Tips and Traps¶
It is suggested that you use multiprocessing (e.g.,
pool_size=8) to speed up data profiling. Note: It seems to me that currently multiprocessing only works whenminimal=True.minimal=Truehelps reuce consumed memory.profile = ProfileReport( df, title="Data Profiling Report", explorative=True, minimal=True, pool_size=8 )ProfileReport.dumpdumps the report to a pickle file (for caching purpose) whileProfileReport.to_filedumps the report to a HTML file or a JSON file.
Installation¶
pip3 install --user -U ydata-profiling[notebook]In [4]:
!wget https://raw.githubusercontent.com/z-o-e/bank_data_analysis/master/bank-full.csv
--2023-06-11 15:15:56-- https://raw.githubusercontent.com/z-o-e/bank_data_analysis/master/bank-full.csv Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.111.133, 185.199.108.133, 185.199.109.133, ... Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.111.133|:443... connected. HTTP request sent, awaiting response... 200 OK Length: 4610348 (4.4M) [text/plain] Saving to: ‘bank-full.csv’ bank-full.csv 100%[===================>] 4.40M --.-KB/s in 0.1s 2023-06-11 15:15:56 (36.4 MB/s) - ‘bank-full.csv’ saved [4610348/4610348]
In [5]:
!head bank-full.csv
"age";"job";"marital";"education";"default";"balance";"housing";"loan";"contact";"day";"month";"duration";"campaign";"pdays";"previous";"poutcome";"y" 58;"management";"married";"tertiary";"no";2143;"yes";"no";"unknown";5;"may";261;1;-1;0;"unknown";"no" 44;"technician";"single";"secondary";"no";29;"yes";"no";"unknown";5;"may";151;1;-1;0;"unknown";"no" 33;"entrepreneur";"married";"secondary";"no";2;"yes";"yes";"unknown";5;"may";76;1;-1;0;"unknown";"no" 47;"blue-collar";"married";"unknown";"no";1506;"yes";"no";"unknown";5;"may";92;1;-1;0;"unknown";"no" 33;"unknown";"single";"unknown";"no";1;"no";"no";"unknown";5;"may";198;1;-1;0;"unknown";"no" 35;"management";"married";"tertiary";"no";231;"yes";"no";"unknown";5;"may";139;1;-1;0;"unknown";"no" 28;"management";"single";"tertiary";"no";447;"yes";"yes";"unknown";5;"may";217;1;-1;0;"unknown";"no" 42;"entrepreneur";"divorced";"tertiary";"yes";2;"yes";"no";"unknown";5;"may";380;1;-1;0;"unknown";"no" 58;"retired";"married";"primary";"no";121;"yes";"no";"unknown";5;"may";50;1;-1;0;"unknown";"no"
In [6]:
!pip3 install --user ydata-profiling
Requirement already satisfied: ydata-profiling in /home/dclong/.local/lib/python3.10/site-packages (4.2.0) Requirement already satisfied: scipy<1.11,>=1.4.1 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (1.10.1) Requirement already satisfied: pandas!=1.4.0,<2,>1.1 in /home/dclong/.local/lib/python3.10/site-packages (from ydata-profiling) (1.5.3) Requirement already satisfied: matplotlib<4,>=3.2 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (3.7.1) Requirement already satisfied: pydantic<2,>=1.8.1 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (1.10.7) Requirement already satisfied: PyYAML<6.1,>=5.0.0 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (6.0) Requirement already satisfied: jinja2<3.2,>=2.11.1 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (3.1.2) Requirement already satisfied: visions[type_image_path]==0.7.5 in /home/dclong/.local/lib/python3.10/site-packages (from ydata-profiling) (0.7.5) Requirement already satisfied: numpy<1.24,>=1.16.0 in /home/dclong/.local/lib/python3.10/site-packages (from ydata-profiling) (1.23.5) Requirement already satisfied: htmlmin==0.1.12 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (0.1.12) Requirement already satisfied: phik<0.13,>=0.11.1 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (0.12.3) Requirement already satisfied: requests<3,>=2.24.0 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (2.30.0) Requirement already satisfied: tqdm<5,>=4.48.2 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (4.65.0) Requirement already satisfied: seaborn<0.13,>=0.10.1 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (0.12.2) Requirement already satisfied: multimethod<2,>=1.4 in /usr/local/lib/python3.10/dist-packages (from ydata-profiling) (1.9.1) Requirement already satisfied: statsmodels<1,>=0.13.2 in 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visions[type_image_path]==0.7.5->ydata-profiling) (23.1.0) Requirement already satisfied: networkx>=2.4 in /usr/local/lib/python3.10/dist-packages (from visions[type_image_path]==0.7.5->ydata-profiling) (3.1) Requirement already satisfied: tangled-up-in-unicode>=0.0.4 in /usr/local/lib/python3.10/dist-packages (from visions[type_image_path]==0.7.5->ydata-profiling) (0.2.0) Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/dist-packages (from jinja2<3.2,>=2.11.1->ydata-profiling) (2.1.2) Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib<4,>=3.2->ydata-profiling) (1.0.7) Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib<4,>=3.2->ydata-profiling) (0.11.0) Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib<4,>=3.2->ydata-profiling) (4.39.4) Requirement already satisfied: kiwisolver>=1.0.1 in 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In [20]:
import jupyter
jupyter.textOutputLimit = 0
In [7]:
from pathlib import Path
import pandas as pd
from ydata_profiling import ProfileReport
from ydata_profiling.utils.cache import cache_file
/usr/local/lib/python3.10/dist-packages/numba/core/decorators.py:262: NumbaDeprecationWarning: numba.generated_jit is deprecated. Please see the documentation at: https://numba.readthedocs.io/en/stable/reference/deprecation.html#deprecation-of-generated-jit for more information and advice on a suitable replacement. warnings.warn(msg, NumbaDeprecationWarning) /home/dclong/.local/lib/python3.10/site-packages/visions/backends/shared/nan_handling.py:51: NumbaDeprecationWarning: The 'nopython' keyword argument was not supplied to the 'numba.jit' decorator. The implicit default value for this argument is currently False, but it will be changed to True in Numba 0.59.0. See https://numba.readthedocs.io/en/stable/reference/deprecation.html#deprecation-of-object-mode-fall-back-behaviour-when-using-jit for details. def hasna(x: np.ndarray) -> bool:
In [9]:
df = pd.read_csv("bank-full.csv", sep=";")
df
Out[9]:
| age | job | marital | education | default | balance | housing | loan | contact | day | month | duration | campaign | pdays | previous | poutcome | y | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | 58 | management | married | tertiary | no | 2143 | yes | no | unknown | 5 | may | 261 | 1 | -1 | 0 | unknown | no |
| 1 | 44 | technician | single | secondary | no | 29 | yes | no | unknown | 5 | may | 151 | 1 | -1 | 0 | unknown | no |
| 2 | 33 | entrepreneur | married | secondary | no | 2 | yes | yes | unknown | 5 | may | 76 | 1 | -1 | 0 | unknown | no |
| 3 | 47 | blue-collar | married | unknown | no | 1506 | yes | no | unknown | 5 | may | 92 | 1 | -1 | 0 | unknown | no |
| 4 | 33 | unknown | single | unknown | no | 1 | no | no | unknown | 5 | may | 198 | 1 | -1 | 0 | unknown | no |
| ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... | ... |
| 45206 | 51 | technician | married | tertiary | no | 825 | no | no | cellular | 17 | nov | 977 | 3 | -1 | 0 | unknown | yes |
| 45207 | 71 | retired | divorced | primary | no | 1729 | no | no | cellular | 17 | nov | 456 | 2 | -1 | 0 | unknown | yes |
| 45208 | 72 | retired | married | secondary | no | 5715 | no | no | cellular | 17 | nov | 1127 | 5 | 184 | 3 | success | yes |
| 45209 | 57 | blue-collar | married | secondary | no | 668 | no | no | telephone | 17 | nov | 508 | 4 | -1 | 0 | unknown | no |
| 45210 | 37 | entrepreneur | married | secondary | no | 2971 | no | no | cellular | 17 | nov | 361 | 2 | 188 | 11 | other | no |
45211 rows × 17 columns
In [10]:
profile = ProfileReport(
df,
title="Profile Report of the UCI Bank Marketing Dataset",
explorative=True,
minimal=True,
pool_size=8,
)
In [11]:
profile
Out[11]:
Save the Report¶
ProfileReport.to_jsonrepresents the report as a JSON string andProfileReport.to_htmlrepresents the report as a HTML string.You can save a report to a file using the method
ProfileReport.to_file. The file content will be different based on the specified file extension.
In [ ]:
from pathlib import Path
from loguru import logger
import pandas as pd
from ydata_profiling import ProfileReport
def dump_profile(df: pd.DataFrame | str | Path, title: str, output_dir: str | Path):
"""Run ydata-profiling on a DataFrame and dump the report into files.
:param df: A pandas DataFrame.
:param title: The title of the generated report.
:param output_dir: The output directory for reports.
:raises ValueError: If an input file other than Parquet/Pickle/CSV is provided.
"""
if isinstance(df, str):
df = Path(df)
if isinstance(df, Path):
logger.info("Reading the DataFrame from {}...", df)
ext = df.suffix.lower()
if ext == ".parquet":
df = pd.read_parquet(df)
elif ext == ".pickle":
df = pd.read_pickle(df)
elif ext == ".csv":
df = pd.read_csv(df)
else:
raise ValueError("Only Parquet, Pickle and CSV files are support!")
logger.info("Shape of the DataFrame: {}", df.shape)
logger.info("Profiling the DataFrame...")
report = ProfileReport(df, title=title, minimal=True, explorative=True)
if isinstance(output_dir, str):
output_dir = Path(output_dir)
output_dir.mkdir(exist_ok=True)
# dump report
logger.info("Dumping the report to HTML...")
report.to_file(output_dir / "report.html")
logger.info("Dumping the report to JSON...")
report.to_file(output_dir / "report.json")
logger.info("Dumping the report to Pickle...")
report.dump(output_dir / "report.pickle")
Write to the report a HTML file.
In [21]:
profile.to_file("../../../../../home/media/pandas-profiling/uci_bank_marketing_report.html")
Write to the report a JSON file.
In [20]:
profile.to_file("../../../../../home/media/pandas-profiling/uci_bank_marketing_report.json")
Get the HTML string representation of the report.
In [22]:
profile.to_html()
Out[22]:
'<!doctype html><html lang=en><head><meta charset=utf-8><meta name=viewport content="width=device-width, initial-scale=1, shrink-to-fit=no"><meta name=description content="Profile report generated by YData! Visit us at https://ydata.ai"><meta name=author content="YData and the open source community."><meta name=generator content="Pandas Profiling vv4.2.0"><meta name=url content=https://github.com/ydataai/ydata-profiling><meta name=date content="2023-06-11 22:16:59.255015"><title>Profile Report of the UCI Bank Marketing Dataset</title><style>\n/*!\n * Bootstrap v3.3.7 (http://getbootstrap.com)\n * Copyright 2011-2016 Twitter, Inc.\n * Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE)\n *//*! normalize.css v3.0.3 | MIT License | github.com/necolas/normalize.css */html{font-family:sans-serif;-webkit-text-size-adjust:100%;-ms-text-size-adjust:100%}body{margin:0}article,aside,details,figcaption,figure,footer,header,hgroup,main,menu,nav,section,summary{display:block}audio,canvas,progress,video{display:inline-block;vertical-align:baseline}audio:not([controls]){display:none;height:0}[hidden],template{display:none}a{background-color:transparent}a:active,a:hover{outline:0}abbr[title]{border-bottom:1px dotted}b,strong{font-weight:700}dfn{font-style:italic}h1{margin:.67em 0;font-size:2em}mark{color:#000;background:#ff0}small{font-size:80%}sub,sup{position:relative;font-size:75%;line-height:0;vertical-align:baseline}sup{top:-.5em}sub{bottom:-.25em}img{border:0}svg:not(:root){overflow:hidden}figure{margin:1em 40px}hr{height:0;-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}pre{overflow:auto}code,kbd,pre,samp{font-family:monospace,monospace;font-size:1em}button,input,optgroup,select,textarea{margin:0;font:inherit;color:inherit}button{overflow:visible}button,select{text-transform:none}button,html input[type=button],input[type=reset],input[type=submit]{-webkit-appearance:button;cursor:pointer}button[disabled],html input[disabled]{cursor:default}button::-moz-focus-inner,input::-moz-focus-inner{padding:0;border:0}input{line-height:normal}input[type=checkbox],input[type=radio]{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box;padding:0}input[type=number]::-webkit-inner-spin-button,input[type=number]::-webkit-outer-spin-button{height:auto}input[type=search]{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box;-webkit-appearance:textfield}input[type=search]::-webkit-search-cancel-button,input[type=search]::-webkit-search-decoration{-webkit-appearance:none}fieldset{padding:.35em .625em .75em;margin:0 2px;border:1px solid silver}legend{padding:0;border:0}textarea{overflow:auto}optgroup{font-weight:700}table{border-spacing:0;border-collapse:collapse}td,th{padding:0}/*! Source: https://github.com/h5bp/html5-boilerplate/blob/master/src/css/main.css */@media print{*,:after,:before{color:#000!important;text-shadow:none!important;background:0 0!important;-webkit-box-shadow:none!important;box-shadow:none!important}a,a:visited{text-decoration:underline}a[href]:after{content:" (" attr(href) ")"}abbr[title]:after{content:" (" attr(title) ")"}a[href^="javascript:"]:after,a[href^="#"]:after{content:""}blockquote,pre{border:1px solid #999;page-break-inside:avoid}thead{display:table-header-group}img,tr{page-break-inside:avoid}img{max-width:100%!important}h2,h3,p{orphans:3;widows:3}h2,h3{page-break-after:avoid}.navbar{display:none}.btn>.caret,.dropup>.btn>.caret{border-top-color:#000!important}.label{border:1px solid #000}.table{border-collapse:collapse!important}.table td,.table th{background-color:#fff!important}.table-bordered td,.table-bordered th{border:1px solid #ddd!important}}@font-face{font-family:\'Glyphicons 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ellipsis;\n\n}\n\n/* Freq mini */\n.freq.mini td {\n width: 50%;\n padding: 1px;\n font-size: 12px;\n\n}\n\ntable.freq.mini {\n width: 100%;\n}\n\n.freq.mini th {\n overflow: hidden;\n text-overflow: ellipsis;\n white-space: nowrap;\n max-width: 5em;\n font-weight: 400;\n text-align: right;\n padding-right: 0.5em;\n}\n\n/* Message classes */\n.missing {\n color: #a94442;\n}\n\n.alert, .alert > th, .alert > td {\n color: #a94442;\n}\n\n.ignore {\n opacity: 0.4;\n}\n\n/* Bars in tables */\n.freq.table{\n table-layout: fixed;\n}\n\n.freq:not(.mini) tr td:nth-child(1), .freq:not(.mini) tr th:nth-child(1){\n width: auto;\n max-width: none;\n\n white-space: nowrap;\n overflow: hidden;\n text-overflow: ellipsis;\n}\n\n.freq:not(.mini) tr td:nth-child(2), .freq:not(.mini) tr td:nth-child(3), .freq:not(.mini) tr th:nth-child(2), .freq:not(.mini) tr th:nth-child(3){\n width: 100px;\n text-align: right;\n}\n.freq:not(.mini) tr td:nth-child(4), .freq:not(.mini) tr th:nth-child(4){\n width:200px;\n}\n\n.freq .bar {\n float: left;\n width: 0;\n height: 100%;\n line-height: 20px;\n color: #fff;\n text-align: center;\n border-radius: 3px;\n margin-right: 4px;\n}\n\n.other .bar {\n background-color: #999;\n}\n\n.missing .bar {\n background-color: #a94442;\n}\n\n.tooltip-inner {\n width: 100%;\n white-space: nowrap;\n text-align: left;\n}\n\n.extrapadding {\n padding: 2em;\n}\n\n.variable .h4 {\n text-overflow: ellipsis;\n display:inline-block;\n width: calc(90%); /* The trick is here! */\n overflow:hidden;\n}\n\n.variable.ignore .h4{\n text-decoration: line-through;\n}\n\n.table-responsive{\n overflow: scroll;\n width: 100%;\n overflow-y: hidden;\n}\n.img-responsive{\n max-width: 99%;\n min-width: 99%;\n}\n.footer-text{\n padding:20px;\n}\n\ntable.list-warnings td{\n padding-right:10px;\n}\n\na.anchor-pos {\n display: block;\n position: relative;\n top: -70px;\n visibility: hidden;\n}\n\na.anchor-pos-variable{\n /*top: -70px;*/\n}\n\n#sample-container, #duplicate-container {\n overflow: auto;\n width: 100%;\n overflow-y: hidden;\n}\n\n#correlation-table-container {\n max-height: 400px;\n overflow: auto;\n}\n\n#overview-content td, #overview-content th{\n border-top: 0;\n line-height: 1;\n}\n\n.variable-description{\n color: #777;\n font-size: 10pt;\n margin-top: 10px;\n font-style: italic;\n}\n\nselect.multiple{\n width: 180px;\n height: 500px;\n margin: 10px 0;\n}\n\n.named-list-item{\n padding: 1em;\n}\n\n/* not printing tabs */\n@media print {\n .tab-content > .tab-pane, .collapse {\n display: block !important;\n opacity: 1 !important;\n visibility: visible !important;\n /*page-break-after: always;*/\n page-break-after: right;\n page-break-before: avoid;\n }\n\n .nav-pills, .nav-tabs, button[data-toggle="collapse"], .mini, .col-sm-3 img {\n display:none !important;\n }\n\n a[download="config.yml"]:after {\n content: none !important;\n }\n\n .row {\n border: 0 !important;\n }\n}\n\n.text-placeholder {\n display: inline-block;\n background-color: #444;\n height: 12px;\n border-radius: 100px;\n margin: 5px 0;\n min-width: 200px;\n opacity: .1;\n}\n\n .freq.table-0 .bar {\n background-color: #377eb8;\n }\n .freq.table-1 .bar {\n background-color: #e41a1c;\n }\n</style></head><body><a class=anchor-pos id=top></a><nav class="navbar navbar-default navbar-fixed-top"><div class=container-fluid><div class=navbar-header><button type=button class="navbar-toggle collapsed" data-toggle=collapse data-target=#navbar aria-expanded=false aria-controls=navbar><span class=sr-only>Toggle navigation</span><span class=icon-bar></span><span class=icon-bar></span><span class=icon-bar></span></button><a class="navbar-brand anchor" href=#top>Profile Report of the UCI Bank Marketing Dataset</a></div><div id=navbar class="navbar-collapse collapse"><ul class="nav navbar-nav navbar-right"><li><a href=#overview>Overview</a></li><li><a href=#variables-dropdown>Variables</a></li></ul></div></div></nav><div class=content><div class=container><div class="row header"><a class=anchor-pos id=overview></a><h1 class=page-header>Overview</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-pills" role=tablist><li role=presentation class=active><a href=#overview-dataset_overview aria-controls=overview-dataset_overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#overview-alerts aria-controls=overview-alerts role=tab data-toggle=tab>Alerts <span class=badge>3</span></a></li><li role=presentation><a href=#overview-reproduction aria-controls=overview-reproduction role=tab data-toggle=tab>Reproduction</a></li></ul><div class=tab-content style="padding-top: 10px;"><div role=tabpanel class="tab-pane col-sm-12 active" id=overview-dataset_overview><div class=col-sm-6><p class=h4>Dataset statistics</p><table class="table table-condensed stats"><tbody><tr><th>Number of variables</th><td>17</td></tr><tr><th>Number of observations</th><td>45211</td></tr><tr><th>Missing cells</th><td>0</td></tr><tr><th>Missing cells (%)</th><td>0.0%</td></tr><tr><th>Total size in memory</th><td>29.2 MiB</td></tr><tr><th>Average record size in memory</th><td>677.2 B</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Variable types</p><table class="table table-condensed stats"><tbody><tr><th>Numeric</th><td>7</td></tr><tr><th>Text</th><td>10</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-alerts><div class=col-sm-12><table class="table table-condensed list-warnings"><p class=h4>Alerts</p><tr style=border-top:0><td><a href=#pp_var_-740904946899170393><code>previous</code></a> is highly skewed (γ1 = 41.84645447)</td><td><span class="label label-info">Skewed</span></td></tr><tr><td><a href=#pp_var_-6831445318404367592><code>balance</code></a> has 3514 (7.8%) zeros</td><td><span class="label label-info">Zeros</span></td></tr><tr><td><a href=#pp_var_-740904946899170393><code>previous</code></a> has 36954 (81.7%) zeros</td><td><span class="label label-info">Zeros</span></td></tr></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-reproduction><div class=col-sm-12><p class=h4>Reproduction</p><table class="table table-condensed stats"><tbody><tr><th>Analysis started</th><td>2023-06-11 22:16:59.255015</td></tr><tr><th>Analysis finished</th><td>2023-06-11 22:17:00.057047</td></tr><tr><th>Duration</th><td>0.8 seconds</td></tr><tr><th>Software version</th><td><a href=https://github.com/ydataai/ydata-profiling>ydata-profiling vv4.2.0</a></td></tr><tr><th>Download configuration</th><td><a download=config.json 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class="row header"><a class=anchor-pos id=variables-dropdown></a><h1 class=page-header>Variables</h1></div><div class=section-items><div class="row spacing"><select name=Variables id=variables-dropdown class=dropdown-toggle><option value>Select Columns</option><option value=age>age</option><option value=job>job</option><option value=marital>marital</option><option value=education>education</option><option value=default>default</option><option value=balance>balance</option><option value=housing>housing</option><option value=loan>loan</option><option value=contact>contact</option><option value=day>day</option><option value=month>month</option><option value=duration>duration</option><option value=campaign>campaign</option><option value=pdays>pdays</option><option value=previous>previous</option><option value=poutcome>poutcome</option><option value=y>y</option></select></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_7811327314333827209></a><div class=variable><div class=col-sm-12><p class=h4 title=age><a href=#pp_var_7811327314333827209>age</a><br><small>Real number (ℝ)</small></p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>77</td></tr><tr><th>Distinct (%)</th><td>0.2%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>40.93621021</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>18</td></tr><tr><th>Maximum</th><td>95</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>353.3 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg 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miter"/></g><g id=patch_53><path d="M 10.8 128.417555 \nL 10.8 10.8 \n" style="fill: none"/></g><g id=patch_54><path d="M 205.2 128.417555 \nL 205.2 10.8 \n" style="fill: none"/></g><g id=patch_55><path d="M 10.8 128.417555 \nL 205.2 128.417555 \n" style="fill: none"/></g><g id=patch_56><path d="M 10.8 10.8 \nL 205.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=p18cbf5ec01><rect x=10.8 y=10.8 width=194.4 height=117.617555 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-7811327314333827209, #minifreqtable7811327314333827209" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-7811327314333827209 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7811327314333827209bottom-7811327314333827209statistics aria-controls=7811327314333827209bottom-7811327314333827209statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#7811327314333827209bottom-7811327314333827209histogram aria-controls=7811327314333827209bottom-7811327314333827209histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#7811327314333827209bottom-7811327314333827209common_values aria-controls=7811327314333827209bottom-7811327314333827209common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#7811327314333827209bottom-7811327314333827209extreme_values aria-controls=7811327314333827209bottom-7811327314333827209extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7811327314333827209bottom-7811327314333827209statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>18</td></tr><tr><th>5-th percentile</th><td>27</td></tr><tr><th>Q1</th><td>33</td></tr><tr><th>median</th><td>39</td></tr><tr><th>Q3</th><td>48</td></tr><tr><th>95-th percentile</th><td>59</td></tr><tr><th>Maximum</th><td>95</td></tr><tr><th>Range</th><td>77</td></tr><tr><th>Interquartile range (IQR)</th><td>15</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>10.61876204</td></tr><tr><th>Coefficient of variation (CV)</th><td>0.2593977797</td></tr><tr><th>Kurtosis</th><td>0.3195703759</td></tr><tr><th>Mean</th><td>40.93621021</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>7</td></tr><tr><th>Skewness</th><td>0.6848179257</td></tr><tr><th>Sum</th><td>1850767</td></tr><tr><th>Variance</th><td>112.7581073</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel 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</div></div><div role=tabpanel class="tab-pane col-sm-12" id=7811327314333827209bottom-7811327314333827209common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=32> 32 </td><td>2085</td><td><div class=bar style=width:7.7%> </div> 4.6% </td></tr><tr class><td title=31> 31 </td><td>1996</td><td><div class=bar style=width:7.4%> </div> 4.4% </td></tr><tr class><td title=33> 33 </td><td>1972</td><td><div class=bar style=width:7.3%> </div> 4.4% </td></tr><tr class><td title=34> 34 </td><td>1930</td><td><div class=bar style=width:7.1%> </div> 4.3% </td></tr><tr class><td title=35> 35 </td><td>1894</td><td><div class=bar style=width:7.0%> </div> 4.2% </td></tr><tr class><td title=36> 36 </td><td>1806</td><td><div class=bar style=width:6.7%> </div> 4.0% </td></tr><tr class><td title=30> 30 </td><td>1757</td><td><div class=bar style=width:6.5%> </div> 3.9% </td></tr><tr class><td title=37> 37 </td><td>1696</td><td><div class=bar style=width:6.3%> </div> 3.8% </td></tr><tr class><td title=39> 39 </td><td>1487</td><td><div class=bar style=width:5.5%> </div> 3.3% </td></tr><tr class><td title=38> 38 </td><td>1466</td><td><div class=bar style=width:5.4%> </div> 3.2% </td></tr><tr class=other><td title="Other values (67)"> Other values (67) </td><td>27122</td><td><div class=bar style=width:100.0%> 60.0% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=7811327314333827209bottom-7811327314333827209extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7811327314333827209extreme_values-7811327314333827209firstn aria-controls=7811327314333827209extreme_values-7811327314333827209firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#7811327314333827209extreme_values-7811327314333827209lastn aria-controls=7811327314333827209extreme_values-7811327314333827209lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7811327314333827209extreme_values-7811327314333827209firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=18> 18 </td><td>12</td><td><div class=bar style=width:9.3%> </div>< 0.1% </td></tr><tr class><td title=19> 19 </td><td>35</td><td><div class=bar style=width:27.1%> </div> 0.1% </td></tr><tr class><td title=20> 20 </td><td>50</td><td><div class=bar style=width:38.8%> </div> 0.1% </td></tr><tr class><td title=21> 21 </td><td>79</td><td><div class=bar style=width:61.2%> 0.2% </div></td></tr><tr class><td title=22> 22 </td><td>129</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=7811327314333827209extreme_values-7811327314333827209lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=95> 95 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=94> 94 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=93> 93 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=92> 92 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=90> 90 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_6925784575699143625></a><div class=variable><div class=col-sm-12><p class=h4 title=job><a href=#pp_var_6925784575699143625>job</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>12</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.9 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type 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" id=image7b55f4bcf7 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pc85fd36d6c><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-6925784575699143625, #minifreqtable6925784575699143625" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-6925784575699143625 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#6925784575699143625bottom-6925784575699143625overview aria-controls=6925784575699143625bottom-6925784575699143625overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#6925784575699143625bottom-6925784575699143625word aria-controls=6925784575699143625bottom-6925784575699143625word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#6925784575699143625bottom-6925784575699143625characters aria-controls=6925784575699143625bottom-6925784575699143625characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=6925784575699143625bottom-6925784575699143625overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>13</td></tr><tr><th>Median length</th><td>12</td></tr><tr><th>Mean length</th><td>9.485545553</td></tr><tr><th>Min length</th><td>6</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>428851</td></tr><tr><th>Distinct characters</th><td>24</td></tr><tr><th>Distinct categories</th><td>3 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>management</td></tr><tr><th>2nd row</th><td>technician</td></tr><tr><th>3rd row</th><td>entrepreneur</td></tr><tr><th>4th row</th><td>blue-collar</td></tr><tr><th>5th row</th><td>unknown</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6925784575699143625bottom-6925784575699143625word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=blue-collar> blue-collar </td><td>9732</td><td><div class=bar style=width:100.0%> 21.5% </div></td></tr><tr class><td title=management> management </td><td>9458</td><td><div class=bar style=width:97.2%> 20.9% </div></td></tr><tr class><td title=technician> technician </td><td>7597</td><td><div class=bar style=width:78.1%> 16.8% </div></td></tr><tr class><td title=admin> admin </td><td>5171</td><td><div class=bar style=width:53.1%> 11.4% </div></td></tr><tr class><td title=services> services </td><td>4154</td><td><div class=bar style=width:42.7%> 9.2% </div></td></tr><tr class><td title=retired> retired </td><td>2264</td><td><div class=bar style=width:23.3%> </div> 5.0% </td></tr><tr class><td title=self-employed> self-employed </td><td>1579</td><td><div class=bar style=width:16.2%> </div> 3.5% </td></tr><tr class><td title=entrepreneur> entrepreneur </td><td>1487</td><td><div class=bar style=width:15.3%> </div> 3.3% </td></tr><tr class><td title=unemployed> unemployed </td><td>1303</td><td><div class=bar style=width:13.4%> </div> 2.9% </td></tr><tr class><td title=housemaid> housemaid </td><td>1240</td><td><div class=bar style=width:12.7%> </div> 2.7% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>1226</td><td><div class=bar style=width:12.6%> </div> 2.7% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type 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" id=image01becaf9d9 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p7f1a58e0d7><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6925784575699143625bottom-6925784575699143625characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#6925784575699143625unicode-6925784575699143625characters aria-controls=6925784575699143625unicode-6925784575699143625characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#6925784575699143625unicode-6925784575699143625categories aria-controls=6925784575699143625unicode-6925784575699143625categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#6925784575699143625unicode-6925784575699143625scripts aria-controls=6925784575699143625unicode-6925784575699143625scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#6925784575699143625unicode-6925784575699143625blocks aria-controls=6925784575699143625unicode-6925784575699143625blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=6925784575699143625unicode-6925784575699143625characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>64550</td><td><div class=bar style=width:66.7%> 15.1% </div></td></tr><tr class><td title=n> n </td><td>45360</td><td><div class=bar style=width:46.9%> 10.6% </div></td></tr><tr class><td title=a> a </td><td>42656</td><td><div class=bar style=width:44.1%> 9.9% </div></td></tr><tr class><td title=l> l </td><td>33657</td><td><div class=bar style=width:34.8%> </div> 7.8% </td></tr><tr class><td title=c> c </td><td>29080</td><td><div class=bar style=width:30.1%> </div> 6.8% </td></tr><tr class><td title=m> m </td><td>28209</td><td><div class=bar style=width:29.2%> </div> 6.6% </td></tr><tr class><td title=i> i </td><td>28023</td><td><div class=bar style=width:29.0%> </div> 6.5% </td></tr><tr class><td title=r> r </td><td>22875</td><td><div class=bar style=width:23.6%> </div> 5.3% </td></tr><tr class><td title=t> t </td><td>22682</td><td><div class=bar style=width:23.4%> </div> 5.3% </td></tr><tr class><td title=u> u </td><td>14988</td><td><div class=bar style=width:15.5%> </div> 3.5% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>96771</td><td><div class=bar style=width:100.0%> 22.6% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6925784575699143625unicode-6925784575699143625categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>412369</td><td><div class=bar style=width:100.0%> 96.2% </div></td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>11311</td><td><div class=bar style=width:2.7%> </div> 2.6% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>5171</td><td><div class=bar style=width:1.3%> </div> 1.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>64550</td><td><div class=bar style=width:80.4%> 15.7% </div></td></tr><tr class><td title=n> n </td><td>45360</td><td><div class=bar style=width:56.5%> 11.0% </div></td></tr><tr class><td title=a> a </td><td>42656</td><td><div class=bar style=width:53.1%> 10.3% </div></td></tr><tr class><td title=l> l </td><td>33657</td><td><div class=bar style=width:41.9%> 8.2% </div></td></tr><tr class><td title=c> c </td><td>29080</td><td><div class=bar style=width:36.2%> </div> 7.1% </td></tr><tr class><td title=m> m </td><td>28209</td><td><div class=bar style=width:35.1%> </div> 6.8% </td></tr><tr class><td title=i> i </td><td>28023</td><td><div class=bar style=width:34.9%> </div> 6.8% </td></tr><tr class><td title=r> r </td><td>22875</td><td><div class=bar style=width:28.5%> </div> 5.5% </td></tr><tr class><td title=t> t </td><td>22682</td><td><div class=bar style=width:28.3%> </div> 5.5% </td></tr><tr class><td title=u> u </td><td>14988</td><td><div class=bar style=width:18.7%> </div> 3.6% </td></tr><tr class=other><td title="Other values (12)"> Other values (12) </td><td>80289</td><td><div class=bar style=width:100.0%> 19.5% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>11311</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>5171</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6925784575699143625unicode-6925784575699143625scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>412369</td><td><div class=bar style=width:100.0%> 96.2% </div></td></tr><tr class><td title=Common> Common </td><td>16482</td><td><div class=bar style=width:4.0%> </div> 3.8% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>64550</td><td><div class=bar style=width:80.4%> 15.7% </div></td></tr><tr class><td title=n> n </td><td>45360</td><td><div class=bar style=width:56.5%> 11.0% </div></td></tr><tr class><td title=a> a </td><td>42656</td><td><div class=bar style=width:53.1%> 10.3% </div></td></tr><tr class><td title=l> l </td><td>33657</td><td><div class=bar style=width:41.9%> 8.2% </div></td></tr><tr class><td title=c> c </td><td>29080</td><td><div class=bar style=width:36.2%> </div> 7.1% </td></tr><tr class><td title=m> m </td><td>28209</td><td><div class=bar style=width:35.1%> </div> 6.8% </td></tr><tr class><td title=i> i </td><td>28023</td><td><div class=bar style=width:34.9%> </div> 6.8% </td></tr><tr class><td title=r> r </td><td>22875</td><td><div class=bar style=width:28.5%> </div> 5.5% </td></tr><tr class><td title=t> t </td><td>22682</td><td><div class=bar style=width:28.3%> </div> 5.5% </td></tr><tr class><td title=u> u </td><td>14988</td><td><div class=bar style=width:18.7%> </div> 3.6% </td></tr><tr class=other><td title="Other values (12)"> Other values (12) </td><td>80289</td><td><div class=bar style=width:100.0%> 19.5% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>11311</td><td><div class=bar style=width:100.0%> 68.6% </div></td></tr><tr class><td title=.> . </td><td>5171</td><td><div class=bar style=width:45.7%> 31.4% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6925784575699143625unicode-6925784575699143625blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>428851</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>64550</td><td><div class=bar style=width:66.7%> 15.1% </div></td></tr><tr class><td title=n> n </td><td>45360</td><td><div class=bar style=width:46.9%> 10.6% </div></td></tr><tr class><td title=a> a </td><td>42656</td><td><div class=bar style=width:44.1%> 9.9% </div></td></tr><tr class><td title=l> l </td><td>33657</td><td><div class=bar style=width:34.8%> </div> 7.8% </td></tr><tr class><td title=c> c </td><td>29080</td><td><div class=bar style=width:30.1%> </div> 6.8% </td></tr><tr class><td title=m> m </td><td>28209</td><td><div class=bar style=width:29.2%> </div> 6.6% </td></tr><tr class><td title=i> i </td><td>28023</td><td><div class=bar style=width:29.0%> </div> 6.5% </td></tr><tr class><td title=r> r </td><td>22875</td><td><div class=bar style=width:23.6%> </div> 5.3% </td></tr><tr class><td title=t> t </td><td>22682</td><td><div class=bar style=width:23.4%> </div> 5.3% </td></tr><tr class><td title=u> u </td><td>14988</td><td><div class=bar style=width:15.5%> </div> 3.5% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>96771</td><td><div class=bar style=width:100.0%> 22.6% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-7626674089779235709></a><div class=variable><div class=col-sm-12><p class=h4 title=marital><a href=#pp_var_-7626674089779235709>marital</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.8 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml 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" id=imagef6f1658361 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pea37d2deb9><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--7626674089779235709, #minifreqtable-7626674089779235709" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--7626674089779235709 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-7626674089779235709bottom--7626674089779235709overview aria-controls=-7626674089779235709bottom--7626674089779235709overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-7626674089779235709bottom--7626674089779235709word aria-controls=-7626674089779235709bottom--7626674089779235709word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-7626674089779235709bottom--7626674089779235709characters aria-controls=-7626674089779235709bottom--7626674089779235709characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-7626674089779235709bottom--7626674089779235709overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>8</td></tr><tr><th>Median length</th><td>7</td></tr><tr><th>Mean length</th><td>6.832275331</td></tr><tr><th>Min length</th><td>6</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>308894</td></tr><tr><th>Distinct characters</th><td>13</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>married</td></tr><tr><th>2nd row</th><td>single</td></tr><tr><th>3rd row</th><td>married</td></tr><tr><th>4th row</th><td>married</td></tr><tr><th>5th row</th><td>single</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-7626674089779235709bottom--7626674089779235709word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=married> married </td><td>27214</td><td><div class=bar style=width:100.0%> 60.2% </div></td></tr><tr class><td title=single> single </td><td>12790</td><td><div class=bar style=width:47.0%> 28.3% </div></td></tr><tr class><td title=divorced> divorced </td><td>5207</td><td><div class=bar style=width:19.1%> </div> 11.5% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage 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" id=imageb0780fb51d x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p54f52d5fca><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-7626674089779235709bottom--7626674089779235709characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-7626674089779235709unicode--7626674089779235709characters aria-controls=-7626674089779235709unicode--7626674089779235709characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-7626674089779235709unicode--7626674089779235709categories aria-controls=-7626674089779235709unicode--7626674089779235709categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-7626674089779235709unicode--7626674089779235709scripts aria-controls=-7626674089779235709unicode--7626674089779235709scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-7626674089779235709unicode--7626674089779235709blocks aria-controls=-7626674089779235709unicode--7626674089779235709blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-7626674089779235709unicode--7626674089779235709characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>59635</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=i> i </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=e> e </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=d> d </td><td>37628</td><td><div class=bar style=width:63.1%> 12.2% </div></td></tr><tr class><td title=m> m </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=a> a </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=s> s </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=n> n </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=g> g </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=l> l </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>15621</td><td><div class=bar style=width:26.2%> </div> 5.1% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-7626674089779235709unicode--7626674089779235709categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>308894</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>59635</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=i> i </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=e> e </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=d> d </td><td>37628</td><td><div class=bar style=width:63.1%> 12.2% </div></td></tr><tr class><td title=m> m </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=a> a </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=s> s </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=n> n </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=g> g </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=l> l </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>15621</td><td><div class=bar style=width:26.2%> </div> 5.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-7626674089779235709unicode--7626674089779235709scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>308894</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>59635</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=i> i </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=e> e </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=d> d </td><td>37628</td><td><div class=bar style=width:63.1%> 12.2% </div></td></tr><tr class><td title=m> m </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=a> a </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=s> s </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=n> n </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=g> g </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=l> l </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>15621</td><td><div class=bar style=width:26.2%> </div> 5.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-7626674089779235709unicode--7626674089779235709blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>308894</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>59635</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=i> i </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=e> e </td><td>45211</td><td><div class=bar style=width:75.8%> 14.6% </div></td></tr><tr class><td title=d> d </td><td>37628</td><td><div class=bar style=width:63.1%> 12.2% </div></td></tr><tr class><td title=m> m </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=a> a </td><td>27214</td><td><div class=bar style=width:45.6%> 8.8% </div></td></tr><tr class><td title=s> s </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=n> n </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=g> g </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class><td title=l> l </td><td>12790</td><td><div class=bar style=width:21.4%> </div> 4.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>15621</td><td><div class=bar style=width:26.2%> </div> 5.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_4817281499937127823></a><div class=variable><div class=col-sm-12><p class=h4 title=education><a href=#pp_var_4817281499937127823>education</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>4</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.8 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type 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" id=image438286c979 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p4c9d8ba53b><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-4817281499937127823, #minifreqtable4817281499937127823" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-4817281499937127823 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#4817281499937127823bottom-4817281499937127823overview aria-controls=4817281499937127823bottom-4817281499937127823overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#4817281499937127823bottom-4817281499937127823word aria-controls=4817281499937127823bottom-4817281499937127823word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#4817281499937127823bottom-4817281499937127823characters aria-controls=4817281499937127823bottom-4817281499937127823characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=4817281499937127823bottom-4817281499937127823overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>9</td></tr><tr><th>Median length</th><td>9</td></tr><tr><th>Mean length</th><td>8.320585698</td></tr><tr><th>Min length</th><td>7</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>376182</td></tr><tr><th>Distinct characters</th><td>16</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>tertiary</td></tr><tr><th>2nd row</th><td>secondary</td></tr><tr><th>3rd row</th><td>secondary</td></tr><tr><th>4th row</th><td>unknown</td></tr><tr><th>5th row</th><td>unknown</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4817281499937127823bottom-4817281499937127823word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=secondary> secondary </td><td>23202</td><td><div class=bar style=width:100.0%> 51.3% </div></td></tr><tr class><td title=tertiary> tertiary </td><td>13301</td><td><div class=bar style=width:57.3%> 29.4% </div></td></tr><tr class><td title=primary> primary </td><td>6851</td><td><div class=bar style=width:29.5%> </div> 15.2% </td></tr><tr class><td title=unknown> unknown </td><td>1857</td><td><div class=bar style=width:8.0%> </div> 4.1% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# 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" id=imageef2a2d9aab x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pd9aefbabe9><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4817281499937127823bottom-4817281499937127823characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#4817281499937127823unicode-4817281499937127823characters aria-controls=4817281499937127823unicode-4817281499937127823characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#4817281499937127823unicode-4817281499937127823categories aria-controls=4817281499937127823unicode-4817281499937127823categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#4817281499937127823unicode-4817281499937127823scripts aria-controls=4817281499937127823unicode-4817281499937127823scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#4817281499937127823unicode-4817281499937127823blocks aria-controls=4817281499937127823unicode-4817281499937127823blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=4817281499937127823unicode-4817281499937127823characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>63506</td><td><div class=bar style=width:100.0%> 16.9% </div></td></tr><tr class><td title=a> a </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=y> y </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=e> e </td><td>36503</td><td><div class=bar style=width:57.5%> 9.7% </div></td></tr><tr class><td title=n> n </td><td>28773</td><td><div class=bar style=width:45.3%> 7.6% </div></td></tr><tr class><td title=t> t </td><td>26602</td><td><div class=bar style=width:41.9%> 7.1% </div></td></tr><tr class><td title=o> o </td><td>25059</td><td><div class=bar style=width:39.5%> </div> 6.7% </td></tr><tr class><td title=s> s </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=c> c </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=d> d </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>39425</td><td><div class=bar style=width:62.1%> 10.5% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4817281499937127823unicode-4817281499937127823categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>376182</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>63506</td><td><div class=bar style=width:100.0%> 16.9% </div></td></tr><tr class><td title=a> a </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=y> y </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=e> e </td><td>36503</td><td><div class=bar style=width:57.5%> 9.7% </div></td></tr><tr class><td title=n> n </td><td>28773</td><td><div class=bar style=width:45.3%> 7.6% </div></td></tr><tr class><td title=t> t </td><td>26602</td><td><div class=bar style=width:41.9%> 7.1% </div></td></tr><tr class><td title=o> o </td><td>25059</td><td><div class=bar style=width:39.5%> </div> 6.7% </td></tr><tr class><td title=s> s </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=c> c </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=d> d </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>39425</td><td><div class=bar style=width:62.1%> 10.5% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4817281499937127823unicode-4817281499937127823scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>376182</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>63506</td><td><div class=bar style=width:100.0%> 16.9% </div></td></tr><tr class><td title=a> a </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=y> y </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=e> e </td><td>36503</td><td><div class=bar style=width:57.5%> 9.7% </div></td></tr><tr class><td title=n> n </td><td>28773</td><td><div class=bar style=width:45.3%> 7.6% </div></td></tr><tr class><td title=t> t </td><td>26602</td><td><div class=bar style=width:41.9%> 7.1% </div></td></tr><tr class><td title=o> o </td><td>25059</td><td><div class=bar style=width:39.5%> </div> 6.7% </td></tr><tr class><td title=s> s </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=c> c </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=d> d </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>39425</td><td><div class=bar style=width:62.1%> 10.5% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4817281499937127823unicode-4817281499937127823blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>376182</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=r> r </td><td>63506</td><td><div class=bar style=width:100.0%> 16.9% </div></td></tr><tr class><td title=a> a </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=y> y </td><td>43354</td><td><div class=bar style=width:68.3%> 11.5% </div></td></tr><tr class><td title=e> e </td><td>36503</td><td><div class=bar style=width:57.5%> 9.7% </div></td></tr><tr class><td title=n> n </td><td>28773</td><td><div class=bar style=width:45.3%> 7.6% </div></td></tr><tr class><td title=t> t </td><td>26602</td><td><div class=bar style=width:41.9%> 7.1% </div></td></tr><tr class><td title=o> o </td><td>25059</td><td><div class=bar style=width:39.5%> </div> 6.7% </td></tr><tr class><td title=s> s </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=c> c </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class><td title=d> d </td><td>23202</td><td><div class=bar style=width:36.5%> </div> 6.2% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>39425</td><td><div class=bar style=width:62.1%> 10.5% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_1162519458207698515></a><div class=variable><div class=col-sm-12><p class=h4 title=default><a href=#pp_var_1162519458207698515>default</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.5 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage 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" id=image88c49858a3 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p268e27e94a><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-1162519458207698515, #minifreqtable1162519458207698515" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-1162519458207698515 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#1162519458207698515bottom-1162519458207698515overview aria-controls=1162519458207698515bottom-1162519458207698515overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#1162519458207698515bottom-1162519458207698515word aria-controls=1162519458207698515bottom-1162519458207698515word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#1162519458207698515bottom-1162519458207698515characters aria-controls=1162519458207698515bottom-1162519458207698515characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=1162519458207698515bottom-1162519458207698515overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>3</td></tr><tr><th>Median length</th><td>2</td></tr><tr><th>Mean length</th><td>2.018026586</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>91237</td></tr><tr><th>Distinct characters</th><td>5</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>no</td></tr><tr><th>2nd row</th><td>no</td></tr><tr><th>3rd row</th><td>no</td></tr><tr><th>4th row</th><td>no</td></tr><tr><th>5th row</th><td>no</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1162519458207698515bottom-1162519458207698515word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=no> no </td><td>44396</td><td><div class=bar style=width:100.0%> 98.2% </div></td></tr><tr class><td title=yes> yes </td><td>815</td><td><div class=bar style=width:1.8%> </div> 1.8% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:01.510285</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, 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" id=imagea865bef14c x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p31e28ae7e7><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1162519458207698515bottom-1162519458207698515characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#1162519458207698515unicode-1162519458207698515characters aria-controls=1162519458207698515unicode-1162519458207698515characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#1162519458207698515unicode-1162519458207698515categories aria-controls=1162519458207698515unicode-1162519458207698515categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#1162519458207698515unicode-1162519458207698515scripts aria-controls=1162519458207698515unicode-1162519458207698515scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#1162519458207698515unicode-1162519458207698515blocks aria-controls=1162519458207698515unicode-1162519458207698515blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=1162519458207698515unicode-1162519458207698515characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=o> o </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=y> y </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=e> e </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=s> s </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1162519458207698515unicode-1162519458207698515categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>91237</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=o> o </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=y> y </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=e> e </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=s> s </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1162519458207698515unicode-1162519458207698515scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>91237</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=o> o </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=y> y </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=e> e </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=s> s </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1162519458207698515unicode-1162519458207698515blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>91237</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=o> o </td><td>44396</td><td><div class=bar style=width:100.0%> 48.7% </div></td></tr><tr class><td title=y> y </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=e> e </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr><tr class><td title=s> s </td><td>815</td><td><div class=bar style=width:1.8%> </div> 0.9% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-6831445318404367592></a><div class=variable><div class=col-sm-12><p class=h4 title=balance><a href=#pp_var_-6831445318404367592>balance</a><br><small>Real number (ℝ)</small></p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>7168</td></tr><tr><th>Distinct (%)</th><td>15.9%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>1362.272058</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>-8019</td></tr><tr><th>Maximum</th><td>102127</td></tr><tr class=alert><th>Zeros</th><td>3514</td></tr><tr class=alert><th>Zeros 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#minifreqtable-6831445318404367592" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--6831445318404367592 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-6831445318404367592bottom--6831445318404367592statistics aria-controls=-6831445318404367592bottom--6831445318404367592statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#-6831445318404367592bottom--6831445318404367592histogram aria-controls=-6831445318404367592bottom--6831445318404367592histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#-6831445318404367592bottom--6831445318404367592common_values aria-controls=-6831445318404367592bottom--6831445318404367592common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#-6831445318404367592bottom--6831445318404367592extreme_values aria-controls=-6831445318404367592bottom--6831445318404367592extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6831445318404367592bottom--6831445318404367592statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>-8019</td></tr><tr><th>5-th percentile</th><td>-172</td></tr><tr><th>Q1</th><td>72</td></tr><tr><th>median</th><td>448</td></tr><tr><th>Q3</th><td>1428</td></tr><tr><th>95-th percentile</th><td>5768</td></tr><tr><th>Maximum</th><td>102127</td></tr><tr><th>Range</th><td>110146</td></tr><tr><th>Interquartile range (IQR)</th><td>1356</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>3044.765829</td></tr><tr><th>Coefficient of variation (CV)</th><td>2.235064437</td></tr><tr><th>Kurtosis</th><td>140.7515466</td></tr><tr><th>Mean</th><td>1362.272058</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>448</td></tr><tr><th>Skewness</th><td>8.360308326</td></tr><tr><th>Sum</th><td>61589682</td></tr><tr><th>Variance</th><td>9270598.954</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-6831445318404367592bottom--6831445318404367592histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# 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473.858636 160.775035 \nL 466.122091 160.775035 \nz\n" clip-path=url(#p007d727cd0) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_53><path d="M 67.69 160.780088 \nL 67.69 10.8 \n" style="fill: none"/></g><g id=patch_54><path d="M 493.2 160.780088 \nL 493.2 10.8 \n" style="fill: none"/></g><g id=patch_55><path d="M 67.69 160.780088 \nL 493.2 160.780088 \n" style="fill: none"/></g><g id=patch_56><path d="M 67.69 10.8 \nL 493.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=p007d727cd0><rect x=67.69 y=10.8 width=425.51 height=149.980088 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-6831445318404367592bottom--6831445318404367592common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>3514</td><td><div class=bar style=width:8.6%> </div> 7.8% </td></tr><tr class><td title=1> 1 </td><td>195</td><td><div class=bar style=width:0.5%> </div> 0.4% </td></tr><tr class><td title=2> 2 </td><td>156</td><td><div class=bar style=width:0.4%> </div> 0.3% </td></tr><tr class><td title=4> 4 </td><td>139</td><td><div class=bar style=width:0.3%> </div> 0.3% </td></tr><tr class><td title=3> 3 </td><td>134</td><td><div class=bar style=width:0.3%> </div> 0.3% </td></tr><tr class><td title=5> 5 </td><td>113</td><td><div class=bar style=width:0.3%> </div> 0.2% </td></tr><tr class><td title=6> 6 </td><td>88</td><td><div class=bar style=width:0.2%> </div> 0.2% </td></tr><tr class><td title=8> 8 </td><td>81</td><td><div class=bar style=width:0.2%> </div> 0.2% </td></tr><tr class><td title=23> 23 </td><td>75</td><td><div class=bar style=width:0.2%> </div> 0.2% </td></tr><tr class><td title=7> 7 </td><td>69</td><td><div class=bar style=width:0.2%> </div> 0.2% </td></tr><tr class=other><td title="Other values (7158)"> Other values (7158) </td><td>40647</td><td><div class=bar style=width:100.0%> 89.9% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6831445318404367592bottom--6831445318404367592extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-6831445318404367592extreme_values--6831445318404367592firstn aria-controls=-6831445318404367592extreme_values--6831445318404367592firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#-6831445318404367592extreme_values--6831445318404367592lastn aria-controls=-6831445318404367592extreme_values--6831445318404367592lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6831445318404367592extreme_values--6831445318404367592firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-8019> -8019 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=-6847> -6847 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=-4057> -4057 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=-3372> -3372 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=-3313> -3313 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6831445318404367592extreme_values--6831445318404367592lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=102127> 102127 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=98417> 98417 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=81204> 81204 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=71188> 71188 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=66721> 66721 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-284233183031003128></a><div class=variable><div class=col-sm-12><p class=h4 title=housing><a href=#pp_var_-284233183031003128>housing</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.6 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:01.818550</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style 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" id=image378a84e931 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p167f0d30ad><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--284233183031003128, #minifreqtable-284233183031003128" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--284233183031003128 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-284233183031003128bottom--284233183031003128overview aria-controls=-284233183031003128bottom--284233183031003128overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-284233183031003128bottom--284233183031003128word aria-controls=-284233183031003128bottom--284233183031003128word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-284233183031003128bottom--284233183031003128characters aria-controls=-284233183031003128bottom--284233183031003128characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-284233183031003128bottom--284233183031003128overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>3</td></tr><tr><th>Median length</th><td>3</td></tr><tr><th>Mean length</th><td>2.555838181</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>115552</td></tr><tr><th>Distinct characters</th><td>5</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>yes</td></tr><tr><th>2nd row</th><td>yes</td></tr><tr><th>3rd row</th><td>yes</td></tr><tr><th>4th row</th><td>yes</td></tr><tr><th>5th row</th><td>no</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-284233183031003128bottom--284233183031003128word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=yes> yes </td><td>25130</td><td><div class=bar style=width:100.0%> 55.6% </div></td></tr><tr class><td title=no> no </td><td>20081</td><td><div class=bar style=width:79.9%> 44.4% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:01.985282</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, 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" id=image3800dd6507 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pe18662c801><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-284233183031003128bottom--284233183031003128characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-284233183031003128unicode--284233183031003128characters aria-controls=-284233183031003128unicode--284233183031003128characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-284233183031003128unicode--284233183031003128categories aria-controls=-284233183031003128unicode--284233183031003128categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-284233183031003128unicode--284233183031003128scripts aria-controls=-284233183031003128unicode--284233183031003128scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-284233183031003128unicode--284233183031003128blocks aria-controls=-284233183031003128unicode--284233183031003128blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-284233183031003128unicode--284233183031003128characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=y> y </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=e> e </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=s> s </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=n> n </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr><tr class><td title=o> o </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-284233183031003128unicode--284233183031003128categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>115552</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=y> y </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=e> e </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=s> s </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=n> n </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr><tr class><td title=o> o </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-284233183031003128unicode--284233183031003128scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>115552</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=y> y </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=e> e </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=s> s </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=n> n </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr><tr class><td title=o> o </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-284233183031003128unicode--284233183031003128blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>115552</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=y> y </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=e> e </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=s> s </td><td>25130</td><td><div class=bar style=width:100.0%> 21.7% </div></td></tr><tr class><td title=n> n </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr><tr class><td title=o> o </td><td>20081</td><td><div class=bar style=width:79.9%> 17.4% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-8021946985167684790></a><div class=variable><div class=col-sm-12><p class=h4 title=loan><a href=#pp_var_-8021946985167684790>loan</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.6 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink 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" id=image21d14e35fa x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p0c325878f5><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--8021946985167684790, #minifreqtable-8021946985167684790" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--8021946985167684790 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-8021946985167684790bottom--8021946985167684790overview aria-controls=-8021946985167684790bottom--8021946985167684790overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-8021946985167684790bottom--8021946985167684790word aria-controls=-8021946985167684790bottom--8021946985167684790word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-8021946985167684790bottom--8021946985167684790characters aria-controls=-8021946985167684790bottom--8021946985167684790characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8021946985167684790bottom--8021946985167684790overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>3</td></tr><tr><th>Median length</th><td>2</td></tr><tr><th>Mean length</th><td>2.160226494</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>97666</td></tr><tr><th>Distinct characters</th><td>5</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>no</td></tr><tr><th>2nd row</th><td>no</td></tr><tr><th>3rd row</th><td>yes</td></tr><tr><th>4th row</th><td>no</td></tr><tr><th>5th row</th><td>no</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8021946985167684790bottom--8021946985167684790word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=no> no </td><td>37967</td><td><div class=bar style=width:100.0%> 84.0% </div></td></tr><tr class><td title=yes> yes </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 16.0% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:02.228232</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, 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2HQvMgEfbTmKIWdPxfTA6pGBSfAZ3Hmv4+BIKumKrLNbr+i/GlLTNK7hWngC47H8izD6bW3otDS+P2y53d6JRuPGDzYO4L3Q7fUN7lvUI1C5isvhcUwnlgq6vsPSiI80HdqSOU1yDwYUOkKucBU5bev3vZJ1FJykpsWUJK6GJ/LW/TQJBgzY22GXre///+yyBf32trwLSVbTIYzGZrdskVA0l8SNyBSSBRzGLIDhUd8+uA32TWgZ2YiiqUXVDqYB9cpBwUlqFuccC8k1vBfaeD8msD7nt9fVD+EDXYBDnp0wCPLGrwOOt9auIl1AcOmNcw5/JoybBa6kbbP4sM81AEOVnidaKzjniClJ3I7OFnT93apNpDJQcJKaleMKzgVuIpiNbXgdA0O3tQU91n+7UGPA1o4W08bbUoD1vXYT8cUHbuuD0qBhOrGM5QJPa9np6EaXtWnLV9GS9apACyl/3utEJsBjsEOsoEIb9Y6Ck9SsaC5R0GHVsiDhoGcHpA+Z8zNLRux3D+S9R0pJ42zg+qbPc+Y0FbeiMwUVEDeJBvRZW2GXLJvQMrKR2eQKXlx6t6DPzSjIaDX76MtOBaHgJDWJc45LobGCemIegx373P0f+u+Mgow9rr68FW1yXMWN6HTBPT+9KJqCqQIXBblkG3ptrfQA3iKcc6hcw0R8Ad+a+g1mCiwxaBFN2F4h1anIOgpOUpNSagZn1q4iVcC84yHPTrjlD18swxhDp6W5oLJ688k1XAmPQ9vEXmdcTWOxgOE+AHDIVnRaNy7qQMonqWZwIXAT/+/oz3A2cL3gAvztlkb02FrK3DpSDJptJjXpenQaE4nFvENhVtGEQ54dMImGD/33DAyNJheGnL24Hpna8GEXVRK4Gh7HMe8uOA0b7//Uy2JyLe/+VODu6Sf2vPtSif5ymoKp+BLeWLuMV1cu5J1zvxcDw8nG/ZAZPaorCX0apOZk1CyuhscRyETyXjtgb0enpWnDQgAGQcZORxc8Bkfe4uk3ojNYTPvhkK2bMiTqz0SgFbANRmACmoweKniwCe7Oc3Pw9TKIK8M4F7iBmcRy0UUM+m1tBc2xk81FwUlqCucc86k1DIdu5x0KMwgyDri3o7GAeqE7HV3osjZjLRPasA+7lPLjWngSfbY2GNjG21j0EMhGoRYwNCwyAQ1GZ9nbU+80riGaS2I2uYJ3/NdwLnADq5lwQRWdPshjcOCP2h9Fo9FN89IVhoKT1BSFqxiJTBW0NaTV3IAD7m2QC6ig45CteMi9DdfCExsOjWrgOOO/iiebDsJr3IzgLLDHCQEeo6Ps7alHnHPkuIr55CrGYvN4NzCyXuKxwPNQP4xFNOK51uM43rD7Q1d7k61FwUlqSlJJ46x/JG+YCBDQZ2tFt7W54Hvvd2/DT+dOI53d+IE4k1jGTHIZ3k0IqriSKig4GWOwiqayt6fepNQMbkVn8F7wNkYik5hOLBVUwWkjIhPwmG8/nmk5CotEn1klouAkNWUivlBQFR2rZMLxht0w3mdR0IdpMXsx6OzGm2tXNrwureZwZu0q9rn6yz6nmFWVAnYCrmOMFbTKuFIIECALYkXNy2pcQ1rNwp+J4HzwBi4Eb2EuuYpQNlbwKtmNWCUTTjUdxOc6nqARggpGwUlqhso1nF67XFA4tFt82Ov68L2b92MQZBzzDuGM/9qGvTwNGq6GJ7CcDqLV3FDUaxQry3MFbaJXNAWnVy7hRmSqrO3RU4PRhUd8eytiblbjGtYyYYzF5jEcuo1zgRsIZWNQuVrwF5eNCGDosjbj2daH8UTjAdgksw53JeVCwUlqxmLKj+uRqYIOcn64YTcsRQ5dCmAYsK+X4FtIrW14rT8bwcXQKFrM3rKed6kUeGJGjqs4vXapbO0oh232dux29m5pcGpcw3I6iIvBUZwL3sC1yAQSSlrX1zAKBhzx7sRzbScw5Oyh0npVgIKT1ASNazgfuIG1TDjvtR6DA/tcA3lPPfkgxhi8Bgf2uwfyBmdSSeNqeBzHG3aX9SQSWmupP845FK5iLR3G6bVLeDdwHXPJVSR0PnPVKMjotbXio81HcMizEw1GJ62erRIUnKQmrKRDuBgaLWiY9qB7O1rN3gd6SFklM/a4+nFm7eqGR0JxcNyKzmAivoCH3NvL9kCUBQkM0GW4kKwXK5hPruF88CZeXbmApVQAmQfYSrIRq2hCm8WHJ5oewmO+fXDKVkhMpNCsIhScpOppXMOt2AxuxfIf0eSUrTjg2f7Ahc4ZY9hu70CPtQWXwmMbXrucDuJaZBJDzt77ViYqlSxIAEWnLoKZKM74r+KlpXMYjy8UNHdcDKtowqCzB0e9gzjs2YlGk+ffHGNHqgMFJ6lqnHMk1Qwuh8YQzSXyXt9tbcF2e0dJ3+4bjW5ss3diJDKJ3AYrKTnWj456tuUYjIJclh6FQZDBwHR/yNcLzvmdL16z+NXi2zgfuIGYjkOyDIBNsuAhz3Yc8Qxi0NmNZhNVcKp2FJyk6i2nAnjXn//4MKMgY797AC0lrnSVBBFHvIN4deU9BLIbl/Ubj89jPD4Pn9FV0mvej1O2QmAMWk3mZvl7Y0k1g9dXLuKHc6/BnwlDLWBPbD4iBNhlC3xGN454B3GsYReaTR5YJXPR8+qkMlFwkqrGwfFu4DpCufyFs90GB4437NHl4bXT0YVOS2Pe4FS5hjdWL+OIdxAi9F8t6TE41nsvOuwhrDQCWFl7ZuFsHL9YOIOfzZ/WZX+rWTSi3ezDDkcnjngHMejogV2ms09rEQUnqWpJJYPzgZsFXTtgb0OHpVGX15UEEQc9O/LOcwLArdgsVtKhsuzpdMq2mp0nE5kAqUxbM1JKBi8vn8cvF86UHJp2yYJ97n4ccG3DgL0D3dYWGMXyl1skW4eCk1QtzjkuhUfzbg0Bfl/GTM+hsgPu7XDIryGaS254XSgbw7nADXyq7RHd5zkbTa6C9v1JTMTTzYfxVPNhXV+/WKdXL+L5hbcKulZkYlnqtKpcw3DoNn42/waiSv558Q9iWO9dNpu9OOIZxCHPTrRZGuCUbTQUWycoOEnVSqoZvL12raD9dT3WFux0dOn6+o0mF/a7tuGNtcsbXpdSMxgO3cbJxv267+lsNTfAKMhIIP/vQBYkDDq7dX39Yl2NjBd8rUGQYS7DauRAJoKfzr2OYDZa1M8xMHgMDvTaWnGiYTeOeAfhoK0kdYmCk1StsdgcRmNzeSsFMTAc9Q7BKVt1fX2rZMIB9za8G7ie99ioqfgSbsdmcdS7S9c2WEQTfEZX3hBQ75SM45xv6UO+mBNDLJIRVlH/0nPv+EcwHl8o6mesogmHvDvxiG8v9jh74ZRtFJZ1jIKTVKWMmsWV8DiW0oG81zabPNjt6oVB0HfeSWQi+u8chD0en9/wWn82gpHIJPa6+mEWjbq1QRJEdFmbcTvPHlYOjmA2ioSSgm0LF6zkG9a+SwCDQ7be2aeqn0g2jncCIwWfjykzETud3fhYy1Hscw3AY3SUtYQiqQ40IE+qDuccK+kQzgdv5j2RgoFhyNmLPltrWXoIHZZGDDq6IeT5T0njGoaDo1hLr/f69CIzCYOOroIe5bFcEgspv26v/SD8mY1XId8lCzKaTB7dP7ObsRnMJ1cL2vVqFo14uuUI/suOL+Ex3354DBSaZB0FJ6k6GjTcjs1iooDhNodswQH3NjhlW1naYhaN2Ofuh8uQfxh4KrGIsfg8NJS+V/AukQnosbbCUcAwdCSXwGQi/wHf5ZLVclhJBwu61iTKRZ2VWgiNaxiLzSOUzb91iYHh8cb9+POej6HJ5IEk0Dwm+T0KTlJ1MmoO7/ivFbRZvdHoxl5XX1nbM+joKajAgco1nA/cRFZVdHttxhjcBht6rC15r00oKUzFl4qaZ9TTSjpYcKF0gyCjw6zP1qG7kmoGK+lgQedmdlub8UzL0QcuzUhqGwUnqTqT8UVcj0znvU5i63stvWWq2nOXx2DHPtdAQXsOr4bHsajzcKnX6MQeV3/e19fAcTM6vT5UqeNwcSE457gZnUVCLexIrjazD40mt65tiOdSBfU2BQg47N2JbmsL9TLJh6LgJFVl/bDqS4gp+ReZOGQrHvHtKXuBAMYYjjXshqWART9RJYG3/dd0n+fc4+xDi9mb99qJ+CJGIlMF9br0lNGyuBaeQLLAsywPuLfpfi5lRssiWUCxA4dsQa+1FUadF5OR2kHBSarKUiqAG5Hpgh78Ox1daDHlDxM9tFsa0G3LP1ya1RRci0wWVJC+UIwx9Npa13tIeRav5LiCN9Yu6/r6hZhOLGM8Pl/QIeMGQcIuZ7fuy3A4eEFfWIyiAVbJTL1Ncl8UnKRqaFzDcOhWQUOdMpNwomEPzJJ+Wz82YhFNOObdVdCqy/nkKkYik7r2Om2SGSd9+wqqjXo7Oosz/mvQdChoXoi0msX54E3MJFcKun7I2Yc2nec3gSIqEW3yMDapPhScpGr4MxEMB0cLmicbsLdjm70j7zYRvUhMxC5nD5oKmJcLZKO4FB7TpbD4XYwxHPLsxHZ7R95rc1zBLxbewlhsvuxznRrnGIvN45Xl95DT8i+KMgkGnGjYDads1b3HZxTkgobT42oKgUxk0+eBSfWg4CRVQeMck4lF3IhO5b1WYiL2uQfQZHJv2nAbYwwtpgbscvbkvZaDYyQypfueSqNowDPNR2ES8pepW0z58f2ZlzFX5oVC4WwMLyy8ieUCClUAwHZH5/pCpzLUqLVJ5oJKHiaUNEZjc4jreC4nqS0UnKQqpNUMhoO3ESlgbq7R5MIeZx+MZahzuhGHbMEuRw+soinvtbOJFYzF5qBo+i3SYQB2u/pwvGF33iHju4XOvzX1Gyyk/LoP23LOEcnG8dP5Nwo+vcYmmfGIbw/aynCKDACYRANaTA0FVZA6H7yJW9EZXc7nLATnHDlNQSQbx4XgrbyVoMjWopJ7pCr4MxG86x/Jex0DQ7+tXfeC7oUQmIAhZy9azT6Mxec2vDbHFbwTGMHxht1wGvQpzsAYg1O24tnWY5hNrmAsTxnArKbg3cAIEmoKX+58CtscHTAJhpJ76YqmYja5gl8svIXTq5eR1vLvG2Vg2OXswcnG/WXpbQLrn892Rwc8BkfeHvBaJox/nn4JJtGIHY5O3Uv/AethmdFyiOYSWE4HcDE0igvBW1hJh3DQsx1/u/0LZXldUjr6VEhVOBe4AX+eQ6OB9cLgx7xDsEj5e33l0GlpxHZ7ByYTC3l7KyPhSSyk1nQLTmA9PAcd3fh0+2P4h4lfIJyLb3i9yjVcCo1hIenHk00P4VjDEPpsrQ9U11fjHKFsFO8Fb+PFpXdwMzpT8M82Gl34bMfjZavwdNd2eyd6rC1YSQfB86zwHY3N4v8e/TGeazuBg+7taDF7Sz5Ym3OOlJrFaiaEmcQyxuLzuB2dwe3Y3B/Med+ITGMyvojtjs6SXo+UBwUnqXhJJYPzwRsFDZs1GJzY6+7fhFZ9OFEQccC9DafXLuWdI0trWVwI3sJgAfOixbbhuG83xuJzeGH+TEEl/lYzIfx07jQuBG9hj7MX+9zbsM3eDrfBkXcfrKKpmEku41JoFNcik7gemSpoSP0ugyDjoy1HsN1e/pCwSCY84tuDywUszuIAZpMr+PbUb3Bm7Sr2uwewx9mHLmszbAVuV+GcQ+EqVjMhzCVWMZ1YwlRiCSvpEBbT/vsWZAhmo7gYuo1+ezud8VmBKDhJReOc43J4tOCtDMcahuAqc68ln92uPjSbPHmPrlK5hgvBm/hk2yNw6djrBNZr6H6m/SQCmSje8Y8gx/OvaM1xBePxeUwnlvDa6kVYJRMajW60WXxwy3bYJBNkQQYHR1bNIZyLYzUTwmJqPQBiShIZNVtQAfW7jIKMZ1qO4mOtxzat4MBh704cDuzEm2tX8vY6ASCupHA5PIab0Wn8UjqzfpSbyYUmkwcu2QarZIZJlCFCgAaOjJpDXEkiqiSxmg5hLRNGSs0grWaRUjPIFHAyS0bL4VJoDCd8e9Fh0X9rDikNBSepaEk1g3f91xHJbjzkCAAOyYJj3qGCSt+Vk00y4Zh3qKAzH5fSQQyHbuPJpod0b4fP6MLXez8OiYl4y3+14KO0FK4ikosjkotjMeXH5fAYAPzBciM91uHKTMLjTQfwhc5TcMv2TVsB7ZCs+FznE1hM+fPOA98ro+WQyeYQQBRzqdU/+Hd6/24A4HZsFjciU2g1N1Cvs8LQp0Eq2lRiCbdiswVVnLnb09vqii8iE7HX1VfQuZvxXLKoUnTFYIyh2eTBl7uewvGG3SV/oeD3/Cm5bWB4xLcXX+w8Ba/RsamfGWMMPdYWfLHrFNrNPl3uqefv5q6kmsHF0GjBhfHJ5qHgJBUrq+ZwJTyO+eRq3mvNohEHPTvgLOB4r3JjjKHV4sOgozvvteuF12cwlVgqy35KxhjaLT58vfdZPNd2ApYCtsqUm12y4NnWY/hqz0c3rSTiB8mChCPeQXyj75PosjZX7DmbF4K3sJwOUjGGCkPBSSoS5xzBbBTv+K8VVJe2z9aKIWdPyase9eKSbXjIvR0yyz8bMptcKbj+7oNgjKHR6MaXuz6Cr/c+iwHb1iw4YQC6LE34856P4Ws9z6LF5N3S0QGDIOOwZwf+87bP4YB7W0EjBJstoaRxPZK/6AfZXJXxlCHkAziAsfh8QYdVy0zCLmcP2s2+iuk5yIKE7Y5OtBZwYonCVVwI3ixr4XXGGByyFR9vfRj/afvncKrp4KaeNble3GAv/nrg03i29WHYZcuWD6kD6yuQBx3d+E/bPosvdZ1Cp6Vpq5sEYP3vzzZ7Bz7ZdgID9vatbg75AFocRCqSylW8tXaloC0oTtmKw55BSBW2WbzH2oI+Wxtmkyt5575uRmewkPLDYyjvfJ/ABAzY2vH13o/jkGcn3ly7jIuhUSSVTEHbVop6LTAYBBlDrl6cajqIva5+eArY3rLZGGNoNnvxR22PYbezD2+tXcHb/msIZCJQuKrrvOX9CBAgCQKcsg1Dzl4c9GxHv60dLSYvTGLpRSmIvirrSUPIHdOJJYwUOETVZ2vbkkpB+dgkM/a7t+F88GZBezrf8V/DLmcPxDL3mhljcBvsOOHbgwPubRiPL+Ad/zVcj0whkI0irqQKXoH7QRITYZXM8Boc6Le340TDbuxwdMEhWSCWqSKQXoyijEFHN3ptrfh468O4FBrD+eANzCfXEFNSSCgpXYbTGdZ7lBbRBKtkhku2ot/ejn2ufvTa2uCQLDBLRt3PIyX6YZxmnUkFuhoex7v+68jm2X/IwHDUO4iDnh2b1LLi+DMRvLj4DqIFHLzdbHTj0+0nIQqbP4PCOUcoF8NYbB7j8XnMJlcRykQRySUQycWRVnNQuIIcV8E5h8REyIIEk2iATTLDKVvhNTrRYvKi19aKQUc3fEZX1feUFE3FYsqPycQipuJLWEoHEL3zO4krKaTVLDJaFjlNg8ZVaOAQIEAUBEhMhFGQYRINsIgm2CQz7LIFboMdPqMLbWYfuq0taDZ5YBTp0OxqQsFJCPkDGudIKmmEc3FEcwnElCTSahYKV9eHLu8EpySIMIkGWEUT7LIVHoMdNslcMQu09KZxDQkljZiSRDSXQEJJI6NlkVFzULgKlWvgd4OTMYjCenAaBQPMohFWyQS7ZIFdtlAN2ipHwUkIIYQUoTa/GhJCCCFlQsFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIlBwEkIIIUWg4CSEEEKKQMFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIlBwEkIIIUWg4CSEEEKKQMFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIlBwEkIIIUWg4CSEEEKKQMFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIlBwEkIIIUWg4CSEEEKKQMFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIlBwEkIIIUWg4CSEEEKKQMFJCCGEFIGCkxBCCCkCBSchhBBSBApOQgghpAgUnIQQQkgRKDgJIYSQIkhb3QBCCKkHnHNkswqi4SQS8Qzi8TRSySyymRyyWRWqokHTNHAAgsAgCAySJMJglGAyyTBZDLBajbDbzbA5zJBlcavfUt2i4CSEkDLJZhUszAUxO72GhdkgVpcjCAXjiEXTiEaTSMYzyGQUZDM5KHeDk68HpygKkGQRRpMMk0mGxWqEzW6C02mB22NFQ6MD7V1edHb70NTihNEob/XbrRuMc863uhGEbCVN44iEE1Byakn3kQ0SnC4LGGM6tWxrcc6RySiIRZIl3YcJDFabCWazQaeWVSaurfcoY7E0psZXcP3qHG5cm4d/NYp4PI1kPINsVtHt9QxGCVabCTabCW6PFTuG2rD3QDe6en2w2U0wmQwQhNr4u1hpKDhJ3UsmM/jf/u6HGL+1VNJ9du/vwv/6X/8YJlNtfPPnnOOt12/i//rff1nSfWwOM/7sm4/j1DN7dGpZZdE0jlAgjunJVYxcmcW5t8cwNxOAqqhQFG3T2iGKAmRZhK/Jgf0He3DgSB96+hrR0OigYV2d0VAtIRxIp3NIJrMl3SaTzgE19j1UUdSSfy+iJEBRSuvNVyLOOULBBC6em8S5d0Zx9eIMQsHElrVHVTWoqoa5mQDmZgJ47bfXsGNXG/Yd7MGRhwfQ1eurmdGQrUbBSQghRdA0DfFYBu+8eRtvvnYd47eXEA4ngQr7zpSIZzB8bhLXr87hzOs3ceT4Njx2ahDNrW5IkkAhWgIKTkIIKQDnHPFYGjdH5vHLn72H61dmkUxkKn6QIZ3K4faNRUxNrOL1l0fwzCf345EndqLB54Ao0o7EB0HBSQgheXDOMTG2ghefH8aZ128iEi5twdRWyGYUzM348U//7TUMn5vA0x/fj8MP98NsMVDvs0gUnIQQch+ccyiKhovnJ/GT772DkSuz0LQK72LmoSgahs9NYnbKj4nRZXzq84fh8dooPItAwUkIIR+Caxxrq1H8+vlhvPqvVxFYi1b8sGwx1lajeOHH5zA2uoQvfvUEdu5qh2wQKUALQMFJCCEfsD40u4wffOstvP3mbfAq72XeTyaj4OK5SSzOBfGZLx3DR57ZA4vVuNXNqngUnIQQcg9N47h9YwHf/R9v4NKFqZoNzXstL4bx/X96E+lkFp/87CGYarxYRakoOAkh5I5cTsWlC5P4zn9/AxOjy1DVzStgsNXCwQR+8v13kEpl8dwfH4LbY6Vh2/ug4CSEEKwXEHjv7Dj+///nFSzOB2tqPrNQ0UgKz//wHKKRJL7054/A22Cn8PwQtImHEFL3NE3D1Usz+Nbf/w4Lc/UZmnelUlm89MtL+PkPzyGZyGx1cyoS9TgJIXVN0zRcuzyLb//D65id9pftdRhjECUBsiTC5bGipc2NphYXGnx22B1mGE0yjEYJsixCUTRkMjlkMwpi0RRWlyNYW41iZSkM/2oMiqJCVbWybY1RFA2//eUlOBxmfPJzh2EyydTzvAcFJyGkbnHOMTm+in/6+9/h9vWFsgSRxWKAx2dHT28jBnd3YMdQGxqbnDAYJUiyCEkUIIgCBIGBsfWA5ZyD8/UtMaqmQclpUBQVuZyC1eUIbt9YxK3rC5gYW4Z/JVpyPeEPE4ul8cKPz8NsNuDp5/bXzOEFeqDgJITUrYA/ju//45u4eW1e93vb7Cbs3teJfQd7cOBwL9o6PJCkwk4peb93JwISRBjv2SHS4HNgcHcHNI1jYS6A985O4PqVOVy5OK17RaNgII4ffe9teBpsePjRHRAlmt0DKDgJIXUqnc7hpV9exPC5CV3vK0kChvZ14fGnduHA4T40NjnKMswpCAwdXQ1o6/DisSd34dKFSfzml5dw89qcrseZ+Vdj+Nm/nEVPfxPaO7263beaUXASQupOLqvg9ZdH8Ovnh5FO53S5pyAK8DXa8ZkvHsOjT+yEw2UpuIdZ0usKDJ4GG04+NYQ9B7pw/p1xvPCT85ib9us29Hz75iJ+8K238Ff/+WnYHWZd7lnNKDgJIXVF0zhu31zET3/wLoL+uC73NJpkHDrWj8984Qh27GrfkiFNURTQ0OjAxz51AAM7WvAv/3wG752dWD8ntkSqouHsmVH0bWvGxz/9EIzG+p7vpAFrQkhdSSYzePGFi5jTaQWtJIt44und+MZ/OIXBPR1bOg/IGANjDAM7WvCN//ARPPHUEExmfUIuHkvj5RcvY2J0Bbye9+uAgpMQUkc0TcPbp2/h3JlRXe5nNMn4xKcP4k++9iiaW90Vs2WDMYbmVhe++o3H8dxnDsFq06f+7MzkGn7zwjBi0ZQu96tWFJyEkLoxPxvEi88PIx5Ll3wvk1nGxz65H5//ysNoaLTr0Dp9Mcbg9lrxxT87gac/vg+yXPp8q6ZxvPm7m7g8PF16A6sYBSchpC6kU1m8/ttrmBpfKfleoiTgyPFt+PQXjsJTwWXpGGOwWI349BeP4vDDAxDE0tuZTmXxmxcu6vLlo1pRcBJCat7dQgdn3riFTEYp+X7dvY344lePo6nFVXrjyowxhgafA1/46nHs3NWmyz3Hbi3h3JnRup3rpOAkhNS8VDKL06+M6LIgyGI14rN/cgxdvY06tGxzCAJD//YWfOpzR+Dx2kq+XzyWwulXr2NlKaJD66oPBSchpOYtzAXw5u9ulLyvUZIEPP7UEA4d7YcoVtfjUxQFHD+5A8dP7kCpI8ucA9evzuHye1N1dfTaXdX1yRNCyAN4+43bCAcTJd+nvasBTzw1BJvdpEOrNp8kiXj6E/vQ0Ogo+V7xWBoXzo4jGqm/FbYUnISQmra6EsHZt0ZL7m0ajBKOP7YD23e1VexioEJ0djXg1Ef36NJjHj43ibnptbqb66TgJITULE3jOPvWKJaXwiXfq7Xdg1Mf26PLto6tZDTJOH5yB3r6S5+jTSYyOHP6lq61casBBSchpGZFI0lcvTRT8oHMjAEHDveitc1T1b1NYH2VbWePDwcO9epSS/fy8DTisfoarqXgJITUJM45JsZWMH57ueR7mUwGPHJyZ8mLaiqFySTjwOFeeH2lF24IrEZx7fKsDq2qHhSchJCalMupuDUyj+XFUMn32r2/E22dHh1aVTl2DrWju9dXcg86mcxi+NwEFEXVqWWVj4KTEFKTYpEURq7MlbwoSJQEHDrWX7Urae/HbDHg4NE+GIylHZKlqhpmJtewulw/ezopOAkhNYdzjlAogdGbCyXfq7HJie6+RohidS8K+jB79nfBrMPpKavLEUyNr9bN6loKTkJIzeEax+jNRcSipddT7elvRGu7p2bmN+/V0OhAT39TyfcJBeOYmliBWierayk4CSE1R9U4RnRYsCLLIvoGmnUpU1eJjEYZew90lXwfVeWYmlhFJJLUoVWVj4KTEFJzshkFk2Oln4Jic5jR1euruvJ6hZJkEX3bmiHpcPj2/EwA0TAFJyGEVKWFuQDCodJL7DkcZnR1N+jQosokCAzeBjsam50l32txIYRQMFEX85wUnISQmjMxtoxMOlfyfZxuC5pb3Tq0qHLZnRa0dXhLvk8mncP8bKAuqghRcBJCas7cdACZbGnnboqigNZ2D4ym0ledVjK73YSWNn2+HMzNBupiPycFJyGkpmSzCpaXwlBypT3ARUlAZw0P095lMhvQ1OzUZZ5zcS4IlYKTEEKqSygQR0SH+U1RFNBS48O0wPo8p9trg8VqLPlei/NB5Er8wlINKDgJITUlGIgjHit9/6YgCPA1lX5uZTVwuS2w6hCc0UhSl999paPgJITUlGgkVfJpKABgNEpwe2pz/+YHOVwWXXqcqsoR9Md1aFFlo+AkhNSUSCiBhA7B6fHaSq7jWi1cLiusttJr8WqahrXVqA4tqmwUnISQmsE5RzSaQiqZLfleTrcFglCDdfY+hNVm1GX1sKZyhALU4ySEkKqhqRzJRAaqWvpeQqvVVDfBaTTJMBhK711rnCNWB4daU3ASQmpGNqcgES99mBYAbI76CU5RFGCxGko+m5NrHNEwBSchhFSNXFbVZWEQANjtZjChPh6RjDHY7GaIYonByTkSCVpVSwghVUNVVWQypZfaA9YPehZq8Syx+zBbZAglflHgnCOd0uf3X8koOAkhNUNVNGQzpZXau0uSRaB+chOSJJZ85ijnQDqdq/lC7xSchJCaoWqabpVrJEmoycOr70eSROjxhlVFg6ZScBJCSFXgGnRZUQvc6YHVUZdTjx4nsD5cq2q1fUIKBSchpGZwzsE1fXo7kiTU1VCtKAklr6oF1j8DTacvL5WKgpMQUlP0ml+rlxW1d+m19YZzoLYHaik4CSG1hAFMpwCoh+Ox7qWqmi6Jx5h+IVypKDgJ0QnH+rdtsnUYY7o9tBVVq6vPU1E0XXrr659BbUdLbb87QjYR17huC1PIgxEYgyiJutxLzal19U1IUVRdhlgFgUEUaztaavvdEbKJNArOLSdKgi41VwEgp2g1P1d3LyWn6tLjNJrkmt/GQ8FJiE40TsG51URRv+DMZmp/I/+9shml5BXJjDGYzKXXvK10FJyE6IRrGgXnFhMlQZfjsQAgEc/otrWlGiTiaailBqcAWCwGnVpUuSg4CdGJomjIpGu/TmclM8gSrFajLveKxVLQ6iQ4NY0jHk+XvP9SYAIcTrNOrapcFJyE6CSbVXQ7mYM8GNkgwmrTJzjj0XTdBGc2q+jypU8QGBxOiw4tqmwUnIToJJdVkUpmt7oZdU0QBFisRshy6Str4/H6Cc50MouMDsXxmcDgdFl1aFFlo+AkRCfU46wMDocZZh3m2YL+OFS1PoogRCJJXb70iSKDr8mhQ4sqGwUnITrJZHKIxVJb3Yy653BZYNFhnjMWTSIeq/1DmQEgHEogHi/9vQqiQMFJCClcOplFOJTc6mbUPYdTn+BUVQ7/akyHFlW+aDipy2iJzWaC3UGLgwghBcrlVIQCcWSz+hykTB6Mt8Gmy8NbVTWsLIdLb1CF45wjFEwgES89OFvb3LrML1c6Ck5CdBQMxHV5AJEH5/JY4XJbSj4STFU1zM8G9GlUBcvlVKytRnVZVdve1QCJgpMQUoyAP4aEDnNFFaMKF5VKkoimFjfkEmvWqoqK2Wk/tBo/lDkeTWFpIaTLvTq6GyDpVCu4klFwEqKjlaUwIqFEzZRqU3Q5Wottegm2rp4GGIylVRDiHAisxRAKJHRqVWWKRdNYnA+WfB+jUUZ7h2f9APAaV/vvkJBN5F+NYnU1WjPBmcuVHpyMYdNPy+jtb4JJh9J7sWiqpodrOecIhxNYnC+9x9nS7obba6v5OrUABSchulJVjpmJNWSztbH/L6vDpnhBYJu+YKSlzQ2Xp/SN+JFwElMTqzXzReiDVEXDzOSaLitqu3t9cLtrv/gBQMFJiO7GR5eQrZGatXrM1zJB2PThO9kgoW+gqeT7pFNZTE+uIlmjFaGyWQXXr86VfB9RFNDZ7YO9DurUAhSchOju9o1FBIPxrW5GyTgHQsHS5/cEgUGS9Tnqq1CiyDC0t7Pk+3AOTI6tYHlRn8UzlSYWTeHGtdKD0+O1oXegEaJY+wuDAApOQnSXTGRw7dLMVjdDFwF/6V8ARFHQZb6xGIwxbNvZqstJHTNTa5id8tdk3drrV+cQDZde7aqlzY2B7S01f4D1XRSchOhMUTRcvTRb9Q9aTdOwthIp+T6yLMLmMOnQosIxxuB0WdC/vaXke6WSWYxcmUU6VVvDtaqqYfjcJDIlFuwQJQHdvT54Guw6tazyUXASojPOOSZGlzE5vrLVTSlJMBBHNFJ6b0Q2iFty1JTdacbufZ0QhNK7QefeHkMwUP3D7/eaHF/B6M3Fks/gtFqNOHisf9NXTm+l+nmnhGyitZUIzp4Z1Wkf5NaYmVxDOl16L8tgkODYgvqlsixi51A7WtrcJd/LvxrF8LkJHVpVGRRFxfDZCawshUu+V0ubG7v2lD6fXE0oOAkpg0xGwdWL01heDG91Ux7Y2K0lpHVYTWqzmUouRvAgGGPo6W9Erw6razWN48zrt2rmtJSlhRCGz08ircPq7yPHB2C2bP7nu5UoOAkpk9Gbi7h0YRKKDkUENlsykcHUxErJBesFgaG51b1li0acLiv2PtSty2kpk+MrOHtmtOrnrnNZBcPnJnHr+kLJ93J5rDh4tL6GaQEKTkLKJpnI4re/voLV5UjVbaCfGFvG9MQaSm22KAro7GnQp1EPQBAYjhzfhuYWV8n3isdSeP3lEawshUv+vWyl1ZUoXv715ZKLujPGcOThAbS2u+uiWtC9KDgJKaPRm4s488atqnrQ5nIqblybx+JC6fVLBVFAR/fWBScANDU7cehYf8mLhDgHRq7M4o3XbiCbqc4CF6qq4bWXrmJCh4VrDY12PPzY9ro4f/ODKDgJKbNXfnMFU+MrVdHr5Jwj6I/h4vlJ5HQoG2iQRbS0lL44p1QnHt+hy8reVDKL3/7qEmam1qri87wX5xy3ri/g9d+OgJc43MwYsGtPB3YOtdddbxOg4CSk7OZnAvjRd95GYC1W8Q9bTeW4enEGI5dndblfd3/Tpu/h/DDtXQ149MlBXbamLMwH8dPvv6vLVp3NwjnH0kIIP/3Bu1jSoQqSt8GOjzyzF07X5m8zqgQUnISUmapqOPv2GJ7/8XnEY+mKHrZdXYngVz9/T5dTUQBgaG8HTGaDLvcqhcViwBNP70Z7p7f0m3Hg3TOjeP5H56ri7FXOOcKhJH74nbdx7sxYyYubGAMeOtKHA0d667K3CVBwErIp0qksfvuryzj9yvWK3dupKCpe/deruhVukA0i+rY1w2DY+vqljDH09Plw7JFtMBhKr5ubSefw0q8u4c3f3dTlBJlyUlUNr7x4GadfGdHl757bY8NTH99Xdytp71W/75yQTRaNJPHj776NN169jmwmV1HDtkpOxZnXb+HlFy/rFgTtnV60trkhCJXxmDFbjDj1sb3o0WFfJwAE/XF8/5/exOlXRpCqwHJ8nHMkkxm8+PNhPP+jc0inSl/QJMkiPvrcfgxsb9ahhdWrMv5GE1InVpYj+Nbf/w6/fn74zrDt1oenoqgYPj+BH/7zGawslV6bFljfBjK0txPNOlTt0VNHVwOe/eQB2Oz6zLuuLkfwj//tNbz84uWKGrblnCMUTOAn33sX3//Wm7oU6xcEhv0PdePJp3fDuMlF+ysNBSchm2xtNYoffOst/Mu3z2B1WZ+gelCcc1x+bxrf/ofTutbWdbosGNrXCat16xcG3UsQGI6f3IFDx/p1u2comMD3/seb+Mn33sXSQqgivgzNTvnx3f9+Gj//4VmEQ0ld7tnQ6MAn/vgQ2jq9dTu3edfmHpJHCAEARCMp/Orn72F+1o8//vLD2D7YdmcukG1KlR3OOVKpLM6dGcOPv/u27gXp2zq92LWnoyKPmbLaTPjEZw5iYmwZs1N+Xe4ZCSfx/I/OYfTWIr74ZyewY1cbJEnc1IDhnCOdyuHqxWn87Idncf3KnG6LvIxGGaee2YP9B3t0WZlc7Sg4CdkimXQO598Zx9TEKo4e34Ynn9mDzp4GmM2Gsj5wsxkFs9Nr+M0vLuLM6VuIhBK6rvQ1mmQcPbENDT6HfjfVkSAwbN/Zis9+6Ri+/Q+nEfDHdLlvKpXF8PlJzE758fhTQzh+csemfJ6ccyQSGUyOreBff3ERF89PIhxOlrxX8y5BYDj8cD+e+8zBuh+ivYuCkxAdMLYeGNmMUtRyf03jWFmK4Bc/vYB3z4zi0ScHMbS3EwPbW+D12XX7ds85Ryadw8TYMq5enMWrL13F3LQ+va0P6uj04uSpXRXdM5ENEh49tQsryxH85Pvvllx+7i6ucayuRPCj776N06+O4MTjO7HvoR4M7GiBy23V9XeiaRzLSyHcvr6IkSuzOPP6TYSCCd3uDwBgwPbBVnzpzx+B22vT995VjIKTEB04XVZ8+WuP4MzpW7gyPP1A91hdjuDn/3IWp18ZQW9/M3bubsO2Ha3o7W+C22t7oIeuqmhYXYlg5MosRi7P4tb1BczPBXSpCnQ/j31kFzxV8JA1mw342KcewtTEKt4+fUv3+68sRfDzH57DmddvoW+gCdsGW7FjsA3925thd5gfqBe6frh4FOO3lzF2awm3bixgYmwZ0XCyLPuD29o9+PyfnkBXj6/u5zXvRcFJiA66enx48qN70Nzqgn8tioXZB6vzqmkc/tUY/KsxXB6egsVqhMViQHOrG63tHjQ02tHY7ITLZYXRKMFokiEbJKiKimxWRSqZQTAQRygQx/xcEDOTqwgFE4jH0kgmMmU92WO9DFsnHn50O0SpOtYdehts+NO/OIlIOImb1+ahlnio8wdxjWNlKYyVpTCGz03AYjXC7jCjscmJ1nY3mtvcaPA5YHOYYDLJMBpliJKAXFZBOp1DNqMgHEpgeSkM/0oUi/MhrK5EkExkkExkdJvD/DCNTU585S8fw6GjfZDkrd+LW0koOAnRQXefD7JBxMGj/Xh2JoDv/eMbSCZK29uXzSjrD85gAovzIVw8PwkA9yy4+bAeAP/9/97kxZ2+Jic+/cWjaOvwVFHvhKG7z4dv/MeP4B//v9dw7fIMNLU8v7hMRkEmoyAUTGB22g+cA8Du/RQ3+Dw3+bN0eaz48tcfwWNP7qrrQgf3Q78RQnTQ1uGFKAoQRQGnntmDww8PlO21OL/7h3/InzsP2U1+0BoMEh59YhD7D3ZXTMGDQjC2XlVo244W/OlfnkTfwCZv7OcFfp6byOO14TNfPIrHTlFo3g/9VggpkSAydHR533/IOF0WfP4rx7F7X2dFL5DRC2PAngNd+NTnD8Nqq6x9m4USBAG79rTjm3/zFLbtbK2Lz+3D+Joc+MpfPoZPfPogLJbSD/+uVRSchJTI22CHy219//9mjKGnvxFf/ebjGNzdXtsPYQb09jfhz775OHyNlbn9pFDr4dmBv/7bj+Lg0T5datpWk7YOD772V0/gqWf3wWKl0NwIBSchJWppdcNiM/7BvJ4gCBja24k//6snN3/4bxN19/jw1W8+jr6Bpiqa17w/URSwY1cbvvk3T+Pxp4dgMNZ+eAqigMHd7fjm33wEjz65CzItBMqLgpOQEjW3uWD9kG/o6/VaO/C1f/cEemskWO5aP22kEX/x709h/6EeiFLtPGwZWx96/8pfPIbPfvkYHE5zRVZA0oPBKOH4o9vx13/7DA4e7afQLFDtf50ipIwYA1rbPPedD2KMYd/BHvzH//IsfvzdtzF8flK3zfZbRZJEbNvZgq//9SkMDrVXzdaTYvkaHfjslx9GT38TfvnTC7g1soBstrKPECuUIDA0+Bz46HP78bFPHoDba62pL3blRsFJSAmsNhMam50b7nMT7wyF/fu/ewYv/OQ8Xv71Zd0Kb282m92E44/twKe/cBRdvb6anr9ljMFiNeLRJwaxfWcrfvGTCzj96nX4V6Nb3bSSmMwyDh8bwDOfPIA9BzohyxQDxaLfGCElcLos8DYUViWnodGBz3/lONo6PHjhxxcwPbGy6VsNSuFrdKxvU7hTGaieeiiNzU58+WuPYMeuNrz20lUMn5usyt5nS7sbz37qITx2ahcamxx19RnqiYKTkBK4vTb4mpwFX2+zm3Dqmb0YHOrAa7+9htOvjGBtNQpV0bdijV4EkcHrtWP/oR48+0cPoXegCUZj/RX6ZozBajPh+Mkd2L2/E5ffm8ZvXriIqYkVxGPpslZkKpXBKKGxyYmTH9mFEyd3oL3TC9kgUWiWgIKTkBJ4vDY0+OwFX88YgyyL6OxpwFe/cRInTu7AS7+6jOtXZjE344dSIQEqSgIam5wY2tuBjz53ANsHW2nhCNaH3d0eG05+ZBcOHevD5femceb0Ldy+sYDlxbDuJftKYbOb0NXrw76HevDE00PvV3SiwCwdBSchD0iSBDQ2O2E0GYr+WcYYRJFh285WdPb4MDm2gvfOjuO9cxOYGltBJrM1w4CSJKBvoBkPHe3D0N4O7Bxqr9qiBuXEGIPNbl4//eRgD0ZvLuLapRncuDaP2zcWkEyWVm7xwdsFeH12DO3txP6DPRja14mWNjekGlr1XAkYr4TjygnZQqqqYWp8peiHncAYfM0ONDW7dGlHJpPD2moUC7MBXL00iyvD01heDCGXVZHLKbr2RhkDJFmEJIkwGiW0tnswtLcTu/Z0oL3Li8YmJwxGuWa3YeiNc45sVkEokMDSYgjXr6yfRDM1vopkcr0Yu5JTdR3SFQQG2SBBlkXYHWbs2NWGfQe70dvfjMYmB5xuS1WVP6wmFJyEVBhN48jlFKRTOawuRzB+ewkTYytYmAsiHkshlcwilcoim1GQy6nI5VRoqgZNW69vKgjszh8BgsjuhKMMo0la/6dZhsdrR2d3A9o7vejpa0RzqwsG4/pDmIbzHtzdx+ndoIyEk5ieWMXU5Crmpv3wr8aQSKSRTuWQSeeQyeSg5FTkFO0PPsO7NXQFUYAsiZANImSDBJNJhtligM1mQkOjAz39TRjY3oy2Ti9sNhNkgwhRFOjzKzMKTkKqRC6rIBRKIOiPIxz6/VFh6VQW2awCVeXQNA2iKECSREiyCFkWYTTJsDvMcDjNcDjMcLgscLmtVMB7k3HOkU7lEAzEEAknEQknEYumkE7l/s1nuD6Uv/45mi0yzBYjbDYTnG4L3B4bvA02GE0yBeQWoeAkhBBCikBfOQkhhJAiUHASQgghRaDgJIQQQopAwUkIIYQUgYKTEEIIKQIFJyGEEFIECk5CCCGkCBSchBBCSBEoOAkhhJAiUHASQgghRaDgJIQQQopAwUkIIYQUgYKTEEIIKQIFJyGEEFIECk5CCCGkCBSchBBCSBEoOAkhhJAi/E+vtqMq3aAk2gAAAABJRU5ErkJggg==" id=image8336773553 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p01cae8fd20><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8021946985167684790bottom--8021946985167684790characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-8021946985167684790unicode--8021946985167684790characters aria-controls=-8021946985167684790unicode--8021946985167684790characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-8021946985167684790unicode--8021946985167684790categories aria-controls=-8021946985167684790unicode--8021946985167684790categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-8021946985167684790unicode--8021946985167684790scripts aria-controls=-8021946985167684790unicode--8021946985167684790scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-8021946985167684790unicode--8021946985167684790blocks aria-controls=-8021946985167684790unicode--8021946985167684790blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8021946985167684790unicode--8021946985167684790characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=o> o </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=y> y </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=e> e </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=s> s </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8021946985167684790unicode--8021946985167684790categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>97666</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=o> o </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=y> y </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=e> e </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=s> s </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8021946985167684790unicode--8021946985167684790scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>97666</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=o> o </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=y> y </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=e> e </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=s> s </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8021946985167684790unicode--8021946985167684790blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>97666</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=o> o </td><td>37967</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr><tr class><td title=y> y </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=e> e </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr><tr class><td title=s> s </td><td>7244</td><td><div class=bar style=width:19.1%> </div> 7.4% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2344382209354783335></a><div class=variable><div class=col-sm-12><p class=h4 title=contact><a href=#pp_var_-2344382209354783335>contact</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.8 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" 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" id=imagebbb78f7911 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pab1a576c6e><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--2344382209354783335, #minifreqtable-2344382209354783335" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--2344382209354783335 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2344382209354783335bottom--2344382209354783335overview aria-controls=-2344382209354783335bottom--2344382209354783335overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-2344382209354783335bottom--2344382209354783335word aria-controls=-2344382209354783335bottom--2344382209354783335word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-2344382209354783335bottom--2344382209354783335characters aria-controls=-2344382209354783335bottom--2344382209354783335characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2344382209354783335bottom--2344382209354783335overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>9</td></tr><tr><th>Median length</th><td>8</td></tr><tr><th>Mean length</th><td>7.77629338</td></tr><tr><th>Min length</th><td>7</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>351574</td></tr><tr><th>Distinct characters</th><td>13</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>unknown</td></tr><tr><th>2nd row</th><td>unknown</td></tr><tr><th>3rd row</th><td>unknown</td></tr><tr><th>4th row</th><td>unknown</td></tr><tr><th>5th row</th><td>unknown</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2344382209354783335bottom--2344382209354783335word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=cellular> cellular </td><td>29285</td><td><div class=bar style=width:100.0%> 64.8% </div></td></tr><tr class><td title=unknown> unknown </td><td>13020</td><td><div class=bar style=width:44.5%> 28.8% </div></td></tr><tr class><td title=telephone> telephone </td><td>2906</td><td><div class=bar style=width:9.9%> </div> 6.4% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage 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" id=imagecf2d45112a x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p7f4afae1a6><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2344382209354783335bottom--2344382209354783335characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2344382209354783335unicode--2344382209354783335characters aria-controls=-2344382209354783335unicode--2344382209354783335characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-2344382209354783335unicode--2344382209354783335categories aria-controls=-2344382209354783335unicode--2344382209354783335categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2344382209354783335unicode--2344382209354783335scripts aria-controls=-2344382209354783335unicode--2344382209354783335scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-2344382209354783335unicode--2344382209354783335blocks aria-controls=-2344382209354783335unicode--2344382209354783335blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2344382209354783335unicode--2344382209354783335characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=l> l </td><td>90761</td><td><div class=bar style=width:100.0%> 25.8% </div></td></tr><tr class><td title=u> u </td><td>42305</td><td><div class=bar style=width:46.6%> 12.0% </div></td></tr><tr class><td title=n> n </td><td>41966</td><td><div class=bar style=width:46.2%> 11.9% </div></td></tr><tr class><td title=e> e </td><td>38003</td><td><div class=bar style=width:41.9%> 10.8% </div></td></tr><tr class><td title=c> c </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=a> a </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=r> r </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=o> o </td><td>15926</td><td><div class=bar style=width:17.5%> </div> 4.5% </td></tr><tr class><td title=k> k </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class><td title=w> w </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>8718</td><td><div class=bar style=width:9.6%> </div> 2.5% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2344382209354783335unicode--2344382209354783335categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>351574</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=l> l </td><td>90761</td><td><div class=bar style=width:100.0%> 25.8% </div></td></tr><tr class><td title=u> u </td><td>42305</td><td><div class=bar style=width:46.6%> 12.0% </div></td></tr><tr class><td title=n> n </td><td>41966</td><td><div class=bar style=width:46.2%> 11.9% </div></td></tr><tr class><td title=e> e </td><td>38003</td><td><div class=bar style=width:41.9%> 10.8% </div></td></tr><tr class><td title=c> c </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=a> a </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=r> r </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=o> o </td><td>15926</td><td><div class=bar style=width:17.5%> </div> 4.5% </td></tr><tr class><td title=k> k </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class><td title=w> w </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>8718</td><td><div class=bar style=width:9.6%> </div> 2.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2344382209354783335unicode--2344382209354783335scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>351574</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=l> l </td><td>90761</td><td><div class=bar style=width:100.0%> 25.8% </div></td></tr><tr class><td title=u> u </td><td>42305</td><td><div class=bar style=width:46.6%> 12.0% </div></td></tr><tr class><td title=n> n </td><td>41966</td><td><div class=bar style=width:46.2%> 11.9% </div></td></tr><tr class><td title=e> e </td><td>38003</td><td><div class=bar style=width:41.9%> 10.8% </div></td></tr><tr class><td title=c> c </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=a> a </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=r> r </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=o> o </td><td>15926</td><td><div class=bar style=width:17.5%> </div> 4.5% </td></tr><tr class><td title=k> k </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class><td title=w> w </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>8718</td><td><div class=bar style=width:9.6%> </div> 2.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2344382209354783335unicode--2344382209354783335blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>351574</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=l> l </td><td>90761</td><td><div class=bar style=width:100.0%> 25.8% </div></td></tr><tr class><td title=u> u </td><td>42305</td><td><div class=bar style=width:46.6%> 12.0% </div></td></tr><tr class><td title=n> n </td><td>41966</td><td><div class=bar style=width:46.2%> 11.9% </div></td></tr><tr class><td title=e> e </td><td>38003</td><td><div class=bar style=width:41.9%> 10.8% </div></td></tr><tr class><td title=c> c </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=a> a </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=r> r </td><td>29285</td><td><div class=bar style=width:32.3%> </div> 8.3% </td></tr><tr class><td title=o> o </td><td>15926</td><td><div class=bar style=width:17.5%> </div> 4.5% </td></tr><tr class><td title=k> k </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class><td title=w> w </td><td>13020</td><td><div class=bar style=width:14.3%> </div> 3.7% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>8718</td><td><div class=bar style=width:9.6%> </div> 2.5% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_841579645761165859></a><div class=variable><div class=col-sm-12><p class=h4 title=day><a href=#pp_var_841579645761165859>day</a><br><small>Real number (ℝ)</small></p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>31</td></tr><tr><th>Distinct (%)</th><td>0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>15.80641879</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1</td></tr><tr><th>Maximum</th><td>31</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>353.3 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC 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data-target="#bottom-841579645761165859, #minifreqtable841579645761165859" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-841579645761165859 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#841579645761165859bottom-841579645761165859statistics aria-controls=841579645761165859bottom-841579645761165859statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#841579645761165859bottom-841579645761165859histogram aria-controls=841579645761165859bottom-841579645761165859histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#841579645761165859bottom-841579645761165859common_values aria-controls=841579645761165859bottom-841579645761165859common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#841579645761165859bottom-841579645761165859extreme_values aria-controls=841579645761165859bottom-841579645761165859extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=841579645761165859bottom-841579645761165859statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1</td></tr><tr><th>5-th percentile</th><td>3</td></tr><tr><th>Q1</th><td>8</td></tr><tr><th>median</th><td>16</td></tr><tr><th>Q3</th><td>21</td></tr><tr><th>95-th percentile</th><td>29</td></tr><tr><th>Maximum</th><td>31</td></tr><tr><th>Range</th><td>30</td></tr><tr><th>Interquartile range (IQR)</th><td>13</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>8.322476153</td></tr><tr><th>Coefficient of variation (CV)</th><td>0.5265250948</td></tr><tr><th>Kurtosis</th><td>-1.059897373</td></tr><tr><th>Mean</th><td>15.80641879</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>7</td></tr><tr><th>Skewness</th><td>0.09307901402</td></tr><tr><th>Sum</th><td>714624</td></tr><tr><th>Variance</th><td>69.26360932</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=841579645761165859bottom-841579645761165859histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# 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(bins=31) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=841579645761165859bottom-841579645761165859common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=20> 20 </td><td>2752</td><td><div class=bar style=width:11.0%> </div> 6.1% </td></tr><tr class><td title=18> 18 </td><td>2308</td><td><div class=bar style=width:9.2%> </div> 5.1% </td></tr><tr class><td title=21> 21 </td><td>2026</td><td><div class=bar style=width:8.1%> </div> 4.5% </td></tr><tr class><td title=17> 17 </td><td>1939</td><td><div class=bar style=width:7.8%> </div> 4.3% </td></tr><tr class><td title=6> 6 </td><td>1932</td><td><div class=bar style=width:7.7%> </div> 4.3% </td></tr><tr class><td title=5> 5 </td><td>1910</td><td><div class=bar style=width:7.6%> </div> 4.2% </td></tr><tr class><td title=14> 14 </td><td>1848</td><td><div class=bar style=width:7.4%> </div> 4.1% </td></tr><tr class><td title=8> 8 </td><td>1842</td><td><div class=bar style=width:7.4%> </div> 4.1% </td></tr><tr class><td title=28> 28 </td><td>1830</td><td><div class=bar style=width:7.3%> </div> 4.0% </td></tr><tr class><td title=7> 7 </td><td>1817</td><td><div class=bar style=width:7.3%> </div> 4.0% </td></tr><tr class=other><td title="Other values (21)"> Other values (21) </td><td>25007</td><td><div class=bar style=width:100.0%> 55.3% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=841579645761165859bottom-841579645761165859extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#841579645761165859extreme_values-841579645761165859firstn aria-controls=841579645761165859extreme_values-841579645761165859firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#841579645761165859extreme_values-841579645761165859lastn aria-controls=841579645761165859extreme_values-841579645761165859lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=841579645761165859extreme_values-841579645761165859firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>322</td><td><div class=bar style=width:16.9%> </div> 0.7% </td></tr><tr class><td title=2> 2 </td><td>1293</td><td><div class=bar style=width:67.7%> 2.9% </div></td></tr><tr class><td title=3> 3 </td><td>1079</td><td><div class=bar style=width:56.5%> 2.4% </div></td></tr><tr class><td title=4> 4 </td><td>1445</td><td><div class=bar style=width:75.7%> 3.2% </div></td></tr><tr class><td title=5> 5 </td><td>1910</td><td><div class=bar style=width:100.0%> 4.2% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=841579645761165859extreme_values-841579645761165859lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=31> 31 </td><td>643</td><td><div class=bar style=width:35.1%> </div> 1.4% </td></tr><tr class><td title=30> 30 </td><td>1566</td><td><div class=bar style=width:85.6%> 3.5% </div></td></tr><tr class><td title=29> 29 </td><td>1745</td><td><div class=bar style=width:95.4%> 3.9% </div></td></tr><tr class><td title=28> 28 </td><td>1830</td><td><div class=bar style=width:100.0%> 4.0% </div></td></tr><tr class><td title=27> 27 </td><td>1121</td><td><div class=bar style=width:61.3%> 2.5% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-8576508205908122479></a><div class=variable><div class=col-sm-12><p class=h4 title=month><a 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data-toggle=tab>Words</a></li><li role=presentation><a href=#-8576508205908122479bottom--8576508205908122479characters aria-controls=-8576508205908122479bottom--8576508205908122479characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8576508205908122479bottom--8576508205908122479overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>3</td></tr><tr><th>Median length</th><td>3</td></tr><tr><th>Mean length</th><td>3</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>135633</td></tr><tr><th>Distinct characters</th><td>19</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>may</td></tr><tr><th>2nd row</th><td>may</td></tr><tr><th>3rd row</th><td>may</td></tr><tr><th>4th row</th><td>may</td></tr><tr><th>5th row</th><td>may</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8576508205908122479bottom--8576508205908122479word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=may> may </td><td>13766</td><td><div class=bar style=width:100.0%> 30.4% </div></td></tr><tr class><td title=jul> jul </td><td>6895</td><td><div class=bar style=width:50.1%> 15.3% </div></td></tr><tr class><td title=aug> aug </td><td>6247</td><td><div class=bar style=width:45.4%> 13.8% </div></td></tr><tr class><td title=jun> jun </td><td>5341</td><td><div class=bar style=width:38.8%> </div> 11.8% </td></tr><tr class><td title=nov> nov </td><td>3970</td><td><div class=bar style=width:28.8%> </div> 8.8% </td></tr><tr class><td title=apr> apr </td><td>2932</td><td><div class=bar style=width:21.3%> </div> 6.5% </td></tr><tr class><td title=feb> feb </td><td>2649</td><td><div class=bar style=width:19.2%> </div> 5.9% </td></tr><tr class><td title=jan> jan </td><td>1403</td><td><div class=bar style=width:10.2%> </div> 3.1% </td></tr><tr class><td title=oct> oct </td><td>738</td><td><div class=bar style=width:5.4%> </div> 1.6% </td></tr><tr class><td title=sep> sep </td><td>579</td><td><div class=bar style=width:4.2%> </div> 1.3% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>691</td><td><div class=bar style=width:5.0%> </div> 1.5% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:02.975285</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, 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aria-controls=-8576508205908122479unicode--8576508205908122479scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-8576508205908122479unicode--8576508205908122479blocks aria-controls=-8576508205908122479unicode--8576508205908122479blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8576508205908122479unicode--8576508205908122479characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>24825</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=u> u </td><td>18483</td><td><div class=bar style=width:74.5%> 13.6% </div></td></tr><tr class><td title=m> m </td><td>14243</td><td><div class=bar style=width:57.4%> 10.5% </div></td></tr><tr class><td title=y> y </td><td>13766</td><td><div class=bar style=width:55.5%> 10.1% </div></td></tr><tr class><td title=j> j </td><td>13639</td><td><div class=bar style=width:54.9%> 10.1% </div></td></tr><tr class><td title=n> n </td><td>10714</td><td><div class=bar style=width:43.2%> 7.9% </div></td></tr><tr class><td title=l> l </td><td>6895</td><td><div class=bar style=width:27.8%> </div> 5.1% </td></tr><tr class><td title=g> g </td><td>6247</td><td><div class=bar style=width:25.2%> </div> 4.6% </td></tr><tr class><td title=o> o </td><td>4708</td><td><div class=bar style=width:19.0%> </div> 3.5% </td></tr><tr class><td title=v> v </td><td>3970</td><td><div class=bar style=width:16.0%> </div> 2.9% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>18143</td><td><div class=bar style=width:73.1%> 13.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8576508205908122479unicode--8576508205908122479categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>135633</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>24825</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=u> u </td><td>18483</td><td><div class=bar style=width:74.5%> 13.6% </div></td></tr><tr class><td title=m> m </td><td>14243</td><td><div class=bar style=width:57.4%> 10.5% </div></td></tr><tr class><td title=y> y </td><td>13766</td><td><div class=bar style=width:55.5%> 10.1% </div></td></tr><tr class><td title=j> j </td><td>13639</td><td><div class=bar style=width:54.9%> 10.1% </div></td></tr><tr class><td title=n> n </td><td>10714</td><td><div class=bar style=width:43.2%> 7.9% </div></td></tr><tr class><td title=l> l </td><td>6895</td><td><div class=bar style=width:27.8%> </div> 5.1% </td></tr><tr class><td title=g> g </td><td>6247</td><td><div class=bar style=width:25.2%> </div> 4.6% </td></tr><tr class><td title=o> o </td><td>4708</td><td><div class=bar style=width:19.0%> </div> 3.5% </td></tr><tr class><td title=v> v </td><td>3970</td><td><div class=bar style=width:16.0%> </div> 2.9% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>18143</td><td><div class=bar style=width:73.1%> 13.4% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8576508205908122479unicode--8576508205908122479scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>135633</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>24825</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=u> u </td><td>18483</td><td><div class=bar style=width:74.5%> 13.6% </div></td></tr><tr class><td title=m> m </td><td>14243</td><td><div class=bar style=width:57.4%> 10.5% </div></td></tr><tr class><td title=y> y </td><td>13766</td><td><div class=bar style=width:55.5%> 10.1% </div></td></tr><tr class><td title=j> j </td><td>13639</td><td><div class=bar style=width:54.9%> 10.1% </div></td></tr><tr class><td title=n> n </td><td>10714</td><td><div class=bar style=width:43.2%> 7.9% </div></td></tr><tr class><td title=l> l </td><td>6895</td><td><div class=bar style=width:27.8%> </div> 5.1% </td></tr><tr class><td title=g> g </td><td>6247</td><td><div class=bar style=width:25.2%> </div> 4.6% </td></tr><tr class><td title=o> o </td><td>4708</td><td><div class=bar style=width:19.0%> </div> 3.5% </td></tr><tr class><td title=v> v </td><td>3970</td><td><div class=bar style=width:16.0%> </div> 2.9% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>18143</td><td><div class=bar style=width:73.1%> 13.4% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8576508205908122479unicode--8576508205908122479blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>135633</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>24825</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=u> u </td><td>18483</td><td><div class=bar style=width:74.5%> 13.6% </div></td></tr><tr class><td title=m> m </td><td>14243</td><td><div class=bar style=width:57.4%> 10.5% </div></td></tr><tr class><td title=y> y </td><td>13766</td><td><div class=bar style=width:55.5%> 10.1% </div></td></tr><tr class><td title=j> j </td><td>13639</td><td><div class=bar style=width:54.9%> 10.1% </div></td></tr><tr class><td title=n> n </td><td>10714</td><td><div class=bar style=width:43.2%> 7.9% </div></td></tr><tr class><td title=l> l </td><td>6895</td><td><div class=bar style=width:27.8%> </div> 5.1% </td></tr><tr class><td title=g> g </td><td>6247</td><td><div class=bar style=width:25.2%> </div> 4.6% </td></tr><tr class><td title=o> o </td><td>4708</td><td><div class=bar style=width:19.0%> </div> 3.5% </td></tr><tr class><td title=v> v </td><td>3970</td><td><div class=bar style=width:16.0%> </div> 2.9% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>18143</td><td><div class=bar style=width:73.1%> 13.4% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-6953306848332880724></a><div class=variable><div class=col-sm-12><p class=h4 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style="fill: none"/></g><g id=patch_55><path d="M 10.8 121.289919 \nL 205.2 121.289919 \n" style="fill: none"/></g><g id=patch_56><path d="M 10.8 10.8 \nL 205.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=pc2e78dd6bd><rect x=10.8 y=10.8 width=194.4 height=110.489919 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--6953306848332880724, #minifreqtable-6953306848332880724" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--6953306848332880724 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-6953306848332880724bottom--6953306848332880724statistics aria-controls=-6953306848332880724bottom--6953306848332880724statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#-6953306848332880724bottom--6953306848332880724histogram aria-controls=-6953306848332880724bottom--6953306848332880724histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#-6953306848332880724bottom--6953306848332880724common_values aria-controls=-6953306848332880724bottom--6953306848332880724common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#-6953306848332880724bottom--6953306848332880724extreme_values aria-controls=-6953306848332880724bottom--6953306848332880724extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6953306848332880724bottom--6953306848332880724statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>5-th percentile</th><td>35</td></tr><tr><th>Q1</th><td>103</td></tr><tr><th>median</th><td>180</td></tr><tr><th>Q3</th><td>319</td></tr><tr><th>95-th percentile</th><td>751</td></tr><tr><th>Maximum</th><td>4918</td></tr><tr><th>Range</th><td>4918</td></tr><tr><th>Interquartile range (IQR)</th><td>216</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>257.5278123</td></tr><tr><th>Coefficient of variation (CV)</th><td>0.9975392782</td></tr><tr><th>Kurtosis</th><td>18.15391527</td></tr><tr><th>Mean</th><td>258.1630798</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>93</td></tr><tr><th>Skewness</th><td>3.144318099</td></tr><tr><th>Sum</th><td>11671811</td></tr><tr><th>Variance</th><td>66320.57409</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-6953306848332880724bottom--6953306848332880724histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD 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/></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-6953306848332880724bottom--6953306848332880724common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=124> 124 </td><td>188</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=90> 90 </td><td>184</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=89> 89 </td><td>177</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=104> 104 </td><td>175</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=122> 122 </td><td>175</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=114> 114 </td><td>175</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=136> 136 </td><td>174</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=139> 139 </td><td>174</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=112> 112 </td><td>174</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class><td title=121> 121 </td><td>173</td><td><div class=bar style=width:0.4%> </div> 0.4% </td></tr><tr class=other><td title="Other values (1563)"> Other values (1563) </td><td>43442</td><td><div class=bar style=width:100.0%> 96.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6953306848332880724bottom--6953306848332880724extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-6953306848332880724extreme_values--6953306848332880724firstn aria-controls=-6953306848332880724extreme_values--6953306848332880724firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#-6953306848332880724extreme_values--6953306848332880724lastn aria-controls=-6953306848332880724extreme_values--6953306848332880724lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6953306848332880724extreme_values--6953306848332880724firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>3</td><td><div class=bar style=width:20.0%> </div>< 0.1% </td></tr><tr class><td title=1> 1 </td><td>2</td><td><div class=bar style=width:13.3%> </div>< 0.1% </td></tr><tr class><td title=2> 2 </td><td>3</td><td><div class=bar style=width:20.0%> </div>< 0.1% </td></tr><tr class><td title=3> 3 </td><td>4</td><td><div class=bar style=width:26.7%> </div>< 0.1% </td></tr><tr class><td title=4> 4 </td><td>15</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6953306848332880724extreme_values--6953306848332880724lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=4918> 4918 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=3881> 3881 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=3785> 3785 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=3422> 3422 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=3366> 3366 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-6787354128382689894></a><div class=variable><div class=col-sm-12><p class=h4 title=campaign><a href=#pp_var_-6787354128382689894>campaign</a><br><small>Real number (ℝ)</small></p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>48</td></tr><tr><th>Distinct (%)</th><td>0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>2.763840658</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1</td></tr><tr><th>Maximum</th><td>63</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>353.3 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml 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role=presentation><a href=#-6787354128382689894bottom--6787354128382689894common_values aria-controls=-6787354128382689894bottom--6787354128382689894common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#-6787354128382689894bottom--6787354128382689894extreme_values aria-controls=-6787354128382689894bottom--6787354128382689894extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6787354128382689894bottom--6787354128382689894statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1</td></tr><tr><th>5-th percentile</th><td>1</td></tr><tr><th>Q1</th><td>1</td></tr><tr><th>median</th><td>2</td></tr><tr><th>Q3</th><td>3</td></tr><tr><th>95-th percentile</th><td>8</td></tr><tr><th>Maximum</th><td>63</td></tr><tr><th>Range</th><td>62</td></tr><tr><th>Interquartile range 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x=67.69 y=10.8 width=425.51 height=167.799179 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=48) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-6787354128382689894bottom--6787354128382689894common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>17544</td><td><div class=bar style=width:100.0%> 38.8% </div></td></tr><tr class><td title=2> 2 </td><td>12505</td><td><div class=bar style=width:71.3%> 27.7% </div></td></tr><tr class><td title=3> 3 </td><td>5521</td><td><div class=bar style=width:31.5%> </div> 12.2% </td></tr><tr class><td title=4> 4 </td><td>3522</td><td><div class=bar style=width:20.1%> </div> 7.8% </td></tr><tr class><td title=5> 5 </td><td>1764</td><td><div class=bar style=width:10.1%> </div> 3.9% </td></tr><tr class><td title=6> 6 </td><td>1291</td><td><div class=bar style=width:7.4%> </div> 2.9% </td></tr><tr class><td title=7> 7 </td><td>735</td><td><div class=bar style=width:4.2%> </div> 1.6% </td></tr><tr class><td title=8> 8 </td><td>540</td><td><div class=bar style=width:3.1%> </div> 1.2% </td></tr><tr class><td title=9> 9 </td><td>327</td><td><div class=bar style=width:1.9%> </div> 0.7% </td></tr><tr class><td title=10> 10 </td><td>266</td><td><div class=bar style=width:1.5%> </div> 0.6% </td></tr><tr class=other><td title="Other values (38)"> Other values (38) </td><td>1196</td><td><div class=bar style=width:6.8%> </div> 2.6% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6787354128382689894bottom--6787354128382689894extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-6787354128382689894extreme_values--6787354128382689894firstn aria-controls=-6787354128382689894extreme_values--6787354128382689894firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#-6787354128382689894extreme_values--6787354128382689894lastn aria-controls=-6787354128382689894extreme_values--6787354128382689894lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-6787354128382689894extreme_values--6787354128382689894firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>17544</td><td><div class=bar style=width:100.0%> 38.8% </div></td></tr><tr class><td title=2> 2 </td><td>12505</td><td><div class=bar style=width:71.3%> 27.7% </div></td></tr><tr class><td title=3> 3 </td><td>5521</td><td><div class=bar style=width:31.5%> </div> 12.2% </td></tr><tr class><td title=4> 4 </td><td>3522</td><td><div class=bar style=width:20.1%> </div> 7.8% </td></tr><tr class><td title=5> 5 </td><td>1764</td><td><div class=bar style=width:10.1%> </div> 3.9% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-6787354128382689894extreme_values--6787354128382689894lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=63> 63 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=58> 58 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=55> 55 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=51> 51 </td><td>1</td><td><div class=bar style=width:50.0%>< 0.1% </div></td></tr><tr class><td title=50> 50 </td><td>2</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5765463621469423080></a><div class=variable><div class=col-sm-12><p class=h4 title=pdays><a href=#pp_var_5765463621469423080>pdays</a><br><small>Real number (ℝ)</small></p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>559</td></tr><tr><th>Distinct (%)</th><td>1.2%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>40.19782796</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>-1</td></tr><tr><th>Maximum</th><td>871</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros 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124.853737 \n" style="fill: none"/></g><g id=patch_56><path d="M 10.8 10.8 \nL 205.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=p414b2b76bb><rect x=10.8 y=10.8 width=194.4 height=114.053737 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-5765463621469423080, #minifreqtable5765463621469423080" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-5765463621469423080 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5765463621469423080bottom-5765463621469423080statistics aria-controls=5765463621469423080bottom-5765463621469423080statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#5765463621469423080bottom-5765463621469423080histogram aria-controls=5765463621469423080bottom-5765463621469423080histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#5765463621469423080bottom-5765463621469423080common_values aria-controls=5765463621469423080bottom-5765463621469423080common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#5765463621469423080bottom-5765463621469423080extreme_values aria-controls=5765463621469423080bottom-5765463621469423080extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5765463621469423080bottom-5765463621469423080statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>-1</td></tr><tr><th>5-th percentile</th><td>-1</td></tr><tr><th>Q1</th><td>-1</td></tr><tr><th>median</th><td>-1</td></tr><tr><th>Q3</th><td>-1</td></tr><tr><th>95-th percentile</th><td>317</td></tr><tr><th>Maximum</th><td>871</td></tr><tr><th>Range</th><td>872</td></tr><tr><th>Interquartile range (IQR)</th><td>0</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>100.128746</td></tr><tr><th>Coefficient of variation (CV)</th><td>2.490899411</td></tr><tr><th>Kurtosis</th><td>6.93519521</td></tr><tr><th>Mean</th><td>40.19782796</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>0</td></tr><tr><th>Skewness</th><td>2.615715474</td></tr><tr><th>Sum</th><td>1817384</td></tr><tr><th>Variance</th><td>10025.76577</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5765463621469423080bottom-5765463621469423080histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 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class=other><td title="Other values (549)"> Other values (549) </td><td>7239</td><td><div class=bar style=width:19.6%> </div> 16.0% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5765463621469423080bottom-5765463621469423080extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5765463621469423080extreme_values-5765463621469423080firstn aria-controls=5765463621469423080extreme_values-5765463621469423080firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#5765463621469423080extreme_values-5765463621469423080lastn aria-controls=5765463621469423080extreme_values-5765463621469423080lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5765463621469423080extreme_values-5765463621469423080firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-1> -1 </td><td>36954</td><td><div class=bar style=width:100.0%> 81.7% </div></td></tr><tr class><td title=1> 1 </td><td>15</td><td><div class=bar style=width:0.0%> </div>< 0.1% </td></tr><tr class><td title=2> 2 </td><td>37</td><td><div class=bar style=width:0.1%> </div> 0.1% </td></tr><tr class><td title=3> 3 </td><td>1</td><td><div class=bar style=width:0.0%> </div>< 0.1% </td></tr><tr class><td title=4> 4 </td><td>2</td><td><div class=bar style=width:0.0%> </div>< 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5765463621469423080extreme_values-5765463621469423080lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=871> 871 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=854> 854 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=850> 850 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=842> 842 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=838> 838 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-740904946899170393></a><div class=variable><div class=col-sm-12><p class=h4 title=previous><a href=#pp_var_-740904946899170393>previous</a><br><small>Real number (ℝ)</small></p><p><code>SKEWED</code>  <code>ZEROS</code>  </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>41</td></tr><tr><th>Distinct 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124.853737 \nL 205.2 10.8 \n" style="fill: none"/></g><g id=patch_46><path d="M 10.8 124.853737 \nL 205.2 124.853737 \n" style="fill: none"/></g><g id=patch_47><path d="M 10.8 10.8 \nL 205.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=pce19202044><rect x=10.8 y=10.8 width=194.4 height=114.053737 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--740904946899170393, #minifreqtable-740904946899170393" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--740904946899170393 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-740904946899170393bottom--740904946899170393statistics aria-controls=-740904946899170393bottom--740904946899170393statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#-740904946899170393bottom--740904946899170393histogram aria-controls=-740904946899170393bottom--740904946899170393histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#-740904946899170393bottom--740904946899170393common_values aria-controls=-740904946899170393bottom--740904946899170393common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#-740904946899170393bottom--740904946899170393extreme_values aria-controls=-740904946899170393bottom--740904946899170393extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-740904946899170393bottom--740904946899170393statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>5-th percentile</th><td>0</td></tr><tr><th>Q1</th><td>0</td></tr><tr><th>median</th><td>0</td></tr><tr><th>Q3</th><td>0</td></tr><tr><th>95-th percentile</th><td>3</td></tr><tr><th>Maximum</th><td>275</td></tr><tr><th>Range</th><td>275</td></tr><tr><th>Interquartile range (IQR)</th><td>0</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>2.303441045</td></tr><tr><th>Coefficient of variation (CV)</th><td>3.969237073</td></tr><tr><th>Kurtosis</th><td>4506.86066</td></tr><tr><th>Mean</th><td>0.5803233726</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>0</td></tr><tr><th>Skewness</th><td>41.84645447</td></tr><tr><th>Sum</th><td>26237</td></tr><tr><th>Variance</th><td>5.305840647</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" 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174.144406 \nL 493.2 174.144406 \n" style="fill: none"/></g><g id=patch_47><path d="M 67.69 10.8 \nL 493.2 10.8 \n" style="fill: none"/></g></g></g><defs><clippath id=p71038deafe><rect x=67.69 y=10.8 width=425.51 height=163.344406 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=41) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-740904946899170393bottom--740904946899170393common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>36954</td><td><div class=bar style=width:100.0%> 81.7% </div></td></tr><tr class><td title=1> 1 </td><td>2772</td><td><div class=bar style=width:7.5%> </div> 6.1% </td></tr><tr class><td title=2> 2 </td><td>2106</td><td><div class=bar style=width:5.7%> </div> 4.7% </td></tr><tr class><td title=3> 3 </td><td>1142</td><td><div class=bar style=width:3.1%> </div> 2.5% </td></tr><tr class><td title=4> 4 </td><td>714</td><td><div class=bar style=width:1.9%> </div> 1.6% </td></tr><tr class><td title=5> 5 </td><td>459</td><td><div class=bar style=width:1.2%> </div> 1.0% </td></tr><tr class><td title=6> 6 </td><td>277</td><td><div class=bar style=width:0.7%> </div> 0.6% </td></tr><tr class><td title=7> 7 </td><td>205</td><td><div class=bar style=width:0.6%> </div> 0.5% </td></tr><tr class><td title=8> 8 </td><td>129</td><td><div class=bar style=width:0.3%> </div> 0.3% </td></tr><tr class><td title=9> 9 </td><td>92</td><td><div class=bar style=width:0.2%> </div> 0.2% </td></tr><tr class=other><td title="Other values (31)"> Other values (31) </td><td>361</td><td><div class=bar style=width:1.0%> </div> 0.8% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-740904946899170393bottom--740904946899170393extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-740904946899170393extreme_values--740904946899170393firstn aria-controls=-740904946899170393extreme_values--740904946899170393firstn role=tab data-toggle=tab>Minimum 5 values</a></li><li role=presentation><a href=#-740904946899170393extreme_values--740904946899170393lastn aria-controls=-740904946899170393extreme_values--740904946899170393lastn role=tab data-toggle=tab>Maximum 5 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-740904946899170393extreme_values--740904946899170393firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>36954</td><td><div class=bar style=width:100.0%> 81.7% </div></td></tr><tr class><td title=1> 1 </td><td>2772</td><td><div class=bar style=width:7.5%> </div> 6.1% </td></tr><tr class><td title=2> 2 </td><td>2106</td><td><div class=bar style=width:5.7%> </div> 4.7% </td></tr><tr class><td title=3> 3 </td><td>1142</td><td><div class=bar style=width:3.1%> </div> 2.5% </td></tr><tr class><td title=4> 4 </td><td>714</td><td><div class=bar style=width:1.9%> </div> 1.6% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-740904946899170393extreme_values--740904946899170393lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=275> 275 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=58> 58 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=55> 55 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=51> 51 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr><tr class><td title=41> 41 </td><td>1</td><td><div class=bar style=width:100.0%>< 0.1% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_667513018448773625></a><div class=variable><div class=col-sm-12><p class=h4 title=poutcome><a href=#pp_var_667513018448773625>poutcome</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>4</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.8 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt 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" id=image398e9d2f83 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p6a24acc938><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-667513018448773625, #minifreqtable667513018448773625" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-667513018448773625 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#667513018448773625bottom-667513018448773625overview aria-controls=667513018448773625bottom-667513018448773625overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#667513018448773625bottom-667513018448773625word aria-controls=667513018448773625bottom-667513018448773625word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#667513018448773625bottom-667513018448773625characters aria-controls=667513018448773625bottom-667513018448773625characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=667513018448773625bottom-667513018448773625overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>7</td></tr><tr><th>Median length</th><td>7</td></tr><tr><th>Mean length</th><td>6.91860388</td></tr><tr><th>Min length</th><td>5</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>312797</td></tr><tr><th>Distinct characters</th><td>15</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>unknown</td></tr><tr><th>2nd row</th><td>unknown</td></tr><tr><th>3rd row</th><td>unknown</td></tr><tr><th>4th row</th><td>unknown</td></tr><tr><th>5th row</th><td>unknown</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=667513018448773625bottom-667513018448773625word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=unknown> unknown </td><td>36959</td><td><div class=bar style=width:100.0%> 81.7% </div></td></tr><tr class><td title=failure> failure </td><td>4901</td><td><div class=bar style=width:13.3%> </div> 10.8% </td></tr><tr class><td title=other> other </td><td>1840</td><td><div class=bar style=width:5.0%> </div> 4.1% </td></tr><tr class><td title=success> success </td><td>1511</td><td><div class=bar style=width:4.1%> </div> 3.3% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage 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" id=imagec27de7ec70 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p335b5ef4d8><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=667513018448773625bottom-667513018448773625characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#667513018448773625unicode-667513018448773625characters aria-controls=667513018448773625unicode-667513018448773625characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#667513018448773625unicode-667513018448773625categories aria-controls=667513018448773625unicode-667513018448773625categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#667513018448773625unicode-667513018448773625scripts aria-controls=667513018448773625unicode-667513018448773625scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#667513018448773625unicode-667513018448773625blocks aria-controls=667513018448773625unicode-667513018448773625blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=667513018448773625unicode-667513018448773625characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>110877</td><td><div class=bar style=width:100.0%> 35.4% </div></td></tr><tr class><td title=u> u </td><td>43371</td><td><div class=bar style=width:39.1%> </div> 13.9% </td></tr><tr class><td title=o> o </td><td>38799</td><td><div class=bar style=width:35.0%> </div> 12.4% </td></tr><tr class><td title=k> k </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=w> w </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=e> e </td><td>8252</td><td><div class=bar style=width:7.4%> </div> 2.6% </td></tr><tr class><td title=r> r </td><td>6741</td><td><div class=bar style=width:6.1%> </div> 2.2% </td></tr><tr class><td title=f> f </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=a> a </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=i> i </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>16136</td><td><div class=bar style=width:14.6%> </div> 5.2% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=667513018448773625unicode-667513018448773625categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>312797</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>110877</td><td><div class=bar style=width:100.0%> 35.4% </div></td></tr><tr class><td title=u> u </td><td>43371</td><td><div class=bar style=width:39.1%> </div> 13.9% </td></tr><tr class><td title=o> o </td><td>38799</td><td><div class=bar style=width:35.0%> </div> 12.4% </td></tr><tr class><td title=k> k </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=w> w </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=e> e </td><td>8252</td><td><div class=bar style=width:7.4%> </div> 2.6% </td></tr><tr class><td title=r> r </td><td>6741</td><td><div class=bar style=width:6.1%> </div> 2.2% </td></tr><tr class><td title=f> f </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=a> a </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=i> i </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>16136</td><td><div class=bar style=width:14.6%> </div> 5.2% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=667513018448773625unicode-667513018448773625scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>312797</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>110877</td><td><div class=bar style=width:100.0%> 35.4% </div></td></tr><tr class><td title=u> u </td><td>43371</td><td><div class=bar style=width:39.1%> </div> 13.9% </td></tr><tr class><td title=o> o </td><td>38799</td><td><div class=bar style=width:35.0%> </div> 12.4% </td></tr><tr class><td title=k> k </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=w> w </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=e> e </td><td>8252</td><td><div class=bar style=width:7.4%> </div> 2.6% </td></tr><tr class><td title=r> r </td><td>6741</td><td><div class=bar style=width:6.1%> </div> 2.2% </td></tr><tr class><td title=f> f </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=a> a </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=i> i </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>16136</td><td><div class=bar style=width:14.6%> </div> 5.2% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=667513018448773625unicode-667513018448773625blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>312797</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>110877</td><td><div class=bar style=width:100.0%> 35.4% </div></td></tr><tr class><td title=u> u </td><td>43371</td><td><div class=bar style=width:39.1%> </div> 13.9% </td></tr><tr class><td title=o> o </td><td>38799</td><td><div class=bar style=width:35.0%> </div> 12.4% </td></tr><tr class><td title=k> k </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=w> w </td><td>36959</td><td><div class=bar style=width:33.3%> </div> 11.8% </td></tr><tr class><td title=e> e </td><td>8252</td><td><div class=bar style=width:7.4%> </div> 2.6% </td></tr><tr class><td title=r> r </td><td>6741</td><td><div class=bar style=width:6.1%> </div> 2.2% </td></tr><tr class><td title=f> f </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=a> a </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class><td title=i> i </td><td>4901</td><td><div class=bar style=width:4.4%> </div> 1.6% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>16136</td><td><div class=bar style=width:14.6%> </div> 5.2% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3422095279144900320></a><div class=variable><div class=col-sm-12><p class=h4 title=y><a href=#pp_var_3422095279144900320>y</a><br><small>Text</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>< 0.1%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>2.5 MiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type 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" id=imageeee9dd0715 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p828b8b5f71><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-3422095279144900320, #minifreqtable3422095279144900320" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-3422095279144900320 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3422095279144900320bottom-3422095279144900320overview aria-controls=3422095279144900320bottom-3422095279144900320overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#3422095279144900320bottom-3422095279144900320word aria-controls=3422095279144900320bottom-3422095279144900320word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#3422095279144900320bottom-3422095279144900320characters aria-controls=3422095279144900320bottom-3422095279144900320characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3422095279144900320bottom-3422095279144900320overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>3</td></tr><tr><th>Median length</th><td>2</td></tr><tr><th>Mean length</th><td>2.116984805</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>95711</td></tr><tr><th>Distinct characters</th><td>5</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>no</td></tr><tr><th>2nd row</th><td>no</td></tr><tr><th>3rd row</th><td>no</td></tr><tr><th>4th row</th><td>no</td></tr><tr><th>5th row</th><td>no</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3422095279144900320bottom-3422095279144900320word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=no> no </td><td>39922</td><td><div class=bar style=width:100.0%> 88.3% </div></td></tr><tr class><td title=yes> yes </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 11.7% </td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"\n "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-06-11T15:17:04.474466</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.1, 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" id=image5e7719d1e6 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p363a341765><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3422095279144900320bottom-3422095279144900320characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3422095279144900320unicode-3422095279144900320characters aria-controls=3422095279144900320unicode-3422095279144900320characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#3422095279144900320unicode-3422095279144900320categories aria-controls=3422095279144900320unicode-3422095279144900320categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#3422095279144900320unicode-3422095279144900320scripts aria-controls=3422095279144900320unicode-3422095279144900320scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#3422095279144900320unicode-3422095279144900320blocks aria-controls=3422095279144900320unicode-3422095279144900320blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3422095279144900320unicode-3422095279144900320characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=o> o </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=y> y </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=e> e </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=s> s </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3422095279144900320unicode-3422095279144900320categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>95711</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=o> o </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=y> y </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=e> e </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=s> s </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3422095279144900320unicode-3422095279144900320scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>95711</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=o> o </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=y> y </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=e> e </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=s> s </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3422095279144900320unicode-3422095279144900320blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>95711</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=n> n </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=o> o </td><td>39922</td><td><div class=bar style=width:100.0%> 41.7% </div></td></tr><tr class><td title=y> y </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=e> e </td><td>5289</td><td><div class=bar style=width:13.2%> </div> 5.5% </td></tr><tr class><td title=s> s </td><td>5289</td><td><div class=bar style=width:13.2%> 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Configuration¶
# Sort the variables. Possible values: ascending, descending or None (leaves original sorting)
sort: NoneIn [ ]: