1 days +23:53:25 \n", "1579 00:03:25 NaT -1 days +23:53:25 \n", "1632 00:17:34 NaT -1 days +23:57:36 \n", "765 00:03:12 NaT -1 days +23:53:12 \n", "149 00:02:46 NaT -1 days +23:52:46 \n", "288 00:02:30 NaT -1 days +23:42:44.500000 \n", "368 00:09:28 NaT -1 days +23:59:28 \n", "1318 00:05:58 NaT -1 days +23:55:58 \n", "1724 00:02:59 NaT -1 days +23:43:03 \n", "1243 00:18:29 NaT -1 days +23:59:26.500000 \n", "1715 00:01:15 NaT -1 days +23:51:15 \n", "\n", " goal_against_timedelta game_end_timedelta game_end_time \n", "557 NaT NaT NaT \n", "572 NaT NaT NaT \n", "653 NaT NaT NaT \n", "1044 NaT NaT NaT \n", "27 NaT NaT NaT \n", "48 NaT NaT NaT \n", "924 NaT NaT NaT \n", "1197 NaT NaT NaT \n", "1529 NaT NaT NaT \n", "514 NaT NaT NaT \n", "958 NaT NaT NaT \n", "1068 NaT NaT NaT \n", "1430 NaT NaT NaT \n", "1468 NaT NaT NaT \n", "175 NaT NaT NaT \n", "594 NaT NaT NaT \n", "953 NaT NaT NaT \n", "88 NaT NaT NaT \n", "665 NaT NaT NaT \n", "1397 NaT NaT NaT \n", "1579 NaT NaT NaT \n", "1632 NaT NaT NaT \n", "765 NaT NaT NaT \n", "149 NaT NaT NaT \n", "288 NaT NaT NaT \n", "368 NaT NaT NaT \n", "1318 NaT NaT NaT \n", "1724 NaT NaT NaT \n", "1243 NaT NaT NaT \n", "1715 NaT NaT NaT " ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[df.goal_for_timedelta < datetime.timedelta(0)]" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" }, { "data": { 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 471, "width": 742 } }, "output_type": "display_data" } ], "source": [ "df.game_end_time.astype('timedelta64[s]').plot.hist()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Games should end at 20 mins. Let's throw out the early times (this must be overtime or something)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Obviously the game will end at 20:00, this column corresponds to the last row parsed." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's look at the spike in goalie pull times around 10 minutes" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "image/png": { "height": 471, "width": 736 } }, "output_type": "display_data" } ], "source": [ "mask = (df.pull_time <= datetime.timedelta(seconds=15*60))\\\n", " & (df.pull_time >= datetime.timedelta(seconds=5*60))\n", "df[mask].pull_time.astype('timedelta64[s]').plot.hist()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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seasongame_numberteam_namedatepull_periodpull_timegoal_for_timegoal_against_timegoal_for_timedeltagoal_against_timedeltagame_end_timedeltagame_end_time
2220072008422MTL2007-12-08300:10:00NaTNaTNaTNaT00:10:0000:20:00
9120082009914S.J2009-02-26300:10:00NaTNaTNaTNaT00:10:0000:20:00
12920082009338MTL2008-11-29300:10:00NaTNaTNaTNaT00:10:0000:20:00
1320092010747NYR2010-01-21300:10:00NaTNaTNaTNaT00:10:0000:20:00
28200920101158PHI2010-04-02200:10:00NaTNaTNaTNaT00:10:0000:20:00
54200920101174ANA2010-04-03200:10:0000:18:28NaT00:08:28NaTNaTNaT
71200920101089VAN2010-03-23300:10:00NaTNaTNaTNaT00:10:0000:20:00
9120092010550MTL2009-12-23300:10:00NaTNaTNaTNaT00:10:0000:20:00
12320092010198BOS2009-11-03200:10:00NaTNaTNaTNaT00:10:0000:20:00
15120092010970PHI2010-03-07300:10:00NaTNaTNaTNaT00:10:0000:20:00
18920092010622EDM2010-01-02300:10:00NaTNaTNaTNaT00:10:0000:20:00
19420092010623MTL2010-01-03300:10:00NaTNaTNaTNaT00:10:0000:20:00
25920092010875ANA2010-02-08300:10:00NaTNaTNaTNaT00:10:0000:20:00
28920092010910OTT2010-02-13300:10:00NaT00:19:11NaT00:09:11NaTNaT
30120092010551EDM2009-12-23300:10:00NaT00:19:54NaT00:09:54NaTNaT
341200920108STL2009-10-02300:10:00NaTNaTNaTNaT00:10:0000:20:00
3732009201075COL2009-10-13300:10:00NaTNaTNaTNaT00:10:0000:20:00
40920092010537N.J2009-12-21300:10:00NaTNaTNaTNaT00:10:0000:20:00
42820092010219NYI2009-11-06300:10:00NaTNaTNaTNaT00:10:0000:20:00
49220092010468PHI2009-12-12300:10:00NaTNaTNaTNaT00:10:0000:20:00
51820092010429BUF2009-12-07300:10:00NaTNaTNaTNaT00:10:0000:20:00
53120092010517NYR2009-12-19300:10:00NaTNaTNaTNaT00:10:0000:20:00
53320092010393OTT2009-12-01300:10:00NaT00:19:44NaT00:09:44NaTNaT
53620092010686CBJ2010-01-12300:10:00NaT00:19:50NaT00:09:50NaTNaT
541200920101060STL2010-03-20200:10:00NaTNaTNaTNaT00:10:0000:20:00
56420092010444CAR2009-12-09300:10:00NaT00:19:59NaT00:09:59NaTNaT
57220092010916NYR2010-02-14200:10:0000:01:40NaT-1 days +23:51:40NaTNaTNaT
58020092010853CGY2010-02-05300:10:00NaTNaTNaTNaT00:10:0000:20:00
58320092010629FLA2010-01-05300:10:00NaTNaTNaTNaT00:10:0000:20:00
591200920101132ANA2010-03-29300:10:00NaTNaTNaTNaT00:10:0000:20:00
.......................................
102120182019554CAR2018-12-22300:10:00NaTNaTNaTNaT00:10:0000:20:00
1042201820191062BOS2019-03-10300:10:0000:18:59NaT00:08:59NaTNaTNaT
104520182019954ANA2019-02-23300:10:00NaTNaTNaTNaT00:10:0000:20:00
11072018201927ARI2018-10-06300:10:00NaTNaTNaTNaT00:10:0000:20:00
1110201820191263CAR2019-04-06300:10:00NaTNaTNaTNaT00:10:0000:20:00
112320182019651ANA2019-01-06300:10:00NaTNaTNaTNaT00:10:0000:20:00
115720182019304N.J2018-11-18200:10:00NaTNaTNaTNaT00:10:0000:20:00
117020182019646VGK2019-01-06300:10:00NaTNaTNaTNaT00:10:0000:20:00
117620182019353CBJ2018-11-24300:10:00NaTNaTNaTNaT00:10:0000:20:00
1199201820191034CBJ2019-03-07300:10:00NaT00:19:29NaT00:09:29NaTNaT
1270201820191002BUF2019-03-02300:10:00NaT00:18:03NaT00:08:03NaTNaT
129420182019426EDM2018-12-05300:10:0000:19:04NaT00:09:04NaTNaTNaT
1342201820191079NSH2019-03-12300:10:0000:14:16NaT00:04:16NaTNaTNaT
1421201820191199N.J2019-03-29300:10:00NaT00:17:25NaT00:07:25NaTNaT
142320182019905STL2019-02-17300:10:00NaTNaTNaTNaT00:10:0000:20:00
149720182019362BOS2018-11-26300:10:00NaT00:18:25NaT00:08:25NaTNaT
1504201820191091NSH2019-03-14300:10:00NaTNaTNaTNaT00:10:0000:20:00
151020182019661PHI2019-01-08300:10:0000:16:33NaT00:06:33NaTNaTNaT
1553201820191013OTT2019-03-03300:10:00NaTNaTNaTNaT00:10:0000:20:00
157720182019876VAN2019-02-13200:10:00NaTNaTNaTNaT00:10:0000:20:00
162320182019532PHI2018-12-20300:10:00NaTNaTNaTNaT00:10:0000:20:00
1637201820191100NYI2019-03-16300:10:00NaTNaTNaTNaT00:10:0000:20:00
1650201820191252S.J2019-04-04300:10:00NaTNaTNaTNaT00:10:0000:20:00
165620182019549MTL2018-12-22300:10:0000:18:35NaT00:08:35NaTNaTNaT
167720182019733TOR2019-01-18300:10:00NaT00:18:14NaT00:08:14NaTNaT
169420182019271TOR2018-11-13300:10:00NaTNaTNaTNaT00:10:0000:20:00
171520182019197EDM2018-11-03200:10:0000:01:15NaT-1 days +23:51:15NaTNaTNaT
172220182019482T.B2018-12-13300:10:00NaTNaTNaTNaT00:10:0000:20:00
180220182019504PHI2018-12-15300:10:00NaT00:15:29NaT00:05:29NaTNaT
181020182019441STL2018-12-07300:10:00NaTNaTNaTNaT00:10:0000:20:00
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622 rows × 12 columns

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" ], "text/plain": [ " season game_number team_name date pull_period pull_time \\\n", "22 20072008 422 MTL 2007-12-08 3 00:10:00 \n", "91 20082009 914 S.J 2009-02-26 3 00:10:00 \n", "129 20082009 338 MTL 2008-11-29 3 00:10:00 \n", "13 20092010 747 NYR 2010-01-21 3 00:10:00 \n", "28 20092010 1158 PHI 2010-04-02 2 00:10:00 \n", "54 20092010 1174 ANA 2010-04-03 2 00:10:00 \n", "71 20092010 1089 VAN 2010-03-23 3 00:10:00 \n", "91 20092010 550 MTL 2009-12-23 3 00:10:00 \n", "123 20092010 198 BOS 2009-11-03 2 00:10:00 \n", "151 20092010 970 PHI 2010-03-07 3 00:10:00 \n", "189 20092010 622 EDM 2010-01-02 3 00:10:00 \n", "194 20092010 623 MTL 2010-01-03 3 00:10:00 \n", "259 20092010 875 ANA 2010-02-08 3 00:10:00 \n", "289 20092010 910 OTT 2010-02-13 3 00:10:00 \n", "301 20092010 551 EDM 2009-12-23 3 00:10:00 \n", "341 20092010 8 STL 2009-10-02 3 00:10:00 \n", "373 20092010 75 COL 2009-10-13 3 00:10:00 \n", "409 20092010 537 N.J 2009-12-21 3 00:10:00 \n", "428 20092010 219 NYI 2009-11-06 3 00:10:00 \n", "492 20092010 468 PHI 2009-12-12 3 00:10:00 \n", "518 20092010 429 BUF 2009-12-07 3 00:10:00 \n", "531 20092010 517 NYR 2009-12-19 3 00:10:00 \n", "533 20092010 393 OTT 2009-12-01 3 00:10:00 \n", "536 20092010 686 CBJ 2010-01-12 3 00:10:00 \n", "541 20092010 1060 STL 2010-03-20 2 00:10:00 \n", "564 20092010 444 CAR 2009-12-09 3 00:10:00 \n", "572 20092010 916 NYR 2010-02-14 2 00:10:00 \n", "580 20092010 853 CGY 2010-02-05 3 00:10:00 \n", "583 20092010 629 FLA 2010-01-05 3 00:10:00 \n", "591 20092010 1132 ANA 2010-03-29 3 00:10:00 \n", "... ... ... ... ... ... ... \n", "1021 20182019 554 CAR 2018-12-22 3 00:10:00 \n", "1042 20182019 1062 BOS 2019-03-10 3 00:10:00 \n", "1045 20182019 954 ANA 2019-02-23 3 00:10:00 \n", "1107 20182019 27 ARI 2018-10-06 3 00:10:00 \n", "1110 20182019 1263 CAR 2019-04-06 3 00:10:00 \n", "1123 20182019 651 ANA 2019-01-06 3 00:10:00 \n", "1157 20182019 304 N.J 2018-11-18 2 00:10:00 \n", "1170 20182019 646 VGK 2019-01-06 3 00:10:00 \n", "1176 20182019 353 CBJ 2018-11-24 3 00:10:00 \n", "1199 20182019 1034 CBJ 2019-03-07 3 00:10:00 \n", "1270 20182019 1002 BUF 2019-03-02 3 00:10:00 \n", "1294 20182019 426 EDM 2018-12-05 3 00:10:00 \n", "1342 20182019 1079 NSH 2019-03-12 3 00:10:00 \n", "1421 20182019 1199 N.J 2019-03-29 3 00:10:00 \n", "1423 20182019 905 STL 2019-02-17 3 00:10:00 \n", "1497 20182019 362 BOS 2018-11-26 3 00:10:00 \n", "1504 20182019 1091 NSH 2019-03-14 3 00:10:00 \n", "1510 20182019 661 PHI 2019-01-08 3 00:10:00 \n", "1553 20182019 1013 OTT 2019-03-03 3 00:10:00 \n", "1577 20182019 876 VAN 2019-02-13 2 00:10:00 \n", "1623 20182019 532 PHI 2018-12-20 3 00:10:00 \n", "1637 20182019 1100 NYI 2019-03-16 3 00:10:00 \n", "1650 20182019 1252 S.J 2019-04-04 3 00:10:00 \n", "1656 20182019 549 MTL 2018-12-22 3 00:10:00 \n", "1677 20182019 733 TOR 2019-01-18 3 00:10:00 \n", "1694 20182019 271 TOR 2018-11-13 3 00:10:00 \n", "1715 20182019 197 EDM 2018-11-03 2 00:10:00 \n", "1722 20182019 482 T.B 2018-12-13 3 00:10:00 \n", "1802 20182019 504 PHI 2018-12-15 3 00:10:00 \n", "1810 20182019 441 STL 2018-12-07 3 00:10:00 \n", "\n", " goal_for_time goal_against_time goal_for_timedelta \\\n", "22 NaT NaT NaT \n", "91 NaT NaT NaT \n", "129 NaT NaT NaT \n", "13 NaT NaT NaT \n", "28 NaT NaT NaT \n", "54 00:18:28 NaT 00:08:28 \n", "71 NaT NaT NaT \n", "91 NaT NaT NaT \n", "123 NaT NaT NaT \n", "151 NaT NaT NaT \n", "189 NaT NaT NaT \n", "194 NaT NaT NaT \n", "259 NaT NaT NaT \n", "289 NaT 00:19:11 NaT \n", "301 NaT 00:19:54 NaT \n", "341 NaT NaT NaT \n", "373 NaT NaT NaT \n", "409 NaT NaT NaT \n", "428 NaT NaT NaT \n", "492 NaT NaT NaT \n", "518 NaT NaT NaT \n", "531 NaT NaT NaT \n", "533 NaT 00:19:44 NaT \n", "536 NaT 00:19:50 NaT \n", "541 NaT NaT NaT \n", "564 NaT 00:19:59 NaT \n", "572 00:01:40 NaT -1 days +23:51:40 \n", "580 NaT NaT NaT \n", "583 NaT NaT NaT \n", "591 NaT NaT NaT \n", "... ... ... ... \n", "1021 NaT NaT NaT \n", "1042 00:18:59 NaT 00:08:59 \n", "1045 NaT NaT NaT \n", "1107 NaT NaT NaT \n", "1110 NaT NaT NaT \n", "1123 NaT NaT NaT \n", "1157 NaT NaT NaT \n", "1170 NaT NaT NaT \n", "1176 NaT NaT NaT \n", "1199 NaT 00:19:29 NaT \n", "1270 NaT 00:18:03 NaT \n", "1294 00:19:04 NaT 00:09:04 \n", "1342 00:14:16 NaT 00:04:16 \n", "1421 NaT 00:17:25 NaT \n", "1423 NaT NaT NaT \n", "1497 NaT 00:18:25 NaT \n", "1504 NaT NaT NaT \n", "1510 00:16:33 NaT 00:06:33 \n", "1553 NaT NaT NaT \n", "1577 NaT NaT NaT \n", "1623 NaT NaT NaT \n", "1637 NaT NaT NaT \n", "1650 NaT NaT NaT \n", "1656 00:18:35 NaT 00:08:35 \n", "1677 NaT 00:18:14 NaT \n", "1694 NaT NaT NaT \n", "1715 00:01:15 NaT -1 days +23:51:15 \n", "1722 NaT NaT NaT \n", "1802 NaT 00:15:29 NaT \n", "1810 NaT NaT NaT \n", "\n", " goal_against_timedelta game_end_timedelta game_end_time \n", "22 NaT 00:10:00 00:20:00 \n", "91 NaT 00:10:00 00:20:00 \n", "129 NaT 00:10:00 00:20:00 \n", "13 NaT 00:10:00 00:20:00 \n", "28 NaT 00:10:00 00:20:00 \n", "54 NaT NaT NaT \n", "71 NaT 00:10:00 00:20:00 \n", "91 NaT 00:10:00 00:20:00 \n", "123 NaT 00:10:00 00:20:00 \n", "151 NaT 00:10:00 00:20:00 \n", "189 NaT 00:10:00 00:20:00 \n", "194 NaT 00:10:00 00:20:00 \n", "259 NaT 00:10:00 00:20:00 \n", "289 00:09:11 NaT NaT \n", "301 00:09:54 NaT NaT \n", "341 NaT 00:10:00 00:20:00 \n", "373 NaT 00:10:00 00:20:00 \n", "409 NaT 00:10:00 00:20:00 \n", "428 NaT 00:10:00 00:20:00 \n", "492 NaT 00:10:00 00:20:00 \n", "518 NaT 00:10:00 00:20:00 \n", "531 NaT 00:10:00 00:20:00 \n", "533 00:09:44 NaT NaT \n", "536 00:09:50 NaT NaT \n", "541 NaT 00:10:00 00:20:00 \n", "564 00:09:59 NaT NaT \n", "572 NaT NaT NaT \n", "580 NaT 00:10:00 00:20:00 \n", "583 NaT 00:10:00 00:20:00 \n", "591 NaT 00:10:00 00:20:00 \n", "... ... ... ... \n", "1021 NaT 00:10:00 00:20:00 \n", "1042 NaT NaT NaT \n", "1045 NaT 00:10:00 00:20:00 \n", "1107 NaT 00:10:00 00:20:00 \n", "1110 NaT 00:10:00 00:20:00 \n", "1123 NaT 00:10:00 00:20:00 \n", "1157 NaT 00:10:00 00:20:00 \n", "1170 NaT 00:10:00 00:20:00 \n", "1176 NaT 00:10:00 00:20:00 \n", "1199 00:09:29 NaT NaT \n", "1270 00:08:03 NaT NaT \n", "1294 NaT NaT NaT \n", "1342 NaT NaT NaT \n", "1421 00:07:25 NaT NaT \n", "1423 NaT 00:10:00 00:20:00 \n", "1497 00:08:25 NaT NaT \n", "1504 NaT 00:10:00 00:20:00 \n", "1510 NaT NaT NaT \n", "1553 NaT 00:10:00 00:20:00 \n", "1577 NaT 00:10:00 00:20:00 \n", "1623 NaT 00:10:00 00:20:00 \n", "1637 NaT 00:10:00 00:20:00 \n", "1650 NaT 00:10:00 00:20:00 \n", "1656 NaT NaT NaT \n", "1677 00:08:14 NaT NaT \n", "1694 NaT 00:10:00 00:20:00 \n", "1715 NaT NaT NaT \n", "1722 NaT 00:10:00 00:20:00 \n", "1802 00:05:29 NaT NaT \n", "1810 NaT 00:10:00 00:20:00 \n", "\n", "[622 rows x 12 columns]" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df[df.pull_time == datetime.timedelta(seconds=10*60)]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *2019-04-26*" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 471, "width": 716 } }, "output_type": "display_data" } ], "source": [ "plt.ylabel('Goalie Pulls')\n", "plt.yticks([])\n", "df.date.hist(\n", " color='b',\n", " bins=100,\n", " histtype='stepfilled')\n", "# savefig(plt, 'goalie_pulls_2003-2019')" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "season\n", "20032004 716\n", "20052006 702\n", "20062007 710\n", "20072008 41\n", "20082009 46\n", "20092010 703\n", "20102011 712\n", "20112012 733\n", "20122013 426\n", "20132014 749\n", "20142015 792\n", "20152016 917\n", "20162017 811\n", "20172018 879\n", "20182019 900\n", "dtype: int64" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.groupby('season').size()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Too few pulls from 2007-2009. I wonder how many HTML files I have for each" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[1m\u001b[36m20032004\u001b[m\u001b[m \u001b[1m\u001b[36m20052006\u001b[m\u001b[m \u001b[1m\u001b[36m20072008\u001b[m\u001b[m \u001b[1m\u001b[36m20092010\u001b[m\u001b[m \u001b[1m\u001b[36m20112012\u001b[m\u001b[m \u001b[1m\u001b[36m20132014\u001b[m\u001b[m \u001b[1m\u001b[36m20152016\u001b[m\u001b[m \u001b[1m\u001b[36m20172018\u001b[m\u001b[m\n", "\u001b[1m\u001b[36m20042005\u001b[m\u001b[m \u001b[1m\u001b[36m20062007\u001b[m\u001b[m \u001b[1m\u001b[36m20082009\u001b[m\u001b[m \u001b[1m\u001b[36m20102011\u001b[m\u001b[m \u001b[1m\u001b[36m20122013\u001b[m\u001b[m \u001b[1m\u001b[36m20142015\u001b[m\u001b[m \u001b[1m\u001b[36m20162017\u001b[m\u001b[m \u001b[1m\u001b[36m20182019\u001b[m\u001b[m\n" ] } ], "source": [ "!ls ../../data/raw/html/" ] }, { "cell_type": "code", "execution_count": 100, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "external: 0\n", "interim: 0\n", "processed: 2\n", " csv: 16\n", " tmp: 0\n", " pkl: 16\n", " tmp: 17\n", "raw: 1\n", " html: 16\n", " 20032004: 1,230\n", " 20042005: 0\n", " 20052006: 1,228\n", " 20062007: 1,230\n", " 20072008: 1,230\n", " 20082009: 1,230\n", " 20092010: 1,230\n", " 20102011: 1,230\n", " 20112012: 1,230\n", " 20122013: 720\n", " 20132014: 1,230\n", " 20142015: 1,230\n", " 20152016: 1,230\n", " 20162017: 1,230\n", " 20172018: 1,271\n", " 20182019: 1,271\n" ] } ], "source": [ "import os, glob\n", "def nested_count(folder_path, level=0):\n", " for folder in sorted(glob.glob('{}/'.format(os.path.join(folder_path, '*')))):\n", " print('{:}{:}: {:,}'.format(' '*level, os.path.split(os.path.split(folder)[-2])[-1], len(glob.glob(os.path.join(folder, '*')))))\n", " nested_count(folder, level+1)\n", "nested_count('../../data/')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "I will need to look at the parsing for 2007-2009. Something is up" ] }, { "cell_type": "code", "execution_count": 102, "metadata": {}, "outputs": [], "source": [ "df_ = df[(df.season == '20072008') | (df.season == '20082009')]" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "87" ] }, "execution_count": 104, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(df_)" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "no_goals 51\n", "goal_against 27\n", "goal_for 9\n", "Name: label, dtype: int64" ] }, "execution_count": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_.label.value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It turns out that some tables just aren't being parsed properly... I need to use html.parser instead of lxml in some cases" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### *2019-04-30*" ] }, { "cell_type": "code", "execution_count": 244, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Total Goalie Pulls')" ] }, "execution_count": 244, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 471, "width": 736 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "s = df.groupby('season').size().sort_index(ascending=True).rename('counts').reset_index()\n", "ax = s.plot(marker='o', lw=0, ax=ax, color='b', ms=10)\n", "ax.set_xticklabels(s.season.tolist());\n", "# ax.set_ylim(600, 1100)\n", "plt.legend([])\n", "plt.ylabel('Total Goalie Pulls')\n", "# savefig('goalie_pulls_by_season')" ] }, { "cell_type": "code", "execution_count": 319, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'0': '20032004',\n", " '1': '20052006',\n", " '2': '20062007',\n", " '3': '20072008',\n", " '4': '20082009',\n", " '5': '20092010',\n", " '6': '20102011',\n", " '7': '20112012',\n", " '8': '20122013',\n", " '9': '20132014',\n", " '10': '20142015',\n", " '11': '20152016',\n", " '12': '20162017',\n", " '13': '20172018',\n", " '14': '20182019'}" ] }, "execution_count": 319, "metadata": {}, "output_type": "execute_result" } ], "source": [ "label_map" ] }, { "cell_type": "code", "execution_count": 320, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['',\n", " '20032004',\n", " '20062007',\n", " '20082009',\n", " '20102011',\n", " '20122013',\n", " '20142015',\n", " '20162017',\n", " '20182019']" ] }, "execution_count": 320, "metadata": {}, "output_type": "execute_result" } ], "source": [ "xticks" ] }, { "cell_type": "code", "execution_count": 335, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "cannot reindex from a duplicate axis", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0;31m# m = m & (df.season != '20122013')\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 9\u001b[0m \u001b[0mdf_\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdf\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mm\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcopy\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m \u001b[0mdf_\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mloc\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mseason\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m'20122013'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlabel\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 11\u001b[0m \u001b[0ms\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdf_\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgroupby\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'season'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msort_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mascending\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrename\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlabel\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreset_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 12\u001b[0m \u001b[0ms\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmarker\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'o'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlw\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m 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2354\u001b[0m \u001b[0mmask\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0misna\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mresult\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_values\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2355\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmask\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0many\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/anaconda3/lib/python3.7/site-packages/pandas/core/series.py\u001b[0m in \u001b[0;36mreindex\u001b[0;34m(self, index, **kwargs)\u001b[0m\n\u001b[1;32m 3323\u001b[0m \u001b[0;34m@\u001b[0m\u001b[0mAppender\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mgeneric\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_shared_docs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'reindex'\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m%\u001b[0m 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3326\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3327\u001b[0m def drop(self, labels=None, axis=0, index=None, columns=None,\n", "\u001b[0;32m/anaconda3/lib/python3.7/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36mreindex\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m 3687\u001b[0m \u001b[0;31m# perform the reindex on the axes\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3688\u001b[0m return self._reindex_axes(axes, level, limit, tolerance, method,\n\u001b[0;32m-> 3689\u001b[0;31m fill_value, copy).__finalize__(self)\n\u001b[0m\u001b[1;32m 3690\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3691\u001b[0m def _reindex_axes(self, axes, level, limit, tolerance, method, fill_value,\n", "\u001b[0;32m/anaconda3/lib/python3.7/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m_reindex_axes\u001b[0;34m(self, axes, level, limit, tolerance, method, fill_value, copy)\u001b[0m\n\u001b[1;32m 3705\u001b[0m obj = obj._reindex_with_indexers({axis: [new_index, indexer]},\n\u001b[1;32m 3706\u001b[0m \u001b[0mfill_value\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mfill_value\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 3707\u001b[0;31m copy=copy, allow_dups=False)\n\u001b[0m\u001b[1;32m 3708\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3709\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mobj\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;32m/anaconda3/lib/python3.7/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m_reindex_with_indexers\u001b[0;34m(self, reindexers, fill_value, copy, allow_dups)\u001b[0m\n\u001b[1;32m 3808\u001b[0m \u001b[0mfill_value\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mfill_value\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3809\u001b[0m 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with duplicates\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3575\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mis_unique\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mindexer\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 3576\u001b[0;31m \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"cannot reindex from a duplicate axis\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 3577\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3578\u001b[0m def reindex(self, target, method=None, level=None, limit=None,\n", "\u001b[0;31mValueError\u001b[0m: cannot reindex from a duplicate axis" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 472, "width": 716 } }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "iterables = zip(['orange', 'red', 'green'],\n", " ['no_goals', 'goal_against', 'goal_for'])\n", "\n", "axes = []\n", "for c, label in iterables:\n", " m = df.label==label\n", "# m = m & (df.season != '20122013')\n", " df_ = df[m].copy()\n", " df_.loc[(df.season == '20122013'), label] = 0\n", " s = df_.groupby('season').size().sort_index(ascending=True).rename(label).reset_index()\n", " s.plot(marker='o', lw=0, ax=ax, ms=10, color=c, label=label)\n", " plt.legend()\n", "\n", " \n", "ax = plt.gca()\n", "ax.set_ylim(0, 600)\n", "ax.set_xlim(0, 15)\n", "\n", "label_map = {str(i): season for i, season in enumerate(df.season.drop_duplicates().sort_values(ascending=True).tolist())}\n", "xticks = [label_map.get(str(round(tick)), '') for tick in ax.get_xticks().tolist()]\n", "ax.set_xticklabels(xticks)\n", "plt.ylabel('Goalie Pulls')\n", "\n", "# savefig('goalie_pull_outcomes_by_season')" ] }, { "cell_type": "code", "execution_count": 321, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Goalie Pulls')" ] }, "execution_count": 321, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 471, "width": 736 } }, "output_type": "display_data" } ], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Something is up with 2009, where I don't seem to collect enough data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The issue is my labels. That should be the 2012/2013 season, which was shortened by a lockout" ] }, { "cell_type": "code", "execution_count": 286, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 286, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ax" ] }, { "cell_type": "code", "execution_count": 299, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['',\n", " '20032004',\n", " '20062007',\n", " '20082009',\n", " '20102011',\n", " '20122013',\n", " '20142015',\n", " '20162017',\n", " '20182019',\n", " '']" ] }, "execution_count": 299, "metadata": {}, "output_type": "execute_result" } ], "source": [ "[t.get_text() for t in ax.get_xticklabels()]" ] }, { "cell_type": "code", "execution_count": 298, "metadata": {}, "outputs": [], "source": [ "for tick in ax.get_xticklabels():\n", " tick.set_text(label_map.get(tick.get_text(), ''))" ] }, { "cell_type": "code", "execution_count": 290, "metadata": {}, "outputs": [], "source": [ "tick = ax.get_xticklabels()[0]" ] }, { "cell_type": "code", "execution_count": 293, "metadata": {}, "outputs": [], "source": [ "tick.set_text('')" ] }, { "cell_type": "code", "execution_count": 296, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'0': '20032004',\n", " '1': '20052006',\n", " '2': '20062007',\n", " '3': '20072008',\n", " '4': '20082009',\n", " '5': '20092010',\n", " '6': '20102011',\n", " '7': '20112012',\n", " '8': '20122013',\n", " '9': '20132014',\n", " '10': '20142015',\n", " '11': '20152016',\n", " '12': '20162017',\n", " '13': '20172018',\n", " '14': '20182019'}" ] }, "execution_count": 296, "metadata": {}, "output_type": "execute_result" } ], "source": [ "label_map" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "label_map = {str(i): season for i, season in enumerate(df.groupby('season').size().sort_index(ascending=True).index.tolist())}\n", "# xticklabels = [label_map.get(t.get_text(), '') for t in ax.get_xticklabels()]\n", "# ax.set_xticklabels(xticklabels)\n", "\n", "\n", "# print([t.get_text() for t in ax.get_xticklabels()])\n", "\n", "# ticks = [t.get_text() for t in ax.get_xticklabels()]\n", "# ax.set_xticklabels(ticks)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig, ax = plt.subplots()\n", "iterables = zip(['orange', 'red', 'green'],\n", " ['no_goals', 'goal_against', 'goal_for'])\n", "\n", "axes = []\n", "for c, label in iterables:\n", " m = df.label==label\n", " s = df[m].groupby('season').size().sort_index(ascending=True).rename(label).reset_index()\n", " axes.append(s.plot(marker='o', lw=0, ax=ax, ms=10, color=c, label=label))\n", " plt.legend()\n", "\n", "ax.set_xticklabels(s.season.tolist());\n", "ax.set_ylim(0, 600)\n", "plt.ylabel('Total Counts')\n", "# savefig('goalie_pull_outcomes_by_season')" ] }, { "cell_type": "code", "execution_count": 284, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['', '', '', '', '', '', '', '', '', '']\n" ] }, { "data": { "text/plain": [ "Text(0, 0.5, 'Total Counts')" ] }, "execution_count": 284, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 459, "width": 736 } }, "output_type": "display_data" } ], "source": [ "# fig, ax = plt.subplots()\n", "# iterables = zip(['orange', 'red', 'green'],\n", "# ['no_goals', 'goal_against', 'goal_for'])\n", "\n", "# axes = []\n", "# for c, label in iterables:\n", "# m = df.label==label\n", "# s = df[m].groupby('season').size().sort_index(ascending=True).rename(label).reset_index()\n", "# s.plot(marker='o', lw=0, ax=ax, ms=10, color=c, label=label)\n", "# plt.legend()\n", "\n", "\n", "\n", "# ax.set_ylim(0, 600)\n", "label_map = {str(i): season for i, season in enumerate(df.groupby('season').size().sort_index(ascending=True).index.tolist())}\n", "# xticklabels = [label_map.get(t.get_text(), '') for t in ax.get_xticklabels()]\n", "# ax.set_xticklabels(xticklabels)\n", "\n", "\n", "# print([t.get_text() for t in ax.get_xticklabels()])\n", "\n", "# ticks = [t.get_text() for t in ax.get_xticklabels()]\n", "# ax.set_xticklabels(ticks)\n", "# plt.ylabel('Total Counts')\n", "# # savefig('goalie_pull_outcomes_by_season')" ] }, { "cell_type": "code", "execution_count": 267, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'0': '20032004',\n", " '1': '20052006',\n", " '2': '20062007',\n", " '3': '20072008',\n", " '4': '20082009',\n", " '5': '20092010',\n", " '6': '20102011',\n", " '7': '20112012',\n", " '8': '20122013',\n", " '9': '20132014',\n", " '10': '20142015',\n", " '11': '20152016',\n", " '12': '20162017',\n", " '13': '20172018',\n", " '14': '20182019'}" ] }, "execution_count": 267, "metadata": {}, "output_type": "execute_result" } ], "source": [ "label_map" ] }, { "cell_type": "code", "execution_count": 273, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['−2', '0', '2', '4', '6', '8', '10', '12', '14', '16']" ] }, "execution_count": 273, "metadata": {}, "output_type": "execute_result" } ], "source": [ "[t.get_text() for t in ax.get_xticklabels()]" ] }, { "cell_type": "code", "execution_count": 274, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[Text(-2.0, 0, '−2'),\n", " Text(0.0, 0, '0'),\n", " Text(2.0, 0, '2'),\n", " Text(4.0, 0, '4'),\n", " Text(6.0, 0, '6'),\n", " Text(8.0, 0, '8'),\n", " Text(10.0, 0, '10'),\n", " Text(12.0, 0, '12'),\n", " Text(14.0, 0, '14'),\n", " Text(16.0, 0, '16')]" ] }, "execution_count": 274, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ax.set_xticklabels([t.get_text() for t in ax.get_xticklabels()])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.8" } }, "nbformat": 4, "nbformat_minor": 2 }