{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## RTCW stats analysis for years 2020 and 2021 in NA"
]
},
{
"cell_type": "code",
"execution_count": 142,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib\n",
"import seaborn as sns\n",
"import pandas as pd\n",
"import requests\n",
"import os\n",
"import numpy as np"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load stats from public repository\n",
"cache files locally as they will never change again"
]
},
{
"cell_type": "code",
"execution_count": 143,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2021 file exists\n",
"File Size is : 1.4 MB\n",
"2020 file exists\n",
"File Size is : 0.8 MB\n"
]
}
],
"source": [
"url2021 = 'https://s3.amazonaws.com/donkanator.com/stats/endseason/stats_na_6_2021.gz'\n",
"url2020 = 'https://s3.amazonaws.com/donkanator.com/stats/endseason/stats_na_6_2020.gz'\n",
"\n",
"if not os.path.exists('stats_na_6_2021.gz'):\n",
" with open('stats_na_6_2021.gz', 'wb') as out_file:\n",
" content = requests.get(url2021, stream=True).content\n",
" out_file.write(content)\n",
" print(\"downloaded 2021 file\")\n",
"else:\n",
" print(\"2021 file exists\")\n",
" file_size = os.path.getsize('stats_na_6_2021.gz')\n",
"print(\"File Size is :\", round(file_size/1024/1024,1), \"MB\")\n",
" \n",
" \n",
"if not os.path.exists('stats_na_6_2020.gz'):\n",
" with open('stats_na_6_2020.gz', 'wb') as out_file:\n",
" content = requests.get(url2020, stream=True).content\n",
" out_file.write(content)\n",
" print(\"downloaded 2020 file\")\n",
"else:\n",
" print(\"2020 file exists\")\n",
" file_size = os.path.getsize('stats_na_6_2020.gz')\n",
"print(\"File Size is :\", round(file_size/1024/1024,1), \"MB\")"
]
},
{
"cell_type": "code",
"execution_count": 144,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Stats2020 : 39085 lines\n",
"Stats2021 : 65498 lines\n"
]
}
],
"source": [
"# Basics\n",
"stats2020 = pd.read_parquet(\"stats_na_6_2020.gz\")\n",
"print(\"Stats2020 :\", len(stats2020), \" lines\")\n",
"stats2021 = pd.read_parquet(\"stats_na_6_2021.gz\")\n",
"print(\"Stats2021 :\", len(stats2021), \" lines\")"
]
},
{
"cell_type": "code",
"execution_count": 145,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"For you information: Different columns across datasets:\n"
]
},
{
"data": {
"text/plain": [
"{'Accuracy', 'Headshots', 'Revives'}"
]
},
"execution_count": 145,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"#Bring the files together and see differences\n",
"stats= pd.concat([stats2020,stats2021], axis=0, ignore_index=True)\n",
"print(\"For you information: Different columns across datasets:\")\n",
"set(stats2021.columns).symmetric_difference(set(stats2020.columns))"
]
},
{
"cell_type": "code",
"execution_count": 146,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Kills | \n",
"
\n",
" \n",
" year | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" 2020 | \n",
" 250477 | \n",
"
\n",
" \n",
" 2021 | \n",
" 451438 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Kills\n",
"year \n",
"2020 250477\n",
"2021 451438"
]
},
"execution_count": 146,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"#Total number of kills per year\n",
"stats['year'] = pd.DatetimeIndex(stats['match_date']).year\n",
"stats['quarter'] = pd.DatetimeIndex(stats['match_date']).quarter #this is for later\n",
"stats['month'] = pd.DatetimeIndex(stats['match_date']).month #this is for later\n",
"stats[[\"year\",\"Kills\"]].groupby(\"year\").sum()"
]
},
{
"cell_type": "code",
"execution_count": 147,
"metadata": {},
"outputs": [],
"source": [
"#Set pandas format\n",
"pd.set_option('display.max_rows', 100)\n",
"pd.set_option(\"display.max_columns\", 15)\n",
"pd.set_option(\"display.max_colwidth\", 20)\n",
"pd.set_option(\"display.width\", 400)\n",
"pd.options.display.float_format = '{:.2f}'.format"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Inspect the dataset"
]
},
{
"cell_type": "code",
"execution_count": 148,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"RangeIndex: 104583 entries, 0 to 104582\n",
"Data columns (total 56 columns):\n",
" # Column Non-Null Count Dtype \n",
"--- ------ -------------- ----- \n",
" 0 AdjScore 104583 non-null int32 \n",
" 1 Airstrike 104583 non-null int32 \n",
" 2 All_Deaths 104583 non-null int32 \n",
" 3 Artillery 104583 non-null int32 \n",
" 4 Colt 104583 non-null int32 \n",
" 5 Deaths 104583 non-null int32 \n",
" 6 Dynamite 104583 non-null int32 \n",
" 7 Flame 104583 non-null int32 \n",
" 8 Grenade 104583 non-null int32 \n",
" 9 Killer 104583 non-null object \n",
" 10 Kills 104583 non-null int32 \n",
" 11 Knife 104583 non-null int32 \n",
" 12 Luger 104583 non-null int32 \n",
" 13 MG42 104583 non-null int32 \n",
" 14 MP40 104583 non-null int32 \n",
" 15 OSP_Damage_Given 104583 non-null int32 \n",
" 16 OSP_Damage_Received 104583 non-null int32 \n",
" 17 OSP_Deaths 104583 non-null int32 \n",
" 18 OSP_Eff 104583 non-null int32 \n",
" 19 OSP_Gibs 104583 non-null int32 \n",
" 20 OSP_Kills 104583 non-null int32 \n",
" 21 OSP_Player 104583 non-null object \n",
" 22 OSP_Score 104583 non-null int32 \n",
" 23 OSP_Suicides 104583 non-null int32 \n",
" 24 OSP_TK 104583 non-null int32 \n",
" 25 OSP_Team 104583 non-null object \n",
" 26 OSP_Team_Damage 104583 non-null int32 \n",
" 27 Panzerfaust 104583 non-null int32 \n",
" 28 Sniper 104583 non-null int32 \n",
" 29 Sten 104583 non-null int32 \n",
" 30 Suicides 104583 non-null int32 \n",
" 31 TK 104583 non-null int32 \n",
" 32 TKd 104583 non-null int32 \n",
" 33 Thompson 104583 non-null int32 \n",
" 34 Venom 104583 non-null int32 \n",
" 35 class 104583 non-null object \n",
" 36 game_result 104583 non-null object \n",
" 37 map 104583 non-null object \n",
" 38 match_date 104583 non-null object \n",
" 39 osp_guid 104583 non-null object \n",
" 40 pb_guid 104583 non-null object \n",
" 41 player_strip 104583 non-null object \n",
" 42 round_diff 104583 non-null int32 \n",
" 43 round_guid 104583 non-null object \n",
" 44 round_num 104583 non-null int32 \n",
" 45 round_order 104583 non-null int32 \n",
" 46 round_time 104583 non-null int32 \n",
" 47 round_win 104583 non-null int32 \n",
" 48 side 104583 non-null object \n",
" 49 team_name 104583 non-null object \n",
" 50 Accuracy 65498 non-null float64\n",
" 51 Headshots 65498 non-null float64\n",
" 52 Revives 65498 non-null float64\n",
" 53 year 104583 non-null int64 \n",
" 54 quarter 104583 non-null int64 \n",
" 55 month 104583 non-null int64 \n",
"dtypes: float64(3), int32(37), int64(3), object(13)\n",
"memory usage: 29.9+ MB\n"
]
}
],
"source": [
"stats.info()"
]
},
{
"cell_type": "code",
"execution_count": 149,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Suicides | \n",
" TK | \n",
" TKd | \n",
" Thompson | \n",
" Venom | \n",
" round_diff | \n",
" round_num | \n",
"
\n",
" \n",
" \n",
" \n",
" count | \n",
" 104583.00 | \n",
" 104583.00 | \n",
" 104583.00 | \n",
" 104583.00 | \n",
" 104583.00 | \n",
" 104583.00 | \n",
" 104583.00 | \n",
"
\n",
" \n",
" mean | \n",
" 1.73 | \n",
" 0.39 | \n",
" 0.39 | \n",
" 1.63 | \n",
" 0.01 | \n",
" 156.59 | \n",
" 1.50 | \n",
"
\n",
" \n",
" std | \n",
" 2.00 | \n",
" 0.71 | \n",
" 0.67 | \n",
" 2.97 | \n",
" 0.20 | \n",
" 183.74 | \n",
" 0.50 | \n",
"
\n",
" \n",
" min | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" -180.00 | \n",
" 1.00 | \n",
"
\n",
" \n",
" 25% | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 1.00 | \n",
"
\n",
" \n",
" 50% | \n",
" 1.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 0.00 | \n",
" 87.00 | \n",
" 1.00 | \n",
"
\n",
" \n",
" 75% | \n",
" 2.00 | \n",
" 1.00 | \n",
" 1.00 | \n",
" 2.00 | \n",
" 0.00 | \n",
" 300.00 | \n",
" 2.00 | \n",
"
\n",
" \n",
" max | \n",
" 46.00 | \n",
" 12.00 | \n",
" 8.00 | \n",
" 30.00 | \n",
" 21.00 | \n",
" 811.00 | \n",
" 2.00 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Suicides TK TKd Thompson Venom round_diff round_num\n",
"count 104583.00 104583.00 104583.00 104583.00 104583.00 104583.00 104583.00\n",
"mean 1.73 0.39 0.39 1.63 0.01 156.59 1.50\n",
"std 2.00 0.71 0.67 2.97 0.20 183.74 0.50\n",
"min 0.00 0.00 0.00 0.00 0.00 -180.00 1.00\n",
"25% 0.00 0.00 0.00 0.00 0.00 0.00 1.00\n",
"50% 1.00 0.00 0.00 0.00 0.00 87.00 1.00\n",
"75% 2.00 1.00 1.00 2.00 0.00 300.00 2.00\n",
"max 46.00 12.00 8.00 30.00 21.00 811.00 2.00"
]
},
"execution_count": 149,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.iloc[:,30:45].describe()"
]
},
{
"cell_type": "code",
"execution_count": 150,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Killer | \n",
" OSP_Player | \n",
" OSP_Team | \n",
" class | \n",
" game_result | \n",
" map | \n",
" match_date | \n",
" osp_guid | \n",
" pb_guid | \n",
" player_strip | \n",
" round_guid | \n",
" side | \n",
" team_name | \n",
"
\n",
" \n",
" \n",
" \n",
" count | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
" 104583 | \n",
"
\n",
" \n",
" unique | \n",
" 503 | \n",
" 1903 | \n",
" 3 | \n",
" 6 | \n",
" 5 | \n",
" 28 | \n",
" 8474 | \n",
" 2651 | \n",
" 79 | \n",
" 1 | \n",
" 8617 | \n",
" 3 | \n",
" 1 | \n",
"
\n",
" \n",
" top | \n",
" john_mullins | \n",
" cakel | \n",
" Axis | \n",
" | \n",
" R1MSB | \n",
" Ice | \n",
" 2020-04-02 23:28:15 | \n",
" | \n",
" | \n",
" notused | \n",
" 9b16cb2ef5e01515... | \n",
" Defense | \n",
" notused | \n",
"
\n",
" \n",
" freq | \n",
" 4134 | \n",
" 3553 | \n",
" 51615 | \n",
" 73958 | \n",
" 52504 | \n",
" 19970 | \n",
" 174 | \n",
" 70711 | \n",
" 99923 | \n",
" 104583 | \n",
" 26 | \n",
" 51614 | \n",
" 104583 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Killer OSP_Player OSP_Team class game_result map match_date osp_guid pb_guid player_strip round_guid side team_name\n",
"count 104583 104583 104583 104583 104583 104583 104583 104583 104583 104583 104583 104583 104583\n",
"unique 503 1903 3 6 5 28 8474 2651 79 1 8617 3 1\n",
"top john_mullins cakel Axis R1MSB Ice 2020-04-02 23:28:15 notused 9b16cb2ef5e01515... Defense notused\n",
"freq 4134 3553 51615 73958 52504 19970 174 70711 99923 104583 26 51614 104583"
]
},
"execution_count": 150,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.describe(include=['O'])"
]
},
{
"cell_type": "code",
"execution_count": 151,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(104583, 56)"
]
},
"execution_count": 151,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.shape"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### What data looks like"
]
},
{
"cell_type": "code",
"execution_count": 152,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" AdjScore | \n",
" Airstrike | \n",
" All_Deaths | \n",
" Artillery | \n",
" Colt | \n",
" Deaths | \n",
" Dynamite | \n",
" ... | \n",
" team_name | \n",
" Accuracy | \n",
" Headshots | \n",
" Revives | \n",
" year | \n",
" quarter | \n",
" month | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 10 | \n",
" 1 | \n",
" 10 | \n",
" 2 | \n",
" 0 | \n",
" 7 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 1 | \n",
" 9 | \n",
" 0 | \n",
" 8 | \n",
" 0 | \n",
" 0 | \n",
" 3 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 2 | \n",
" 42 | \n",
" 0 | \n",
" 6 | \n",
" 0 | \n",
" 0 | \n",
" 5 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 3 | \n",
" 18 | \n",
" 1 | \n",
" 12 | \n",
" 0 | \n",
" 0 | \n",
" 9 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 4 | \n",
" 20 | \n",
" 0 | \n",
" 6 | \n",
" 0 | \n",
" 0 | \n",
" 3 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 5 | \n",
" 2 | \n",
" 0 | \n",
" 9 | \n",
" 0 | \n",
" 0 | \n",
" 8 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 6 | \n",
" 6 | \n",
" 2 | \n",
" 7 | \n",
" 0 | \n",
" 0 | \n",
" 5 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 7 | \n",
" 24 | \n",
" 0 | \n",
" 5 | \n",
" 0 | \n",
" 0 | \n",
" 4 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 8 | \n",
" 8 | \n",
" 0 | \n",
" 7 | \n",
" 0 | \n",
" 0 | \n",
" 4 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
" 9 | \n",
" 13 | \n",
" 0 | \n",
" 10 | \n",
" 0 | \n",
" 0 | \n",
" 6 | \n",
" 0 | \n",
" ... | \n",
" notused | \n",
" NaN | \n",
" NaN | \n",
" NaN | \n",
" 2020 | \n",
" 2 | \n",
" 4 | \n",
"
\n",
" \n",
"
\n",
"
10 rows × 56 columns
\n",
"
"
],
"text/plain": [
" AdjScore Airstrike All_Deaths Artillery Colt Deaths Dynamite ... team_name Accuracy Headshots Revives year quarter month\n",
"0 10 1 10 2 0 7 0 ... notused NaN NaN NaN 2020 2 4\n",
"1 9 0 8 0 0 3 0 ... notused NaN NaN NaN 2020 2 4\n",
"2 42 0 6 0 0 5 0 ... notused NaN NaN NaN 2020 2 4\n",
"3 18 1 12 0 0 9 0 ... notused NaN NaN NaN 2020 2 4\n",
"4 20 0 6 0 0 3 0 ... notused NaN NaN NaN 2020 2 4\n",
"5 2 0 9 0 0 8 0 ... notused NaN NaN NaN 2020 2 4\n",
"6 6 2 7 0 0 5 0 ... notused NaN NaN NaN 2020 2 4\n",
"7 24 0 5 0 0 4 0 ... notused NaN NaN NaN 2020 2 4\n",
"8 8 0 7 0 0 4 0 ... notused NaN NaN NaN 2020 2 4\n",
"9 13 0 10 0 0 6 0 ... notused NaN NaN NaN 2020 2 4\n",
"\n",
"[10 rows x 56 columns]"
]
},
"execution_count": 152,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats.head(10)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### More meaningful column selection"
]
},
{
"cell_type": "code",
"execution_count": 153,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" round_guid | \n",
" map | \n",
" match_date | \n",
" Killer | \n",
" OSP_Team | \n",
" Kills | \n",
" OSP_Damage_Given | \n",
" game_result | \n",
" round_num | \n",
" round_win | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" murkey | \n",
" Axis | \n",
" 9 | \n",
" 2202 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 1 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" cliffdark | \n",
" Axis | \n",
" 3 | \n",
" 406 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 2 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" chinamann | \n",
" Axis | \n",
" 8 | \n",
" 1350 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 3 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" jimmy | \n",
" Allies | \n",
" 7 | \n",
" 1308 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 4 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" mean | \n",
" Allies | \n",
" 7 | \n",
" 1361 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 5 | \n",
" 00a51f47c49706a2... | \n",
" Ice | \n",
" 2020-04-08 18:54:37 | \n",
" miles | \n",
" Allies | \n",
" 1 | \n",
" 818 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 6 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" murkey | \n",
" Allies | \n",
" 11 | \n",
" 4983 | \n",
" WON | \n",
" 2 | \n",
" 1 | \n",
"
\n",
" \n",
" 7 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" cliffdark | \n",
" Allies | \n",
" 5 | \n",
" 1559 | \n",
" WON | \n",
" 2 | \n",
" 1 | \n",
"
\n",
" \n",
" 8 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" chinamann | \n",
" Allies | \n",
" 7 | \n",
" 2636 | \n",
" WON | \n",
" 2 | \n",
" 1 | \n",
"
\n",
" \n",
" 9 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" jimmy | \n",
" Axis | \n",
" 2 | \n",
" 2388 | \n",
" LOST | \n",
" 2 | \n",
" 0 | \n",
"
\n",
" \n",
" 10 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" mean | \n",
" Axis | \n",
" 8 | \n",
" 2930 | \n",
" LOST | \n",
" 2 | \n",
" 0 | \n",
"
\n",
" \n",
" 11 | \n",
" 800f707fc5f4f006... | \n",
" Ice | \n",
" 2020-04-08 19:00:58 | \n",
" miles | \n",
" Axis | \n",
" 3 | \n",
" 1433 | \n",
" LOST | \n",
" 2 | \n",
" 0 | \n",
"
\n",
" \n",
" 12 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" murkey | \n",
" Allies | \n",
" 7 | \n",
" 874 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 13 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" cliffdark | \n",
" Allies | \n",
" 2 | \n",
" 607 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 14 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" chinamann | \n",
" Allies | \n",
" 6 | \n",
" 1491 | \n",
" R1MSB | \n",
" 1 | \n",
" 0 | \n",
"
\n",
" \n",
" 15 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" jimmy | \n",
" Axis | \n",
" 4 | \n",
" 898 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 16 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" mean | \n",
" Axis | \n",
" 5 | \n",
" 1036 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 17 | \n",
" ad23b7d74145c9e5... | \n",
" Ice | \n",
" 2020-04-08 19:06:39 | \n",
" miles | \n",
" Axis | \n",
" 2 | \n",
" 508 | \n",
" R1MSB | \n",
" 1 | \n",
" 1 | \n",
"
\n",
" \n",
" 18 | \n",
" c805865abb22ac97... | \n",
" Ice | \n",
" 2020-04-08 19:10:08 | \n",
" murkey | \n",
" Axis | \n",
" 4 | \n",
" 1440 | \n",
" WON | \n",
" 2 | \n",
" 1 | \n",
"
\n",
" \n",
" 19 | \n",
" c805865abb22ac97... | \n",
" Ice | \n",
" 2020-04-08 19:10:08 | \n",
" cliffdark | \n",
" Axis | \n",
" 4 | \n",
" 1502 | \n",
" WON | \n",
" 2 | \n",
" 1 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" round_guid map match_date Killer OSP_Team Kills OSP_Damage_Given game_result round_num round_win\n",
"0 00a51f47c49706a2... Ice 2020-04-08 18:54:37 murkey Axis 9 2202 R1MSB 1 1\n",
"1 00a51f47c49706a2... Ice 2020-04-08 18:54:37 cliffdark Axis 3 406 R1MSB 1 1\n",
"2 00a51f47c49706a2... Ice 2020-04-08 18:54:37 chinamann Axis 8 1350 R1MSB 1 1\n",
"3 00a51f47c49706a2... Ice 2020-04-08 18:54:37 jimmy Allies 7 1308 R1MSB 1 0\n",
"4 00a51f47c49706a2... Ice 2020-04-08 18:54:37 mean Allies 7 1361 R1MSB 1 0\n",
"5 00a51f47c49706a2... Ice 2020-04-08 18:54:37 miles Allies 1 818 R1MSB 1 0\n",
"6 800f707fc5f4f006... Ice 2020-04-08 19:00:58 murkey Allies 11 4983 WON 2 1\n",
"7 800f707fc5f4f006... Ice 2020-04-08 19:00:58 cliffdark Allies 5 1559 WON 2 1\n",
"8 800f707fc5f4f006... Ice 2020-04-08 19:00:58 chinamann Allies 7 2636 WON 2 1\n",
"9 800f707fc5f4f006... Ice 2020-04-08 19:00:58 jimmy Axis 2 2388 LOST 2 0\n",
"10 800f707fc5f4f006... Ice 2020-04-08 19:00:58 mean Axis 8 2930 LOST 2 0\n",
"11 800f707fc5f4f006... Ice 2020-04-08 19:00:58 miles Axis 3 1433 LOST 2 0\n",
"12 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 murkey Allies 7 874 R1MSB 1 0\n",
"13 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 cliffdark Allies 2 607 R1MSB 1 0\n",
"14 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 chinamann Allies 6 1491 R1MSB 1 0\n",
"15 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 jimmy Axis 4 898 R1MSB 1 1\n",
"16 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 mean Axis 5 1036 R1MSB 1 1\n",
"17 ad23b7d74145c9e5... Ice 2020-04-08 19:06:39 miles Axis 2 508 R1MSB 1 1\n",
"18 c805865abb22ac97... Ice 2020-04-08 19:10:08 murkey Axis 4 1440 WON 2 1\n",
"19 c805865abb22ac97... Ice 2020-04-08 19:10:08 cliffdark Axis 4 1502 WON 2 1"
]
},
"execution_count": 153,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stats[[\"round_guid\", \"map\", \"match_date\" , \"Killer\", \"OSP_Team\",\"Kills\", \"OSP_Damage_Given\", \"game_result\", \"round_num\", \"round_win\"]].head(20)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Clean the dataset\n",
"Some cleaning steps I have discovered mostly after the fact"
]
},
{
"cell_type": "code",
"execution_count": 154,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Lines before general cleansing: 104583\n",
"Lines after general cleansing: 102828\n"
]
}
],
"source": [
"print(\"Lines before general cleansing: \", len(stats))\n",
"\n",
"stats_original = stats.copy()\n",
"\n",
"#Remove some aliases\n",
"stats = stats[~stats[\"Killer\"].isin([\"WolfPlayer9999\", \"blackmagik0inc.\", \"blackmagik7inc.\"])]\n",
"\n",
"#Remove unknown maps\n",
"stats = stats[~stats[\"map\"].isin(['Not listed', 'No info'])]\n",
"\n",
"#Remove disconnected players that have no OSP stats and team affiliation\n",
"stats = stats[~stats[\"OSP_Team\"].isin(['0'])]\n",
"\n",
"print(\"Lines after general cleansing: \", len(stats))"
]
},
{
"cell_type": "code",
"execution_count": 155,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Lines before removing smaller matches: 102828\n",
"Lines after removing smaller matches: 99580\n"
]
}
],
"source": [
"#Remove games with less than 5v5 players\n",
"player_nums = stats[\"round_guid\"].value_counts()\n",
"games_under5_players = player_nums[player_nums < 9].index.values\n",
"print(\"Lines before removing smaller matches: \", len(stats))\n",
"stats = stats[~stats['round_guid'].isin(games_under5_players)]\n",
"print(\"Lines after removing smaller matches: \", len(stats))"
]
},
{
"cell_type": "code",
"execution_count": 156,
"metadata": {},
"outputs": [],
"source": [
"#Remove some duplicate players probably caused by rename process\n",
"stats.drop_duplicates([\"Killer\", \"round_guid\"],inplace=True)\n",
"\n",
"# player_dups = stats.groupby([\"Killer\", \"round_guid\"]).count()[\"round_num\"].reset_index()\n",
"# player_dups[player_dups[\"round_num\"]>1].head(100)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Analysis\n",
"Set the stage - who are the players and what are the maps?"
]
},
{
"cell_type": "code",
"execution_count": 157,
"metadata": {},
"outputs": [],
"source": [
"#We will work with round2 (final) stats\n",
"tmp_heat = stats[stats[\"round_num\"] == 2]\n",
"\n",
"#players\n",
"tmp_games = tmp_heat[[\"Killer\", \"round_guid\"]].groupby([\"Killer\"]).agg({'round_guid' : \"count\"})\n",
"tmp_games.sort_values(by=\"round_guid\", ascending=False).head(30)\n",
"#limit players to at least 120 games\n",
"tmp_games_filt = tmp_games[tmp_games[\"round_guid\"]>120].sort_values(by=\"round_guid\")"
]
},
{
"cell_type": "code",
"execution_count": 158,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" round_guid | \n",
"
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" \n",
" map | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" Ice | \n",
" 760 | \n",
"
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" \n",
" Frostbite | \n",
" 647 | \n",
"
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" \n",
" Village | \n",
" 501 | \n",
"
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" \n",
" Adlernest | \n",
" 446 | \n",
"
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" Beach | \n",
" 386 | \n",
"
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" \n",
" Base | \n",
" 322 | \n",
"
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" Cipher | \n",
" 226 | \n",
"
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" Escape | \n",
" 184 | \n",
"
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" \n",
" Password | \n",
" 181 | \n",
"
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" \n",
" Assault | \n",
" 147 | \n",
"
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" Sub | \n",
" 113 | \n",
"
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" \n",
" UFO | \n",
" 41 | \n",
"
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" \n",
" Tunordic | \n",
" 29 | \n",
"
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" \n",
" Tundra | \n",
" 17 | \n",
"
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" \n",
" Chateau | \n",
" 16 | \n",
"
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" Brewdog | \n",
" 11 | \n",
"
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" \n",
" Delivery | \n",
" 10 | \n",
"
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" \n",
" Radar | \n",
" 6 | \n",
"
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" \n",
" Keep | \n",
" 6 | \n",
"
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" \n",
" Tram | \n",
" 4 | \n",
"
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" \n",
"
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"
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],
"text/plain": [
" round_guid\n",
"map \n",
"Ice 760\n",
"Frostbite 647\n",
"Village 501\n",
"Adlernest 446\n",
"Beach 386\n",
"Base 322\n",
"Cipher 226\n",
"Escape 184\n",
"Password 181\n",
"Assault 147\n",
"Sub 113\n",
"UFO 41\n",
"Tunordic 29\n",
"Tundra 17\n",
"Chateau 16\n",
"Brewdog 11\n",
"Delivery 10\n",
"Radar 6\n",
"Keep 6\n",
"Tram 4"
]
},
"execution_count": 158,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"#Maps\n",
"tmp_maps = tmp_heat[[\"map\", \"round_guid\"]].groupby([\"map\"]).agg({'round_guid' : pd.Series.nunique})\n",
"tmp_maps.sort_values(by=\"round_guid\", ascending=False).head(20)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Player win percentages"
]
},
{
"cell_type": "code",
"execution_count": 159,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" game_result | \n",
" Win% | \n",
" Draw% | \n",
" Loss% | \n",
"
\n",
" \n",
" Killer | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" diego | \n",
" 54.9% | \n",
" 4.5% | \n",
" 40.6% | \n",
"
\n",
" \n",
" kazz | \n",
" 53.5% | \n",
" 8.0% | \n",
" 38.5% | \n",
"
\n",
" \n",
" brandon | \n",
" 52.7% | \n",
" 5.6% | \n",
" 41.8% | \n",
"
\n",
" \n",
" pingrage | \n",
" 52.4% | \n",
" 9.7% | \n",
" 37.8% | \n",
"
\n",
" \n",
" ding | \n",
" 51.8% | \n",
" 5.9% | \n",
" 42.2% | \n",
"
\n",
" \n",
" murkey | \n",
" 51.7% | \n",
" 7.3% | \n",
" 41.0% | \n",
"
\n",
" \n",
" druwin | \n",
" 50.9% | \n",
" 6.9% | \n",
" 42.2% | \n",
"
\n",
" \n",
" vein | \n",
" 50.9% | \n",
" 4.7% | \n",
" 44.4% | \n",
"
\n",
" \n",
" xill | \n",
" 50.9% | \n",
" 6.1% | \n",
" 43.1% | \n",
"
\n",
" \n",
" ipod | \n",
" 50.4% | \n",
" 4.7% | \n",
" 44.9% | \n",
"
\n",
" \n",
" pimp | \n",
" 50.0% | \n",
" 8.0% | \n",
" 42.0% | \n",
"
\n",
" \n",
" yeniceri | \n",
" 50.0% | \n",
" 4.4% | \n",
" 45.6% | \n",
"
\n",
" \n",
" kittens | \n",
" 50.0% | \n",
" 7.1% | \n",
" 42.9% | \n",
"
\n",
" \n",
" john_mullins | \n",
" 49.9% | \n",
" 7.4% | \n",
" 42.7% | \n",
"
\n",
" \n",
" fro | \n",
" 49.9% | \n",
" 7.1% | \n",
" 43.1% | \n",
"
\n",
" \n",
" raiser | \n",
" 49.0% | \n",
" 7.3% | \n",
" 43.6% | \n",
"
\n",
" \n",
" miles | \n",
" 48.8% | \n",
" 6.3% | \n",
" 44.9% | \n",
"
\n",
" \n",
" mmbird | \n",
" 48.8% | \n",
" 7.2% | \n",
" 44.0% | \n",
"
\n",
" \n",
" jaytee | \n",
" 48.7% | \n",
" 8.3% | \n",
" 43.0% | \n",
"
\n",
" \n",
" bru | \n",
" 48.6% | \n",
" 7.4% | \n",
" 44.0% | \n",
"
\n",
" \n",
" donka | \n",
" 48.4% | \n",
" 6.8% | \n",
" 44.8% | \n",
"
\n",
" \n",
" illkilla | \n",
" 48.3% | \n",
" 5.1% | \n",
" 46.6% | \n",
"
\n",
" \n",
" tragic | \n",
" 48.2% | \n",
" 8.9% | \n",
" 42.9% | \n",
"
\n",
" \n",
" reker | \n",
" 48.0% | \n",
" 6.4% | \n",
" 45.6% | \n",
"
\n",
" \n",
" yyz | \n",
" 47.8% | \n",
" 6.8% | \n",
" 45.3% | \n",
"
\n",
" \n",
" souldriver | \n",
" 47.7% | \n",
" 6.1% | \n",
" 46.2% | \n",
"
\n",
" \n",
" source | \n",
" 47.6% | \n",
" 6.5% | \n",
" 45.9% | \n",
"
\n",
" \n",
" flogzero | \n",
" 47.5% | \n",
" 7.9% | \n",
" 44.6% | \n",
"
\n",
" \n",
" donkey | \n",
" 47.4% | \n",
" 6.7% | \n",
" 45.9% | \n",
"
\n",
" \n",
" detdet | \n",
" 47.2% | \n",
" 3.6% | \n",
" 49.2% | \n",
"
\n",
" \n",
" conscious | \n",
" 47.1% | \n",
" 7.0% | \n",
" 45.9% | \n",
"
\n",
" \n",
" warrior | \n",
" 47.1% | \n",
" 7.3% | \n",
" 45.6% | \n",
"
\n",
" \n",
" rob | \n",
" 46.8% | \n",
" 7.5% | \n",
" 45.7% | \n",
"
\n",
" \n",
" shaz | \n",
" 46.7% | \n",
" 5.2% | \n",
" 48.1% | \n",
"
\n",
" \n",
" doza | \n",
" 46.6% | \n",
" 5.9% | \n",
" 47.5% | \n",
"
\n",
" \n",
" nigel | \n",
" 46.4% | \n",
" 7.1% | \n",
" 46.5% | \n",
"
\n",
" \n",
" cliffdark | \n",
" 46.3% | \n",
" 6.6% | \n",
" 47.1% | \n",
"
\n",
" \n",
" parcher | \n",
" 46.2% | \n",
" 7.0% | \n",
" 46.7% | \n",
"
\n",
" \n",
" dillweed | \n",
" 45.9% | \n",
" 7.3% | \n",
" 46.8% | \n",
"
\n",
" \n",
" fonze | \n",
" 45.7% | \n",
" 7.6% | \n",
" 46.7% | \n",
"
\n",
" \n",
" joep | \n",
" 45.7% | \n",
" 5.1% | \n",
" 49.1% | \n",
"
\n",
" \n",
" blackmagik | \n",
" 45.6% | \n",
" 7.0% | \n",
" 47.4% | \n",
"
\n",
" \n",
" cakel | \n",
" 45.6% | \n",
" 7.2% | \n",
" 47.2% | \n",
"
\n",
" \n",
" firehot | \n",
" 45.5% | \n",
" 6.8% | \n",
" 47.7% | \n",
"
\n",
" \n",
" sem | \n",
" 45.3% | \n",
" 3.4% | \n",
" 51.4% | \n",
"
\n",
" \n",
" jam | \n",
" 45.0% | \n",
" 10.0% | \n",
" 45.0% | \n",
"
\n",
" \n",
" luna | \n",
" 45.0% | \n",
" 8.5% | \n",
" 46.5% | \n",
"
\n",
" \n",
" mooshu | \n",
" 45.0% | \n",
" 7.0% | \n",
" 48.0% | \n",
"
\n",
" \n",
" eternal | \n",
" 44.9% | \n",
" 5.8% | \n",
" 49.3% | \n",
"
\n",
" \n",
" jimmy | \n",
" 44.7% | \n",
" 4.8% | \n",
" 50.5% | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"game_result Win% Draw% Loss%\n",
"Killer \n",
"diego 54.9% 4.5% 40.6%\n",
"kazz 53.5% 8.0% 38.5%\n",
"brandon 52.7% 5.6% 41.8%\n",
"pingrage 52.4% 9.7% 37.8%\n",
"ding 51.8% 5.9% 42.2%\n",
"murkey 51.7% 7.3% 41.0%\n",
"druwin 50.9% 6.9% 42.2%\n",
"vein 50.9% 4.7% 44.4%\n",
"xill 50.9% 6.1% 43.1%\n",
"ipod 50.4% 4.7% 44.9%\n",
"pimp 50.0% 8.0% 42.0%\n",
"yeniceri 50.0% 4.4% 45.6%\n",
"kittens 50.0% 7.1% 42.9%\n",
"john_mullins 49.9% 7.4% 42.7%\n",
"fro 49.9% 7.1% 43.1%\n",
"raiser 49.0% 7.3% 43.6%\n",
"miles 48.8% 6.3% 44.9%\n",
"mmbird 48.8% 7.2% 44.0%\n",
"jaytee 48.7% 8.3% 43.0%\n",
"bru 48.6% 7.4% 44.0%\n",
"donka 48.4% 6.8% 44.8%\n",
"illkilla 48.3% 5.1% 46.6%\n",
"tragic 48.2% 8.9% 42.9%\n",
"reker 48.0% 6.4% 45.6%\n",
"yyz 47.8% 6.8% 45.3%\n",
"souldriver 47.7% 6.1% 46.2%\n",
"source 47.6% 6.5% 45.9%\n",
"flogzero 47.5% 7.9% 44.6%\n",
"donkey 47.4% 6.7% 45.9%\n",
"detdet 47.2% 3.6% 49.2%\n",
"conscious 47.1% 7.0% 45.9%\n",
"warrior 47.1% 7.3% 45.6%\n",
"rob 46.8% 7.5% 45.7%\n",
"shaz 46.7% 5.2% 48.1%\n",
"doza 46.6% 5.9% 47.5%\n",
"nigel 46.4% 7.1% 46.5%\n",
"cliffdark 46.3% 6.6% 47.1%\n",
"parcher 46.2% 7.0% 46.7%\n",
"dillweed 45.9% 7.3% 46.8%\n",
"fonze 45.7% 7.6% 46.7%\n",
"joep 45.7% 5.1% 49.1%\n",
"blackmagik 45.6% 7.0% 47.4%\n",
"cakel 45.6% 7.2% 47.2%\n",
"firehot 45.5% 6.8% 47.7%\n",
"sem 45.3% 3.4% 51.4%\n",
"jam 45.0% 10.0% 45.0%\n",
"luna 45.0% 8.5% 46.5%\n",
"mooshu 45.0% 7.0% 48.0%\n",
"eternal 44.9% 5.8% 49.3%\n",
"jimmy 44.7% 4.8% 50.5%"
]
},
"execution_count": 159,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_wins = stats[stats[\"round_num\"] == 2]\n",
"tmp_wins = tmp_wins[tmp_wins[\"Killer\"].isin(tmp_games_filt.index.values)]\n",
"tmp_wins = tmp_wins.groupby([\"Killer\",\"game_result\"]).count()[\"Kills\"].reset_index()\n",
"tmp_wins.columns = [\"Killer\",\"game_result\",\"Count\"]\n",
"tmp_wins = tmp_wins.pivot(index=\"Killer\",columns=\"game_result\", values=\"Count\")\n",
"tmp_wins[\"Total\"] = tmp_wins.sum(axis=1)\n",
"tmp_wins[\"Win%\"] = tmp_wins[\"WON\"]/tmp_wins[\"Total\"]\n",
"tmp_wins[\"Draw%\"] = tmp_wins[\"FULLHOLD\"]/tmp_wins[\"Total\"]\n",
"tmp_wins[\"Loss%\"] = tmp_wins[\"LOST\"]/tmp_wins[\"Total\"]\n",
"\n",
"pd.options.display.float_format = '{:.1%}'.format\n",
"tmp_wins[[\"Win%\",\"Draw%\",\"Loss%\"]].sort_values(by=\"Win%\", ascending=False).head(50)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Here we probably need to state that the games are handpicked/adjusted for fairness and those with higher percentages are probably performing better than expected, people down the middle are just right, and the bottom is not shown."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Player wins by map"
]
},
{
"cell_type": "code",
"execution_count": 160,
"metadata": {},
"outputs": [],
"source": [
"#Get heatmap of player vs map by win percentage\n",
"#limit maps to at least 40 games played\n",
"tmp_maps_filt = tmp_maps[tmp_maps[\"round_guid\"]>40].sort_values(by=\"round_guid\")\n",
"\n",
"#This is a lazy count of round2 holds. Winning* includes fullholds here\n",
"tmp_heat = tmp_heat[[\"Killer\",\"map\", \"round_win\", \"round_guid\"]].groupby([\"Killer\",\"map\"]).agg({'round_win' : \"sum\", 'round_guid' : \"count\"}).reset_index()\n",
"tmp_heat = tmp_heat[tmp_heat[\"Killer\"].isin(tmp_games_filt.index.values)]\n",
"tmp_heat = tmp_heat[tmp_heat[\"map\"].isin(tmp_maps_filt.index.values)]\n",
"tmp_heat = tmp_heat[tmp_heat[\"round_guid\"]>4]\n",
"tmp_heat[\"win%\"] = tmp_heat[\"round_win\"]/tmp_heat[\"round_guid\"]\n",
"\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Least favorite maps per player"
]
},
{
"cell_type": "code",
"execution_count": 161,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Killer | \n",
" map | \n",
" round_win | \n",
" round_guid | \n",
" win% | \n",
"
\n",
" \n",
" \n",
" \n",
" 1156 | \n",
" jam | \n",
" Cipher | \n",
" 0 | \n",
" 14 | \n",
" 0.0% | \n",
"
\n",
" \n",
" 2031 | \n",
" rob | \n",
" UFO | \n",
" 0 | \n",
" 5 | \n",
" 0.0% | \n",
"
\n",
" \n",
" 488 | \n",
" conscious | \n",
" Escape | \n",
" 0 | \n",
" 5 | \n",
" 0.0% | \n",
"
\n",
" \n",
" 1207 | \n",
" jimmy | \n",
" Password | \n",
" 0 | \n",
" 8 | \n",
" 0.0% | \n",
"
\n",
" \n",
" 539 | \n",
" cypher | \n",
" Assault | \n",
" 0 | \n",
" 5 | \n",
" 0.0% | \n",
"
\n",
" \n",
" 608 | \n",
" detdet | \n",
" Assault | \n",
" 1 | \n",
" 7 | \n",
" 14.3% | \n",
"
\n",
" \n",
" 2385 | \n",
" tragic | \n",
" UFO | \n",
" 1 | \n",
" 7 | \n",
" 14.3% | \n",
"
\n",
" \n",
" 332 | \n",
" bru | \n",
" Sub | \n",
" 2 | \n",
" 14 | \n",
" 14.3% | \n",
"
\n",
" \n",
" 1330 | \n",
" kep | \n",
" Sub | \n",
" 1 | \n",
" 6 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 2520 | \n",
" vulki | \n",
" Escape | \n",
" 1 | \n",
" 6 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 2229 | \n",
" souldriver | \n",
" Assault | \n",
" 1 | \n",
" 6 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 497 | \n",
" conscious | \n",
" UFO | \n",
" 1 | \n",
" 6 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 793 | \n",
" duster | \n",
" Village | \n",
" 2 | \n",
" 12 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 1234 | \n",
" joep | \n",
" Sub | \n",
" 1 | \n",
" 6 | \n",
" 16.7% | \n",
"
\n",
" \n",
" 226 | \n",
" blackmagik | \n",
" Escape | \n",
" 2 | \n",
" 10 | \n",
" 20.0% | \n",
"
\n",
" \n",
" 941 | \n",
" festus | \n",
" UFO | \n",
" 1 | \n",
" 5 | \n",
" 20.0% | \n",
"
\n",
" \n",
" 2515 | \n",
" vulki | \n",
" Adlernest | \n",
" 2 | \n",
" 10 | \n",
" 20.0% | \n",
"
\n",
" \n",
" 968 | \n",
" flogzero | \n",
" Escape | \n",
" 2 | \n",
" 9 | \n",
" 22.2% | \n",
"
\n",
" \n",
" 299 | \n",
" brandon | \n",
" Sub | \n",
" 2 | \n",
" 9 | \n",
" 22.2% | \n",
"
\n",
" \n",
" 2238 | \n",
" souldriver | \n",
" UFO | \n",
" 2 | \n",
" 8 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 2093 | \n",
" sem | \n",
" Cipher | \n",
" 4 | \n",
" 16 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 1170 | \n",
" jaytee | \n",
" Base | \n",
" 3 | \n",
" 12 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 351 | \n",
" caffeine | \n",
" Password | \n",
" 3 | \n",
" 12 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 1478 | \n",
" mean | \n",
" UFO | \n",
" 2 | \n",
" 8 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 2557 | \n",
" warrior | \n",
" Password | \n",
" 3 | \n",
" 12 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 2553 | \n",
" warrior | \n",
" Escape | \n",
" 6 | \n",
" 24 | \n",
" 25.0% | \n",
"
\n",
" \n",
" 377 | \n",
" cakel | \n",
" Sub | \n",
" 6 | \n",
" 23 | \n",
" 26.1% | \n",
"
\n",
" \n",
" 2175 | \n",
" silentstorm | \n",
" Password | \n",
" 6 | \n",
" 23 | \n",
" 26.1% | \n",
"
\n",
" \n",
" 2525 | \n",
" vulki | \n",
" Village | \n",
" 5 | \n",
" 19 | \n",
" 26.3% | \n",
"
\n",
" \n",
" 937 | \n",
" festus | \n",
" Password | \n",
" 7 | \n",
" 26 | \n",
" 26.9% | \n",
"
\n",
" \n",
" 616 | \n",
" detdet | \n",
" Sub | \n",
" 5 | \n",
" 18 | \n",
" 27.8% | \n",
"
\n",
" \n",
" 1875 | \n",
" prowler | \n",
" Password | \n",
" 12 | \n",
" 43 | \n",
" 27.9% | \n",
"
\n",
" \n",
" 545 | \n",
" cypher | \n",
" Frostbite | \n",
" 7 | \n",
" 25 | \n",
" 28.0% | \n",
"
\n",
" \n",
" 2469 | \n",
" virkes | \n",
" Ice | \n",
" 7 | \n",
" 25 | \n",
" 28.0% | \n",
"
\n",
" \n",
" 1328 | \n",
" kep | \n",
" Password | \n",
" 2 | \n",
" 7 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 1204 | \n",
" jimmy | \n",
" Cipher | \n",
" 4 | \n",
" 14 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 2609 | \n",
" xill | \n",
" Assault | \n",
" 2 | \n",
" 7 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 2519 | \n",
" vulki | \n",
" Cipher | \n",
" 2 | \n",
" 7 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 2002 | \n",
" risk | \n",
" Sub | \n",
" 2 | \n",
" 7 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 1300 | \n",
" kazz | \n",
" Adlernest | \n",
" 8 | \n",
" 28 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 2470 | \n",
" virkes | \n",
" Password | \n",
" 2 | \n",
" 7 | \n",
" 28.6% | \n",
"
\n",
" \n",
" 511 | \n",
" corpse | \n",
" Password | \n",
" 5 | \n",
" 17 | \n",
" 29.4% | \n",
"
\n",
" \n",
" 1606 | \n",
" nigel | \n",
" Base | \n",
" 23 | \n",
" 77 | \n",
" 29.9% | \n",
"
\n",
" \n",
" 784 | \n",
" duster | \n",
" Assault | \n",
" 3 | \n",
" 10 | \n",
" 30.0% | \n",
"
\n",
" \n",
" 1464 | \n",
" mean | \n",
" Adlernest | \n",
" 3 | \n",
" 10 | \n",
" 30.0% | \n",
"
\n",
" \n",
" 1175 | \n",
" jaytee | \n",
" Cipher | \n",
" 3 | \n",
" 10 | \n",
" 30.0% | \n",
"
\n",
" \n",
" 814 | \n",
" elsa | \n",
" Base | \n",
" 17 | \n",
" 56 | \n",
" 30.4% | \n",
"
\n",
" \n",
" 713 | \n",
" donkey | \n",
" Assault | \n",
" 11 | \n",
" 36 | \n",
" 30.6% | \n",
"
\n",
" \n",
" 540 | \n",
" cypher | \n",
" Base | \n",
" 4 | \n",
" 13 | \n",
" 30.8% | \n",
"
\n",
" \n",
" 1531 | \n",
" mmbird | \n",
" Cipher | \n",
" 5 | \n",
" 16 | \n",
" 31.2% | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Killer map round_win round_guid win%\n",
"1156 jam Cipher 0 14 0.0%\n",
"2031 rob UFO 0 5 0.0%\n",
"488 conscious Escape 0 5 0.0%\n",
"1207 jimmy Password 0 8 0.0%\n",
"539 cypher Assault 0 5 0.0%\n",
"608 detdet Assault 1 7 14.3%\n",
"2385 tragic UFO 1 7 14.3%\n",
"332 bru Sub 2 14 14.3%\n",
"1330 kep Sub 1 6 16.7%\n",
"2520 vulki Escape 1 6 16.7%\n",
"2229 souldriver Assault 1 6 16.7%\n",
"497 conscious UFO 1 6 16.7%\n",
"793 duster Village 2 12 16.7%\n",
"1234 joep Sub 1 6 16.7%\n",
"226 blackmagik Escape 2 10 20.0%\n",
"941 festus UFO 1 5 20.0%\n",
"2515 vulki Adlernest 2 10 20.0%\n",
"968 flogzero Escape 2 9 22.2%\n",
"299 brandon Sub 2 9 22.2%\n",
"2238 souldriver UFO 2 8 25.0%\n",
"2093 sem Cipher 4 16 25.0%\n",
"1170 jaytee Base 3 12 25.0%\n",
"351 caffeine Password 3 12 25.0%\n",
"1478 mean UFO 2 8 25.0%\n",
"2557 warrior Password 3 12 25.0%\n",
"2553 warrior Escape 6 24 25.0%\n",
"377 cakel Sub 6 23 26.1%\n",
"2175 silentstorm Password 6 23 26.1%\n",
"2525 vulki Village 5 19 26.3%\n",
"937 festus Password 7 26 26.9%\n",
"616 detdet Sub 5 18 27.8%\n",
"1875 prowler Password 12 43 27.9%\n",
"545 cypher Frostbite 7 25 28.0%\n",
"2469 virkes Ice 7 25 28.0%\n",
"1328 kep Password 2 7 28.6%\n",
"1204 jimmy Cipher 4 14 28.6%\n",
"2609 xill Assault 2 7 28.6%\n",
"2519 vulki Cipher 2 7 28.6%\n",
"2002 risk Sub 2 7 28.6%\n",
"1300 kazz Adlernest 8 28 28.6%\n",
"2470 virkes Password 2 7 28.6%\n",
"511 corpse Password 5 17 29.4%\n",
"1606 nigel Base 23 77 29.9%\n",
"784 duster Assault 3 10 30.0%\n",
"1464 mean Adlernest 3 10 30.0%\n",
"1175 jaytee Cipher 3 10 30.0%\n",
"814 elsa Base 17 56 30.4%\n",
"713 donkey Assault 11 36 30.6%\n",
"540 cypher Base 4 13 30.8%\n",
"1531 mmbird Cipher 5 16 31.2%"
]
},
"execution_count": 161,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_heat.sort_values(by=\"win%\").head(50)\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Most effective maps per player"
]
},
{
"cell_type": "code",
"execution_count": 162,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Killer | \n",
" map | \n",
" round_win | \n",
" round_guid | \n",
" win% | \n",
"
\n",
" \n",
" \n",
" \n",
" 2044 | \n",
" robmaster | \n",
" UFO | \n",
" 5 | \n",
" 5 | \n",
" 100.0% | \n",
"
\n",
" \n",
" 1784 | \n",
" pimp | \n",
" Password | \n",
" 5 | \n",
" 5 | \n",
" 100.0% | \n",
"
\n",
" \n",
" 1182 | \n",
" jaytee | \n",
" Sub | \n",
" 5 | \n",
" 5 | \n",
" 100.0% | \n",
"
\n",
" \n",
" 1518 | \n",
" miles | \n",
" UFO | \n",
" 10 | \n",
" 11 | \n",
" 90.9% | \n",
"
\n",
" \n",
" 1310 | \n",
" kazz | \n",
" Password | \n",
" 15 | \n",
" 17 | \n",
" 88.2% | \n",
"
\n",
" \n",
" 627 | \n",
" diego | \n",
" Cipher | \n",
" 18 | \n",
" 21 | \n",
" 85.7% | \n",
"
\n",
" \n",
" 1562 | \n",
" mooshu | \n",
" UFO | \n",
" 12 | \n",
" 14 | \n",
" 85.7% | \n",
"
\n",
" \n",
" 1169 | \n",
" jaytee | \n",
" Assault | \n",
" 11 | \n",
" 13 | \n",
" 84.6% | \n",
"
\n",
" \n",
" 1168 | \n",
" jaytee | \n",
" Adlernest | \n",
" 5 | \n",
" 6 | \n",
" 83.3% | \n",
"
\n",
" \n",
" 787 | \n",
" duster | \n",
" Cipher | \n",
" 5 | \n",
" 6 | \n",
" 83.3% | \n",
"
\n",
" \n",
" 631 | \n",
" diego | \n",
" Password | \n",
" 5 | \n",
" 6 | \n",
" 83.3% | \n",
"
\n",
" \n",
" 1993 | \n",
" risk | \n",
" Assault | \n",
" 8 | \n",
" 10 | \n",
" 80.0% | \n",
"
\n",
" \n",
" 513 | \n",
" corpse | \n",
" Sub | \n",
" 4 | \n",
" 5 | \n",
" 80.0% | \n",
"
\n",
" \n",
" 554 | \n",
" cypher | \n",
" Village | \n",
" 12 | \n",
" 15 | \n",
" 80.0% | \n",
"
\n",
" \n",
" 748 | \n",
" doza | \n",
" UFO | \n",
" 4 | \n",
" 5 | \n",
" 80.0% | \n",
"
\n",
" \n",
" 665 | \n",
" ding | \n",
" Assault | \n",
" 8 | \n",
" 10 | \n",
" 80.0% | \n",
"
\n",
" \n",
" 1527 | \n",
" mmbird | \n",
" Adlernest | \n",
" 9 | \n",
" 12 | \n",
" 75.0% | \n",
"
\n",
" \n",
" 336 | \n",
" bru | \n",
" UFO | \n",
" 6 | \n",
" 8 | \n",
" 75.0% | \n",
"
\n",
" \n",
" 2263 | \n",
" source | \n",
" UFO | \n",
" 9 | \n",
" 12 | \n",
" 75.0% | \n",
"
\n",
" \n",
" 1319 | \n",
" kep | \n",
" Assault | \n",
" 6 | \n",
" 8 | \n",
" 75.0% | \n",
"
\n",
" \n",
" 1797 | \n",
" pingrage | \n",
" Cipher | \n",
" 14 | \n",
" 19 | \n",
" 73.7% | \n",
"
\n",
" \n",
" 1115 | \n",
" illkilla | \n",
" Password | \n",
" 14 | \n",
" 19 | \n",
" 73.7% | \n",
"
\n",
" \n",
" 2027 | \n",
" rob | \n",
" Password | \n",
" 13 | \n",
" 18 | \n",
" 72.2% | \n",
"
\n",
" \n",
" 2616 | \n",
" xill | \n",
" Password | \n",
" 5 | \n",
" 7 | \n",
" 71.4% | \n",
"
\n",
" \n",
" 2653 | \n",
" yyz | \n",
" Beach | \n",
" 10 | \n",
" 14 | \n",
" 71.4% | \n",
"
\n",
" \n",
" 235 | \n",
" blackmagik | \n",
" UFO | \n",
" 5 | \n",
" 7 | \n",
" 71.4% | \n",
"
\n",
" \n",
" 291 | \n",
" brandon | \n",
" Beach | \n",
" 29 | \n",
" 41 | \n",
" 70.7% | \n",
"
\n",
" \n",
" 2654 | \n",
" yyz | \n",
" Cipher | \n",
" 7 | \n",
" 10 | \n",
" 70.0% | \n",
"
\n",
" \n",
" 1320 | \n",
" kep | \n",
" Base | \n",
" 7 | \n",
" 10 | \n",
" 70.0% | \n",
"
\n",
" \n",
" 1313 | \n",
" kazz | \n",
" Village | \n",
" 18 | \n",
" 26 | \n",
" 69.2% | \n",
"
\n",
" \n",
" 2548 | \n",
" warrior | \n",
" Assault | \n",
" 18 | \n",
" 26 | \n",
" 69.2% | \n",
"
\n",
" \n",
" 1910 | \n",
" raiser | \n",
" Sub | \n",
" 17 | \n",
" 25 | \n",
" 68.0% | \n",
"
\n",
" \n",
" 768 | \n",
" druwin | \n",
" Escape | \n",
" 27 | \n",
" 40 | \n",
" 67.5% | \n",
"
\n",
" \n",
" 729 | \n",
" donkey | \n",
" UFO | \n",
" 4 | \n",
" 6 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 783 | \n",
" duster | \n",
" Adlernest | \n",
" 12 | \n",
" 18 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 2632 | \n",
" yeniceri | \n",
" Assault | \n",
" 8 | \n",
" 12 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 727 | \n",
" donkey | \n",
" Sub | \n",
" 22 | \n",
" 33 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 2448 | \n",
" vein | \n",
" Sub | \n",
" 4 | \n",
" 6 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1321 | \n",
" kep | \n",
" Beach | \n",
" 4 | \n",
" 6 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1792 | \n",
" pingrage | \n",
" Adlernest | \n",
" 10 | \n",
" 15 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 2427 | \n",
" vacs | \n",
" Adlernest | \n",
" 4 | \n",
" 6 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1778 | \n",
" pimp | \n",
" Base | \n",
" 10 | \n",
" 15 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1876 | \n",
" prowler | \n",
" Sub | \n",
" 4 | \n",
" 6 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1181 | \n",
" jaytee | \n",
" Password | \n",
" 12 | \n",
" 18 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1305 | \n",
" kazz | \n",
" Cipher | \n",
" 8 | \n",
" 12 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 1029 | \n",
" fro | \n",
" UFO | \n",
" 6 | \n",
" 9 | \n",
" 66.7% | \n",
"
\n",
" \n",
" 763 | \n",
" druwin | \n",
" Adlernest | \n",
" 39 | \n",
" 59 | \n",
" 66.1% | \n",
"
\n",
" \n",
" 626 | \n",
" diego | \n",
" Beach | \n",
" 27 | \n",
" 41 | \n",
" 65.9% | \n",
"
\n",
" \n",
" 1620 | \n",
" nigel | \n",
" Password | \n",
" 44 | \n",
" 67 | \n",
" 65.7% | \n",
"
\n",
" \n",
" 666 | \n",
" ding | \n",
" Base | \n",
" 21 | \n",
" 32 | \n",
" 65.6% | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Killer map round_win round_guid win%\n",
"2044 robmaster UFO 5 5 100.0%\n",
"1784 pimp Password 5 5 100.0%\n",
"1182 jaytee Sub 5 5 100.0%\n",
"1518 miles UFO 10 11 90.9%\n",
"1310 kazz Password 15 17 88.2%\n",
"627 diego Cipher 18 21 85.7%\n",
"1562 mooshu UFO 12 14 85.7%\n",
"1169 jaytee Assault 11 13 84.6%\n",
"1168 jaytee Adlernest 5 6 83.3%\n",
"787 duster Cipher 5 6 83.3%\n",
"631 diego Password 5 6 83.3%\n",
"1993 risk Assault 8 10 80.0%\n",
"513 corpse Sub 4 5 80.0%\n",
"554 cypher Village 12 15 80.0%\n",
"748 doza UFO 4 5 80.0%\n",
"665 ding Assault 8 10 80.0%\n",
"1527 mmbird Adlernest 9 12 75.0%\n",
"336 bru UFO 6 8 75.0%\n",
"2263 source UFO 9 12 75.0%\n",
"1319 kep Assault 6 8 75.0%\n",
"1797 pingrage Cipher 14 19 73.7%\n",
"1115 illkilla Password 14 19 73.7%\n",
"2027 rob Password 13 18 72.2%\n",
"2616 xill Password 5 7 71.4%\n",
"2653 yyz Beach 10 14 71.4%\n",
"235 blackmagik UFO 5 7 71.4%\n",
"291 brandon Beach 29 41 70.7%\n",
"2654 yyz Cipher 7 10 70.0%\n",
"1320 kep Base 7 10 70.0%\n",
"1313 kazz Village 18 26 69.2%\n",
"2548 warrior Assault 18 26 69.2%\n",
"1910 raiser Sub 17 25 68.0%\n",
"768 druwin Escape 27 40 67.5%\n",
"729 donkey UFO 4 6 66.7%\n",
"783 duster Adlernest 12 18 66.7%\n",
"2632 yeniceri Assault 8 12 66.7%\n",
"727 donkey Sub 22 33 66.7%\n",
"2448 vein Sub 4 6 66.7%\n",
"1321 kep Beach 4 6 66.7%\n",
"1792 pingrage Adlernest 10 15 66.7%\n",
"2427 vacs Adlernest 4 6 66.7%\n",
"1778 pimp Base 10 15 66.7%\n",
"1876 prowler Sub 4 6 66.7%\n",
"1181 jaytee Password 12 18 66.7%\n",
"1305 kazz Cipher 8 12 66.7%\n",
"1029 fro UFO 6 9 66.7%\n",
"763 druwin Adlernest 39 59 66.1%\n",
"626 diego Beach 27 41 65.9%\n",
"1620 nigel Password 44 67 65.7%\n",
"666 ding Base 21 32 65.6%"
]
},
"execution_count": 162,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_heat.sort_values(by=\"win%\", ascending=False).head(50)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Heatmap graph"
]
},
{
"cell_type": "code",
"execution_count": 163,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Text(156.453125, 0.5, 'Y-Axis')"
]
},
"execution_count": 163,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"#Prepare the graph\n",
"tmp_heat_pivot = tmp_heat.pivot(index=\"Killer\",columns=\"map\", values=\"win%\")\n",
"sns.set(rc={'figure.figsize':(20,25)})\n",
"s = sns.heatmap(tmp_heat_pivot, cbar=True, cmap='viridis', annot=True, fmt='.1%')\n",
"for t in s.texts: t.set_text(t.get_text()+ \"%\")\n",
"s.tick_params(top=True, labeltop=True)\n",
"s.tick_params(axis='x', labelrotation=90)\n",
"s.set_xlabel('X-Axis', fontsize=0)\n",
"s.set_ylabel('Y-Axis', fontsize=0)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### People we haven't seen in a while"
]
},
{
"cell_type": "code",
"execution_count": 164,
"metadata": {},
"outputs": [
{
"data": {
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"
],
"text/plain": [
" Killer Rounds_played Last_seen year month\n",
"0 sonar 75 2020-04-08 21:49:03 2020 4\n",
"1 boydarilla 67 2020-04-24 00:09:12 2020 4\n",
"2 kotip 78 2020-05-10 21:02:57 2020 5\n",
"3 paper 146 2020-05-11 23:27:44 2020 5\n",
"4 oliokath 169 2020-07-30 22:43:17 2020 7\n",
"5 gut 142 2020-08-11 17:25:09 2020 8\n",
"6 dash 42 2020-08-12 23:29:02 2020 8\n",
"7 spuddy 43 2020-08-13 21:43:46 2020 8\n",
"8 sloth 74 2020-08-20 23:16:48 2020 8\n",
"9 aristotle 127 2020-08-30 23:34:07 2020 8\n",
"10 mean 529 2020-09-24 23:11:19 2020 9\n",
"11 dresserwood 147 2020-10-17 22:56:55 2020 10\n",
"12 duster 282 2020-10-25 22:22:36 2020 10\n",
"13 pasek 139 2020-11-01 22:02:50 2020 11\n",
"14 wang 42 2020-11-05 22:16:06 2020 11\n",
"15 knifey 43 2020-11-05 23:06:02 2020 11\n",
"16 scrilla 98 2020-11-12 22:33:46 2020 11\n",
"17 booty 75 2020-11-30 22:21:44 2020 11\n",
"18 caffeine 295 2020-12-04 23:47:49 2020 12\n",
"19 fox 105 2020-12-12 22:43:41 2020 12\n",
"20 nizou 56 2021-01-09 22:00:10 2021 1\n",
"21 scrill4 89 2021-01-15 05:38:37 2021 1\n",
"22 ceres 63 2021-01-16 22:50:20 2021 1\n",
"23 vodka 201 2021-01-23 04:35:00 2021 1\n",
"24 flogzero 1238 2021-03-18 21:56:18 2021 3\n",
"25 fatihot 62 2021-04-18 22:10:12 2021 4\n",
"26 lasher 86 2021-05-15 00:47:23 2021 5\n",
"27 cash 158 2021-05-17 03:04:28 2021 5\n",
"28 jimmy 583 2021-05-17 04:14:16 2021 5\n",
"29 cliffdark 491 2021-05-22 21:31:50 2021 5\n",
"30 pimp 352 2021-05-24 04:17:06 2021 5\n",
"31 kep 263 2021-06-06 23:37:00 2021 6\n",
"32 kazz 430 2021-06-29 21:33:31 2021 6\n",
"33 blaz 41 2021-07-07 00:39:32 2021 7\n",
"34 kaiser 66 2021-07-14 23:22:19 2021 7\n",
"35 shat 187 2021-08-17 02:16:45 2021 8\n",
"36 naper 44 2021-08-19 04:04:59 2021 8\n",
"37 vis 119 2021-08-20 19:44:55 2021 8\n",
"38 luna 257 2021-08-20 20:39:50 2021 8\n",
"39 tragic 384 2021-08-20 20:39:50 2021 8\n",
"40 virus 62 2021-08-20 20:39:50 2021 8\n",
"41 cypher 265 2021-08-20 20:39:50 2021 8\n",
"42 siluro 67 2021-08-20 20:39:50 2021 8\n",
"43 blox 48 2021-08-21 02:19:21 2021 8\n",
"44 blackmagik 1192 2021-08-22 23:15:39 2021 8\n",
"45 sixers 45 2021-08-23 23:03:04 2021 8\n",
"46 prowler 1314 2021-08-31 04:43:45 2021 8\n",
"47 cky 227 2021-09-02 03:22:35 2021 9\n",
"48 elver 57 2021-09-03 00:01:35 2021 9\n",
"49 biggi 143 2021-09-05 07:10:32 2021 9\n",
"50 gorthrax 82 2021-09-15 03:37:47 2021 9\n",
"51 gatorhead 74 2021-09-16 23:01:12 2021 9\n",
"52 rev9 108 2021-09-30 21:18:11 2021 9\n",
"53 raiser 1893 2021-10-04 03:09:34 2021 10\n",
"54 shaz 267 2021-10-08 03:35:27 2021 10\n",
"55 jaytee 456 2021-10-11 01:44:57 2021 10\n",
"56 shrek 53 2021-10-21 00:06:30 2021 10\n",
"57 corpse 665 2021-11-06 02:07:55 2021 11\n",
"58 playa 90 2021-11-06 03:11:33 2021 11\n",
"59 utrolig 153 2021-11-06 03:11:33 2021 11\n",
"60 vacs 282 2021-11-10 21:49:38 2021 11\n",
"61 jam 562 2021-11-11 22:31:40 2021 11\n",
"62 vorg 51 2021-11-13 04:20:35 2021 11\n",
"63 sem 295 2021-11-14 19:42:42 2021 11\n",
"64 zed 44 2021-11-21 23:43:57 2021 11\n",
"65 kamizama 69 2021-11-22 23:51:06 2021 11\n",
"66 conscious 1188 2021-11-29 23:48:21 2021 11"
]
},
"execution_count": 164,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_last_seen = stats[[\"Killer\",\"round_guid\",\"match_date\"]].groupby([\"Killer\"]).agg({'round_guid' : \"count\",'match_date' : np.max}).copy()\n",
"tmp_last_seen.columns = [\"Rounds_played\", \"Last_seen\"]\n",
"tmp_last_seen = tmp_last_seen[tmp_last_seen[\"Rounds_played\"]>40].sort_values(\"Last_seen\").reset_index()\n",
"\n",
"tmp_last_seen['year'] = pd.DatetimeIndex(tmp_last_seen['Last_seen']).year\n",
"tmp_last_seen['month'] = pd.DatetimeIndex(tmp_last_seen['Last_seen']).month\n",
"tmp_last_seen[((tmp_last_seen[\"year\"]==2021) & (tmp_last_seen[\"month\"]<12)) | (tmp_last_seen[\"year\"]<2021)]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Shortest rounds ever played"
]
},
{
"cell_type": "code",
"execution_count": 165,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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" 2021-08-19 22:07:20 | \n",
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" Adlernest | \n",
" 2021-08-19 22:07:20 | \n",
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" 56 | \n",
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" 47350 | \n",
" Adlernest | \n",
" 2021-08-19 22:07:20 | \n",
" cky | \n",
" Offense | \n",
" WON | \n",
" 56 | \n",
"
\n",
" \n",
" 47351 | \n",
" Adlernest | \n",
" 2021-08-19 22:07:20 | \n",
" eternal | \n",
" Offense | \n",
" WON | \n",
" 56 | \n",
"
\n",
" \n",
" 66039 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" ipod | \n",
" Defense | \n",
" WON | \n",
" 62 | \n",
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" 66041 | \n",
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" 2021-07-15 00:12:24 | \n",
" parcher | \n",
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" WON | \n",
" 62 | \n",
"
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" 66042 | \n",
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" 2021-07-15 00:12:24 | \n",
" donkey | \n",
" Defense | \n",
" WON | \n",
" 62 | \n",
"
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" \n",
" 66043 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" gatorhead | \n",
" Defense | \n",
" WON | \n",
" 62 | \n",
"
\n",
" \n",
" 66044 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" murkey | \n",
" Defense | \n",
" WON | \n",
" 62 | \n",
"
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" \n",
" 66045 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" fonze | \n",
" Defense | \n",
" WON | \n",
" 62 | \n",
"
\n",
" \n",
" 66038 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" brandon | \n",
" Offense | \n",
" LOST | \n",
" 62 | \n",
"
\n",
" \n",
" 66040 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" john_mullins | \n",
" Offense | \n",
" LOST | \n",
" 62 | \n",
"
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" \n",
" 66046 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" kittens | \n",
" Offense | \n",
" LOST | \n",
" 62 | \n",
"
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" \n",
" 66047 | \n",
" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" vacs | \n",
" Offense | \n",
" LOST | \n",
" 62 | \n",
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" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" donka | \n",
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" LOST | \n",
" 62 | \n",
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" Frostbite | \n",
" 2021-07-15 00:12:24 | \n",
" nigel | \n",
" Offense | \n",
" LOST | \n",
" 62 | \n",
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" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" raiser | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
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" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" conscious | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
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" 2020-08-26 23:18:16 | \n",
" donkey | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
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" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" spaztik | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
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" \n",
" 7667 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" donka | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
"
\n",
" \n",
" 7668 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" fenix | \n",
" Defense | \n",
" LOST | \n",
" 64 | \n",
"
\n",
" \n",
" 7664 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" fro | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
" 7665 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" john_mullins | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
" 7666 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" murkey | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
" 7669 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" fonze | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
" 7670 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" pingrage | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
" 7671 | \n",
" Beach | \n",
" 2020-08-26 23:18:16 | \n",
" rob | \n",
" Offense | \n",
" WON | \n",
" 64 | \n",
"
\n",
" \n",
"
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"
"
],
"text/plain": [
" map match_date Killer side game_result round_time\n",
"47344 Adlernest 2021-08-19 22:07:20 knicks9999 Defense LOST 56\n",
"47345 Adlernest 2021-08-19 22:07:20 blox Defense LOST 56\n",
"47352 Adlernest 2021-08-19 22:07:20 biggi Defense LOST 56\n",
"47353 Adlernest 2021-08-19 22:07:20 festus Defense LOST 56\n",
"47354 Adlernest 2021-08-19 22:07:20 mika9999 Defense LOST 56\n",
"47355 Adlernest 2021-08-19 22:07:20 pug9999 Defense LOST 56\n",
"47346 Adlernest 2021-08-19 22:07:20 ipod Offense WON 56\n",
"47347 Adlernest 2021-08-19 22:07:20 john_mullins Offense WON 56\n",
"47348 Adlernest 2021-08-19 22:07:20 raiser Offense WON 56\n",
"47349 Adlernest 2021-08-19 22:07:20 sem Offense WON 56\n",
"47350 Adlernest 2021-08-19 22:07:20 cky Offense WON 56\n",
"47351 Adlernest 2021-08-19 22:07:20 eternal Offense WON 56\n",
"66039 Frostbite 2021-07-15 00:12:24 ipod Defense WON 62\n",
"66041 Frostbite 2021-07-15 00:12:24 parcher Defense WON 62\n",
"66042 Frostbite 2021-07-15 00:12:24 donkey Defense WON 62\n",
"66043 Frostbite 2021-07-15 00:12:24 gatorhead Defense WON 62\n",
"66044 Frostbite 2021-07-15 00:12:24 murkey Defense WON 62\n",
"66045 Frostbite 2021-07-15 00:12:24 fonze Defense WON 62\n",
"66038 Frostbite 2021-07-15 00:12:24 brandon Offense LOST 62\n",
"66040 Frostbite 2021-07-15 00:12:24 john_mullins Offense LOST 62\n",
"66046 Frostbite 2021-07-15 00:12:24 kittens Offense LOST 62\n",
"66047 Frostbite 2021-07-15 00:12:24 vacs Offense LOST 62\n",
"66048 Frostbite 2021-07-15 00:12:24 donka Offense LOST 62\n",
"66049 Frostbite 2021-07-15 00:12:24 nigel Offense LOST 62\n",
"7660 Beach 2020-08-26 23:18:16 raiser Defense LOST 64\n",
"7661 Beach 2020-08-26 23:18:16 conscious Defense LOST 64\n",
"7662 Beach 2020-08-26 23:18:16 donkey Defense LOST 64\n",
"7663 Beach 2020-08-26 23:18:16 spaztik Defense LOST 64\n",
"7667 Beach 2020-08-26 23:18:16 donka Defense LOST 64\n",
"7668 Beach 2020-08-26 23:18:16 fenix Defense LOST 64\n",
"7664 Beach 2020-08-26 23:18:16 fro Offense WON 64\n",
"7665 Beach 2020-08-26 23:18:16 john_mullins Offense WON 64\n",
"7666 Beach 2020-08-26 23:18:16 murkey Offense WON 64\n",
"7669 Beach 2020-08-26 23:18:16 fonze Offense WON 64\n",
"7670 Beach 2020-08-26 23:18:16 pingrage Offense WON 64\n",
"7671 Beach 2020-08-26 23:18:16 rob Offense WON 64"
]
},
"execution_count": 165,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_map_times= stats[stats[\"round_num\"] == 2]\n",
"shortest_rounds = tmp_map_times[[\"round_guid\",\"round_time\"]].groupby([\"round_guid\"]).agg({'round_time' : np.min}).sort_values(by=\"round_time\").head(3).index.values\n",
"stats[stats[\"round_guid\"].isin(shortest_rounds)][[\"map\", \"match_date\", \"Killer\", \"side\", \"game_result\", \"round_time\"]].sort_values(by=[\"round_time\",\"match_date\", \"side\"])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Shortest rounds per map and Average map durations"
]
},
{
"cell_type": "code",
"execution_count": 166,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Fastest(sec) | \n",
" Average(min) | \n",
" Kills Per Person/Min | \n",
"
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" \n",
" map | \n",
" | \n",
" | \n",
" | \n",
"
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" \n",
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" \n",
" Adlernest | \n",
" 56 | \n",
" 4.69 | \n",
" 0.26 | \n",
"
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" \n",
" Assault | \n",
" 113 | \n",
" 5.78 | \n",
" 0.18 | \n",
"
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" \n",
" Base | \n",
" 85 | \n",
" 3.94 | \n",
" 0.15 | \n",
"
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" \n",
" Beach | \n",
" 64 | \n",
" 5.31 | \n",
" 0.20 | \n",
"
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" \n",
" Braundorf | \n",
" 199 | \n",
" 4.12 | \n",
" 0.17 | \n",
"
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" \n",
" Breakout | \n",
" 208 | \n",
" 3.64 | \n",
" 0.14 | \n",
"
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" \n",
" Brewdog | \n",
" 126 | \n",
" 4.36 | \n",
" 0.22 | \n",
"
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" \n",
" Castle | \n",
" 228 | \n",
" 3.80 | \n",
" 0.16 | \n",
"
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" \n",
" Chateau | \n",
" 98 | \n",
" 2.75 | \n",
" 0.12 | \n",
"
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" \n",
" Church | \n",
" 260 | \n",
" 4.33 | \n",
" 0.18 | \n",
"
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" \n",
" Cipher | \n",
" 82 | \n",
" 4.96 | \n",
" 0.25 | \n",
"
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" \n",
" Delivery | \n",
" 212 | \n",
" 4.45 | \n",
" 0.23 | \n",
"
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" \n",
" Escape | \n",
" 98 | \n",
" 4.25 | \n",
" 0.22 | \n",
"
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" \n",
" Frostbite | \n",
" 62 | \n",
" 4.43 | \n",
" 0.21 | \n",
"
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" \n",
" Ice | \n",
" 87 | \n",
" 5.64 | \n",
" 0.24 | \n",
"
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" \n",
" Keep | \n",
" 132 | \n",
" 5.51 | \n",
" 0.25 | \n",
"
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" \n",
" Kungfugrip | \n",
" 92 | \n",
" 2.02 | \n",
" 0.04 | \n",
"
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" \n",
" Market garden | \n",
" 1009 | \n",
" 16.82 | \n",
" 0.28 | \n",
"
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" \n",
" Password | \n",
" 135 | \n",
" 6.81 | \n",
" 0.28 | \n",
"
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" \n",
" Radar | \n",
" 233 | \n",
" 5.28 | \n",
" 0.26 | \n",
"
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" \n",
" Sub | \n",
" 82 | \n",
" 3.13 | \n",
" 0.15 | \n",
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" \n",
" Tram | \n",
" 479 | \n",
" 15.05 | \n",
" 0.50 | \n",
"
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" \n",
" Tundra | \n",
" 99 | \n",
" 7.00 | \n",
" 0.25 | \n",
"
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" \n",
" Tunordic | \n",
" 79 | \n",
" 6.42 | \n",
" 0.25 | \n",
"
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" \n",
" UFO | \n",
" 99 | \n",
" 6.83 | \n",
" 0.22 | \n",
"
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" \n",
" Village | \n",
" 144 | \n",
" 6.49 | \n",
" 0.23 | \n",
"
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" \n",
"
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"
"
],
"text/plain": [
" Fastest(sec) Average(min) Kills Per Person/Min\n",
"map \n",
"Adlernest 56 4.69 0.26 \n",
"Assault 113 5.78 0.18 \n",
"Base 85 3.94 0.15 \n",
"Beach 64 5.31 0.20 \n",
"Braundorf 199 4.12 0.17 \n",
"Breakout 208 3.64 0.14 \n",
"Brewdog 126 4.36 0.22 \n",
"Castle 228 3.80 0.16 \n",
"Chateau 98 2.75 0.12 \n",
"Church 260 4.33 0.18 \n",
"Cipher 82 4.96 0.25 \n",
"Delivery 212 4.45 0.23 \n",
"Escape 98 4.25 0.22 \n",
"Frostbite 62 4.43 0.21 \n",
"Ice 87 5.64 0.24 \n",
"Keep 132 5.51 0.25 \n",
"Kungfugrip 92 2.02 0.04 \n",
"Market garden 1009 16.82 0.28 \n",
"Password 135 6.81 0.28 \n",
"Radar 233 5.28 0.26 \n",
"Sub 82 3.13 0.15 \n",
"Tram 479 15.05 0.50 \n",
"Tundra 99 7.00 0.25 \n",
"Tunordic 79 6.42 0.25 \n",
"UFO 99 6.83 0.22 \n",
"Village 144 6.49 0.23 "
]
},
"execution_count": 166,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_map_times_res = tmp_map_times[[\"round_time\",\"map\",\"OSP_Kills\"]].groupby([\"map\"]).agg({\"round_time\": [np.min, np.mean], \"OSP_Kills\": \"mean\"})\n",
"tmp_map_times_res.columns = [\"Fastest(sec)\", \"Average(min)\", \"Kills Per Person/Min\"]\n",
"tmp_map_times_res[\"Average(min)\"] = tmp_map_times_res[\"Average(min)\"]/60\n",
"tmp_map_times_res[\"Kills Per Person/Min\"] = tmp_map_times_res[\"Kills Per Person/Min\"]/60\n",
"pd.options.display.float_format = '{:.2f}'.format\n",
"tmp_map_times_res\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Best individual performance in any match\n",
"Blank class is either engineer or (most likely) a medic"
]
},
{
"cell_type": "code",
"execution_count": 167,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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" 2021-10-20 23:44:52 | \n",
" warrior | \n",
" 36 | \n",
" | \n",
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" 2021-01-08 00:02:39 | \n",
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" 35 | \n",
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" 2021-02-06 22:46:29 | \n",
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" 35 | \n",
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" 2020-04-23 22:57:21 | \n",
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" 35 | \n",
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" 900 | \n",
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" 2020-04-03 23:59:16 | \n",
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" 35 | \n",
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"
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" \n",
" 3111 | \n",
" Market garden | \n",
" 2020-04-02 23:13:33 | \n",
" source | \n",
" 35 | \n",
" | \n",
" 1009 | \n",
"
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" \n",
" 318 | \n",
" Tram | \n",
" 2020-04-10 00:54:19 | \n",
" murkey | \n",
" 35 | \n",
" | \n",
" 1200 | \n",
"
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" \n",
" 46799 | \n",
" Frostbite | \n",
" 2021-08-17 01:32:56 | \n",
" druwin | \n",
" 34 | \n",
" P | \n",
" 463 | \n",
"
\n",
" \n",
" 32817 | \n",
" Tunordic | \n",
" 2020-10-14 22:03:42 | \n",
" john_mullins | \n",
" 34 | \n",
" L | \n",
" 600 | \n",
"
\n",
" \n",
" 80450 | \n",
" Password | \n",
" 2021-05-30 01:11:05 | \n",
" fro | \n",
" 34 | \n",
" P | \n",
" 815 | \n",
"
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" \n",
" 86276 | \n",
" Adlernest | \n",
" 2021-11-22 23:23:32 | \n",
" ipod | \n",
" 34 | \n",
" P | \n",
" 600 | \n",
"
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" \n",
" 86335 | \n",
" Ice | \n",
" 2021-11-24 04:18:33 | \n",
" ipod | \n",
" 34 | \n",
" P | \n",
" 600 | \n",
"
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" \n",
" 305 | \n",
" Tram | \n",
" 2020-04-10 00:54:19 | \n",
" parcher | \n",
" 34 | \n",
" | \n",
" 1200 | \n",
"
\n",
" \n",
" 101899 | \n",
" Escape | \n",
" 2021-09-18 05:34:41 | \n",
" murkey | \n",
" 34 | \n",
" | \n",
" 600 | \n",
"
\n",
" \n",
" 102180 | \n",
" Adlernest | \n",
" 2021-09-19 01:50:15 | \n",
" john_mullins | \n",
" 34 | \n",
" P | \n",
" 590 | \n",
"
\n",
" \n",
" 288 | \n",
" Tram | \n",
" 2020-04-10 00:33:31 | \n",
" donka | \n",
" 34 | \n",
" | \n",
" 1200 | \n",
"
\n",
" \n",
"
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"
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],
"text/plain": [
" map match_date Killer Kills class round_time\n",
"315 Tram 2020-04-10 00:54:19 eternal 43 L 1200\n",
"28373 Password 2020-05-10 23:11:16 bru 39 P 900\n",
"100642 Adlernest 2021-09-12 07:29:49 parcher 39 600\n",
"78023 Frostbite 2021-05-12 00:17:51 ipod 39 L 600\n",
"61695 Password 2021-01-16 22:24:12 donkey 39 P 900\n",
"33203 Password 2020-10-15 22:28:10 john_mullins 39 L 878\n",
"54340 Adlernest 2021-12-25 00:17:28 LitoriousJackson... 37 P 592\n",
"309 Tram 2020-04-10 00:54:19 source 37 P 1200\n",
"293 Tram 2020-04-10 00:33:31 murkey 37 S 1200\n",
"33680 Adlernest 2020-10-18 00:34:27 joep 37 P 600\n",
"50066 Ice 2021-08-30 23:24:26 fro 36 P 600\n",
"59769 Base 2021-01-04 23:42:02 john_mullins 36 L 695\n",
"10517 Password 2020-12-17 22:49:29 fatihot 36 P 900\n",
"13893 Ice 2020-02-27 22:23:21 source 36 L 575\n",
"56052 Adlernest 2021-02-06 22:58:13 john_mullins 36 596\n",
"66328 Adlernest 2021-07-16 22:08:11 brandon 36 P 600\n",
"3502 Tram 2020-04-03 23:59:16 kittens 36 1200\n",
"2549 Ice 2020-04-01 21:08:19 brandon 36 P 600\n",
"94035 Adlernest 2021-10-20 23:44:52 warrior 36 600\n",
"60293 Password 2021-01-08 00:02:39 john_mullins 35 L 900\n",
"57033 Adlernest 2021-02-16 21:44:22 fro 35 P 600\n",
"50276 Adlernest 2021-12-01 22:15:55 ipod 35 P 600\n",
"103142 Ice 2021-09-24 22:08:16 john_mullins 35 P 600\n",
"56041 Adlernest 2021-02-06 22:46:29 kittens 35 P 596\n",
"50707 Adlernest 2021-12-02 23:16:29 ipod 35 P 600\n",
"4051 Password 2020-04-23 22:57:21 kittens 35 900\n",
"3515 Tram 2020-04-03 23:59:16 murkey 35 S 1200\n",
"3111 Market garden 2020-04-02 23:13:33 source 35 1009\n",
"318 Tram 2020-04-10 00:54:19 murkey 35 1200\n",
"46799 Frostbite 2021-08-17 01:32:56 druwin 34 P 463\n",
"32817 Tunordic 2020-10-14 22:03:42 john_mullins 34 L 600\n",
"80450 Password 2021-05-30 01:11:05 fro 34 P 815\n",
"86276 Adlernest 2021-11-22 23:23:32 ipod 34 P 600\n",
"86335 Ice 2021-11-24 04:18:33 ipod 34 P 600\n",
"305 Tram 2020-04-10 00:54:19 parcher 34 1200\n",
"101899 Escape 2021-09-18 05:34:41 murkey 34 600\n",
"102180 Adlernest 2021-09-19 01:50:15 john_mullins 34 P 590\n",
"288 Tram 2020-04-10 00:33:31 donka 34 1200"
]
},
"execution_count": 167,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_best_perf = stats[stats[\"round_num\"] == 2]\n",
"tmp_best_perf = tmp_best_perf[\"Kills\"].sort_values().tail(10)\n",
"stats[stats[\"Kills\"].isin(tmp_best_perf)][[\"map\", \"match_date\", \"Killer\", \"Kills\", \"class\", \"round_time\"]].sort_values(by=[\"Kills\"], ascending=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Best individual performance in a 6v6"
]
},
{
"cell_type": "code",
"execution_count": 168,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" map | \n",
" match_date | \n",
" Killer | \n",
" Kills | \n",
" class | \n",
" round_time | \n",
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" 283 | \n",
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" 76956 | \n",
" Adlernest | \n",
" 2021-05-07 01:05:20 | \n",
" biggi | \n",
" 41 | \n",
" S | \n",
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" 37 | \n",
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" 2021-12-25 00:17:28 | \n",
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" kittens | \n",
" 36 | \n",
" | \n",
" 1200 | \n",
"
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" \n",
" 66328 | \n",
" Adlernest | \n",
" 2021-07-16 22:08:11 | \n",
" brandon | \n",
" 36 | \n",
" P | \n",
" 600 | \n",
"
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" 2549 | \n",
" Ice | \n",
" 2020-04-01 21:08:19 | \n",
" brandon | \n",
" 36 | \n",
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" 600 | \n",
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" 94035 | \n",
" Adlernest | \n",
" 2021-10-20 23:44:52 | \n",
" warrior | \n",
" 36 | \n",
" | \n",
" 600 | \n",
"
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],
"text/plain": [
" map match_date Killer Kills class round_time\n",
"283 Tram 2020-04-10 00:33:31 source 41 S 1200\n",
"76956 Adlernest 2021-05-07 01:05:20 biggi 41 S 415\n",
"28373 Password 2020-05-10 23:11:16 bru 39 P 900\n",
"78023 Frostbite 2021-05-12 00:17:51 ipod 39 L 600\n",
"61695 Password 2021-01-16 22:24:12 donkey 39 P 900\n",
"33203 Password 2020-10-15 22:28:10 john_mullins 39 L 878\n",
"100642 Adlernest 2021-09-12 07:29:49 parcher 39 600\n",
"33680 Adlernest 2020-10-18 00:34:27 joep 37 P 600\n",
"293 Tram 2020-04-10 00:33:31 murkey 37 S 1200\n",
"54340 Adlernest 2021-12-25 00:17:28 LitoriousJackson... 37 P 592\n",
"309 Tram 2020-04-10 00:54:19 source 37 P 1200\n",
"13893 Ice 2020-02-27 22:23:21 source 36 L 575\n",
"10517 Password 2020-12-17 22:49:29 fatihot 36 P 900\n",
"56052 Adlernest 2021-02-06 22:58:13 john_mullins 36 596\n",
"59769 Base 2021-01-04 23:42:02 john_mullins 36 L 695\n",
"3502 Tram 2020-04-03 23:59:16 kittens 36 1200\n",
"66328 Adlernest 2021-07-16 22:08:11 brandon 36 P 600\n",
"2549 Ice 2020-04-01 21:08:19 brandon 36 P 600\n",
"94035 Adlernest 2021-10-20 23:44:52 warrior 36 600\n",
"50066 Ice 2021-08-30 23:24:26 fro 36 P 600"
]
},
"execution_count": 168,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"games_over6_players = player_nums[player_nums > 12].index.values\n",
"tmp_best_perf_2 = stats[~stats['round_guid'].isin(games_over6_players)]\n",
"tmp_best_perf_2 = tmp_best_perf_2[\"Kills\"].sort_values().tail(10)\n",
"stats[stats[\"Kills\"].isin(tmp_best_perf_2)][[\"map\", \"match_date\", \"Killer\", \"Kills\", \"class\", \"round_time\"]].sort_values(by=[\"Kills\"], ascending=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Biggest match ever"
]
},
{
"cell_type": "code",
"execution_count": 169,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Most players in a single match: 26\n"
]
},
{
"data": {
"text/html": [
"\n",
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" \n",
" | \n",
" map | \n",
" match_date | \n",
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" Kills | \n",
" round_time | \n",
" OSP_Team | \n",
"
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" \n",
" \n",
" \n",
" 253 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" parcher | \n",
" 9 | \n",
" 406 | \n",
" Axis | \n",
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" 257 | \n",
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" kittens | \n",
" 9 | \n",
" 406 | \n",
" Axis | \n",
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" 263 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" donka | \n",
" 6 | \n",
" 406 | \n",
" Axis | \n",
"
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" \n",
" 269 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" mooshu | \n",
" 6 | \n",
" 406 | \n",
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" 254 | \n",
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" cypher | \n",
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" dillweed | \n",
" 5 | \n",
" 406 | \n",
" Axis | \n",
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" 258 | \n",
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" raiser | \n",
" 5 | \n",
" 406 | \n",
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" 266 | \n",
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" eternal | \n",
" 5 | \n",
" 406 | \n",
" Axis | \n",
"
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" \n",
" 270 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" murkey | \n",
" 5 | \n",
" 406 | \n",
" Axis | \n",
"
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" \n",
" 272 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" paper | \n",
" 4 | \n",
" 406 | \n",
" Axis | \n",
"
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" \n",
" 275 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" spaztik | \n",
" 4 | \n",
" 406 | \n",
" Axis | \n",
"
\n",
" \n",
" 260 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" wang | \n",
" 1 | \n",
" 406 | \n",
" Axis | \n",
"
\n",
" \n",
" 252 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" john_mullins | \n",
" 0 | \n",
" 406 | \n",
" Axis | \n",
"
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" \n",
" 259 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" source | \n",
" 11 | \n",
" 406 | \n",
" Allies | \n",
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" \n",
" 267 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" gut | \n",
" 10 | \n",
" 406 | \n",
" Allies | \n",
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\n",
" \n",
" 261 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" blackmagik7inc. | \n",
" 9 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 262 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" caffeine | \n",
" 9 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 273 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" playa | \n",
" 9 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 271 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" nigel | \n",
" 8 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 276 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" spuddy | \n",
" 7 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 264 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" flogzero | \n",
" 6 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 265 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" mean | \n",
" 5 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 268 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" miles | \n",
" 4 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 274 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" prowler | \n",
" 4 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 256 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" deadeye | \n",
" 1 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
" 277 | \n",
" Assault | \n",
" 2020-04-10 00:11:47 | \n",
" boydarilla | \n",
" 0 | \n",
" 406 | \n",
" Allies | \n",
"
\n",
" \n",
"
\n",
"
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],
"text/plain": [
" map match_date Killer Kills round_time OSP_Team\n",
"253 Assault 2020-04-10 00:11:47 parcher 9 406 Axis\n",
"257 Assault 2020-04-10 00:11:47 kittens 9 406 Axis\n",
"263 Assault 2020-04-10 00:11:47 donka 6 406 Axis\n",
"269 Assault 2020-04-10 00:11:47 mooshu 6 406 Axis\n",
"254 Assault 2020-04-10 00:11:47 cypher 5 406 Axis\n",
"255 Assault 2020-04-10 00:11:47 dillweed 5 406 Axis\n",
"258 Assault 2020-04-10 00:11:47 raiser 5 406 Axis\n",
"266 Assault 2020-04-10 00:11:47 eternal 5 406 Axis\n",
"270 Assault 2020-04-10 00:11:47 murkey 5 406 Axis\n",
"272 Assault 2020-04-10 00:11:47 paper 4 406 Axis\n",
"275 Assault 2020-04-10 00:11:47 spaztik 4 406 Axis\n",
"260 Assault 2020-04-10 00:11:47 wang 1 406 Axis\n",
"252 Assault 2020-04-10 00:11:47 john_mullins 0 406 Axis\n",
"259 Assault 2020-04-10 00:11:47 source 11 406 Allies\n",
"267 Assault 2020-04-10 00:11:47 gut 10 406 Allies\n",
"261 Assault 2020-04-10 00:11:47 blackmagik7inc. 9 406 Allies\n",
"262 Assault 2020-04-10 00:11:47 caffeine 9 406 Allies\n",
"273 Assault 2020-04-10 00:11:47 playa 9 406 Allies\n",
"271 Assault 2020-04-10 00:11:47 nigel 8 406 Allies\n",
"276 Assault 2020-04-10 00:11:47 spuddy 7 406 Allies\n",
"264 Assault 2020-04-10 00:11:47 flogzero 6 406 Allies\n",
"265 Assault 2020-04-10 00:11:47 mean 5 406 Allies\n",
"268 Assault 2020-04-10 00:11:47 miles 4 406 Allies\n",
"274 Assault 2020-04-10 00:11:47 prowler 4 406 Allies\n",
"256 Assault 2020-04-10 00:11:47 deadeye 1 406 Allies\n",
"277 Assault 2020-04-10 00:11:47 boydarilla 0 406 Allies"
]
},
"execution_count": 169,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"player_nums = stats_original[\"round_guid\"].value_counts()\n",
"most_players_round_guid = player_nums.head(1)\n",
"print(\"Most players in a single match: \", most_players_round_guid.values[0])\n",
"tmp_most_players = stats_original[stats_original['round_guid'].isin(most_players_round_guid.index.values)]\n",
"\n",
"tmp_most_players[[\"map\", \"match_date\", \"Killer\", \"Kills\", \"round_time\", \"OSP_Team\"]].sort_values(by=[\"OSP_Team\", \"Kills\"], ascending=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Maps with their fullhold percentages"
]
},
{
"cell_type": "code",
"execution_count": 170,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"map\n",
"Tundra 0.00%\n",
"Tram 0.00%\n",
"Brewdog 0.00%\n",
"Castle 0.00%\n",
"Chateau 0.00%\n",
"Church 0.00%\n",
"Delivery 0.00%\n",
"Sub 0.96%\n",
"Base 1.46%\n",
"Escape 2.25%\n",
"Adlernest 3.05%\n",
"Frostbite 3.15%\n",
"Cipher 3.30%\n",
"Password 4.24%\n",
"Beach 9.27%\n",
"Ice 10.26%\n",
"UFO 13.04%\n",
"Assault 13.54%\n",
"Village 16.44%\n",
"Keep 25.00%\n",
"Tunordic 40.00%\n",
"Name: Draw%, dtype: float64"
]
},
"execution_count": 170,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_mapfh = stats[stats[\"round_num\"] == 2].copy()\n",
"tmp_mapfh = tmp_mapfh[~tmp_mapfh['round_guid'].isin(games_over6_players)]\n",
"\n",
"tmp_mapfh = tmp_mapfh.groupby([\"round_guid\",\"map\",\"game_result\"]).count()[\"Kills\"].reset_index()\n",
"tmp_mapfh = tmp_mapfh.groupby([\"map\",\"game_result\"]).count()[\"Kills\"].reset_index()\n",
"tmp_mapfh.columns = [\"map\",\"game_result\",\"Count\"]\n",
"tmp_mapfh = tmp_mapfh.pivot(index=\"map\",columns=\"game_result\", values=\"Count\")\n",
"\n",
"pd.options.display.float_format = '{:.2%}'.format\n",
"tmp_mapfh[\"Draw%\"] = tmp_mapfh[\"FULLHOLD\"]/tmp_mapfh[\"WON\"] #or lost, it goes both ways\n",
"tmp_mapfh[\"Draw%\"].fillna(0).sort_values()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Damage throughput and KDR per player over time\n",
"This is an attempt to see improvement in players over time"
]
},
{
"cell_type": "code",
"execution_count": 171,
"metadata": {},
"outputs": [],
"source": [
"pd.options.display.float_format = '{:.1f}'.format\n",
"\n",
"tmp_improv = stats[stats[\"round_num\"] == 2].copy()\n",
"tmp_improv = tmp_improv[~tmp_improv[\"OSP_Team\"].isin(['0',''])]\n",
"tmp_improv = tmp_improv[tmp_improv[\"Killer\"].isin(tmp_games_filt.index.values)]\n",
"tmp_improv = tmp_improv.groupby([\"Killer\", \"year\", \"quarter\"]) \\\n",
" .agg({\"OSP_Damage_Given\":\"sum\", \"Kills\": \"sum\", \"Deaths\": \"sum\", \"round_time\" :\"sum\", \"round_win\" : \"sum\", \"round_guid\" : \"count\"}) \\\n",
" .reset_index()\n",
"tmp_improv[\"year.q\"] = tmp_improv[\"year\"].astype(str) + \".\" + tmp_improv[\"quarter\"].divide(.04).astype(int).astype(str)\n",
"tmp_improv[\"KDR\"] = tmp_improv[\"Kills\"]/tmp_improv[\"Deaths\"]\n",
"tmp_improv[\"DPM\"] = tmp_improv[\"OSP_Damage_Given\"]/(tmp_improv[\"round_time\"]/60)\n",
"tmp_improv[\"win%\"] = tmp_improv[\"round_win\"]/tmp_improv[\"round_guid\"]\n",
"tmp_improv_pivot = tmp_improv.pivot(index=\"Killer\", columns=\"year.q\", values = [\"KDR\",\"DPM\"])\n",
"tmp_improv_pivot= tmp_improv_pivot[tmp_improv_pivot[\"DPM\"][\"2021.75\"].notna()] #seed out people who quit\n",
"\n",
"kdr_slopes = {}\n",
"dpm_slopes = {}\n",
"for player, values in tmp_improv_pivot.iterrows():\n",
" mean_kdr = values[\"KDR\"].mean()\n",
" values[\"KDR\"].fillna(mean_kdr, inplace=True)\n",
" kdr_x = values[\"KDR\"].index.values.astype(float)\n",
" kdr_y = values[\"KDR\"].values\n",
" kdr_slopes[player] = np.polyfit(kdr_x, kdr_y,1)[0]\n",
" \n",
" mean_dpm = values[\"DPM\"].mean()\n",
" values[\"DPM\"].fillna(mean_dpm, inplace=True)\n",
" dpm_x = values[\"DPM\"].index.values.astype(float)\n",
" dpm_y = values[\"DPM\"].values\n",
" dpm_slopes[player] = np.polyfit(dpm_x, dpm_y,1)[0]\n",
"\n",
"kdr_df = pd.DataFrame.from_dict(kdr_slopes, orient='index', columns = [\"kdr_slope\"])\n",
"dpm_df = pd.DataFrame.from_dict(dpm_slopes, orient='index', columns = [\"dpm_slope\"])\n",
"pd.options.display.float_format = '{:.3f}'.format"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Most improved players by KDR"
]
},
{
"cell_type": "code",
"execution_count": 172,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
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"
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" \n",
" \n",
" | \n",
" 2020.100 | \n",
" 2020.25 | \n",
" 2020.50 | \n",
" 2020.75 | \n",
" 2021.100 | \n",
" 2021.25 | \n",
" 2021.50 | \n",
" 2021.75 | \n",
" kdr_slope | \n",
"
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" \n",
" Killer | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
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" \n",
" \n",
" \n",
" miles | \n",
" 0.957 | \n",
" 0.650 | \n",
" 0.896 | \n",
" 0.933 | \n",
" 1.074 | \n",
" 1.164 | \n",
" 1.521 | \n",
" 1.204 | \n",
" 0.350 | \n",
"
\n",
" \n",
" rob | \n",
" 0.417 | \n",
" 0.977 | \n",
" 0.977 | \n",
" 0.937 | \n",
" 1.032 | \n",
" 0.902 | \n",
" 1.500 | \n",
" 1.073 | \n",
" 0.335 | \n",
"
\n",
" \n",
" john_mullins | \n",
" 1.234 | \n",
" 0.490 | \n",
" 0.621 | \n",
" 1.207 | \n",
" 1.431 | \n",
" 1.250 | \n",
" 1.186 | \n",
" 1.324 | \n",
" 0.331 | \n",
"
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" \n",
" silentstorm | \n",
" 0.393 | \n",
" 0.802 | \n",
" 0.802 | \n",
" 0.802 | \n",
" 0.940 | \n",
" 0.792 | \n",
" 0.874 | \n",
" 1.007 | \n",
" 0.229 | \n",
"
\n",
" \n",
" mooshu | \n",
" 0.749 | \n",
" 0.360 | \n",
" 0.644 | \n",
" 0.669 | \n",
" 0.844 | \n",
" 0.900 | \n",
" 0.871 | \n",
" 0.865 | \n",
" 0.221 | \n",
"
\n",
" \n",
" doza | \n",
" 1.304 | \n",
" 1.113 | \n",
" 0.763 | \n",
" 0.593 | \n",
" 1.257 | \n",
" 1.359 | \n",
" 1.275 | \n",
" 1.239 | \n",
" 0.155 | \n",
"
\n",
" \n",
" jam | \n",
" 1.355 | \n",
" 1.538 | \n",
" 1.538 | \n",
" 1.538 | \n",
" 1.501 | \n",
" 1.401 | \n",
" 1.820 | \n",
" 1.612 | \n",
" 0.130 | \n",
"
\n",
" \n",
" virkes | \n",
" 0.781 | \n",
" 0.781 | \n",
" 0.781 | \n",
" 0.409 | \n",
" 0.824 | \n",
" 0.781 | \n",
" 1.043 | \n",
" 0.848 | \n",
" 0.112 | \n",
"
\n",
" \n",
" donkey | \n",
" 1.226 | \n",
" 0.872 | \n",
" 1.157 | \n",
" 1.152 | \n",
" 1.108 | \n",
" 1.308 | \n",
" 1.300 | \n",
" 1.132 | \n",
" 0.096 | \n",
"
\n",
" \n",
" fonze | \n",
" 0.881 | \n",
" 0.896 | \n",
" 0.656 | \n",
" 0.986 | \n",
" 0.925 | \n",
" 0.965 | \n",
" 0.905 | \n",
" 0.951 | \n",
" 0.071 | \n",
"
\n",
" \n",
" cakel | \n",
" 0.620 | \n",
" 0.510 | \n",
" 0.588 | \n",
" 0.567 | \n",
" 0.600 | \n",
" 0.626 | \n",
" 0.587 | \n",
" 0.690 | \n",
" 0.052 | \n",
"
\n",
" \n",
" conscious | \n",
" 0.767 | \n",
" 0.819 | \n",
" 0.765 | \n",
" 0.818 | \n",
" 0.819 | \n",
" 0.851 | \n",
" 0.879 | \n",
" 0.831 | \n",
" 0.049 | \n",
"
\n",
" \n",
" robmaster | \n",
" 0.966 | \n",
" 0.966 | \n",
" 0.966 | \n",
" 0.966 | \n",
" 0.785 | \n",
" 0.968 | \n",
" 1.009 | \n",
" 1.103 | \n",
" 0.043 | \n",
"
\n",
" \n",
" ipod | \n",
" 1.034 | \n",
" 1.034 | \n",
" 1.034 | \n",
" 1.034 | \n",
" 1.185 | \n",
" 0.667 | \n",
" 1.112 | \n",
" 1.172 | \n",
" 0.027 | \n",
"
\n",
" \n",
" corpse | \n",
" 0.932 | \n",
" 1.019 | \n",
" 0.912 | \n",
" 0.750 | \n",
" 0.943 | \n",
" 0.949 | \n",
" 0.953 | \n",
" 1.000 | \n",
" 0.023 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" 2020.100 2020.25 2020.50 2020.75 2021.100 2021.25 2021.50 2021.75 kdr_slope\n",
"Killer \n",
"miles 0.957 0.650 0.896 0.933 1.074 1.164 1.521 1.204 0.350\n",
"rob 0.417 0.977 0.977 0.937 1.032 0.902 1.500 1.073 0.335\n",
"john_mullins 1.234 0.490 0.621 1.207 1.431 1.250 1.186 1.324 0.331\n",
"silentstorm 0.393 0.802 0.802 0.802 0.940 0.792 0.874 1.007 0.229\n",
"mooshu 0.749 0.360 0.644 0.669 0.844 0.900 0.871 0.865 0.221\n",
"doza 1.304 1.113 0.763 0.593 1.257 1.359 1.275 1.239 0.155\n",
"jam 1.355 1.538 1.538 1.538 1.501 1.401 1.820 1.612 0.130\n",
"virkes 0.781 0.781 0.781 0.409 0.824 0.781 1.043 0.848 0.112\n",
"donkey 1.226 0.872 1.157 1.152 1.108 1.308 1.300 1.132 0.096\n",
"fonze 0.881 0.896 0.656 0.986 0.925 0.965 0.905 0.951 0.071\n",
"cakel 0.620 0.510 0.588 0.567 0.600 0.626 0.587 0.690 0.052\n",
"conscious 0.767 0.819 0.765 0.818 0.819 0.851 0.879 0.831 0.049\n",
"robmaster 0.966 0.966 0.966 0.966 0.785 0.968 1.009 1.103 0.043\n",
"ipod 1.034 1.034 1.034 1.034 1.185 0.667 1.112 1.172 0.027\n",
"corpse 0.932 1.019 0.912 0.750 0.943 0.949 0.953 1.000 0.023"
]
},
"execution_count": 172,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_improv_pivot_kdr = tmp_improv_pivot[\"KDR\"].join(kdr_df)\n",
"tmp_improv_pivot_kdr[tmp_improv_pivot_kdr[\"kdr_slope\"]>0.02].sort_values(by=[\"kdr_slope\"], ascending=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Most improved players by Damage Given per Minute"
]
},
{
"cell_type": "code",
"execution_count": 173,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
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" \n",
" \n",
" | \n",
" 2020.100 | \n",
" 2020.25 | \n",
" 2020.50 | \n",
" 2020.75 | \n",
" 2021.100 | \n",
" 2021.25 | \n",
" 2021.50 | \n",
" 2021.75 | \n",
" dpm_slope | \n",
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" Killer | \n",
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" miles | \n",
" 438.269 | \n",
" 310.292 | \n",
" 386.837 | \n",
" 457.548 | \n",
" 550.269 | \n",
" 520.125 | \n",
" 545.217 | \n",
" 585.355 | \n",
" 136.991 | \n",
"
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" \n",
" john_mullins | \n",
" 738.901 | \n",
" 392.876 | \n",
" 485.899 | \n",
" 741.356 | \n",
" 859.891 | \n",
" 720.545 | \n",
" 636.479 | \n",
" 763.156 | \n",
" 121.561 | \n",
"
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" \n",
" silentstorm | \n",
" 252.664 | \n",
" 369.296 | \n",
" 369.296 | \n",
" 369.296 | \n",
" 412.597 | \n",
" 339.257 | \n",
" 397.625 | \n",
" 444.335 | \n",
" 69.170 | \n",
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" \n",
" mooshu | \n",
" 365.120 | \n",
" 232.480 | \n",
" 345.010 | \n",
" 468.434 | \n",
" 451.595 | \n",
" 395.688 | \n",
" 427.396 | \n",
" 395.331 | \n",
" 68.194 | \n",
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" conscious | \n",
" 304.481 | \n",
" 375.517 | \n",
" 339.043 | \n",
" 384.003 | \n",
" 375.517 | \n",
" 431.215 | \n",
" 355.988 | \n",
" 438.369 | \n",
" 52.750 | \n",
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" \n",
" yyz | \n",
" 624.040 | \n",
" 624.040 | \n",
" 624.040 | \n",
" 596.387 | \n",
" 519.599 | \n",
" 624.040 | \n",
" 624.040 | \n",
" 756.134 | \n",
" 38.369 | \n",
"
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" \n",
" nigel | \n",
" 461.334 | \n",
" 603.504 | \n",
" 556.013 | \n",
" 532.664 | \n",
" 586.037 | \n",
" 534.678 | \n",
" 527.207 | \n",
" 620.218 | \n",
" 33.817 | \n",
"
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" \n",
" yeniceri | \n",
" 228.491 | \n",
" 282.257 | \n",
" 282.257 | \n",
" 282.257 | \n",
" 324.583 | \n",
" 293.664 | \n",
" 265.319 | \n",
" 299.226 | \n",
" 23.989 | \n",
"
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" \n",
" donkey | \n",
" 633.793 | \n",
" 418.333 | \n",
" 567.969 | \n",
" 628.135 | \n",
" 554.213 | \n",
" 576.747 | \n",
" 584.162 | \n",
" 580.403 | \n",
" 22.564 | \n",
"
\n",
" \n",
" rob | \n",
" 347.712 | \n",
" 448.001 | \n",
" 448.001 | \n",
" 532.803 | \n",
" 509.211 | \n",
" 421.271 | \n",
" 445.232 | \n",
" 431.780 | \n",
" 22.067 | \n",
"
\n",
" \n",
" doza | \n",
" 513.143 | \n",
" 477.919 | \n",
" 467.009 | \n",
" 319.481 | \n",
" 540.565 | \n",
" 510.456 | \n",
" 509.639 | \n",
" 485.142 | \n",
" 19.694 | \n",
"
\n",
" \n",
" fonze | \n",
" 387.180 | \n",
" 381.850 | \n",
" 308.635 | \n",
" 377.033 | \n",
" 416.289 | \n",
" 424.204 | \n",
" 379.767 | \n",
" 379.839 | \n",
" 17.871 | \n",
"
\n",
" \n",
" robmaster | \n",
" 444.375 | \n",
" 444.375 | \n",
" 444.375 | \n",
" 444.375 | \n",
" 353.390 | \n",
" 480.827 | \n",
" 438.035 | \n",
" 505.247 | \n",
" 17.068 | \n",
"
\n",
" \n",
" druwin | \n",
" 690.514 | \n",
" 704.830 | \n",
" 704.830 | \n",
" 704.830 | \n",
" 735.950 | \n",
" 701.606 | \n",
" 646.935 | \n",
" 749.145 | \n",
" 7.823 | \n",
"
\n",
" \n",
" festus | \n",
" 336.309 | \n",
" 363.163 | \n",
" 370.572 | \n",
" 375.822 | \n",
" 375.447 | \n",
" 380.802 | \n",
" 317.077 | \n",
" 372.566 | \n",
" 2.246 | \n",
"
\n",
" \n",
" spaztik | \n",
" 413.281 | \n",
" 360.314 | \n",
" 429.649 | \n",
" 479.164 | \n",
" 452.064 | \n",
" 427.836 | \n",
" 396.019 | \n",
" 394.237 | \n",
" 1.729 | \n",
"
\n",
" \n",
" cakel | \n",
" 257.764 | \n",
" 270.133 | \n",
" 284.831 | \n",
" 291.964 | \n",
" 293.877 | \n",
" 268.555 | \n",
" 266.199 | \n",
" 267.265 | \n",
" 0.056 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" 2020.100 2020.25 2020.50 2020.75 2021.100 2021.25 2021.50 2021.75 dpm_slope\n",
"Killer \n",
"miles 438.269 310.292 386.837 457.548 550.269 520.125 545.217 585.355 136.991\n",
"john_mullins 738.901 392.876 485.899 741.356 859.891 720.545 636.479 763.156 121.561\n",
"silentstorm 252.664 369.296 369.296 369.296 412.597 339.257 397.625 444.335 69.170\n",
"mooshu 365.120 232.480 345.010 468.434 451.595 395.688 427.396 395.331 68.194\n",
"conscious 304.481 375.517 339.043 384.003 375.517 431.215 355.988 438.369 52.750\n",
"yyz 624.040 624.040 624.040 596.387 519.599 624.040 624.040 756.134 38.369\n",
"nigel 461.334 603.504 556.013 532.664 586.037 534.678 527.207 620.218 33.817\n",
"yeniceri 228.491 282.257 282.257 282.257 324.583 293.664 265.319 299.226 23.989\n",
"donkey 633.793 418.333 567.969 628.135 554.213 576.747 584.162 580.403 22.564\n",
"rob 347.712 448.001 448.001 532.803 509.211 421.271 445.232 431.780 22.067\n",
"doza 513.143 477.919 467.009 319.481 540.565 510.456 509.639 485.142 19.694\n",
"fonze 387.180 381.850 308.635 377.033 416.289 424.204 379.767 379.839 17.871\n",
"robmaster 444.375 444.375 444.375 444.375 353.390 480.827 438.035 505.247 17.068\n",
"druwin 690.514 704.830 704.830 704.830 735.950 701.606 646.935 749.145 7.823\n",
"festus 336.309 363.163 370.572 375.822 375.447 380.802 317.077 372.566 2.246\n",
"spaztik 413.281 360.314 429.649 479.164 452.064 427.836 396.019 394.237 1.729\n",
"cakel 257.764 270.133 284.831 291.964 293.877 268.555 266.199 267.265 0.056"
]
},
"execution_count": 173,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_improv_pivot_dpm = tmp_improv_pivot[\"DPM\"].join(dpm_df)\n",
"tmp_improv_pivot_dpm[tmp_improv_pivot_dpm[\"dpm_slope\"]>0.025].sort_values(by=[\"dpm_slope\"], ascending=False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Various metrics averages"
]
},
{
"cell_type": "code",
"execution_count": 174,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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" OSP_Damage_Given | \n",
" OSP_Damage_Received | \n",
" round_guid | \n",
" round_time | \n",
" OSP_Kills | \n",
" OSP_Deaths | \n",
" OSP_Suicides | \n",
" AdjScore | \n",
" KDR | \n",
" DPM | \n",
" DPK | \n",
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" brandon | \n",
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" 1203885 | \n",
" 459 | \n",
" 140943 | \n",
" 8559 | \n",
" 6518 | \n",
" 2411 | \n",
" 8.0 | \n",
" 1.3 | \n",
" 815.0 | \n",
" 223.7 | \n",
" 184.7 | \n",
" 37.0 | \n",
"
\n",
" \n",
" bru | \n",
" 3779929 | \n",
" 3259296 | \n",
" 1215 | \n",
" 381348 | \n",
" 17991 | \n",
" 19793 | \n",
" 5179 | \n",
" 11.2 | \n",
" 0.9 | \n",
" 594.7 | \n",
" 210.1 | \n",
" 164.7 | \n",
" 26.2 | \n",
"
\n",
" \n",
" caffeine | \n",
" 551797 | \n",
" 424220 | \n",
" 148 | \n",
" 50782 | \n",
" 2252 | \n",
" 2840 | \n",
" 939 | \n",
" 9.2 | \n",
" 0.8 | \n",
" 652.0 | \n",
" 245.0 | \n",
" 149.4 | \n",
" 33.1 | \n",
"
\n",
" \n",
" cakel | \n",
" 2547027 | \n",
" 4396417 | \n",
" 1758 | \n",
" 553025 | \n",
" 13239 | \n",
" 23506 | \n",
" 3825 | \n",
" 10.5 | \n",
" 0.6 | \n",
" 276.3 | \n",
" 192.4 | \n",
" 187.0 | \n",
" 16.3 | \n",
"
\n",
" \n",
" cliffdark | \n",
" 617497 | \n",
" 613806 | \n",
" 241 | \n",
" 70903 | \n",
" 2842 | \n",
" 3825 | \n",
" 741 | \n",
" 10.5 | \n",
" 0.7 | \n",
" 522.5 | \n",
" 217.3 | \n",
" 160.5 | \n",
" 19.4 | \n",
"
\n",
" \n",
" conscious | \n",
" 1132064 | \n",
" 1581260 | \n",
" 583 | \n",
" 182985 | \n",
" 5683 | \n",
" 7663 | \n",
" 1157 | \n",
" 11.5 | \n",
" 0.7 | \n",
" 371.2 | \n",
" 199.2 | \n",
" 206.3 | \n",
" 15.1 | \n",
"
\n",
" \n",
" corpse | \n",
" 757234 | \n",
" 853390 | \n",
" 328 | \n",
" 98025 | \n",
" 3784 | \n",
" 4313 | \n",
" 710 | \n",
" 12.6 | \n",
" 0.9 | \n",
" 463.5 | \n",
" 200.1 | \n",
" 197.9 | \n",
" 16.5 | \n",
"
\n",
" \n",
" cypher | \n",
" 301086 | \n",
" 415511 | \n",
" 135 | \n",
" 43801 | \n",
" 1409 | \n",
" 2228 | \n",
" 348 | \n",
" 12.9 | \n",
" 0.6 | \n",
" 412.4 | \n",
" 213.7 | \n",
" 186.5 | \n",
" 15.6 | \n",
"
\n",
" \n",
" deadeye | \n",
" 2104054 | \n",
" 3874917 | \n",
" 1503 | \n",
" 481247 | \n",
" 10418 | \n",
" 21117 | \n",
" 1552 | \n",
" 9.6 | \n",
" 0.5 | \n",
" 262.3 | \n",
" 202.0 | \n",
" 183.5 | \n",
" 7.3 | \n",
"
\n",
" \n",
" detdet | \n",
" 628038 | \n",
" 722741 | \n",
" 251 | \n",
" 76302 | \n",
" 3304 | \n",
" 3252 | \n",
" 675 | \n",
" 11.1 | \n",
" 1.0 | \n",
" 493.9 | \n",
" 190.1 | \n",
" 222.2 | \n",
" 20.8 | \n",
"
\n",
" \n",
" diego | \n",
" 481307 | \n",
" 630117 | \n",
" 265 | \n",
" 77549 | \n",
" 2118 | \n",
" 3272 | \n",
" 474 | \n",
" 8.5 | \n",
" 0.6 | \n",
" 372.4 | \n",
" 227.2 | \n",
" 192.6 | \n",
" 14.5 | \n",
"
\n",
" \n",
" dillweed | \n",
" 988431 | \n",
" 1994625 | \n",
" 755 | \n",
" 242510 | \n",
" 4880 | \n",
" 10731 | \n",
" 940 | \n",
" 12.0 | \n",
" 0.5 | \n",
" 244.6 | \n",
" 202.5 | \n",
" 185.9 | \n",
" 8.8 | \n",
"
\n",
" \n",
" ding | \n",
" 721303 | \n",
" 893675 | \n",
" 353 | \n",
" 108367 | \n",
" 3804 | \n",
" 4543 | \n",
" 751 | \n",
" 13.1 | \n",
" 0.8 | \n",
" 399.4 | \n",
" 189.6 | \n",
" 196.7 | \n",
" 16.5 | \n",
"
\n",
" \n",
" donka | \n",
" 4369870 | \n",
" 4668699 | \n",
" 1722 | \n",
" 539669 | \n",
" 21843 | \n",
" 24113 | \n",
" 4272 | \n",
" 12.2 | \n",
" 0.9 | \n",
" 485.8 | \n",
" 200.1 | \n",
" 193.6 | \n",
" 17.7 | \n",
"
\n",
" \n",
" donkey | \n",
" 3085498 | \n",
" 2324775 | \n",
" 999 | \n",
" 311205 | \n",
" 14791 | \n",
" 13823 | \n",
" 4421 | \n",
" 10.1 | \n",
" 1.1 | \n",
" 594.9 | \n",
" 208.6 | \n",
" 168.2 | \n",
" 32.0 | \n",
"
\n",
" \n",
" doza | \n",
" 2450289 | \n",
" 2463225 | \n",
" 931 | \n",
" 287217 | \n",
" 13199 | \n",
" 10991 | \n",
" 3466 | \n",
" 11.2 | \n",
" 1.2 | \n",
" 511.9 | \n",
" 185.6 | \n",
" 224.1 | \n",
" 31.5 | \n",
"
\n",
" \n",
" druwin | \n",
" 1654629 | \n",
" 1106871 | \n",
" 439 | \n",
" 137152 | \n",
" 7482 | \n",
" 5849 | \n",
" 2295 | \n",
" 8.2 | \n",
" 1.3 | \n",
" 723.9 | \n",
" 221.1 | \n",
" 189.2 | \n",
" 39.2 | \n",
"
\n",
" \n",
" duster | \n",
" 195200 | \n",
" 405149 | \n",
" 139 | \n",
" 44489 | \n",
" 1012 | \n",
" 1992 | \n",
" 123 | \n",
" 11.8 | \n",
" 0.5 | \n",
" 263.3 | \n",
" 192.9 | \n",
" 203.4 | \n",
" 6.2 | \n",
"
\n",
" \n",
" elsa | \n",
" 2240594 | \n",
" 1828086 | \n",
" 744 | \n",
" 235681 | \n",
" 9818 | \n",
" 10541 | \n",
" 3714 | \n",
" 9.1 | \n",
" 0.9 | \n",
" 570.4 | \n",
" 228.2 | \n",
" 173.4 | \n",
" 35.2 | \n",
"
\n",
" \n",
" eternal | \n",
" 2830706 | \n",
" 2801590 | \n",
" 1079 | \n",
" 335958 | \n",
" 14422 | \n",
" 15986 | \n",
" 3073 | \n",
" 11.8 | \n",
" 0.9 | \n",
" 505.5 | \n",
" 196.3 | \n",
" 175.3 | \n",
" 19.2 | \n",
"
\n",
" \n",
" festus | \n",
" 1193781 | \n",
" 1505599 | \n",
" 667 | \n",
" 199267 | \n",
" 5896 | \n",
" 8814 | \n",
" 2310 | \n",
" 10.2 | \n",
" 0.7 | \n",
" 359.5 | \n",
" 202.5 | \n",
" 170.8 | \n",
" 26.2 | \n",
"
\n",
" \n",
" firehot | \n",
" 484254 | \n",
" 1582748 | \n",
" 587 | \n",
" 184288 | \n",
" 2615 | \n",
" 7724 | \n",
" 528 | \n",
" 9.4 | \n",
" 0.3 | \n",
" 157.7 | \n",
" 185.2 | \n",
" 204.9 | \n",
" 6.8 | \n",
"
\n",
" \n",
" flogzero | \n",
" 1773105 | \n",
" 1747287 | \n",
" 617 | \n",
" 196190 | \n",
" 9088 | \n",
" 8398 | \n",
" 1840 | \n",
" 14.9 | \n",
" 1.1 | \n",
" 542.3 | \n",
" 195.1 | \n",
" 208.1 | \n",
" 21.9 | \n",
"
\n",
" \n",
" fonze | \n",
" 3944732 | \n",
" 4840515 | \n",
" 1930 | \n",
" 611738 | \n",
" 20205 | \n",
" 23955 | \n",
" 3474 | \n",
" 10.5 | \n",
" 0.8 | \n",
" 386.9 | \n",
" 195.2 | \n",
" 202.1 | \n",
" 14.5 | \n",
"
\n",
" \n",
" fro | \n",
" 5606057 | \n",
" 3528873 | \n",
" 1556 | \n",
" 487256 | \n",
" 25882 | \n",
" 19018 | \n",
" 8866 | \n",
" 7.0 | \n",
" 1.4 | \n",
" 690.3 | \n",
" 216.6 | \n",
" 185.6 | \n",
" 46.6 | \n",
"
\n",
" \n",
" illkilla | \n",
" 1197349 | \n",
" 1208940 | \n",
" 569 | \n",
" 173992 | \n",
" 6066 | \n",
" 7466 | \n",
" 1450 | \n",
" 11.7 | \n",
" 0.8 | \n",
" 412.9 | \n",
" 197.4 | \n",
" 161.9 | \n",
" 19.4 | \n",
"
\n",
" \n",
" ipod | \n",
" 3047761 | \n",
" 2674142 | \n",
" 961 | \n",
" 290783 | \n",
" 14651 | \n",
" 12980 | \n",
" 3419 | \n",
" 10.4 | \n",
" 1.1 | \n",
" 628.9 | \n",
" 208.0 | \n",
" 206.0 | \n",
" 26.3 | \n",
"
\n",
" \n",
" jam | \n",
" 922673 | \n",
" 718231 | \n",
" 280 | \n",
" 86297 | \n",
" 4867 | \n",
" 3415 | \n",
" 1192 | \n",
" 9.7 | \n",
" 1.4 | \n",
" 641.5 | \n",
" 189.6 | \n",
" 210.3 | \n",
" 34.9 | \n",
"
\n",
" \n",
" jaytee | \n",
" 837338 | \n",
" 556692 | \n",
" 227 | \n",
" 77125 | \n",
" 3419 | \n",
" 3560 | \n",
" 1026 | \n",
" 7.2 | \n",
" 1.0 | \n",
" 651.4 | \n",
" 244.9 | \n",
" 156.4 | \n",
" 28.8 | \n",
"
\n",
" \n",
" jimmy | \n",
" 883437 | \n",
" 710812 | \n",
" 291 | \n",
" 88957 | \n",
" 3938 | \n",
" 4294 | \n",
" 1015 | \n",
" 8.6 | \n",
" 0.9 | \n",
" 595.9 | \n",
" 224.3 | \n",
" 165.5 | \n",
" 23.6 | \n",
"
\n",
" \n",
" joep | \n",
" 1205800 | \n",
" 775564 | \n",
" 349 | \n",
" 106377 | \n",
" 5303 | \n",
" 4863 | \n",
" 2222 | \n",
" 4.9 | \n",
" 1.1 | \n",
" 680.1 | \n",
" 227.4 | \n",
" 159.5 | \n",
" 45.7 | \n",
"
\n",
" \n",
" john_mullins | \n",
" 7668705 | \n",
" 5440332 | \n",
" 1987 | \n",
" 620317 | \n",
" 34592 | \n",
" 31157 | \n",
" 11919 | \n",
" 7.8 | \n",
" 1.1 | \n",
" 741.8 | \n",
" 221.7 | \n",
" 174.6 | \n",
" 38.3 | \n",
"
\n",
" \n",
" kazz | \n",
" 396787 | \n",
" 515294 | \n",
" 213 | \n",
" 66468 | \n",
" 2173 | \n",
" 2788 | \n",
" 675 | \n",
" 8.2 | \n",
" 0.8 | \n",
" 358.2 | \n",
" 182.6 | \n",
" 184.8 | \n",
" 24.2 | \n",
"
\n",
" \n",
" kep | \n",
" 165481 | \n",
" 327887 | \n",
" 131 | \n",
" 41227 | \n",
" 829 | \n",
" 1724 | \n",
" 130 | \n",
" 9.9 | \n",
" 0.5 | \n",
" 240.8 | \n",
" 199.6 | \n",
" 190.2 | \n",
" 7.5 | \n",
"
\n",
" \n",
" kittens | \n",
" 5736464 | \n",
" 4483278 | \n",
" 1640 | \n",
" 507628 | \n",
" 27105 | \n",
" 25214 | \n",
" 7090 | \n",
" 11.7 | \n",
" 1.1 | \n",
" 678.0 | \n",
" 211.6 | \n",
" 177.8 | \n",
" 28.1 | \n",
"
\n",
" \n",
" luna | \n",
" 396053 | \n",
" 273448 | \n",
" 129 | \n",
" 39531 | \n",
" 1955 | \n",
" 1645 | \n",
" 312 | \n",
" 9.6 | \n",
" 1.2 | \n",
" 601.1 | \n",
" 202.6 | \n",
" 166.2 | \n",
" 19.0 | \n",
"
\n",
" \n",
" mean | \n",
" 566222 | \n",
" 725457 | \n",
" 262 | \n",
" 83443 | \n",
" 2695 | \n",
" 3263 | \n",
" 334 | \n",
" 10.2 | \n",
" 0.8 | \n",
" 407.1 | \n",
" 210.1 | \n",
" 222.3 | \n",
" 10.2 | \n",
"
\n",
" \n",
" miles | \n",
" 2019706 | \n",
" 2132441 | \n",
" 835 | \n",
" 258379 | \n",
" 10176 | \n",
" 11031 | \n",
" 2201 | \n",
" 9.3 | \n",
" 0.9 | \n",
" 469.0 | \n",
" 198.5 | \n",
" 193.3 | \n",
" 20.0 | \n",
"
\n",
" \n",
" mmbird | \n",
" 157465 | \n",
" 301726 | \n",
" 125 | \n",
" 38091 | \n",
" 810 | \n",
" 1726 | \n",
" 104 | \n",
" 11.3 | \n",
" 0.5 | \n",
" 248.0 | \n",
" 194.4 | \n",
" 174.8 | \n",
" 6.0 | \n",
"
\n",
" \n",
" mooshu | \n",
" 3201933 | \n",
" 3817601 | \n",
" 1495 | \n",
" 468700 | \n",
" 16662 | \n",
" 21235 | \n",
" 4328 | \n",
" 11.7 | \n",
" 0.8 | \n",
" 409.9 | \n",
" 192.2 | \n",
" 179.8 | \n",
" 20.4 | \n",
"
\n",
" \n",
" murkey | \n",
" 5162460 | \n",
" 3652470 | \n",
" 1394 | \n",
" 436206 | \n",
" 25358 | \n",
" 18947 | \n",
" 5701 | \n",
" 13.8 | \n",
" 1.3 | \n",
" 710.1 | \n",
" 203.6 | \n",
" 192.8 | \n",
" 30.1 | \n",
"
\n",
" \n",
" nigel | \n",
" 3709980 | \n",
" 3590852 | \n",
" 1287 | \n",
" 396576 | \n",
" 18766 | \n",
" 19263 | \n",
" 4310 | \n",
" 12.7 | \n",
" 1.0 | \n",
" 561.3 | \n",
" 197.7 | \n",
" 186.4 | \n",
" 22.4 | \n",
"
\n",
" \n",
" parcher | \n",
" 4539290 | \n",
" 4486460 | \n",
" 1557 | \n",
" 489480 | \n",
" 24202 | \n",
" 20527 | \n",
" 4045 | \n",
" 12.4 | \n",
" 1.2 | \n",
" 556.4 | \n",
" 187.6 | \n",
" 218.6 | \n",
" 19.7 | \n",
"
\n",
" \n",
" pimp | \n",
" 390202 | \n",
" 396227 | \n",
" 176 | \n",
" 57839 | \n",
" 2045 | \n",
" 2151 | \n",
" 503 | \n",
" 10.6 | \n",
" 1.0 | \n",
" 404.8 | \n",
" 190.8 | \n",
" 184.2 | \n",
" 23.4 | \n",
"
\n",
" \n",
" pingrage | \n",
" 382954 | \n",
" 436595 | \n",
" 185 | \n",
" 57455 | \n",
" 1921 | \n",
" 2524 | \n",
" 580 | \n",
" 9.3 | \n",
" 0.8 | \n",
" 399.9 | \n",
" 199.4 | \n",
" 173.0 | \n",
" 23.0 | \n",
"
\n",
" \n",
" prowler | \n",
" 1083454 | \n",
" 1658213 | \n",
" 652 | \n",
" 207762 | \n",
" 5266 | \n",
" 9087 | \n",
" 1288 | \n",
" 11.4 | \n",
" 0.6 | \n",
" 312.9 | \n",
" 205.7 | \n",
" 182.5 | \n",
" 14.2 | \n",
"
\n",
" \n",
" raiser | \n",
" 2616512 | \n",
" 2022312 | \n",
" 943 | \n",
" 295281 | \n",
" 11618 | \n",
" 12049 | \n",
" 4171 | \n",
" 10.4 | \n",
" 1.0 | \n",
" 531.7 | \n",
" 225.2 | \n",
" 167.8 | \n",
" 34.6 | \n",
"
\n",
" \n",
" reker | \n",
" 1090325 | \n",
" 1377576 | \n",
" 576 | \n",
" 181436 | \n",
" 5389 | \n",
" 7682 | \n",
" 1412 | \n",
" 13.2 | \n",
" 0.7 | \n",
" 360.6 | \n",
" 202.3 | \n",
" 179.3 | \n",
" 18.4 | \n",
"
\n",
" \n",
" risk | \n",
" 525165 | \n",
" 358041 | \n",
" 177 | \n",
" 54173 | \n",
" 2554 | \n",
" 2050 | \n",
" 1143 | \n",
" 4.4 | \n",
" 1.2 | \n",
" 581.7 | \n",
" 205.6 | \n",
" 174.7 | \n",
" 55.8 | \n",
"
\n",
" \n",
" rob | \n",
" 1831373 | \n",
" 1726792 | \n",
" 759 | \n",
" 235796 | \n",
" 8867 | \n",
" 9608 | \n",
" 2750 | \n",
" 8.0 | \n",
" 0.9 | \n",
" 466.0 | \n",
" 206.5 | \n",
" 179.7 | \n",
" 28.6 | \n",
"
\n",
" \n",
" robmaster | \n",
" 1510504 | \n",
" 1715333 | \n",
" 702 | \n",
" 219581 | \n",
" 7725 | \n",
" 9064 | \n",
" 1975 | \n",
" 9.9 | \n",
" 0.9 | \n",
" 412.7 | \n",
" 195.5 | \n",
" 189.2 | \n",
" 21.8 | \n",
"
\n",
" \n",
" sem | \n",
" 408727 | \n",
" 439692 | \n",
" 148 | \n",
" 46549 | \n",
" 1959 | \n",
" 1960 | \n",
" 361 | \n",
" 9.5 | \n",
" 1.0 | \n",
" 526.8 | \n",
" 208.6 | \n",
" 224.3 | \n",
" 18.4 | \n",
"
\n",
" \n",
" shaz | \n",
" 280546 | \n",
" 307214 | \n",
" 135 | \n",
" 42500 | \n",
" 1200 | \n",
" 1645 | \n",
" 259 | \n",
" 6.6 | \n",
" 0.7 | \n",
" 396.1 | \n",
" 233.8 | \n",
" 186.8 | \n",
" 15.7 | \n",
"
\n",
" \n",
" silentstorm | \n",
" 1545721 | \n",
" 1686973 | \n",
" 763 | \n",
" 231697 | \n",
" 8139 | \n",
" 9625 | \n",
" 2608 | \n",
" 10.3 | \n",
" 0.8 | \n",
" 400.3 | \n",
" 189.9 | \n",
" 175.3 | \n",
" 27.1 | \n",
"
\n",
" \n",
" souldriver | \n",
" 745345 | \n",
" 1439832 | \n",
" 544 | \n",
" 170502 | \n",
" 3854 | \n",
" 7205 | \n",
" 568 | \n",
" 7.9 | \n",
" 0.5 | \n",
" 262.3 | \n",
" 193.4 | \n",
" 199.8 | \n",
" 7.9 | \n",
"
\n",
" \n",
" source | \n",
" 4435040 | \n",
" 3148107 | \n",
" 1361 | \n",
" 424150 | \n",
" 22609 | \n",
" 17735 | \n",
" 5893 | \n",
" 11.3 | \n",
" 1.3 | \n",
" 627.4 | \n",
" 196.2 | \n",
" 177.5 | \n",
" 33.2 | \n",
"
\n",
" \n",
" spaztik | \n",
" 2912146 | \n",
" 2933551 | \n",
" 1293 | \n",
" 409321 | \n",
" 14344 | \n",
" 17449 | \n",
" 3368 | \n",
" 9.7 | \n",
" 0.8 | \n",
" 426.9 | \n",
" 203.0 | \n",
" 168.1 | \n",
" 19.3 | \n",
"
\n",
" \n",
" tragic | \n",
" 499609 | \n",
" 490437 | \n",
" 191 | \n",
" 60675 | \n",
" 2665 | \n",
" 2789 | \n",
" 761 | \n",
" 11.8 | \n",
" 1.0 | \n",
" 494.1 | \n",
" 187.5 | \n",
" 175.8 | \n",
" 27.3 | \n",
"
\n",
" \n",
" vacs | \n",
" 174223 | \n",
" 343146 | \n",
" 142 | \n",
" 43269 | \n",
" 918 | \n",
" 1773 | \n",
" 321 | \n",
" 8.1 | \n",
" 0.5 | \n",
" 241.6 | \n",
" 189.8 | \n",
" 193.5 | \n",
" 18.1 | \n",
"
\n",
" \n",
" vein | \n",
" 403514 | \n",
" 479507 | \n",
" 170 | \n",
" 50029 | \n",
" 2080 | \n",
" 2092 | \n",
" 481 | \n",
" 9.9 | \n",
" 1.0 | \n",
" 483.9 | \n",
" 194.0 | \n",
" 229.2 | \n",
" 23.0 | \n",
"
\n",
" \n",
" virkes | \n",
" 253606 | \n",
" 318881 | \n",
" 125 | \n",
" 39166 | \n",
" 1242 | \n",
" 1632 | \n",
" 276 | \n",
" 11.4 | \n",
" 0.8 | \n",
" 388.5 | \n",
" 204.2 | \n",
" 195.4 | \n",
" 16.9 | \n",
"
\n",
" \n",
" vulki | \n",
" 199083 | \n",
" 374750 | \n",
" 149 | \n",
" 46710 | \n",
" 1056 | \n",
" 1963 | \n",
" 120 | \n",
" 8.0 | \n",
" 0.5 | \n",
" 255.7 | \n",
" 188.5 | \n",
" 190.9 | \n",
" 6.1 | \n",
"
\n",
" \n",
" warrior | \n",
" 1348145 | \n",
" 910865 | \n",
" 423 | \n",
" 133094 | \n",
" 6591 | \n",
" 5160 | \n",
" 1635 | \n",
" 12.6 | \n",
" 1.3 | \n",
" 607.8 | \n",
" 204.5 | \n",
" 176.5 | \n",
" 31.7 | \n",
"
\n",
" \n",
" xill | \n",
" 793760 | \n",
" 1028430 | \n",
" 346 | \n",
" 110194 | \n",
" 4279 | \n",
" 4999 | \n",
" 446 | \n",
" 12.2 | \n",
" 0.9 | \n",
" 432.2 | \n",
" 185.5 | \n",
" 205.7 | \n",
" 8.9 | \n",
"
\n",
" \n",
" yeniceri | \n",
" 710238 | \n",
" 1153541 | \n",
" 476 | \n",
" 147239 | \n",
" 3816 | \n",
" 5901 | \n",
" 452 | \n",
" 9.2 | \n",
" 0.6 | \n",
" 289.4 | \n",
" 186.1 | \n",
" 195.5 | \n",
" 7.7 | \n",
"
\n",
" \n",
" yyz | \n",
" 405931 | \n",
" 471276 | \n",
" 161 | \n",
" 46150 | \n",
" 2042 | \n",
" 2252 | \n",
" 548 | \n",
" 9.5 | \n",
" 0.9 | \n",
" 527.8 | \n",
" 198.8 | \n",
" 209.3 | \n",
" 24.3 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" OSP_Damage_Given OSP_Damage_Received round_guid round_time OSP_Kills OSP_Deaths OSP_Suicides AdjScore KDR DPM DPK DPD SPD%\n",
"Killer \n",
"blackmagik 1602745 1371946 583 183880 7368 8062 2062 10.5 0.9 523.0 217.5 170.2 25.6\n",
"brandon 1914414 1203885 459 140943 8559 6518 2411 8.0 1.3 815.0 223.7 184.7 37.0\n",
"bru 3779929 3259296 1215 381348 17991 19793 5179 11.2 0.9 594.7 210.1 164.7 26.2\n",
"caffeine 551797 424220 148 50782 2252 2840 939 9.2 0.8 652.0 245.0 149.4 33.1\n",
"cakel 2547027 4396417 1758 553025 13239 23506 3825 10.5 0.6 276.3 192.4 187.0 16.3\n",
"cliffdark 617497 613806 241 70903 2842 3825 741 10.5 0.7 522.5 217.3 160.5 19.4\n",
"conscious 1132064 1581260 583 182985 5683 7663 1157 11.5 0.7 371.2 199.2 206.3 15.1\n",
"corpse 757234 853390 328 98025 3784 4313 710 12.6 0.9 463.5 200.1 197.9 16.5\n",
"cypher 301086 415511 135 43801 1409 2228 348 12.9 0.6 412.4 213.7 186.5 15.6\n",
"deadeye 2104054 3874917 1503 481247 10418 21117 1552 9.6 0.5 262.3 202.0 183.5 7.3\n",
"detdet 628038 722741 251 76302 3304 3252 675 11.1 1.0 493.9 190.1 222.2 20.8\n",
"diego 481307 630117 265 77549 2118 3272 474 8.5 0.6 372.4 227.2 192.6 14.5\n",
"dillweed 988431 1994625 755 242510 4880 10731 940 12.0 0.5 244.6 202.5 185.9 8.8\n",
"ding 721303 893675 353 108367 3804 4543 751 13.1 0.8 399.4 189.6 196.7 16.5\n",
"donka 4369870 4668699 1722 539669 21843 24113 4272 12.2 0.9 485.8 200.1 193.6 17.7\n",
"donkey 3085498 2324775 999 311205 14791 13823 4421 10.1 1.1 594.9 208.6 168.2 32.0\n",
"doza 2450289 2463225 931 287217 13199 10991 3466 11.2 1.2 511.9 185.6 224.1 31.5\n",
"druwin 1654629 1106871 439 137152 7482 5849 2295 8.2 1.3 723.9 221.1 189.2 39.2\n",
"duster 195200 405149 139 44489 1012 1992 123 11.8 0.5 263.3 192.9 203.4 6.2\n",
"elsa 2240594 1828086 744 235681 9818 10541 3714 9.1 0.9 570.4 228.2 173.4 35.2\n",
"eternal 2830706 2801590 1079 335958 14422 15986 3073 11.8 0.9 505.5 196.3 175.3 19.2\n",
"festus 1193781 1505599 667 199267 5896 8814 2310 10.2 0.7 359.5 202.5 170.8 26.2\n",
"firehot 484254 1582748 587 184288 2615 7724 528 9.4 0.3 157.7 185.2 204.9 6.8\n",
"flogzero 1773105 1747287 617 196190 9088 8398 1840 14.9 1.1 542.3 195.1 208.1 21.9\n",
"fonze 3944732 4840515 1930 611738 20205 23955 3474 10.5 0.8 386.9 195.2 202.1 14.5\n",
"fro 5606057 3528873 1556 487256 25882 19018 8866 7.0 1.4 690.3 216.6 185.6 46.6\n",
"illkilla 1197349 1208940 569 173992 6066 7466 1450 11.7 0.8 412.9 197.4 161.9 19.4\n",
"ipod 3047761 2674142 961 290783 14651 12980 3419 10.4 1.1 628.9 208.0 206.0 26.3\n",
"jam 922673 718231 280 86297 4867 3415 1192 9.7 1.4 641.5 189.6 210.3 34.9\n",
"jaytee 837338 556692 227 77125 3419 3560 1026 7.2 1.0 651.4 244.9 156.4 28.8\n",
"jimmy 883437 710812 291 88957 3938 4294 1015 8.6 0.9 595.9 224.3 165.5 23.6\n",
"joep 1205800 775564 349 106377 5303 4863 2222 4.9 1.1 680.1 227.4 159.5 45.7\n",
"john_mullins 7668705 5440332 1987 620317 34592 31157 11919 7.8 1.1 741.8 221.7 174.6 38.3\n",
"kazz 396787 515294 213 66468 2173 2788 675 8.2 0.8 358.2 182.6 184.8 24.2\n",
"kep 165481 327887 131 41227 829 1724 130 9.9 0.5 240.8 199.6 190.2 7.5\n",
"kittens 5736464 4483278 1640 507628 27105 25214 7090 11.7 1.1 678.0 211.6 177.8 28.1\n",
"luna 396053 273448 129 39531 1955 1645 312 9.6 1.2 601.1 202.6 166.2 19.0\n",
"mean 566222 725457 262 83443 2695 3263 334 10.2 0.8 407.1 210.1 222.3 10.2\n",
"miles 2019706 2132441 835 258379 10176 11031 2201 9.3 0.9 469.0 198.5 193.3 20.0\n",
"mmbird 157465 301726 125 38091 810 1726 104 11.3 0.5 248.0 194.4 174.8 6.0\n",
"mooshu 3201933 3817601 1495 468700 16662 21235 4328 11.7 0.8 409.9 192.2 179.8 20.4\n",
"murkey 5162460 3652470 1394 436206 25358 18947 5701 13.8 1.3 710.1 203.6 192.8 30.1\n",
"nigel 3709980 3590852 1287 396576 18766 19263 4310 12.7 1.0 561.3 197.7 186.4 22.4\n",
"parcher 4539290 4486460 1557 489480 24202 20527 4045 12.4 1.2 556.4 187.6 218.6 19.7\n",
"pimp 390202 396227 176 57839 2045 2151 503 10.6 1.0 404.8 190.8 184.2 23.4\n",
"pingrage 382954 436595 185 57455 1921 2524 580 9.3 0.8 399.9 199.4 173.0 23.0\n",
"prowler 1083454 1658213 652 207762 5266 9087 1288 11.4 0.6 312.9 205.7 182.5 14.2\n",
"raiser 2616512 2022312 943 295281 11618 12049 4171 10.4 1.0 531.7 225.2 167.8 34.6\n",
"reker 1090325 1377576 576 181436 5389 7682 1412 13.2 0.7 360.6 202.3 179.3 18.4\n",
"risk 525165 358041 177 54173 2554 2050 1143 4.4 1.2 581.7 205.6 174.7 55.8\n",
"rob 1831373 1726792 759 235796 8867 9608 2750 8.0 0.9 466.0 206.5 179.7 28.6\n",
"robmaster 1510504 1715333 702 219581 7725 9064 1975 9.9 0.9 412.7 195.5 189.2 21.8\n",
"sem 408727 439692 148 46549 1959 1960 361 9.5 1.0 526.8 208.6 224.3 18.4\n",
"shaz 280546 307214 135 42500 1200 1645 259 6.6 0.7 396.1 233.8 186.8 15.7\n",
"silentstorm 1545721 1686973 763 231697 8139 9625 2608 10.3 0.8 400.3 189.9 175.3 27.1\n",
"souldriver 745345 1439832 544 170502 3854 7205 568 7.9 0.5 262.3 193.4 199.8 7.9\n",
"source 4435040 3148107 1361 424150 22609 17735 5893 11.3 1.3 627.4 196.2 177.5 33.2\n",
"spaztik 2912146 2933551 1293 409321 14344 17449 3368 9.7 0.8 426.9 203.0 168.1 19.3\n",
"tragic 499609 490437 191 60675 2665 2789 761 11.8 1.0 494.1 187.5 175.8 27.3\n",
"vacs 174223 343146 142 43269 918 1773 321 8.1 0.5 241.6 189.8 193.5 18.1\n",
"vein 403514 479507 170 50029 2080 2092 481 9.9 1.0 483.9 194.0 229.2 23.0\n",
"virkes 253606 318881 125 39166 1242 1632 276 11.4 0.8 388.5 204.2 195.4 16.9\n",
"vulki 199083 374750 149 46710 1056 1963 120 8.0 0.5 255.7 188.5 190.9 6.1\n",
"warrior 1348145 910865 423 133094 6591 5160 1635 12.6 1.3 607.8 204.5 176.5 31.7\n",
"xill 793760 1028430 346 110194 4279 4999 446 12.2 0.9 432.2 185.5 205.7 8.9\n",
"yeniceri 710238 1153541 476 147239 3816 5901 452 9.2 0.6 289.4 186.1 195.5 7.7\n",
"yyz 405931 471276 161 46150 2042 2252 548 9.5 0.9 527.8 198.8 209.3 24.3"
]
},
"execution_count": 174,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp_averages = stats[stats[\"round_num\"] == 2].copy()\n",
"\n",
"tmp_averages = tmp_averages[tmp_averages[\"OSP_Damage_Given\"]>0]\n",
"tmp_averages = tmp_averages[tmp_averages[\"OSP_Kills\"]<50]\n",
"tmp_averages = tmp_averages[tmp_averages[\"Killer\"].isin(tmp_games_filt.index.values)]\n",
"tmp_averages = tmp_averages.groupby([\"Killer\"]).agg({\"OSP_Damage_Given\": \"sum\", \n",
" \"OSP_Damage_Received\": \"sum\", \n",
" \"round_guid\" : \"count\",\n",
" \"round_time\": \"sum\",\n",
" \"OSP_Kills\": \"sum\",\n",
" \"OSP_Deaths\": \"sum\",\n",
" \"OSP_Suicides\": \"sum\",\n",
" \"AdjScore\": \"mean\"})\n",
"tmp_averages[\"KDR\"] = tmp_averages[\"OSP_Kills\"]/tmp_averages[\"OSP_Deaths\"]\n",
"tmp_averages[\"DPM\"] = tmp_averages[\"OSP_Damage_Given\"]/(tmp_averages[\"round_time\"]/60)\n",
"tmp_averages[\"DPK\"] = tmp_averages[\"OSP_Damage_Given\"]/tmp_averages[\"OSP_Kills\"]\n",
"tmp_averages[\"DPD\"] = tmp_averages[\"OSP_Damage_Received\"]/tmp_averages[\"OSP_Deaths\"]\n",
"tmp_averages[\"SPD%\"] = tmp_averages[\"OSP_Suicides\"]/tmp_averages[\"OSP_Deaths\"]*100\n",
"\n",
"\n",
"pd.options.display.float_format = '{:.1f}'.format\n",
"tmp_averages"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### KDR distribution"
]
},
{
"cell_type": "code",
"execution_count": 175,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 175,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAswAAABYCAYAAADhuaFmAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/YYfK9AAAACXBIWXMAAAsTAAALEwEAmpwYAAAKfUlEQVR4nO3dX2yT9R7H8U8ZY38Oq4zZjWQY4oWCiAMuZECiMYueZYZM3UwIE4gGO9iiVXIwGDeEGxCnxovJTSMXasTAhYHNRNbo5EIhW2KMGkARFw9uETZWD+tmh2XruTiHRVj5tUzW3/Ns79cV7fMwPu2X9vns6S9PPfF4PC4AAAAACc2wHQAAAABwMgozAAAAYEBhBgAAAAwozAAAAIABhRkAAAAwoDADAAAABhRmAAAAwGCm7QCp+P33IY2OTt/LRRcUzFZ//6DtGJgg5uduzM/dmJ+7MT93c9v8ZszwKD//Hwm3uaIwj47Gp3VhljTtH7/bMT93Y37uxvzcjfm521SZH0syAAAAAANXnGEGMD18/PFB9fR0245xjczMDMViI7ZjTJqBgQFJktfrtZxkckz2/IqL56uqau2k/XwAzkBhBuAYPT3d+vnfXcqcm2c7yrQR+z0iSfqP57LlJO4TC0dsRwCQJhRmAI6SOTdPBf8stR1j2ugPdUgSz/kEXH3uAEx9rGEGAAAADCjMAAAAgAGFGQAAADCgMAMAAAAGFGYAAADAgMIMAAAAGFCYAQAAAAMKMwAAAGBAYU6gs/OEOjtP2I4BAAAwrTi1g/FNfwl0dByXJK1YscpyEgAAgOnDqR2MM8wAAACAAYUZAAAAMKAwAwAAAAYUZgAAAMCAwgwAAAAYUJgBAAAAg6SXlevo6NA777yjDz74QJI0ODioTZs2afny5QqFQsrOzlZmZqZisZi8Xq9eeeUVlZSUSJLKysrGtktSJBLRkiVLtHfvXuXm5k7iwwIAAABujZu6DvPQ0JCeffZZ3X///dq2bZtCoZCCwaDmz58vSTp27Jj8fr8+/fRTzZ07V5Ku2f7nn3+qpqZGhw8fVk1NzS1+KAAAAMCtl/KSjD/++EO1tbVauXKltm3blnCfhx56SCUlJfrkk08Sbo9EIopEIpozZ86EwgIAAADpltIZ5mg0qs2bN+unn37Svn37jPvedddd6urqGrtdW1urjIwM9ff3a968eVq/fr0qKir+XupJNjBwSQMDA2pufst2FElSZmaGYrER2zEwQcwvdd3dv2pklsd2DCAlI9HL6r70q2OOFVMR75/uNpH5dXf/Kq/XO0mJJi6lM8zff/+9Vq1apYqKCjU2Nhr39Xg8ys7OHrsdDAbV2tqqnTt3KhwOq6ysTB4PB0QAAAC4Q0pnmJctW6b6+npFo1E9/vjj+uijj7Ru3bqE+/74448qLy8fd395ebm++uorvfrqq9q/f//fSz3JvN7b5PXepuef/5ftKJIkny9PfX0R2zEwQcwvdc3Nb+lcpM92DCAlGTlZml/oc8yxYiri/dPdJjI/p35ik9IZ5lmzZkmScnJy1NTUpDfeeENnz54dt197e7tOnz59wyUXL7zwgr755ht98cUXfyMyAAAAkD43dZUMSVq6dKmefvppbd26VZcvX1Ztbe3YZePy8/P17rvvavbs2Qn/bkFBgfx+v5qamvTAAw9o5syb/ucBAACAtEraWEtLS1VaWnrNfYFAQIFAIOkPb29vH3dfXV2d6urqbiIiAAAAYA/f9AcAAAAYUJgBAAAAAwozAAAAYEBhBgAAAAwozAAAAIABhRkAAAAw4ELICZSWrrYdAQAAYNpxagejMCewYsUq2xEAAACmHad2MJZkAAAAAAYUZgAAAMCAwgwAAAAYUJgBAAAAAwozAAAAYEBhBgAAAAwozAAAAIABhRkAAAAw4ItLADhKLBxRf6jDdoxpIxaOSBLP+QTEwhEpz2c7BoA0oDADcIzi4vm2I4yTmZmhWGzEdoxJMxDPkiR587yWk0yOSZ1fns+R/2cB3HoUZgCOUVW11naEcXy+PPX1RWzHwAQxPwC3AmuYAQAAAAMKMwAAAGDgiiUZM2Z4bEewjufA3ZifuzE/d2N+7sb83M1N8zNl9cTj8XgaswAAAACuwpIMAAAAwIDCDAAAABhQmAEAAAADCjMAAABgQGEGAAAADCjMAAAAgAGFGQAAADCgMAMAAAAGFGYAAADAgMLsIK2trXr00Uf1yCOP6MMPP7zhfseOHVNZWVkakyEVyebX1dWlDRs2qLKyUps2bdKlS5cspMSNJJvfyZMnVV1drcrKSm3evFkDAwMWUuJGBgcHtWbNGnV3d4/bdvr0aVVXV6u8vFwNDQ26cuWKhYQwMc3vs88+02OPPabKykrV19fz3ulApvld5fbuQmF2iAsXLujtt9/WgQMHdOTIER08eFBnz54dt9/Fixf1+uuvW0gIk2Tzi8fjqqurk9/vV0tLi+655x4Fg0GLifFXqbz+du/erUAgoJaWFt15553av3+/pbS43rfffqt169bpl19+Sbj9pZde0o4dO9TW1qZ4PK5Dhw6lNyCMTPMbHBzUrl27FAwG1dLSooULF6q5uTn9IXFDyV5/0tToLhRmhzh+/LhWrlypOXPmKDc3V+Xl5Tp69Oi4/RobG/Xcc89ZSAiTZPM7efKkcnNz9eCDD0qStmzZoqeeespWXFwnldff6OiohoaGJEnRaFTZ2dk2oiKBQ4cOaefOnSosLBy3raenR8PDw1q2bJkkqaqqKuF7K+wxzS8Wi2nXrl0qKiqSJC1cuFC//fZbuiPCwDS/q6ZCd5lpOwD+p7e3Vz6fb+x2YWGhvvvuu2v2ef/997V48WItXbo03fGQRLL5nTt3Trfffru2b9+uU6dO6e6779aOHTtsREUCqbz+Xn75ZT3zzDPas2ePcnJyOEvpILt3777htutn6/P5dOHChXTEQopM88vPz9fDDz8sSRoeHlYwGNSGDRvSFQ0pMM1PmjrdhTPMDhGPx8fd5/F4xv585swZhUIh1dfXpzMWUpRsfleuXFFnZ6fWr1+v1tZW3XHHHdq7d286I8Ig2fyGh4fV0NCg9957T19++aVqamq0ffv2dEbEBCWbLdwhEonI7/dr0aJFeuKJJ2zHQYqmUnehMDtEUVGRLl68OHa7t7f3mo83jh49qr6+PlVXV6u2tla9vb2qqamxERUJJJufz+fTggULdN9990mS1qxZM+4MJuxJNr8zZ84oKytLJSUlkqS1a9eqs7Mz7Tlx866fbV9fn/GjYzjP1ePdokWLkp7NhLNMpe5CYXaI1atX68SJEwqHw4pGowqFQmPrXSUpEAiora1NR44cUTAYVGFhoQ4cOGAxMf4q2fyWL1+ucDisH374QZLU3t6ue++911ZcXCfZ/BYsWKDz58+rq6tLkvT555+P/fIDZysuLlZWVpa+/vprSdLhw4evmS2cbWRkRFu2bFFFRYUaGhr4dMBlplJ3YQ2zQxQVFWnr1q3auHGjYrGYnnzySZWUlMjv9ysQCHBwdrhU5rdv3z41NjYqGo1q3rx5ampqsh0b/5fK/F577TW9+OKLisfjKigo0J49e2zHhsFfZ/fmm2+qsbFRQ0NDWrx4sTZu3Gg7HpK4Or/z58/r1KlTGhkZUVtbmyRpyZIlnGl2uKnYXTzxRAu8AAAAAEhiSQYAAABgRGEGAAAADCjMAAAAgAGFGQAAADCgMAMAAAAGFGYAAADAgMIMAAAAGFCYAQAAAIP/Ahj2nUAICkY/AAAAAElFTkSuQmCC\n",
"text/plain": [
"