{ "cells": [ { "cell_type": "markdown", "id": "652d0b1b", "metadata": {}, "source": [ "# Introduction to Python III\n", "\n", "In this notebook, we work through a typical data science exploratory analysis workflow: \n", "1. Read in some data (using `pandas`)\n", "2. Look at the raw data (`pandas`)\n", "3. Compute some statistics (`pandas`)\n", "4. Make some visualizations (`matplotlib`, `seaborn`, `plotly`)" ] }, { "cell_type": "markdown", "id": "ec266122", "metadata": {}, "source": [ "## Introduction to `Pandas`\n", "So, what is `Pandas`?\n", "\n", "Not this: \n", "\n", "\"Cute\n", "\n", "\n", "More like this: \n", "\n", "\"Excel\"\n", "\n", "But with `code`!\n", "\n", "\"Code\n", "\n", "You may feel that removing the graphical interface from the spreadsheet is a step backwards. However, swapping buttons for `code` makes us much more efficient at complicated tasks (once we get used to it)\n" ] }, { "cell_type": "markdown", "id": "8fd845e6", "metadata": {}, "source": [ "### Loading the library" ] }, { "cell_type": "code", "execution_count": 1, "id": "655ca7ba", "metadata": {}, "outputs": [], "source": [ "# pandas is usually aliased as \"pd\"\n", "import pandas as pd" ] }, { "cell_type": "markdown", "id": "9d7d268a", "metadata": {}, "source": [ "### Reading in data" ] }, { "cell_type": "markdown", "id": "3da4b164", "metadata": {}, "source": [ "We will use the famous [iris dataset](https://archive.ics.uci.edu/ml/datasets/iris)." ] }, { "cell_type": "code", "execution_count": 2, "id": "089fc173", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
24.73.21.30.2Setosa
34.63.11.50.2Setosa
45.03.61.40.2Setosa
..................
1456.73.05.22.3Virginica
1466.32.55.01.9Virginica
1476.53.05.22.0Virginica
1486.23.45.42.3Virginica
1495.93.05.11.8Virginica
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150 rows × 5 columns

\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa\n", "2 4.7 3.2 1.3 0.2 Setosa\n", "3 4.6 3.1 1.5 0.2 Setosa\n", "4 5.0 3.6 1.4 0.2 Setosa\n", ".. ... ... ... ... ...\n", "145 6.7 3.0 5.2 2.3 Virginica\n", "146 6.3 2.5 5.0 1.9 Virginica\n", "147 6.5 3.0 5.2 2.0 Virginica\n", "148 6.2 3.4 5.4 2.3 Virginica\n", "149 5.9 3.0 5.1 1.8 Virginica\n", "\n", "[150 rows x 5 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can read in data from many formats. comma-separated values (csv) is a common one\n", "# this csv is located at a url. It could just as easily be a file on your computer.\n", "df = pd.read_csv(\"https://gist.githubusercontent.com/netj/8836201/raw/6f9306ad21398ea43cba4f7d537619d0e07d5ae3/iris.csv\")\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "1a2b47b4", "metadata": {}, "source": [ "When we read in the data, pandas creates a \"dataframe\" object. This is analogous to a spreadsheet in Excel." ] }, { "cell_type": "code", "execution_count": 3, "id": "0477caec", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "pandas.core.frame.DataFrame" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "type(df)" ] }, { "cell_type": "markdown", "id": "4b54ed54", "metadata": {}, "source": [ "No-one really knows the full extent of things you can do with a pandas dataframe (hyperbole). \n", "\n", "You can browse the methods here: https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.html\n", "\n", "\n", "### Basic attributes\n", "First, let's consider a few simple attributes:" ] }, { "cell_type": "code", "execution_count": 4, "id": "0af7146c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['sepal.length', 'sepal.width', 'petal.length', 'petal.width',\n", " 'variety'],\n", " dtype='object')" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# the columns:\n", "df.columns" ] }, { "cell_type": "code", "execution_count": 5, "id": "cf4c32e4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
24.73.21.30.2Setosa
34.63.11.50.2Setosa
45.03.61.40.2Setosa
\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa\n", "2 4.7 3.2 1.3 0.2 Setosa\n", "3 4.6 3.1 1.5 0.2 Setosa\n", "4 5.0 3.6 1.4 0.2 Setosa" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# the first few rows:\n", "df.head()" ] }, { "cell_type": "code", "execution_count": 6, "id": "1e3c0494", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(150, 5)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# the shape of the dataframe:\n", "df.shape # number of rows, number of columns" ] }, { "cell_type": "code", "execution_count": 7, "id": "c83862d5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sepal.length float64\n", "sepal.width float64\n", "petal.length float64\n", "petal.width float64\n", "variety object\n", "dtype: object" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# the data types of the columns:\n", "df.dtypes" ] }, { "cell_type": "markdown", "id": "23caa5e9", "metadata": {}, "source": [ "### Selecting data" ] }, { "cell_type": "code", "execution_count": 8, "id": "b806a6bc", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 0.2\n", "1 0.2\n", "2 0.2\n", "3 0.2\n", "4 0.2\n", " ... \n", "145 2.3\n", "146 1.9\n", "147 2.0\n", "148 2.3\n", "149 1.8\n", "Name: petal.width, Length: 150, dtype: float64" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select a single column by name:\n", "df['petal.width']\n", "# an individial column is called a \"series\" in pandas" ] }, { "cell_type": "code", "execution_count": 9, "id": "2fb8f397", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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petal.widthpetal.length
00.21.4
10.21.4
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30.21.5
40.21.4
.........
1452.35.2
1461.95.0
1472.05.2
1482.35.4
1491.85.1
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150 rows × 2 columns

\n", "
" ], "text/plain": [ " petal.width petal.length\n", "0 0.2 1.4\n", "1 0.2 1.4\n", "2 0.2 1.3\n", "3 0.2 1.5\n", "4 0.2 1.4\n", ".. ... ...\n", "145 2.3 5.2\n", "146 1.9 5.0\n", "147 2.0 5.2\n", "148 2.3 5.4\n", "149 1.8 5.1\n", "\n", "[150 rows x 2 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select multiple columns by name:\n", "df[['petal.width', 'petal.length']]" ] }, { "cell_type": "code", "execution_count": 10, "id": "76125694", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "sepal.length 5.1\n", "sepal.width 3.5\n", "petal.length 1.4\n", "petal.width 0.2\n", "variety Setosa\n", "Name: 0, dtype: object" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select rows by index:\n", "df.loc[0]" ] }, { "cell_type": "code", "execution_count": 11, "id": "265abc1b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
24.73.21.30.2Setosa
34.63.11.50.2Setosa
45.03.61.40.2Setosa
55.43.91.70.4Setosa
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" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa\n", "2 4.7 3.2 1.3 0.2 Setosa\n", "3 4.6 3.1 1.5 0.2 Setosa\n", "4 5.0 3.6 1.4 0.2 Setosa\n", "5 5.4 3.9 1.7 0.4 Setosa" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select multiple rows by index:\n", "df.loc[0:5]\n", "# notice: the range is inclusive on both ends! why?" ] }, { "cell_type": "code", "execution_count": 12, "id": "dec81223", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.2" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select specific elements by row and column:\n", "df.loc[0, 'petal.width']" ] }, { "cell_type": "code", "execution_count": 13, "id": "57c4ef24", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
petal.widthvariety
00.2Setosa
10.2Setosa
20.2Setosa
30.2Setosa
40.2Setosa
50.4Setosa
\n", "
" ], "text/plain": [ " petal.width variety\n", "0 0.2 Setosa\n", "1 0.2 Setosa\n", "2 0.2 Setosa\n", "3 0.2 Setosa\n", "4 0.2 Setosa\n", "5 0.4 Setosa" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can select a range of elements by row and column ranges: \n", "df.loc[0:5, 'petal.width':'variety']" ] }, { "cell_type": "markdown", "id": "ebfc827c", "metadata": {}, "source": [ "### Basic math manipulations" ] }, { "cell_type": "code", "execution_count": 14, "id": "fd299025", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3.7580000000000027" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can take the average of a column\n", "df['petal.length'].mean()\n", "\n", "# there are lots of other options we can perform, for example: min, max, median, mode, std, var, sum, count, etc." ] }, { "cell_type": "code", "execution_count": 15, "id": "b7dcec8b", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0 4.30\n", "1 3.95\n", "2 3.95\n", "3 3.85\n", "4 4.30\n", " ... \n", "145 4.85\n", "146 4.40\n", "147 4.75\n", "148 4.80\n", "149 4.45\n", "Length: 150, dtype: float64" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# what if we wanted to know the average of sepal.length and sepal.width for each sample?\n", "df[['sepal.length', 'sepal.width']].mean(axis=1)\n", "\n", "# here we use \"axis=1\" to specify that we are taking the average along the row rather than down the column." ] }, { "cell_type": "code", "execution_count": 16, "id": "8f334568", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvarietysepal.mean
05.13.51.40.2Setosa4.30
14.93.01.40.2Setosa3.95
24.73.21.30.2Setosa3.95
34.63.11.50.2Setosa3.85
45.03.61.40.2Setosa4.30
.....................
1456.73.05.22.3Virginica4.85
1466.32.55.01.9Virginica4.40
1476.53.05.22.0Virginica4.75
1486.23.45.42.3Virginica4.80
1495.93.05.11.8Virginica4.45
\n", "

150 rows × 6 columns

\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety \\\n", "0 5.1 3.5 1.4 0.2 Setosa \n", "1 4.9 3.0 1.4 0.2 Setosa \n", "2 4.7 3.2 1.3 0.2 Setosa \n", "3 4.6 3.1 1.5 0.2 Setosa \n", "4 5.0 3.6 1.4 0.2 Setosa \n", ".. ... ... ... ... ... \n", "145 6.7 3.0 5.2 2.3 Virginica \n", "146 6.3 2.5 5.0 1.9 Virginica \n", "147 6.5 3.0 5.2 2.0 Virginica \n", "148 6.2 3.4 5.4 2.3 Virginica \n", "149 5.9 3.0 5.1 1.8 Virginica \n", "\n", " sepal.mean \n", "0 4.30 \n", "1 3.95 \n", "2 3.95 \n", "3 3.85 \n", "4 4.30 \n", ".. ... \n", "145 4.85 \n", "146 4.40 \n", "147 4.75 \n", "148 4.80 \n", "149 4.45 \n", "\n", "[150 rows x 6 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# let's store this as a new column\n", "df['sepal.mean'] = df[['sepal.length', 'sepal.width']].mean(axis=1)\n", "\n", "df" ] }, { "cell_type": "code", "execution_count": 17, "id": "e2797440", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvarietysepal.meansepal.mean.2
05.13.51.40.2Setosa4.304.30
14.93.01.40.2Setosa3.953.95
24.73.21.30.2Setosa3.953.95
34.63.11.50.2Setosa3.853.85
45.03.61.40.2Setosa4.304.30
........................
1456.73.05.22.3Virginica4.854.85
1466.32.55.01.9Virginica4.404.40
1476.53.05.22.0Virginica4.754.75
1486.23.45.42.3Virginica4.804.80
1495.93.05.11.8Virginica4.454.45
\n", "

150 rows × 7 columns

\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety \\\n", "0 5.1 3.5 1.4 0.2 Setosa \n", "1 4.9 3.0 1.4 0.2 Setosa \n", "2 4.7 3.2 1.3 0.2 Setosa \n", "3 4.6 3.1 1.5 0.2 Setosa \n", "4 5.0 3.6 1.4 0.2 Setosa \n", ".. ... ... ... ... ... \n", "145 6.7 3.0 5.2 2.3 Virginica \n", "146 6.3 2.5 5.0 1.9 Virginica \n", "147 6.5 3.0 5.2 2.0 Virginica \n", "148 6.2 3.4 5.4 2.3 Virginica \n", "149 5.9 3.0 5.1 1.8 Virginica \n", "\n", " sepal.mean sepal.mean.2 \n", "0 4.30 4.30 \n", "1 3.95 3.95 \n", "2 3.95 3.95 \n", "3 3.85 3.85 \n", "4 4.30 4.30 \n", ".. ... ... \n", "145 4.85 4.85 \n", "146 4.40 4.40 \n", "147 4.75 4.75 \n", "148 4.80 4.80 \n", "149 4.45 4.45 \n", "\n", "[150 rows x 7 columns]" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we could also have computed the mean by directly manipulating the columns:\n", "df['sepal.mean.2'] = (df['sepal.length'] + df['sepal.width']) / 2\n", "\n", "df" ] }, { "cell_type": "markdown", "id": "637088e8", "metadata": {}, "source": [ "### Save to a file " ] }, { "cell_type": "code", "execution_count": 18, "id": "0f024d7b", "metadata": {}, "outputs": [], "source": [ "# we can write the modified dataframne to a new csv file\n", "df.to_csv('iris_with_means.csv')" ] }, { "cell_type": "markdown", "id": "1f4d20bf-3333-4e49-9fcb-54cb1a90a199", "metadata": {}, "source": [ "## Powerful data manipulation with \"Split, Apply, Combine\"\n", "\"Split, Apply, Combine\" refers to the common practice of splitting up a dataset into relevant chunks, doing some computation on those chunks, then combining the output into a single table. In pandas, we can break up the data into groups using the `groupby` method. We can then apply our computation on the grouped data. If we set things up right, pandas will combine the results automatically. [Image credit](https://andeekaplan.com/images/blog/01202014split-apply-combine.png). " ] }, { "cell_type": "markdown", "id": "854bc75b-ba5e-48d5-a606-2725331aa9bf", "metadata": {}, "source": [ "![Split apply combine](https://raw.githubusercontent.com/clemsonciti/rcde_workshops/master/fig/split-apply-combine.png)" ] }, { "cell_type": "code", "execution_count": 19, "id": "e785f7ae-7e36-4cc6-bef8-f3a54b6ebb24", "metadata": { "cellView": "form", "colab": { "base_uri": "https://localhost:8080/" }, "id": "OzQmsxKvvAhp", "outputId": "69cd1bdb-3f9c-4234-f21c-ce7687f300f9" }, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
24.73.21.30.2Setosa
34.63.11.50.2Setosa
45.03.61.40.2Setosa
..................
1456.73.05.22.3Virginica
1466.32.55.01.9Virginica
1476.53.05.22.0Virginica
1486.23.45.42.3Virginica
1495.93.05.11.8Virginica
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150 rows × 5 columns

\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa\n", "2 4.7 3.2 1.3 0.2 Setosa\n", "3 4.6 3.1 1.5 0.2 Setosa\n", "4 5.0 3.6 1.4 0.2 Setosa\n", ".. ... ... ... ... ...\n", "145 6.7 3.0 5.2 2.3 Virginica\n", "146 6.3 2.5 5.0 1.9 Virginica\n", "147 6.5 3.0 5.2 2.0 Virginica\n", "148 6.2 3.4 5.4 2.3 Virginica\n", "149 5.9 3.0 5.1 1.8 Virginica\n", "\n", "[150 rows x 5 columns]" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# load the original iris dataset file\n", "df = pd.read_csv(\"https://gist.githubusercontent.com/netj/8836201/raw/6f9306ad21398ea43cba4f7d537619d0e07d5ae3/iris.csv\")\n", "df" ] }, { "cell_type": "markdown", "id": "f4483cc8-2d3b-4129-9d62-b500d2c4e689", "metadata": {}, "source": [ "### `groupby`" ] }, { "cell_type": "markdown", "id": "11e50162-ccf1-41ab-9346-01d61ba4419a", "metadata": {}, "source": [ "Group by allows us to split up the data. " ] }, { "cell_type": "code", "execution_count": 20, "id": "9c6a7520-c489-4553-b0f7-c3713a3b1dea", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# what do we get just call groupby? \n", "df.groupby('variety')\n", "# answer: a special DataFrameGroupBy object" ] }, { "cell_type": "code", "execution_count": 21, "id": "e90c4417-4c99-49df-a1d5-9b2681865f68", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Setosa\n" ] }, { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
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" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Versicolor\n" ] }, { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
507.03.24.71.4Versicolor
516.43.24.51.5Versicolor
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" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "50 7.0 3.2 4.7 1.4 Versicolor\n", "51 6.4 3.2 4.5 1.5 Versicolor" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Virginica\n" ] }, { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
1006.33.36.02.5Virginica
1015.82.75.11.9Virginica
\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "100 6.3 3.3 6.0 2.5 Virginica\n", "101 5.8 2.7 5.1 1.9 Virginica" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# we can iterate over this data structure manually: \n", "for g, d in df.groupby('variety'): \n", " print(g)\n", " display(d.head(2))" ] }, { "cell_type": "code", "execution_count": 22, "id": "ad438497-5db1-45a9-b716-7642400f942f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
varietysepal.length
0Setosa5.006
1Versicolor5.936
2Virginica6.588
\n", "
" ], "text/plain": [ " variety sepal.length\n", "0 Setosa 5.006\n", "1 Versicolor 5.936\n", "2 Virginica 6.588" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can even perform split-apply-combine manually\n", "# for instance, we can compute the average 'sepal.length' for each set\n", "\n", "variety = []\n", "sepal_length = []\n", "\n", "# 1. Split\n", "for g, d in df.groupby('variety'): \n", " variety.append(g)\n", " # 2. Apply:\n", " sepal_length.append(d['sepal.length'].mean())\n", " \n", "# 3. Combine\n", "pd.DataFrame({'variety': variety, 'sepal.length': sepal_length})" ] }, { "cell_type": "code", "execution_count": 23, "id": "ecd845d3-b6ca-4da8-a86a-c020678ca2d4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
varietysepal.length
0Setosa5.006
1Versicolor5.936
2Virginica6.588
\n", "
" ], "text/plain": [ " variety sepal.length\n", "0 Setosa 5.006\n", "1 Versicolor 5.936\n", "2 Virginica 6.588" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# but this is such a common workflow that pandas makes it easy\n", "df.groupby('variety', as_index=False)['sepal.length'].mean()" ] }, { "cell_type": "code", "execution_count": 24, "id": "601a4081-8ff9-474f-8f09-d622c840209c", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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varietysepal.lengthsepal.widthpetal.lengthpetal.width
0Setosa5.0063.4281.4620.246
1Versicolor5.9362.7704.2601.326
2Virginica6.5882.9745.5522.026
\n", "
" ], "text/plain": [ " variety sepal.length sepal.width petal.length petal.width\n", "0 Setosa 5.006 3.428 1.462 0.246\n", "1 Versicolor 5.936 2.770 4.260 1.326\n", "2 Virginica 6.588 2.974 5.552 2.026" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# and, using the pandas way, we can compute the mean of all variables without writing more code\n", "df.groupby('variety', as_index=False).mean()" ] }, { "cell_type": "code", "execution_count": 25, "id": "182fb6be-def9-44fe-9811-cffe8e354bea", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.width
meanstdsemcountmeanstdsemcountmeanstdsemcountmeanstdsemcount
variety
Setosa5.0060.3524900.049850503.4280.3790640.053608501.4620.1736640.024560500.2460.1053860.01490450
Versicolor5.9360.5161710.072998502.7700.3137980.044378504.2600.4699110.066455501.3260.1977530.02796650
Virginica6.5880.6358800.089927502.9740.3224970.045608505.5520.5518950.078050502.0260.2746500.03884150
\n", "
" ], "text/plain": [ " sepal.length sepal.width \\\n", " mean std sem count mean std \n", "variety \n", "Setosa 5.006 0.352490 0.049850 50 3.428 0.379064 \n", "Versicolor 5.936 0.516171 0.072998 50 2.770 0.313798 \n", "Virginica 6.588 0.635880 0.089927 50 2.974 0.322497 \n", "\n", " petal.length petal.width \\\n", " sem count mean std sem count mean \n", "variety \n", "Setosa 0.053608 50 1.462 0.173664 0.024560 50 0.246 \n", "Versicolor 0.044378 50 4.260 0.469911 0.066455 50 1.326 \n", "Virginica 0.045608 50 5.552 0.551895 0.078050 50 2.026 \n", "\n", " \n", " std sem count \n", "variety \n", "Setosa 0.105386 0.014904 50 \n", "Versicolor 0.197753 0.027966 50 \n", "Virginica 0.274650 0.038841 50 " ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we can even compute multiple metrics per column using the `agg` method:\n", "df.groupby('variety', as_index=False).agg(['mean', 'std', 'sem', 'count'])\n", "# advanced note: because we have multiple functions for each variable, pandas has created a multi-index for the columns" ] }, { "cell_type": "code", "execution_count": 26, "id": "42a6e9b9-c898-4250-8a57-6a5f6374881b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
 sepal.lengthsepal.widthpetal.lengthpetal.width
 meanstdsemcountmeanstdsemcountmeanstdsemcountmeanstdsemcount
variety                
Setosa5.0060000.3524900.049850503.4280000.3790640.053608501.4620000.1736640.024560500.2460000.1053860.01490450
Versicolor5.9360000.5161710.072998502.7700000.3137980.044378504.2600000.4699110.066455501.3260000.1977530.02796650
Virginica6.5880000.6358800.089927502.9740000.3224970.045608505.5520000.5518950.078050502.0260000.2746500.03884150
\n" ], "text/plain": [ "" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# pretty colors if you want\n", "df.groupby('variety').agg(['mean', 'std', 'sem', 'count']).style.background_gradient('Blues')" ] }, { "cell_type": "markdown", "id": "0b399c4a-8499-40a4-845d-b097c63ca6a3", "metadata": {}, "source": [ "## `apply`" ] }, { "cell_type": "markdown", "id": "f89463ca-7715-44bb-8d12-d2d674774376", "metadata": {}, "source": [ "The above methods worked because pandas implements special \"mean\", \"std\", \"sem\", and \"count\"\n", "for the grouped data frame object. But what if we want to apply some custom function\n", "to the grouped data? \n", "\n", "For example, say we wanted to apply standard-normal scaling to the `sepal.length` variable within each\n", "`variety` group? If $x$ is `sepal.length`, we want to compute a new variable \n", "$$\n", "x' = \\frac{x - \\mu_x}{\\sigma_x}\n", "$$\n", "where $\\mu_x$ and $\\sigma_x$ are computed separately within each `variety`.\n", "\n", "How do we do this in pandas? This is where the `apply` method comes in. See [the documentation](https://pandas.pydata.org/docs/user_guide/groupby.html) for more tricks." ] }, { "cell_type": "code", "execution_count": 27, "id": "4bff35d7-ddb1-478b-9315-16e5098c9dd7", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "Xc5TW2ly5jEV", "outputId": "cf13b72c-9929-4e4e-d6f8-a247875b348c" }, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.width
variety
Setosa0.2666740.189941-0.357011-0.436492
Setosa-0.300718-1.129096-0.357011-0.436492
Setosa-0.868111-0.601481-0.932836-0.436492
Setosa-1.151807-0.8652880.218813-0.436492
Setosa-0.0170220.453749-0.357011-0.436492
...............
Virginica0.1761340.080621-0.6378030.997633
Virginica-0.452916-1.469783-1.000191-0.458766
Virginica-0.1383910.080621-0.637803-0.094666
Virginica-0.6101781.320944-0.2754150.997633
Virginica-1.0819660.080621-0.818997-0.822865
\n", "

150 rows × 4 columns

\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width\n", "variety \n", "Setosa 0.266674 0.189941 -0.357011 -0.436492\n", "Setosa -0.300718 -1.129096 -0.357011 -0.436492\n", "Setosa -0.868111 -0.601481 -0.932836 -0.436492\n", "Setosa -1.151807 -0.865288 0.218813 -0.436492\n", "Setosa -0.017022 0.453749 -0.357011 -0.436492\n", "... ... ... ... ...\n", "Virginica 0.176134 0.080621 -0.637803 0.997633\n", "Virginica -0.452916 -1.469783 -1.000191 -0.458766\n", "Virginica -0.138391 0.080621 -0.637803 -0.094666\n", "Virginica -0.610178 1.320944 -0.275415 0.997633\n", "Virginica -1.081966 0.080621 -0.818997 -0.822865\n", "\n", "[150 rows x 4 columns]" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# first define a function that applies to a specific element\n", "def standard_scaler(data):\n", " \"\"\"Standardize the data\"\"\"\n", " return (data - data.mean()) / data.std()\n", "\n", "# then use apply to loop the function over the column\n", "df_scaled = df.set_index('variety').groupby('variety', group_keys=False).apply(standard_scaler)\n", "df_scaled" ] }, { "cell_type": "code", "execution_count": 28, "id": "83607be9-8159-4ac0-bf51-d0a52bf7735f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Original variables:\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print(\"Original variables:\")\n", "_ = df.set_index('variety').hist()" ] }, { "cell_type": "code", "execution_count": 29, "id": "2df013f5-68f6-4ef4-a4c1-31784311dc18", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Scaled variables:\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "print(\"Scaled variables:\")\n", "_ = df_scaled.hist()" ] }, { "cell_type": "markdown", "id": "1cfb3f26-4e47-48cf-a797-e72274c61feb", "metadata": {}, "source": [ "## `melt` and `pivot_table`" ] }, { "cell_type": "markdown", "id": "ba6efb46-4f83-49fc-adff-529597d9328d", "metadata": {}, "source": [ "Often our data contains multiple measurements, with each measurement using one column. Sometimes, it is more convenient to place all of the measurements in a single column, with an additional column to indicate which measurement the value represents. \n", "\n", "Take for example the iris dataset. \n", "\n", "Original:" ] }, { "cell_type": "code", "execution_count": 30, "id": "a29a389b-09ed-4e27-ae62-f5ad79a49a52", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.widthvariety
05.13.51.40.2Setosa
14.93.01.40.2Setosa
24.73.21.30.2Setosa
34.63.11.50.2Setosa
45.03.61.40.2Setosa
\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length petal.width variety\n", "0 5.1 3.5 1.4 0.2 Setosa\n", "1 4.9 3.0 1.4 0.2 Setosa\n", "2 4.7 3.2 1.3 0.2 Setosa\n", "3 4.6 3.1 1.5 0.2 Setosa\n", "4 5.0 3.6 1.4 0.2 Setosa" ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "markdown", "id": "b0e7a421-3680-4477-a6ba-ed863b03bdf9", "metadata": {}, "source": [ "Melted version:" ] }, { "cell_type": "code", "execution_count": 31, "id": "1ee69347-22e3-44f2-b9f9-fabe3f2eba8d", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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varietyvariablevalue
0Setosasepal.length5.1
1Setosasepal.length4.9
2Setosasepal.length4.7
3Setosasepal.length4.6
4Setosasepal.length5.0
............
595Virginicapetal.width2.3
596Virginicapetal.width1.9
597Virginicapetal.width2.0
598Virginicapetal.width2.3
599Virginicapetal.width1.8
\n", "

600 rows × 3 columns

\n", "
" ], "text/plain": [ " variety variable value\n", "0 Setosa sepal.length 5.1\n", "1 Setosa sepal.length 4.9\n", "2 Setosa sepal.length 4.7\n", "3 Setosa sepal.length 4.6\n", "4 Setosa sepal.length 5.0\n", ".. ... ... ...\n", "595 Virginica petal.width 2.3\n", "596 Virginica petal.width 1.9\n", "597 Virginica petal.width 2.0\n", "598 Virginica petal.width 2.3\n", "599 Virginica petal.width 1.8\n", "\n", "[600 rows x 3 columns]" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.melt(id_vars = ['variety'])" ] }, { "cell_type": "markdown", "id": "1cc354e7-3edc-4372-8dd4-ff7b7722e819", "metadata": {}, "source": [ "Notice that this results in a narrower and longer dataframe. By default, pandas assigns the names `variable` and `value` to the column giving the measurement name and the column holding the measurement itself, respectively. We can change these by passing in the right arguments:" ] }, { "cell_type": "code", "execution_count": 32, "id": "d919e799-f4fe-417d-8d7f-6194dae4d040", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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varietymeasurement_namemeasurement_value
0Setosasepal.length5.1
1Setosasepal.length4.9
2Setosasepal.length4.7
3Setosasepal.length4.6
4Setosasepal.length5.0
............
595Virginicapetal.width2.3
596Virginicapetal.width1.9
597Virginicapetal.width2.0
598Virginicapetal.width2.3
599Virginicapetal.width1.8
\n", "

600 rows × 3 columns

\n", "
" ], "text/plain": [ " variety measurement_name measurement_value\n", "0 Setosa sepal.length 5.1\n", "1 Setosa sepal.length 4.9\n", "2 Setosa sepal.length 4.7\n", "3 Setosa sepal.length 4.6\n", "4 Setosa sepal.length 5.0\n", ".. ... ... ...\n", "595 Virginica petal.width 2.3\n", "596 Virginica petal.width 1.9\n", "597 Virginica petal.width 2.0\n", "598 Virginica petal.width 2.3\n", "599 Virginica petal.width 1.8\n", "\n", "[600 rows x 3 columns]" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.melt(id_vars = ['variety'], var_name='measurement_name', value_name='measurement_value')" ] }, { "cell_type": "markdown", "id": "42b82aae-b40e-442a-a765-5892c9e5a09d", "metadata": {}, "source": [ "---\n", "\n", "**Question**: Why would we want to melt a dataframe? \n", "\n", "---" ] }, { "cell_type": "code", "execution_count": 33, "id": "fba9e03d-cc0b-4b97-8963-e5f6bc927257", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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varietyvariablevalue
0Setosasepal.length5.1
1Setosasepal.length4.9
2Setosasepal.length4.7
3Setosasepal.length4.6
4Setosasepal.length5.0
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" ], "text/plain": [ " variety variable value\n", "0 Setosa sepal.length 5.1\n", "1 Setosa sepal.length 4.9\n", "2 Setosa sepal.length 4.7\n", "3 Setosa sepal.length 4.6\n", "4 Setosa sepal.length 5.0" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_melted = df.melt(id_vars = ['variety'])\n", "\n", "df_melted.head()" ] }, { "cell_type": "code", "execution_count": 34, "id": "9193b16f-6021-485d-b153-fbda6e23329f", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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value
meansem
varietyvariable
Setosapetal.length1.4620.024560
petal.width0.2460.014904
sepal.length5.0060.049850
sepal.width3.4280.053608
Versicolorpetal.length4.2600.066455
petal.width1.3260.027966
sepal.length5.9360.072998
sepal.width2.7700.044378
Virginicapetal.length5.5520.078050
petal.width2.0260.038841
sepal.length6.5880.089927
sepal.width2.9740.045608
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" ], "text/plain": [ " value \n", " mean sem\n", "variety variable \n", "Setosa petal.length 1.462 0.024560\n", " petal.width 0.246 0.014904\n", " sepal.length 5.006 0.049850\n", " sepal.width 3.428 0.053608\n", "Versicolor petal.length 4.260 0.066455\n", " petal.width 1.326 0.027966\n", " sepal.length 5.936 0.072998\n", " sepal.width 2.770 0.044378\n", "Virginica petal.length 5.552 0.078050\n", " petal.width 2.026 0.038841\n", " sepal.length 6.588 0.089927\n", " sepal.width 2.974 0.045608" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_melted.groupby(['variety', 'variable']).agg(['mean', 'sem'])" ] }, { "cell_type": "markdown", "id": "7f049ee8-a88f-4b50-a721-406fda516ffe", "metadata": {}, "source": [ "Compare this with the same operation on the original data" ] }, { "cell_type": "code", "execution_count": 35, "id": "8e7d3837-390f-4731-9304-6b5c4e4aaca4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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sepal.lengthsepal.widthpetal.lengthpetal.width
meansemmeansemmeansemmeansem
variety
Setosa5.0060.0498503.4280.0536081.4620.0245600.2460.014904
Versicolor5.9360.0729982.7700.0443784.2600.0664551.3260.027966
Virginica6.5880.0899272.9740.0456085.5520.0780502.0260.038841
\n", "
" ], "text/plain": [ " sepal.length sepal.width petal.length \\\n", " mean sem mean sem mean \n", "variety \n", "Setosa 5.006 0.049850 3.428 0.053608 1.462 \n", "Versicolor 5.936 0.072998 2.770 0.044378 4.260 \n", "Virginica 6.588 0.089927 2.974 0.045608 5.552 \n", "\n", " petal.width \n", " sem mean sem \n", "variety \n", "Setosa 0.024560 0.246 0.014904 \n", "Versicolor 0.066455 1.326 0.027966 \n", "Virginica 0.078050 2.026 0.038841 " ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.groupby(['variety']).agg(['mean', 'sem'])" ] }, { "cell_type": "code", "execution_count": 36, "id": "8070d506-144e-4ff2-b660-a75e3e2fc1c4", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# with the melted data, we can easily plot the distribution of each variable for each variety\n", "import matplotlib.pyplot as plt\n", "\n", "for key, group in df_melted.groupby(['variety', 'variable']):\n", " plt.hist(group['value'], label=\" \".join(key))\n", "_ = plt.legend()" ] }, { "cell_type": "markdown", "id": "b6280646-b776-457c-bafb-7688c2738643", "metadata": {}, "source": [ "Compare with how we have to produce this plot from the original dataframe: " ] }, { "cell_type": "code", "execution_count": 37, "id": "8140197f-d312-4325-b472-ef6b82d802a9", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# with the original dataframe, we need a second for loop over the different columns we want to plot\n", "for key, group in df.groupby('variety'):\n", " for col in [\"sepal.length\", \"sepal.width\", \"petal.length\", \"petal.width\"]:\n", " plt.hist(group[col], label=f\"{key} {col}\")\n", "_ = plt.legend()" ] }, { "cell_type": "markdown", "id": "29387760-80bb-4490-b1ee-53ca1e39c117", "metadata": {}, "source": [ "`pivot_table` is the conceptually the opposite of `melt`. It allows us to convert a column with variable names into multiple columns.\n", "\n", "Let's use pivot table on our melted dataframe. To do so, we need to specify the following:\n", "\n", "* `index`: which columns will be used to uniquely specify the rows in the resulting dataframe. In this case, we want `variety`.\n", "* `columns`: which columns will be converted into new columns in the resulting dataframe. In this case, we want `variable`.\n", "* `values`: which column contains the values that will be used to populate the new dataframe. In this case, we want `value`." ] }, { "cell_type": "code", "execution_count": 38, "id": "4dc51245-c933-454a-9a40-de839f51314b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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variablepetal.lengthpetal.widthsepal.lengthsepal.width
variety
Setosa1.4620.2465.0063.428
Versicolor4.2601.3265.9362.770
Virginica5.5522.0266.5882.974
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" ], "text/plain": [ "variable petal.length petal.width sepal.length sepal.width\n", "variety \n", "Setosa 1.462 0.246 5.006 3.428\n", "Versicolor 4.260 1.326 5.936 2.770\n", "Virginica 5.552 2.026 6.588 2.974" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_melted.pivot_table(index = 'variety', columns='variable', values='value')" ] }, { "cell_type": "markdown", "id": "699f9703-0316-434f-9ff8-ad825e96869a", "metadata": {}, "source": [ "Notice that we only have 3 rows! This is because the provided index (`variety`) does not uniquely specify the original rows in our dataframe. When pivoting, pandas applied the default aggregation function -- `mean` -- to fill the cells. \n", "\n", "We can change the aggregation function as needed: " ] }, { "cell_type": "code", "execution_count": 39, "id": "57f68919-1e70-4910-8047-6485d469f89a", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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variablepetal.lengthpetal.widthsepal.lengthsepal.width
variety
Setosa1.90.65.84.4
Versicolor5.11.87.03.4
Virginica6.92.57.93.8
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" ], "text/plain": [ "variable petal.length petal.width sepal.length sepal.width\n", "variety \n", "Setosa 1.9 0.6 5.8 4.4\n", "Versicolor 5.1 1.8 7.0 3.4\n", "Virginica 6.9 2.5 7.9 3.8" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_melted.pivot_table(index = 'variety', columns='variable', values='value', aggfunc='max')" ] }, { "cell_type": "code", "execution_count": 40, "id": "96717831-da9b-41cc-a432-688b062e4bea", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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variablepetal.lengthpetal.widthsepal.lengthsepal.width
variety
Setosa1.46+/-0.050.25+/-0.035.01+/-0.103.43+/-0.11
Versicolor4.26+/-0.131.33+/-0.055.94+/-0.142.77+/-0.09
Virginica5.55+/-0.152.03+/-0.086.59+/-0.182.97+/-0.09
\n", "
" ], "text/plain": [ "variable petal.length petal.width sepal.length sepal.width\n", "variety \n", "Setosa 1.46+/-0.05 0.25+/-0.03 5.01+/-0.10 3.43+/-0.11\n", "Versicolor 4.26+/-0.13 1.33+/-0.05 5.94+/-0.14 2.77+/-0.09\n", "Virginica 5.55+/-0.15 2.03+/-0.08 6.59+/-0.18 2.97+/-0.09" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# here we provide a custom lambda aggfunc. This shows how pivot_table\n", "# can be used to make nice human-readable tables\n", "df_melted.pivot_table(index = 'variety', columns='variable', values='value', aggfunc=lambda x: f\"{x.mean():0.2f}+/-{1.96*x.sem():0.2f}\")" ] }, { "cell_type": "markdown", "id": "b853d7e5", "metadata": {}, "source": [ "## Understanding your data with distribution plots" ] }, { "cell_type": "markdown", "id": "d6bea53d", "metadata": {}, "source": [ "### The \"taxis\" dataset" ] }, { "cell_type": "code", "execution_count": 41, "id": "2fbff467", "metadata": {}, "outputs": [], "source": [ "# seaborn is a popular plotting library that works well with pandas\n", "import seaborn as sns" ] }, { "cell_type": "code", "execution_count": 42, "id": "af821ea2", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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pickupdropoffpassengersdistancefaretiptollstotalcolorpaymentpickup_zonedropoff_zonepickup_boroughdropoff_borough
02019-03-23 20:21:092019-03-23 20:27:2411.607.02.150.012.95yellowcredit cardLenox Hill WestUN/Turtle Bay SouthManhattanManhattan
12019-03-04 16:11:552019-03-04 16:19:0010.795.00.000.09.30yellowcashUpper West Side SouthUpper West Side SouthManhattanManhattan
22019-03-27 17:53:012019-03-27 18:00:2511.377.52.360.014.16yellowcredit cardAlphabet CityWest VillageManhattanManhattan
32019-03-10 01:23:592019-03-10 01:49:5117.7027.06.150.036.95yellowcredit cardHudson SqYorkville WestManhattanManhattan
42019-03-30 13:27:422019-03-30 13:37:1432.169.01.100.013.40yellowcredit cardMidtown EastYorkville WestManhattanManhattan
.............................................
64282019-03-31 09:51:532019-03-31 09:55:2710.754.51.060.06.36greencredit cardEast Harlem NorthCentral Harlem NorthManhattanManhattan
64292019-03-31 17:38:002019-03-31 18:34:23118.7458.00.000.058.80greencredit cardJamaicaEast Concourse/Concourse VillageQueensBronx
64302019-03-23 22:55:182019-03-23 23:14:2514.1416.00.000.017.30greencashCrown Heights NorthBushwick NorthBrooklynBrooklyn
64312019-03-04 10:09:252019-03-04 10:14:2911.126.00.000.06.80greencredit cardEast New YorkEast Flatbush/Remsen VillageBrooklynBrooklyn
64322019-03-13 19:31:222019-03-13 19:48:0213.8515.03.360.020.16greencredit cardBoerum HillWindsor TerraceBrooklynBrooklyn
\n", "

6433 rows × 14 columns

\n", "
" ], "text/plain": [ " pickup dropoff passengers distance fare \\\n", "0 2019-03-23 20:21:09 2019-03-23 20:27:24 1 1.60 7.0 \n", "1 2019-03-04 16:11:55 2019-03-04 16:19:00 1 0.79 5.0 \n", "2 2019-03-27 17:53:01 2019-03-27 18:00:25 1 1.37 7.5 \n", "3 2019-03-10 01:23:59 2019-03-10 01:49:51 1 7.70 27.0 \n", "4 2019-03-30 13:27:42 2019-03-30 13:37:14 3 2.16 9.0 \n", "... ... ... ... ... ... \n", "6428 2019-03-31 09:51:53 2019-03-31 09:55:27 1 0.75 4.5 \n", "6429 2019-03-31 17:38:00 2019-03-31 18:34:23 1 18.74 58.0 \n", "6430 2019-03-23 22:55:18 2019-03-23 23:14:25 1 4.14 16.0 \n", "6431 2019-03-04 10:09:25 2019-03-04 10:14:29 1 1.12 6.0 \n", "6432 2019-03-13 19:31:22 2019-03-13 19:48:02 1 3.85 15.0 \n", "\n", " tip tolls total color payment pickup_zone \\\n", "0 2.15 0.0 12.95 yellow credit card Lenox Hill West \n", "1 0.00 0.0 9.30 yellow cash Upper West Side South \n", "2 2.36 0.0 14.16 yellow credit card Alphabet City \n", "3 6.15 0.0 36.95 yellow credit card Hudson Sq \n", "4 1.10 0.0 13.40 yellow credit card Midtown East \n", "... ... ... ... ... ... ... \n", "6428 1.06 0.0 6.36 green credit card East Harlem North \n", "6429 0.00 0.0 58.80 green credit card Jamaica \n", "6430 0.00 0.0 17.30 green cash Crown Heights North \n", "6431 0.00 0.0 6.80 green credit card East New York \n", "6432 3.36 0.0 20.16 green credit card Boerum Hill \n", "\n", " dropoff_zone pickup_borough dropoff_borough \n", "0 UN/Turtle Bay South Manhattan Manhattan \n", "1 Upper West Side South Manhattan Manhattan \n", "2 West Village Manhattan Manhattan \n", "3 Yorkville West Manhattan Manhattan \n", "4 Yorkville West Manhattan Manhattan \n", "... ... ... ... \n", "6428 Central Harlem North Manhattan Manhattan \n", "6429 East Concourse/Concourse Village Queens Bronx \n", "6430 Bushwick North Brooklyn Brooklyn \n", "6431 East Flatbush/Remsen Village Brooklyn Brooklyn \n", "6432 Windsor Terrace Brooklyn Brooklyn \n", "\n", "[6433 rows x 14 columns]" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = sns.load_dataset('taxis')\n", "df" ] }, { "cell_type": "markdown", "id": "521ce9f7", "metadata": {}, "source": [ "Questions we might want to answer based on this data:\n", "* How does the fare depend on other factors like travel distance, number of passengers, time of day, and pickup zone? \n", "* What are the most common pickup and dropoff locations in the data? \n", "* What factors influence the travel time? \n", "* Do green cabs charge bigger fares than yellow cabs? \n", "* _Can you think of any other questions?_ \n", "\n", "Distribution plots / density plots can help us start to answer these questions. " ] }, { "cell_type": "markdown", "id": "70f66bb0", "metadata": {}, "source": [ "#### **Histogram for 1D data**" ] }, { "cell_type": "code", "execution_count": 43, "id": "c7744bbe", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_ = plt.hist(df.fare)" ] }, { "cell_type": "markdown", "id": "7f9d36e1", "metadata": {}, "source": [ "Problems: \n", "* No labels\n", "* Not enough bins\n", "\n", "Let's improve this histogram" ] }, { "cell_type": "code", "execution_count": 44, "id": "761770a7", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Count')" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(df.fare, bins=100)\n", "plt.xlabel('Fare')\n", "plt.ylabel('Count')" ] }, { "cell_type": "markdown", "id": "11666ef7", "metadata": {}, "source": [ "That's much better, but there's a lot of wasted space due to some very high Fare values. Let's manually set the limit to get rid of this." ] }, { "cell_type": "code", "execution_count": 45, "id": "e1755b46", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0.0, 80.0)" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(df.fare, bins=100)\n", "plt.xlabel('Fare')\n", "plt.ylabel('Count')\n", "plt.xlim(0,80)" ] }, { "cell_type": "markdown", "id": "12316986", "metadata": {}, "source": [ "Given the nature of the distribution, we may wish to put the x-axis on a log scale." ] }, { "cell_type": "code", "execution_count": 46, "id": "ecf2e2aa", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# we need the numpy library to take the log of the fare\n", "import numpy as np\n", "\n", "# we can do this by taking the log of the fare, in which case the bins are uniform in log space...\n", "plt.hist(np.log10(df.fare), bins=100)\n", "plt.xlabel(r'$\\log_{10}(\\mathrm{Fare})$')\n", "plt.ylabel('Count')\n", "plt.grid()" ] }, { "cell_type": "code", "execution_count": 47, "id": "28ab3c7c", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# or by converting the axis to log-scale after the fact. In this case, bins are non-uniform\n", "# in log space.\n", "plt.hist(df.fare, bins=100)\n", "plt.xlabel('Fare')\n", "plt.ylabel('Count')\n", "plt.xlim(1,80)\n", "plt.semilogx()\n", "plt.grid()" ] }, { "cell_type": "markdown", "id": "b1273434", "metadata": {}, "source": [ "By default, `hist` gives number of samples for the y axis. Sometimes, we want the percentage of samples in the bin instead. " ] }, { "cell_type": "code", "execution_count": 48, "id": "9e63a266", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(df.fare, bins=100, density=True)\n", "plt.xlabel('Fare')\n", "plt.ylabel('Density')\n", "plt.xlim(1,80)\n", "plt.semilogx()\n", "plt.grid()" ] }, { "cell_type": "markdown", "id": "9bdd9b72", "metadata": {}, "source": [ "Sometimes we want the log-density instead: " ] }, { "cell_type": "code", "execution_count": 49, "id": "e956f9ee", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(df.fare, bins=100, density=True, log=True)\n", "plt.xlabel('Fare')\n", "plt.ylabel('Density')\n", "plt.xlim(1,80)\n", "plt.grid()" ] }, { "cell_type": "markdown", "id": "74ae1391", "metadata": {}, "source": [ "#### **Kernel Density Estimation** \n", "Sometimes we want smooth approximations to our data distribution. Smooth approximations can show us the underlying pattern while removing noise due to small sample size. Kernel Density Estimation is just a fancy name for a method of fitting smooth approximations to data distributions. The `seaborn` library, which we loaded with alias `sns` provides convenient methods for fitting and plotting kernel density estimates. " ] }, { "cell_type": "code", "execution_count": 50, "id": "76d41800", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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5CAYhBWvsZkWoP3eNERGRj2AQUrCm7laE+rAiREREvoFBSKEsNjvMNsft8V1fI+QIQiarHc2tW/CJiIiUiEFIoZotbQHGr4tBqK9BC63acQU9F0wTEZGSMQgpVEtrJUetAvSarv0xq1QqbqEnIiKfwCCkUGJFyKjTQKVSdfn9zi30XDBNREQKxiCkUC0Wx/ogP13XpsVE4sWr55tZESIiIuViEFKo9hWh7gjy4xZ6IiJSPgYhhRJ3exl13fsj7s8t9ERE5AMYhBSqxeoIQl3dMSZqO0uIFSEiIlIuyYPQqlWrEB0dDaPRiPj4eOzateuS7fPy8hAfHw+j0YiYmBhkZWV1aHP+/Hk89dRTiIiIgNFoRGxsLHJycnpqCF5J3DXW3TVCbYulWREiIiLlkjQIbdq0CampqVi8eDEKCwuRlJSEyZMno7S01G37kpISTJkyBUlJSSgsLMSiRYswb948bN682dnGbDbjzjvvxKlTp/Dhhx/i2LFjeOeddzBo0KDeGpZXuNI1Qm3XbDAIERGRcnXt7gUPW7ZsGWbPno05c+YAADIzM/H5559j9erVyMjI6NA+KysLQ4YMQWZmJgAgNjYW+/btw9KlSzF9+nQAwLp163D27Fns2bMHOp1jemfo0KG9MyAvIu4a624Q4tQYERH5AskqQmazGQUFBUhOTnZ5npycjD179rh9T35+fof2kyZNwr59+2CxOCoXW7duRWJiIp566imEhYUhLi4Or7zyCmy2i18VYTKZUFdX5/KSO7Ei1P2pMW6fJyIi5ZMsCFVXV8NmsyEsLMzleVhYGCorK92+p7Ky0m17q9WK6upqAMDJkyfx4YcfwmazIScnB8899xzefPNNvPzyyxftS0ZGBoKCgpyvqKioKxyd9FquNAj58UBFIiJSPskXS1946rEgCJc8Cdld+/bP7XY7Bg4ciDVr1iA+Ph4PPvggFi9ejNWrV1/0MxcuXIja2lrnq6ysrLvD8RotlivcPu/ftn1e/GdMRESkNJKtEQoNDYVGo+lQ/amqqupQ9RGFh4e7ba/VahESEgIAiIiIgE6ng0bTVgmJjY1FZWUlzGYz9Hp9h881GAwwGAxXOiSv4jxHqJvb58XF0la7gAaTFQFGncf6RkRE5C0kqwjp9XrEx8cjNzfX5Xlubi7Gjx/v9j2JiYkd2m/btg0JCQnOhdE333wzvv/+e9jtdmeb48ePIyIiwm0IUqorXSNk1Glg0Dr+9eAWeiIiUipJp8bS09Oxdu1arFu3DsXFxUhLS0NpaSlSUlIAOKasZs2a5WyfkpKC06dPIz09HcXFxVi3bh2ys7Mxf/58Z5vf/e53qKmpwdNPP43jx4/jk08+wSuvvIKnnnqq18cnpSvdNQa0VYUYhIiISKkk3T4/Y8YM1NTUYMmSJaioqEBcXBxycnKc290rKipczhSKjo5GTk4O0tLSsHLlSkRGRmL58uXOrfMAEBUVhW3btiEtLQ3XX389Bg0ahKeffhrPPvtsr49PSle6WBpw7ByrrGvhfWNERKRYkgYhAJg7dy7mzp3r9mvr16/v8GzixInYv3//JT8zMTER//nPfzzRPdm60qkxgFvoiYhI+STfNUY9Q1wsbejmrjGg/dQYK0JERKRMDEIK5bx01QMVoXONrAgREZEyMQgplFgR6u7t80C7i1ebWREiIiJlYhBSqJYrvHQVAPr5tR2qSEREpEQMQgolbp+/kqkxrhEiIiKlYxBSqGZPVITENUKsCBERkUIxCClU8xXeNQa0WyPEihARESkUg5AC2e0CzFZPTI3xHCEiIlI2BiEFErfOA1e2ayyoNQjVNltgs/MGeiIiUh4GIQUSt84DgFF7JbvGHFNjggDUt7AqREREysMgpEAtrdNieq0aarWq25+j16rR1+C4hYULpomISIkYhBTIeZjiFawPEgX5iTvHuGCaiIiUh0FIgTxx87yov3/rOiFWhIiISIEYhBSoxQNb50XiOiFWhIiISIkYhBTIE4cpisRDFXnNBhERKRGDkAJ54sJVEa/ZICIiJWMQUiBnRegKts6LeM0GEREpGYOQApnEC1c9UBFyXrPB06WJiEiBGIQUqNmDu8b6+YlrhDg1RkREysMgpEBiEDJ4YNeYuH2ei6WJiEiJGIQUyJPnCAVx+zwRESkYg5ACeXJqrD+3zxMRkYIxCClQi9lz5wiJ2+cbTFZYbPYr/jwiIiJvwiCkQC0e3DUW6KeDqvXeVlaFiIhIaRiEFMiTJ0tr1CoEGrlzjIiIlIlBSIE8uUYIAIL9HdNjZxsZhIiISFkYhBTIk5euAgxCRESkXAxCCuTJ7fNA24LpGgYhIiJSGAYhBXKuEfLAYmkACGmtCJ1jECIiIoVhEFIgcdeYJy5dBYDgvqwIERGRMjEIKVBz6zlCntg+D7RVhLhGiIiIlIZBSIE8vUaIi6WJiEipJA9Cq1atQnR0NIxGI+Lj47Fr165Lts/Ly0N8fDyMRiNiYmKQlZXl8vX169dDpVJ1eLW0tPTkMLxKT+0a49QYEREpjaRBaNOmTUhNTcXixYtRWFiIpKQkTJ48GaWlpW7bl5SUYMqUKUhKSkJhYSEWLVqEefPmYfPmzS7tAgMDUVFR4fIyGo29MSTJCYLQg+cImTzyeURERN5CK+U3X7ZsGWbPno05c+YAADIzM/H5559j9erVyMjI6NA+KysLQ4YMQWZmJgAgNjYW+/btw9KlSzF9+nRnO5VKhfDw8F4Zg7cx2+ywC45fe2rXWPupMUEQoBLv3CAiIpI5ySpCZrMZBQUFSE5OdnmenJyMPXv2uH1Pfn5+h/aTJk3Cvn37YLG03YPV0NCAoUOHYvDgwbjnnntQWFh4yb6YTCbU1dW5vOSqxdx2Maqndo2F+BsAABabgAaT1SOfSURE5A0kC0LV1dWw2WwICwtzeR4WFobKykq376msrHTb3mq1orq6GgAwcuRIrF+/Hlu3bsX7778Po9GIm2++Gd99991F+5KRkYGgoCDnKyoq6gpHJ50Wq2NaTKNWQafxTOXGT69xTrNxwTQRESmJ5IulL5xmudzUi7v27Z/fdNNNeOSRRzBq1CgkJSXhgw8+wNVXX4233nrrop+5cOFC1NbWOl9lZWXdHY7knFvndRqPTmFxwTQRESmRZGuEQkNDodFoOlR/qqqqOlR9ROHh4W7ba7VahISEuH2PWq3GDTfccMmKkMFggMFg6OIIvFOzh3eMiUL66lF+vhlnGxiEiIhIOSSrCOn1esTHxyM3N9fleW5uLsaPH+/2PYmJiR3ab9u2DQkJCdDpdG7fIwgCioqKEBER4ZmOe7m2rfOeWR8kEu8b49QYEREpiaRTY+np6Vi7di3WrVuH4uJipKWlobS0FCkpKQAcU1azZs1ytk9JScHp06eRnp6O4uJirFu3DtnZ2Zg/f76zzYsvvojPP/8cJ0+eRFFREWbPno2ioiLnZyqdp7fOi0I4NUZERAok6fb5GTNmoKamBkuWLEFFRQXi4uKQk5ODoUOHAgAqKipczhSKjo5GTk4O0tLSsHLlSkRGRmL58uUuW+fPnz+PJ598EpWVlQgKCsKYMWOwc+dO3Hjjjb0+Pin0VEWIZwkREZESqQRxtXEXlJSUIDo6uif64xXq6uoQFBSE2tpaBAYGSt2dLsk5VIG5/9iPG4cF44OURI997qod3+P1z45h+tjBePNXozz2uURERJ7SnZ/f3ZoaGzFiBG677Ta89957PnV1hRyIu8Y8dZiiKIQVISIiUqBuBaEDBw5gzJgx+OMf/4jw8HD89re/xd69ez3dN+qGtjVCnl3+Fdx6qCIXSxMRkZJ066dlXFwcli1bhvLycrz77ruorKzEhAkTcO2112LZsmU4c+aMp/tJndTTa4S4WJqIiJTkisoGWq0W999/Pz744AO89tprOHHiBObPn4/Bgwdj1qxZqKio8FQ/qZNaemjXWPv7xoiIiJTiioLQvn37MHfuXERERGDZsmWYP38+Tpw4ga+++grl5eWYNm2ap/pJndTcwxWhJrPNGbaIiIjkrlvb55ctW4Z3330Xx44dw5QpU7BhwwZMmTIFarUjV0VHR+Ptt9/GyJEjPdpZurwWi+PSVU8HoUCjFjqNChabgJpGMwb18/Po5xMREUmhW0Fo9erVePzxx/HYY48hPDzcbZshQ4YgOzv7ijpHXddTByqqVCr076NHVb0J5xiEiIhIIboVhHJzczFkyBBnBUgkCALKysowZMgQ6PV6PProox7pJHVei3jpqt7zh4YH+zuCEBdMExGRUnTrp+Xw4cNRXV3d4fnZs2cVfdCiHLRYe2aNEOC4eBXgWUJERKQc3QpCFzuMuqGhAUaj8Yo6RFfGeaBiDwQh8SyhGt5AT0RECtGlqbH09HQAjvUif/7zn9GnTx/n12w2G7755huMHj3aox2krumpNUIAENpaEapmECIiIoXoUhAqLCwE4KgIHTp0CHq93vk1vV6PUaNGudwET72vuYd2jQHAgABHRehMPafGiIhIGboUhLZv3w4AeOyxx/C3v/1NdheS+gJTj1aEWoNQA4MQEREpQ7d2jb377rue7gd5iHNqrAd2jYkVoWpWhIiISCE6HYQeeOABrF+/HoGBgXjggQcu2XbLli1X3DHqHnGxtEHbA1NjrAgREZHCdDoIBQUFQaVSOX9N3sl515je80FoYIC4a8wEm12ARq3y+PcgIiLqTZ0OQu2nwzg15r3EKzZ6Yo1QsL8eKhVgF4BzTWbnmiEiIiK56tZCkubmZjQ1NTl/f/r0aWRmZmLbtm0e6xh1nc0uwGzruV1jWo0awX0cOwW5c4yIiJSgW0Fo2rRp2LBhAwDg/PnzuPHGG/Hmm29i2rRpWL16tUc7SJ3X/lb4nqgIAdxCT0REytKtILR//34kJSUBAD788EOEh4fj9OnT2LBhA5YvX+7RDlLnNbcLQgat53eNAQxCRESkLN36adnU1ISAgAAAwLZt2/DAAw9ArVbjpptuwunTpz3aQeq8tus11FD30EJmcV1QNXeOERGRAnQrCI0YMQIff/wxysrK8PnnnyM5ORkAUFVVxUMWJWTqwQtXRawIERGRknQrCP35z3/G/PnzMWzYMIwbNw6JiYkAHNWhMWPGeLSD1HnN5p7bMSbiWUJERKQk3TpZ+he/+AUmTJiAiooKjBo1yvn85z//Oe6//36PdY66picvXBU5T5dmECIiIgXoVhACgPDwcISHh7s8u/HGG6+4Q9R94q4xQw8GIed9Y5waIyIiBehWEGpsbMSrr76KL7/8ElVVVbDb7S5fP3nypEc6R13TVhHqmR1jANcIERGRsnQrCM2ZMwd5eXmYOXMmIiIinFdvkLR68noNkRiEzjVZYLHZodP0XOgiIiLqad0KQp9++ik++eQT3HzzzZ7uD10BMQgZe+DCVVE/Px20ahWsdgE1DWaEBxl77HsRERH1tG793/n+/fsjODjY032hK+Q8R6gHK0JqtQohfXnNBhERKUO3gtBLL72EP//5zy73jZH0mnvwwtX2uHOMiIiUoltTY2+++SZOnDiBsLAwDBs2DDqdzuXr+/fv90jnqGvExdLGHlwsDbQ7S4gVISIikrluBaH77rvPw90gTzD1wjlCQLudY6wIERGRzHUrCL3wwgse68CqVavwxhtvoKKiAtdeey0yMzOdF7q6k5eXh/T0dBw5cgSRkZF45plnkJKS4rbtxo0b8dBDD2HatGn4+OOPPdZnb9UbByoCPEuIiIiUo9tzKOfPn8fatWuxcOFCnD17FoBjSqy8vLzTn7Fp0yakpqZi8eLFKCwsRFJSEiZPnozS0lK37UtKSjBlyhQkJSWhsLAQixYtwrx587B58+YObU+fPo358+dfMlQpjbhYuicPVAR4lhARESlHt4LQwYMHcfXVV+O1117D0qVLcf78eQDARx99hIULF3b6c5YtW4bZs2djzpw5iI2NRWZmJqKiorB69Wq37bOysjBkyBBkZmYiNjYWc+bMweOPP46lS5e6tLPZbHj44Yfx4osvIiYm5rL9MJlMqKurc3nJUYu1dxZLDwxwbJmvqm/p0e9DRETU07oVhNLT0/Gb3/wG3333HYzGtnNkJk+ejJ07d3bqM8xmMwoKCpw314uSk5OxZ88et+/Jz8/v0H7SpEnYt28fLBaL89mSJUswYMAAzJ49u1N9ycjIQFBQkPMVFRXVqfd5G7Ei1JMHKgJwnh1UUcsgRERE8tatIPTtt9/it7/9bYfngwYNQmVlZac+o7q6GjabDWFhYS7Pw8LCLvoZlZWVbttbrVZUV1cDAL7++mtkZ2fjnXfe6VQ/AGDhwoWora11vsrKyjr9Xm/S0ktrhMQg9FNdC+x2oUe/FxERUU/q1mJpo9Hodvro2LFjGDBgQJc+68LrOQRBuOSVHe7ai8/r6+vxyCOP4J133kFoaGin+2AwGGAwGLrQa+/U0kvb5wcGGKBSARabgLNNZufiaSIiIrnpVhCaNm0alixZgg8++ACAI4SUlpZiwYIFmD59eqc+IzQ0FBqNpkP1p6qqqkPVRxQeHu62vVarRUhICI4cOYJTp07h3nvvdX5dvBBWq9Xi2LFjGD58eKfHKTdt5wj1bEVIp1FjQF8DqupNqKxtYRAiIiLZ6lbpYOnSpThz5gwGDhyI5uZmTJw4ESNGjEBAQABefvnlTn2GXq9HfHw8cnNzXZ7n5uZi/Pjxbt+TmJjYof22bduQkJAAnU6HkSNH4tChQygqKnK+pk6dittuuw1FRUWyXfvTWb21fR7gOiEiIlKGblWEAgMDsXv3bmzfvh0FBQWw2+0YO3Ys7rjjji59Tnp6OmbOnImEhAQkJiZizZo1KC0tdZ4LtHDhQpSXl2PDhg0AgJSUFKxYsQLp6el44oknkJ+fj+zsbLz//vsAHFN2cXFxLt+jX79+ANDhuRKZWq/Y6OmKEACEBxpxELWorGMQIiIi+epyELLb7Vi/fj22bNmCU6dOQaVSITo6GuHh4Zdd33OhGTNmoKamBkuWLEFFRQXi4uKQk5ODoUOHAgAqKipczhSKjo5GTk4O0tLSsHLlSkRGRmL58uWdno5TOmdFqId3jQFARGtFqLK2uce/FxERUU9RCeJq404QBAH33nsvcnJyMGrUKIwcORKCIKC4uBiHDh3C1KlTFXGCc11dHYKCglBbW4vAwECpu9Npsc9/hmaLDbueuQ1RwX169Hut2vE9Xv/sGB4YOwjLfjW6R78XERFRZ3Tn53eXKkLr16/Hzp078eWXX+K2225z+dpXX32F++67Dxs2bMCsWbO68rHkAYIgoMUqnizds7vGgPYVIU6NERGRfHXpJ+b777+PRYsWdQhBAHD77bdjwYIF+Mc//uGxzlHnmax2iLW9XlksHegHAFwjREREstalIHTw4EHcddddF/365MmTceDAgSvuFHWdeIYQ0DuLpdtXhLowu0pERORVuhSEzp49e9EzfgDHKc/nzp274k5R14kLpbVqFXSanp8aE7fPN5ltqGux9vj3IyIi6gld+olps9mg1V58WZFGo4HVyh+KUmix9M6FqyKjToN+fXQAuE6IiIjkq0uLpQVBwG9+85uLXkdhMpk80inqOvHCVWMvbJ0XhQcacb7Jgsq6FlwTHtBr35eIiMhTuhSEHn300cu24Y4xaTT30j1j7YUHGfHfynqeJURERLLVpSD07rvv9lQ/6AqZevF6DVEEr9kgIiKZ673yAfWo3rxnTCRuof+JW+iJiEimGIQUQgxCht4MQkGOtWKsCBERkVwxCClEb+8aA4DwoNZDFRmEiIhIphiEFEKKqTGuESIiIrljEFKIFnPv3TwvEoNQbbMFDSaeH0VERPLDIKQQLRJsnw8w6pyHKv5wrqnXvi8REZGnMAgpRNs5Qr1XEQKAqP59AABlZ3mWEBERyQ+DkEJIFYQG93csmC47y4oQERHJD4OQQohXbPTp7YpQcGtFiFNjREQkQwxCCtEkwWJpAIhqrQj9cI5TY0REJD8MQgohBqE++i7dmnLFBosVIU6NERGRDDEIKUSzxbF9vY+EFSFBEHr1exMREV0pBiGFkGpqbHDrrrEGkxXnmyy9+r2JiIiuFIOQQjgXS/dyEDLqNBgQ4LhzjOuEiIhIbhiEFKJJoiAEtE2PcecYERHJDYOQQjinxnS9u1gaaLeFngumiYhIZhiEFKLZLM1iaaDdoYqsCBERkcwwCCmAIAhoskg5NeaoCHGNEBERyQ2DkAKYrHaIO9d7e9cYwKkxIiKSLwYhBRB3jAGAXy9fsQG4VoR4lhAREckJg5ACiNNieo0aWk3v/5FG9DNCrXJUps7Um3r9+xMREXUXg5ACiAulpZgWAwCdRo2IIC6YJiIi+WEQUgApzxASDQt1TI+VVDMIERGRfDAIKYBU12u0Fx3qDwAoqW6QrA9ERERdJXkQWrVqFaKjo2E0GhEfH49du3Zdsn1eXh7i4+NhNBoRExODrKwsl69v2bIFCQkJ6NevH/z9/TF69Gj8/e9/78khSE6q6zXaiw7tCwA4eaZRsj4QERF1laRBaNOmTUhNTcXixYtRWFiIpKQkTJ48GaWlpW7bl5SUYMqUKUhKSkJhYSEWLVqEefPmYfPmzc42wcHBWLx4MfLz83Hw4EE89thjeOyxx/D555/31rB6nXNqTIJTpUUxA8SKEIMQERHJh0qQcL/zuHHjMHbsWKxevdr5LDY2Fvfddx8yMjI6tH/22WexdetWFBcXO5+lpKTgwIEDyM/Pv+j3GTt2LO6++2689NJLbr9uMplgMrXtdqqrq0NUVBRqa2sRGBjYnaH1qv+3rwx/+vAgJl49AP/7+I2S9OF0TSMmvrEDBq0axUvuglqtkqQfRETku+rq6hAUFNSln9+SVYTMZjMKCgqQnJzs8jw5ORl79uxx+578/PwO7SdNmoR9+/bBYrF0aC8IAr788kscO3YMt9xyy0X7kpGRgaCgIOcrKiqqGyOSTrOEp0qLBvXzg06jgslqx4+1PGGaiIjkQbIgVF1dDZvNhrCwMJfnYWFhqKysdPueyspKt+2tViuqq6udz2pra9G3b1/o9XrcfffdeOutt3DnnXdetC8LFy5EbW2t81VWVnYFI+t93rBYWqtRY2gIp8eIiEhepFtU0kqlcp1CEQShw7PLtb/weUBAAIqKitDQ0IAvv/wS6enpiImJwa233ur2Mw0GAwwGQzdHID1v2D4POHaOfV/VgJLqRiRdNUDSvhAREXWGZEEoNDQUGo2mQ/WnqqqqQ9VHFB4e7ra9VqtFSEiI85larcaIESMAAKNHj0ZxcTEyMjIuGoTkru3meWlzbUzrFnruHCMiIrmQbGpMr9cjPj4eubm5Ls9zc3Mxfvx4t+9JTEzs0H7btm1ISEiATqe76PcSBMFlMbTSOKfGJLhnrD3xLKGTnBojIiKZkLSEkJ6ejpkzZyIhIQGJiYlYs2YNSktLkZKSAsCxdqe8vBwbNmwA4NghtmLFCqSnp+OJJ55Afn4+srOz8f777zs/MyMjAwkJCRg+fDjMZjNycnKwYcMGl51pSuMN5wgBQMwAx1lCPFSRiIjkQtIgNGPGDNTU1GDJkiWoqKhAXFwccnJyMHToUABARUWFy5lC0dHRyMnJQVpaGlauXInIyEgsX74c06dPd7ZpbGzE3Llz8cMPP8DPzw8jR47Ee++9hxkzZvT6+HqLN60RAhy30LdYbDBKXKEiIiK6HEnPEfJW3TmHQEqz1u3FzuNnsPSXo/CL+MGS9UMQBFz/l22oN1mxLe0WXB0WIFlfiIjI98jqHCHynLbF0tJWYFQqFaIHcME0ERHJB4OQAogHKkq9WBpot3OM64SIiEgGGIQUwBsOVBQNb10w/f1PDEJEROT9GIQUwFt2jQHAVa3rgo5X1UvcEyIiostjEFIAb9k1BgBXh7VWhKoaYLdzHT4REXk3BiEFaHZOjUl+YwqGhvhDr1WjxWJH2bkmqbtDRER0SQxCMme12WG22QEAfbxgsbRGrXKuEzrOdUJEROTlGIRkrql1xxjgHYulgbbpseM/cZ0QERF5NwYhmROnxdQqwKD1jj9O8SDF7xiEiIjIy3nHT07qtraF0lqoVCqJe+MgBiFOjRERkbdjEJK5ptZTpb1lWgxomxo7caYBNu4cIyIiL8YgJHPedIaQKKp/Hxh1apisdpSe5c4xIiLyXgxCMuc8VdoLdoyJ1GoVRgzkgmkiIvJ+DEIy502HKbZ39UAumCYiIu/HICRzzRbx5nnpD1Ns7youmCYiIhlgEJI5b7pwtb1rwh1TY8cqWREiIiLvxSAkc964WBoARoYHAnDsHDNZbZdpTUREJA0GIZnz1jVCEUFGBBq1sNoFfF/F6TEiIvJODEIyJwYhoxftGgMAlUqF2AhHVai4gtNjRETknRiEZK7ZLC6W9q4gBKBdEKqTuCdERETuMQjJXLOl7YoNbxMb4dg59t9KBiEiIvJODEIy540HKoraT40JAq/aICIi78MgJHPeumsMcFy+qlYBZxvNqKo3Sd0dIiKiDhiEZM5bzxECHAu4o0P9AQBHuU6IiIi8EIOQzDV58RohoG167L/cOUZERF6IQUjmvHnXGMCdY0RE5N0YhGSuocURhPoavLUi5Ng5xiBERETeiEFI5upbg1CA0VuDkKMidLK6ES0WXrVBRETehUFIxux2AQ2tU2N9vTQIhQcaEeyvh80u8AJWIiLyOgxCMtZotkI8nifQqJO2MxehUqlwbaSjKnT4x1qJe0NEROSKQUjGGkyOapBWrYJB671/lHGDggAAh8u5ToiIiLyL5D89V61ahejoaBiNRsTHx2PXrl2XbJ+Xl4f4+HgYjUbExMQgKyvL5evvvPMOkpKS0L9/f/Tv3x933HEH9u7d25NDkEz79UEqlUri3lxcXKQjCB1hRYiIiLyMpEFo06ZNSE1NxeLFi1FYWIikpCRMnjwZpaWlbtuXlJRgypQpSEpKQmFhIRYtWoR58+Zh8+bNzjY7duzAQw89hO3btyM/Px9DhgxBcnIyysvLe2tYvUYMQt66PkgUN6jtLCGLzS5xb4iIiNqoBAkvgRo3bhzGjh2L1atXO5/FxsbivvvuQ0ZGRof2zz77LLZu3Yri4mLns5SUFBw4cAD5+fluv4fNZkP//v2xYsUKzJo1q1P9qqurQ1BQEGpraxEYGNjFUfWeHceq8Jt3v8XPIgKR83SS1N25KEEQcP2L21DfYsUn8ybg2tYKERERkSd15+e3ZBUhs9mMgoICJCcnuzxPTk7Gnj173L4nPz+/Q/tJkyZh3759sFgsbt/T1NQEi8WC4ODgi/bFZDKhrq7O5SUH4hohb68ItV8wfYTrhIiIyItIFoSqq6ths9kQFhbm8jwsLAyVlZVu31NZWem2vdVqRXV1tdv3LFiwAIMGDcIdd9xx0b5kZGQgKCjI+YqKiuriaKQhTo0FenkQAoDrxAXTXCdEREReRPLF0hcu8hUE4ZILf921d/ccAF5//XW8//772LJlC4xG40U/c+HChaitrXW+ysrKujIEyXj7qdLtte0cYxAiIiLvIdlP0NDQUGg0mg7Vn6qqqg5VH1F4eLjb9lqtFiEhIS7Ply5dildeeQVffPEFrr/++kv2xWAwwGAwdGMU0qpvcUwHBnjpGULtieuCjlbUwWYXoFF77y43IiLyHZJVhPR6PeLj45Gbm+vyPDc3F+PHj3f7nsTExA7tt23bhoSEBOh0bWHgjTfewEsvvYTPPvsMCQkJnu+8l6iXyRohAIgO9UcfvQYtFjtOnmmQujtEREQAJJ4aS09Px9q1a7Fu3ToUFxcjLS0NpaWlSElJAeCYsmq/0yslJQWnT59Geno6iouLsW7dOmRnZ2P+/PnONq+//jqee+45rFu3DsOGDUNlZSUqKyvR0KC8H74NXn7PWHsatQo/a7137OAPnB4jIiLvIGkQmjFjBjIzM7FkyRKMHj0aO3fuRE5ODoYOHQoAqKiocDlTKDo6Gjk5OdixYwdGjx6Nl156CcuXL8f06dOdbVatWgWz2Yxf/OIXiIiIcL6WLl3a6+Prac4DFWWwRggARkX1AwAUlZ2XtB9EREQiyX+Czp07F3PnznX7tfXr13d4NnHiROzfv/+in3fq1CkP9cz7idvn5bBGCABGtwahAz+cl7QfREREIsl3jVH3iYul5bBrDGgLQsUVdWix2KTtDBERERiEZE1Oi6UBYHB/P4T462GxCTjyIw9WJCIi6TEIyVi9jBZLA46znkZznRAREXkRBiEZc+4aM8hjjRDQbp0QgxAREXkBBiGZstjsaG5dZyOXihAAjB7SDwArQkRE5B0YhGSqsXV9ECCfNUIAcP3gfgCA0rNNqGkwSdsZIiLyeQxCMiWuDzLq1NBp5PPHGOSnQ8wAfwA8WJGIiKQnn5+g5KLeeeGqfNYHicR1QoWl56TtCBER+TwGIZkSzxAKlNG0mCh+aH8AwL7TDEJERCQtBiGZapDZGULtjYsOBgDsLz0Hs9UucW+IiMiXMQjJVNv1GvILQsMH9EWwvx4tFjsOlXOdEBERSYdBSKbqnGuE5BeEVCoVbhzmqArtLTkrcW+IiMiXMQjJlPMwRZlcuHqhG1unx74pqZG4J0RE5MsYhGRKbheuXkgMQvtOnYPNLkjcGyIi8lUMQjIlrhGS464xAIiNCESAQYsGkxXFFbyAlYiIpMEgJFPOc4RkGoQ0ahUShjm20X/DdUJERCQRBiGZqpf5GiEAuDE6BACwl+uEiIhIIgxCMiX3NUIAMC7GsU4o/0QNrDaeJ0RERL2PQUim5HygomjU4H4I8tOhrsXK2+iJiEgSDEIyJU6NyXWxNOBYJ3TL1QMAADuOnZG4N0RE5IsYhGTKWRGS4aWr7d3aGoS2H6uSuCdEROSLGIRkSBAE5xohOV6x0d7EaxxB6MiPdaiqa5G4N0RE5GsYhGTIZLXDYnMcQijnNUIAENrXgOsHBwEAdhzn9BgREfUuBiEZEtcHAUBfvbyDEADces1AAEAe1wkREVEvYxCSoXNNZgBA/z46qNUqiXtz5W5tnR7b+d0ZWLiNnoiIehGDkAxVN5gAACF9DRL3xDNGDe6HEH896lus+Pr7aqm7Q0REPoRBSIZqGhwVoRB/vcQ98QyNWoW7r48AAGwt+lHi3hARkS9hEJKhmtaKUKhCKkIAMG30IADA50cq0Wy2SdwbIiLyFQxCMlTT2FoR6quMihAAjB3SD1HBfmg02/BF8U9Sd4eIiHwEg5AMVTunxpRTEVKpVJg2ylEV+mdRucS9ISIiX8EgJEPi1FiwgipCADBtdCQAx3Ub51qrXkRERD2JQUiGxKmxUIUslhZdFRaA2IhAWO0CPipkVYiIiHqe5EFo1apViI6OhtFoRHx8PHbt2nXJ9nl5eYiPj4fRaERMTAyysrJcvn7kyBFMnz4dw4YNg0qlQmZmZg/2Xho1Cts+396vxw0BAKzfcwo2uyBxb4iISOkkDUKbNm1CamoqFi9ejMLCQiQlJWHy5MkoLS11276kpARTpkxBUlISCgsLsWjRIsybNw+bN292tmlqakJMTAxeffVVhIeH99ZQepUSF0uLpo8dhH59dCg924Tco1w0TUREPUvSILRs2TLMnj0bc+bMQWxsLDIzMxEVFYXVq1e7bZ+VlYUhQ4YgMzMTsbGxmDNnDh5//HEsXbrU2eaGG27AG2+8gQcffBAGg/IqJiarzXnFRqiCFkuL+ui1eLi1KpS9+6TEvSEiIqWTLAiZzWYUFBQgOTnZ5XlycjL27Nnj9j35+fkd2k+aNAn79u2DxWLpdl9MJhPq6upcXt7qbGs1SKtWIdBP/veMuTMrcRh0GhW+PXUORWXnpe4OEREpmGRBqLq6GjabDWFhYS7Pw8LCUFlZ6fY9lZWVbttbrVZUV3f/aoaMjAwEBQU5X1FRUd3+rJ7mPFW6rx4qlfzvGXMnLNCIe0c5dpCt3P69xL0hIiIlk3yx9IU/zAVBuOQPeHft3T3vioULF6K2ttb5Kisr6/Zn9TTnPWMKnBZrb+6tw6FRq5B79Cf852SN1N0hIiKFkiwIhYaGQqPRdKj+VFVVdaj6iMLDw92212q1CAkJ6XZfDAYDAgMDXV7eqn1FSMlGDAzAgzc4KnOv5BTDzh1kRETUAyQLQnq9HvHx8cjNzXV5npubi/Hjx7t9T2JiYof227ZtQ0JCAnQ6XY/11ZvUNIoVIWUHIQBIveNq+Os1OPhDLbYe4GWsRETkeZJOjaWnp2Pt2rVYt24diouLkZaWhtLSUqSkpABwTFnNmjXL2T4lJQWnT59Geno6iouLsW7dOmRnZ2P+/PnONmazGUVFRSgqKoLZbEZ5eTmKiorw/ffKWGvSVhFS9tQYAAwIMGDubSMAABmfFqO2qfsL4omIiNyRNAjNmDEDmZmZWLJkCUaPHo2dO3ciJycHQ4cOBQBUVFS4nCkUHR2NnJwc7NixA6NHj8ZLL72E5cuXY/r06c42P/74I8aMGYMxY8agoqICS5cuxZgxYzBnzpxeH19PUPIZQu7MnhCNYSF98FOdCX/51xGpu0NERAqjEsTVxuRUV1eHoKAg1NbWet16ocfe3Yvtx87g9enX41c3eO/uNk8qOH0Ov8zaA7sAZD0yFnfFRUjdJSIi8kLd+fkt+a4x6hpfqwgBQPzQ/kiZOBwAsOijwyg/3yxxj4iISCkYhGTGl9YItZd6x9W4NjIQZxvNmPO/+9BoskrdJSIiUgAGIRkRBKHdOUK+UxECAL1WjbdnxiO0rx7FFXVI3VTELfVERHTFGIRkpNFsg8lqB+BbU2Oiwf37YM2sBOi1auQe/Ql/+vAgrDa71N0iIiIZYxCSkZrWapCfToM+emXeM3Y5Y4f0x19/NRoatQqb9/+AP7xfCJPVJnW3iIhIphiEZKTaR06Vvpy7r4/AqofHQq9R49PDlXhozX9QdrZJ6m4REZEMMQjJiFgR8rWF0u5MujYc2b9JQIBBi/2l5zHlb7vwwbdlsHHdEBERdQGDkIxU1LYAAAYGMAgBQNJVA5DzdBIShvZHvcmKZzYfxN3Ld+HL4p/A47GIiKgzGIRkpKS6EQAQE+ovcU+8R1RwH2x88iYsmDwSAUYt/ltZj9n/uw+TMnfig2/L0GLh+iEiIro4BiEZEYNQNIOQC61GjZSJw7Hrmdvw24kx8NdrcPynBjyz+SAmvPYVMr847jx2gIiIqD0GIRlhELq0fn30WDg5FvmLfo5FU0YiMsiI6gYzMr/4DuNf/QoLNh/E91UNUneTiIi8CIOQTJisNvxwzrEzKnoAg9ClBBp1ePKW4ch75jYsf2gMrh8cBLPVjo3fliH5r3lYuOUgqupbpO4mERF5AQYhmSg72wS7APQ1aDGAu8Y6RadRY+qoSPzzqZvx/1IScUfsQNgF4P29Zbj1jR342xffocnMqzqIiHwZg5BMnDzjmBYbFtoHKpVK4t7Ii0qlwg3DgrH20Rvw/1ISMSqqH5rMNvz1i+O49Y0d+GBfGa/rICLyUQxCMnGqRlwf1FfinsjbDcOC8fHc8XjroTGICvZDVb0Jz3x4EFNX7sY3J2uk7h4REfUyBiGZ4EJpz1GpVLh3VCS+SJ+IRVNGIsCgxeHyOsxY8x+k/L0Ap1tDp5JU1bXg3a9LsPP4GdQ2W6TuDhGR1/DNC6tkSJwa4xlCnmPQavDkLcPxwNjB+Gvucby/txSfHanEF8U/4Rfxg/HUbSMQFdxH6m5esf9W1uE3675FZZ1jgbhKBfz2luFYMHmkxD0jIpIeK0IywYpQzwnta8DL91+HT5++BbdcPQBWu4CN35bhtqU7sGDzQVnfY/bNyRr8MisflXUtGNTPD0ND+kAQgKy8E/jg2zKpu0dEJDkGIRloMFlRVe84EHAYg1CPuSY8ABsevxEfpiQi6apQl0CUtqkIB384L3UXu6S6wYQn/16A+hYrbhjWH5/Mm4C8P92GP955NQDguY8P40DZeWk7SUQkMQYhGTjVWg0K8dcjyE8ncW+UL2FYMP4+e5xLIPqosBxTV3yNX6zeg08OVsBqs0vdzct65ZNi1DZbEBsRiL/PHod+ffQAgKduG4E7fxYGs82Ouf/YzyMEiMinMQjJAKfFpCEGoq2/vxn3jxkEnUaFfafP4an/24+k17djWe5xlJ9vlrqbbn39fTW2FJZDpQIyHrgORp3G+TW1WoVlvxqFwf39UH6+GW/nnZSwp0RE0mIQkgEGIWldP7gf/jpjNL5+9nbMu30EQvz1qKhtwfIvv8OE177Co+v24rPDFbB4SZWoxWLDcx8fBgDMvGkoRkf169AmwKjDwsmxAIC3d55ARa13Bjoiop7GICQDR3+sAwDEDOAZQlIaGGhEevI1+HrB7fjbg6ORGBMCQQDyjp9Bynv7cePLX+D5jw+j4PRZCIJ0BzSu2nECJdWNGBhgwPxJ11y03ZTrwnHDsP5osdjxxmfHerGHRETeg0HIy1lsduz+vhoAkDg8ROLeEAAYdRpMGz0I7z95E3bMvxW/u3U4BgQYcK7Jgr//5zSmr87HxDd2YNm2Yzhxpncvef2+qgFZO04AAP4y9VoEGi++pkylUuH5e34GANhSWI4iLpwmIh/EIOTlvj11Fg0mK0L76nH9oCCpu0MXGBbqj2fvGon8Bbdjw+M34oGxg9BHr0Hp2SYs/+p7/PzNPExdsRvrdpfgTOvOv54iCAIWf3QIZpsdt10zAJPjwi/7nusH98MDYwcBAP7n30clrWQREUmBByp6ue3/rQIATLx6INRq3jHmrbQaNW65egBuuXoA/uc+K3KP/oSPC8ux87tqHPyhFgd/qMXLOcWYMCIU942JRPLPwuFv8Ox/fhvyT+ObkrMw6tRYMi2u03fSPTNpJD49VIl9p8/hk0MVuOf6SI/2i4jImzEIebntx84AAG4bOUDinlBn9dFrMW30IEwbPQjVDSZ8crACH7VOPeUdP4O842fgpzuMSdeG4b4xgzBhRCi0misrzn5zsgYv/fsoAEew6cqJ2OFBRqRMHI6/fnEcGTn/xR2xYS67zIiIlEwlsBbeQV1dHYKCglBbW4vAwEDJ+lF2tglJr2+HRq3C/ufv5BlCMldS3YiPC8vxz6JynKppO606tK8e91wfieRrw5AwNBh6bddC0Y/nmzF1xW5UN5gxdVQk/vbg6E5Xg0TNZhtuf3MHKmpb8Ltbh+PZu3j9BhHJT3d+fjMIueEtQeh/95zCC1uP4MboYHzw20TJ+kGeJQgCisrO4+PCcvzrYAXONpqdX+tr0GLCiFDces0ATLxmACKC/C75Wbu+O4P0Dw7gTL0JsRGB2PK78fDTd6+ak3OoAnP/sR8A8M6sBNz5s7BufQ4RkVQYhDzEW4LQrHV7sfP4GSyYPBIpE4dL1g/qORabHbu+O4N/H6xA3rEzqGkXigBgaEgf3DAsGNdGBuKa8AAEGnXQadQ4WlGLHcfO4J9FPwIAhg/wx/rHbrziS2L/svUI1u85hQCDFlv/MIFnVxGRrDAIeYg3BKE9J6rx63e+AQB8kT4RIwbyDCGls9sFHCqvxfZjVdh+7AwO/XAe9k781/nITUOweMrPul0Jas9stePhtf/Bt6fOITzQiBW/HoOEYcFX/LlERL2BQchDpA5CTWYr7srchdKzTXh43BC8fP91vd4Hkl5diwUFp86hsPQciivr8X1VA5rMVpisdgzu74ebh4fizp+FeTyoVNW14KF3/oMTZxqhUasw7/arMDNxKIL99R79PkREnibLILRq1Sq88cYbqKiowLXXXovMzEwkJSVdtH1eXh7S09Nx5MgRREZG4plnnkFKSopLm82bN+P555/HiRMnMHz4cLz88su4//77O90nqYPQkn8dxbqvSxAZZMTnabcg4BKH4hH1hAaTFQu3HMK/Djim3vQaNW4fORBjh/ZDbEQgBvXzw4AAA/oatF1emE1E1FO68/Nb0u3zmzZtQmpqKlatWoWbb74Zb7/9NiZPnoyjR49iyJAhHdqXlJRgypQpeOKJJ/Dee+/h66+/xty5czFgwABMnz4dAJCfn48ZM2bgpZdewv3334+PPvoIv/rVr7B7926MGzeut4fYJT+eb8bLnxTjk0MVAIBXHriOIYgk0degxfIHR+O2awZg3dclOFxeh8+OVOKzI5Uu7Yw6NQYGGDEgwIABfQ0YEGBAkJ8O/froEOinQ5CfDn0NWhi0ahi0Ghh0aug1amjUKudLrWr9tUoFjcbxv2o1HL9Xqxi0iKhHSVoRGjduHMaOHYvVq1c7n8XGxuK+++5DRkZGh/bPPvsstm7diuLiYuezlJQUHDhwAPn5+QCAGTNmoK6uDp9++qmzzV133YX+/fvj/fff71S/eqoidLbRjL0lNWi22NBstqPZYkOLxYbqBhMOl9fiwA+1MFvtUKuAeT+/Cql3XO2x7010JQ6X1yLv+Bkc+bEW/62sR1WdCQ0ma698b5UK0F4QmNTtgpQYmNRqQKdRw0+ngVGnaf1fNYytv9eoVBAgwC4AguDYvScAsAsCbHbHy2oXYG/9X8fv7c7nKsA1uLX7tVqFtl+375NKBY0azkB34fML27p77ngfWvsK5+nfdkFwjAOO8dhbnwtCuzG2jhetYxX/tlerHP9g1SpABRVUKsczMXSqVe2etX5dpVKh9W3Or4vP1Kq2fwbi19Vq8fftvga49ENA+zG0/SgS++5s166Ns5Vw4fs7fuaF427/fhUc/5zdjQGqtt+3jVfl7GP7/onfy976iwv75PwzaP2eqvafDZXLP0+3/yv+uTv/3RWcf/Z2Qfz3oO3P3PX37f55tf9vys0zW7vPttnbPsdmB2x2u+O/CUGAzdb634kg/jehhlajglbteIm/16jbPdOoW7+mgk7T2katQrC/HjfFePbqKFlVhMxmMwoKCrBgwQKX58nJydizZ4/b9+Tn5yM5Odnl2aRJk5CdnQ2LxQKdTof8/HykpaV1aJOZmXnRvphMJphMbdcf1NbWAnD8A/Wkg6fP4sl1316yzdgh/bBoSixGRgR6/PsTddeQABVmxg8E4gc6nzWZrahpMKO6oQXV9WZUN5pQU29GXYsF55stqGuxoLbJihaLDSarDSarHWarHSarDTYBsLf+BduZBeG2HhwbEUnj+sFB+L8nbvLoZ4o/N7tS45EsCFVXV8NmsyEszPWskrCwMFRWVrp9T2Vlpdv2VqsV1dXViIiIuGibi30mAGRkZODFF1/s8DwqKqqzw/GYMgD/TO/1b0tERNSrygAEze+Zz66vr0dQUOfu55T8io0L5/8FQbjkmgB37S983tXPXLhwIdLT29KH3W7H2bNnERIS4jXrE+rq6hAVFYWysjJJzzbqKRyfvHF88sbxyRvH10YQBNTX1yMysvN3JkoWhEJDQ6HRaDpUaqqqqjpUdETh4eFu22u1WoSEhFyyzcU+EwAMBgMMBoPLs379+nV2KL0qMDBQkf+iizg+eeP45I3jkzeOz6GzlSDRld30eAX0ej3i4+ORm5vr8jw3Nxfjx493+57ExMQO7bdt24aEhATodLpLtrnYZxIREZHvknRqLD09HTNnzkRCQgISExOxZs0alJaWOs8FWrhwIcrLy7FhwwYAjh1iK1asQHp6Op544gnk5+cjOzvbZTfY008/jVtuuQWvvfYapk2bhn/+85/44osvsHv3bknGSERERN5L0iA0Y8YM1NTUYMmSJaioqEBcXBxycnIwdOhQAEBFRQVKS0ud7aOjo5GTk4O0tDSsXLkSkZGRWL58ufMMIQAYP348Nm7ciOeeew7PP/88hg8fjk2bNnn9GUKXYzAY8MILL3SYwlMKjk/eOD554/jkjeO7MpKfLE1EREQkFcnWCBERERFJjUGIiIiIfBaDEBEREfksBiEiIiLyWQxCMrBq1SpER0fDaDQiPj4eu3btkrpL3ZKRkYEbbrgBAQEBGDhwIO677z4cO3bMpY0gCPjLX/6CyMhI+Pn54dZbb8WRI0ck6vGVycjIgEqlQmpqqvOZ3MdXXl6ORx55BCEhIejTpw9Gjx6NgoIC59flPD6r1YrnnnsO0dHR8PPzQ0xMDJYsWQK73e5sI6fx7dy5E/feey8iIyOhUqnw8ccfu3y9M2MxmUz4wx/+gNDQUPj7+2Pq1Kn44YcfenEUF3ep8VksFjz77LO47rrr4O/vj8jISMyaNQs//vijy2fIdXwX+u1vfwuVStXhTk25j6+4uBhTp05FUFAQAgICcNNNN7nsJPfU+BiEvNymTZuQmpqKxYsXo7CwEElJSZg8ebLLvwxykZeXh6eeegr/+c9/kJubC6vViuTkZDQ2NjrbvP7661i2bBlWrFiBb7/9FuHh4bjzzjtRX18vYc+77ttvv8WaNWtw/fXXuzyX8/jOnTuHm2++GTqdDp9++imOHj2KN9980+UUdjmP77XXXkNWVhZWrFiB4uJivP7663jjjTfw1ltvOdvIaXyNjY0YNWoUVqxY4fbrnRlLamoqPvroI2zcuBG7d+9GQ0MD7rnnHths0l+De6nxNTU1Yf/+/Xj++eexf/9+bNmyBcePH8fUqVNd2sl1fO19/PHH+Oabb9xeKSHn8Z04cQITJkzAyJEjsWPHDhw4cADPP/88jEajs43HxieQV7vxxhuFlJQUl2cjR44UFixYIFGPPKeqqkoAIOTl5QmCIAh2u10IDw8XXn31VWeblpYWISgoSMjKypKqm11WX18vXHXVVUJubq4wceJE4emnnxYEQf7je/bZZ4UJEyZc9OtyH9/dd98tPP744y7PHnjgAeGRRx4RBEHe4wMgfPTRR87fd2Ys58+fF3Q6nbBx40Znm/LyckGtVgufffZZr/W9My4cnzt79+4VAAinT58WBEEZ4/vhhx+EQYMGCYcPHxaGDh0q/PWvf3V+Te7jmzFjhvO/PXc8OT5WhLyY2WxGQUEBkpOTXZ4nJydjz549EvXKc2prawEAwcHBAICSkhJUVla6jNdgMGDixImyGu9TTz2Fu+++G3fccYfLc7mPb+vWrUhISMAvf/lLDBw4EGPGjME777zj/LrcxzdhwgR8+eWXOH78OADgwIED2L17N6ZMmQJA/uNrrzNjKSgogMVicWkTGRmJuLg42Y0XcPx9o1KpnBVMuY/Pbrdj5syZ+NOf/oRrr722w9flPD673Y5PPvkEV199NSZNmoSBAwdi3LhxLtNnnhwfg5AXq66uhs1m63BhbFhYWIeLZeVGEASkp6djwoQJiIuLAwDnmOQ83o0bN2L//v3IyMjo8DW5j+/kyZNYvXo1rrrqKnz++edISUnBvHnznFfgyH18zz77LB566CGMHDkSOp0OY8aMQWpqKh566CEA8h9fe50ZS2VlJfR6Pfr373/RNnLR0tKCBQsW4Ne//rXz0k65j++1116DVqvFvHnz3H5dzuOrqqpCQ0MDXn31Vdx1113Ytm0b7r//fjzwwAPIy8sD4NnxSXrFBnWOSqVy+b0gCB2eyc3vf/97HDx40O0dcHIdb1lZGZ5++mls27bNZR77QnIdn91uR0JCAl555RUAwJgxY3DkyBGsXr0as2bNcraT6/g2bdqE9957D//3f/+Ha6+9FkVFRUhNTUVkZCQeffRRZzu5js+d7oxFbuO1WCx48MEHYbfbsWrVqsu2l8P4CgoK8Le//Q379+/vcl/lMD5xg8K0adOQlpYGABg9ejT27NmDrKwsTJw48aLv7c74WBHyYqGhodBoNB3SbVVVVYf/Jycnf/jDH7B161Zs374dgwcPdj4PDw8HANmOt6CgAFVVVYiPj4dWq4VWq0VeXh6WL18OrVbrHINcxxcREYGf/exnLs9iY2OdC/fl/uf3pz/9CQsWLMCDDz6I6667DjNnzkRaWpqzuif38bXXmbGEh4fDbDbj3LlzF23j7SwWC371q1+hpKQEubm5zmoQIO/x7dq1C1VVVRgyZIjz75rTp0/jj3/8I4YNGwZA3uMLDQ2FVqu97N83nhofg5AX0+v1iI+PR25ursvz3NxcjB8/XqJedZ8gCPj973+PLVu24KuvvkJ0dLTL16OjoxEeHu4yXrPZjLy8PFmM9+c//zkOHTqEoqIi5yshIQEPP/wwioqKEBMTI+vx3XzzzR2OOzh+/LjzkmS5//k1NTVBrXb9K1Gj0Tj/36ncx9deZ8YSHx8PnU7n0qaiogKHDx+WxXjFEPTdd9/hiy++QEhIiMvX5Ty+mTNn4uDBgy5/10RGRuJPf/oTPv/8cwDyHp9er8cNN9xwyb9vPDq+Li2tpl63ceNGQafTCdnZ2cLRo0eF1NRUwd/fXzh16pTUXeuy3/3ud0JQUJCwY8cOoaKiwvlqampytnn11VeFoKAgYcuWLcKhQ4eEhx56SIiIiBDq6uok7Hn3td81JgjyHt/evXsFrVYrvPzyy8J3330n/OMf/xD69OkjvPfee842ch7fo48+KgwaNEj497//LZSUlAhbtmwRQkNDhWeeecbZRk7jq6+vFwoLC4XCwkIBgLBs2TKhsLDQuWuqM2NJSUkRBg8eLHzxxRfC/v37hdtvv10YNWqUYLVapRqW06XGZ7FYhKlTpwqDBw8WioqKXP6+MZlMzs+Q6/jcuXDXmCDIe3xbtmwRdDqdsGbNGuG7774T3nrrLUGj0Qi7du1yfoanxscgJAMrV64Uhg4dKuj1emHs2LHO7eZyA8Dt691333W2sdvtwgsvvCCEh4cLBoNBuOWWW4RDhw5J1+krdGEQkvv4/vWvfwlxcXGCwWAQRo4cKaxZs8bl63IeX11dnfD0008LQ4YMEYxGoxATEyMsXrzY5QennMa3fft2t/+9Pfroo4IgdG4szc3Nwu9//3shODhY8PPzE+655x6htLRUgtF0dKnxlZSUXPTvm+3btzs/Q67jc8ddEJL7+LKzs4URI0YIRqNRGDVqlPDxxx+7fIanxqcSBEHoWg2JiIiISBm4RoiIiIh8FoMQERER+SwGISIiIvJZDEJERETksxiEiIiIyGcxCBEREZHPYhAiIiIin8UgRERERD6LQYiIZE8QBDz55JMIDg6GSqVCUVGR1F0iIpngydJEJHuffvoppk2bhh07diAmJsZ5ezUR0eXwbwoikr0TJ04gIiLiim7Vtlgs0Ol0HuwVEckBp8aISNZ+85vf4A9/+ANKS0uhUqkwbNgwfPbZZ5gwYQL69euHkJAQ3HPPPThx4oTzPadOnYJKpcIHH3yAW2+9FUajEe+99x4A4N1330VsbCyMRiNGjhyJVatWSTU0IuoFnBojIlmrra3F8uXLsWbNGnz77bfQaDTYuXMnVCoVrrvuOjQ2NuLPf/4zTp06haKiIqjVapw6dQrR0dEYNmwY3nzzTYwZMwYGgwGffPIJXnjhBaxYsQJjxoxBYWEhnnjiCSxbtgyPPvqo1EMloh7AqTEikrWgoCAEBARAo9EgPDwcADB9+nSXNtnZ2Rg4cCCOHj2KuLg45/PU1FQ88MADzt+/9NJLePPNN53PoqOjcfToUbz99tsMQkQKxakxIlKcEydO4Ne//jViYmIQGBiI6OhoAEBpaalLu4SEBOevz5w5g7KyMsyePRt9+/Z1vv7nf/7HZVqNiJSFFSEiUpx7770XUVFReOeddxAZGQm73Y64uDiYzWaXdv7+/s5f2+12AMA777yDcePGubTTaDQ932kikgSDEBEpSk1NDYqLi/H2228jKSkJALB79+7Lvi8sLAyDBg3CyZMn8fDDD/d0N4nISzAIEZGi9O/fHyEhIVizZg0iIiJQWlqKBQsWdOq9f/nLXzBv3jwEBgZi8uTJMJlM2LdvH86dO4f09PQe7jkRSYFrhIhIUdRqNTZu3IiCggLExcUhLS0Nb7zxRqfeO2fOHKxduxbr16/Hddddh4kTJ2L9+vXONUZEpDzcPk9EREQ+ixUhIiIi8lkMQkREROSzGISIiIjIZzEIERERkc9iECIiIiKfxSBEREREPotBiIiIiHwWgxARERH5LAYhIiIi8lkMQkREROSzGISIiIjIZ/1/euKOTV+HZXYAAAAASUVORK5CYII=\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=df, x='fare')" ] }, { "cell_type": "markdown", "id": "1996d671", "metadata": {}, "source": [ "Seaborn functions like kdeplot have about a jillion arguments" ] }, { "cell_type": "code", "execution_count": 51, "id": "a93463a7", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\u001b[0;31mSignature:\u001b[0m\n", "\u001b[0msns\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mkdeplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m 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"\u001b[0;34m\u001b[0m \u001b[0mweights\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mhue\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mpalette\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mhue_order\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mhue_norm\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mmultiple\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'layer'\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m 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"\u001b[0;34m\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mfill\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mdata\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mdata2\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mwarn_singular\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mDocstring:\u001b[0m\n", "Plot univariate or bivariate distributions using kernel density estimation.\n", "\n", "A kernel density estimate (KDE) plot is a method for visualizing the\n", "distribution of observations in a dataset, analagous to a histogram. KDE\n", "represents the data using a continuous probability density curve in one or\n", "more dimensions.\n", "\n", "The approach is explained further in the :ref:`user guide `.\n", "\n", "Relative to a histogram, KDE can produce a plot that is less cluttered and\n", "more interpretable, especially when drawing multiple distributions. But it\n", "has the potential to introduce distortions if the underlying distribution is\n", "bounded or not smooth. Like a histogram, the quality of the representation\n", "also depends on the selection of good smoothing parameters.\n", "\n", "Parameters\n", "----------\n", "x, y : vectors or keys in ``data``\n", " Variables that specify positions on the x and y axes.\n", "shade : bool\n", " Alias for ``fill``. Using ``fill`` is recommended.\n", "vertical : bool\n", " Orientation parameter.\n", "\n", " .. deprecated:: 0.11.0\n", " specify orientation by assigning the ``x`` or ``y`` variables.\n", "\n", "kernel : str\n", " Function that defines the kernel.\n", "\n", " .. deprecated:: 0.11.0\n", " support for non-Gaussian kernels has been removed.\n", "\n", "bw : str, number, or callable\n", " Smoothing parameter.\n", "\n", " .. deprecated:: 0.11.0\n", " see ``bw_method`` and ``bw_adjust``.\n", "\n", "gridsize : int\n", " Number of points on each dimension of the evaluation grid.\n", "cut : number, optional\n", " Factor, multiplied by the smoothing bandwidth, that determines how\n", " far the evaluation grid extends past the extreme datapoints. When\n", " set to 0, truncate the curve at the data limits.\n", "clip : pair of numbers or None, or a pair of such pairs\n", " Do not evaluate the density outside of these limits.\n", "legend : bool\n", " If False, suppress the legend for semantic variables.\n", "cumulative : bool, optional\n", " If True, estimate a cumulative distribution function.\n", "shade_lowest : bool\n", " If False, the area below the lowest contour will be transparent\n", "\n", " .. deprecated:: 0.11.0\n", " see ``thresh``.\n", "\n", "cbar : bool\n", " If True, add a colorbar to annotate the color mapping in a bivariate plot.\n", " Note: Does not currently support plots with a ``hue`` variable well.\n", "cbar_ax : :class:`matplotlib.axes.Axes`\n", " Pre-existing axes for the colorbar.\n", "cbar_kws : dict\n", " Additional parameters passed to :meth:`matplotlib.figure.Figure.colorbar`.\n", "ax : :class:`matplotlib.axes.Axes`\n", " Pre-existing axes for the plot. Otherwise, call :func:`matplotlib.pyplot.gca`\n", " internally.\n", "weights : vector or key in ``data``\n", " If provided, weight the kernel density estimation using these values.\n", "hue : vector or key in ``data``\n", " Semantic variable that is mapped to determine the color of plot elements.\n", "palette : string, list, dict, or :class:`matplotlib.colors.Colormap`\n", " Method for choosing the colors to use when mapping the ``hue`` semantic.\n", " String values are passed to :func:`color_palette`. List or dict values\n", " imply categorical mapping, while a colormap object implies numeric mapping.\n", "hue_order : vector of strings\n", " Specify the order of processing and plotting for categorical levels of the\n", " ``hue`` semantic.\n", "hue_norm : tuple or :class:`matplotlib.colors.Normalize`\n", " Either a pair of values that set the normalization range in data units\n", " or an object that will map from data units into a [0, 1] interval. Usage\n", " implies numeric mapping.\n", "multiple : {{\"layer\", \"stack\", \"fill\"}}\n", " Method for drawing multiple elements when semantic mapping creates subsets.\n", " Only relevant with univariate data.\n", "common_norm : bool\n", " If True, scale each conditional density by the number of observations\n", " such that the total area under all densities sums to 1. Otherwise,\n", " normalize each density independently.\n", "common_grid : bool\n", " If True, use the same evaluation grid for each kernel density estimate.\n", " Only relevant with univariate data.\n", "levels : int or vector\n", " Number of contour levels or values to draw contours at. A vector argument\n", " must have increasing values in [0, 1]. Levels correspond to iso-proportions\n", " of the density: e.g., 20% of the probability mass will lie below the\n", " contour drawn for 0.2. Only relevant with bivariate data.\n", "thresh : number in [0, 1]\n", " Lowest iso-proportion level at which to draw a contour line. Ignored when\n", " ``levels`` is a vector. Only relevant with bivariate data.\n", "bw_method : string, scalar, or callable, optional\n", " Method for determining the smoothing bandwidth to use; passed to\n", " :class:`scipy.stats.gaussian_kde`.\n", "bw_adjust : number, optional\n", " Factor that multiplicatively scales the value chosen using\n", " ``bw_method``. Increasing will make the curve smoother. See Notes.\n", "log_scale : bool or number, or pair of bools or numbers\n", " Set axis scale(s) to log. A single value sets the data axis for univariate\n", " distributions and both axes for bivariate distributions. A pair of values\n", " sets each axis independently. Numeric values are interpreted as the desired\n", " base (default 10). If `False`, defer to the existing Axes scale.\n", "color : :mod:`matplotlib color `\n", " Single color specification for when hue mapping is not used. Otherwise, the\n", " plot will try to hook into the matplotlib property cycle.\n", "fill : bool or None\n", " If True, fill in the area under univariate density curves or between\n", " bivariate contours. If None, the default depends on ``multiple``.\n", "data : :class:`pandas.DataFrame`, :class:`numpy.ndarray`, mapping, or sequence\n", " Input data structure. Either a long-form collection of vectors that can be\n", " assigned to named variables or a wide-form dataset that will be internally\n", " reshaped.\n", "warn_singular : bool\n", " If True, issue a warning when trying to estimate the density of data\n", " with zero variance.\n", "kwargs\n", " Other keyword arguments are passed to one of the following matplotlib\n", " functions:\n", "\n", " - :meth:`matplotlib.axes.Axes.plot` (univariate, ``fill=False``),\n", " - :meth:`matplotlib.axes.Axes.fill_between` (univariate, ``fill=True``),\n", " - :meth:`matplotlib.axes.Axes.contour` (bivariate, ``fill=False``),\n", " - :meth:`matplotlib.axes.contourf` (bivariate, ``fill=True``).\n", "\n", "Returns\n", "-------\n", ":class:`matplotlib.axes.Axes`\n", " The matplotlib axes containing the plot.\n", "\n", "See Also\n", "--------\n", "displot : Figure-level interface to distribution plot functions.\n", "histplot : Plot a histogram of binned counts with optional normalization or smoothing.\n", "ecdfplot : Plot empirical cumulative distribution functions.\n", "jointplot : Draw a bivariate plot with univariate marginal distributions.\n", "violinplot : Draw an enhanced boxplot using kernel density estimation.\n", "\n", "Notes\n", "-----\n", "\n", "The *bandwidth*, or standard deviation of the smoothing kernel, is an\n", "important parameter. Misspecification of the bandwidth can produce a\n", "distorted representation of the data. Much like the choice of bin width in a\n", "histogram, an over-smoothed curve can erase true features of a\n", "distribution, while an under-smoothed curve can create false features out of\n", "random variability. The rule-of-thumb that sets the default bandwidth works\n", "best when the true distribution is smooth, unimodal, and roughly bell-shaped.\n", "It is always a good idea to check the default behavior by using ``bw_adjust``\n", "to increase or decrease the amount of smoothing.\n", "\n", "Because the smoothing algorithm uses a Gaussian kernel, the estimated density\n", "curve can extend to values that do not make sense for a particular dataset.\n", "For example, the curve may be drawn over negative values when smoothing data\n", "that are naturally positive. The ``cut`` and ``clip`` parameters can be used\n", "to control the extent of the curve, but datasets that have many observations\n", "close to a natural boundary may be better served by a different visualization\n", "method.\n", "\n", "Similar considerations apply when a dataset is naturally discrete or \"spiky\"\n", "(containing many repeated observations of the same value). Kernel density\n", "estimation will always produce a smooth curve, which would be misleading\n", "in these situations.\n", "\n", "The units on the density axis are a common source of confusion. While kernel\n", "density estimation produces a probability distribution, the height of the curve\n", "at each point gives a density, not a probability. A probability can be obtained\n", "only by integrating the density across a range. The curve is normalized so\n", "that the integral over all possible values is 1, meaning that the scale of\n", "the density axis depends on the data values.\n", "\n", "Examples\n", "--------\n", "\n", ".. include:: ../docstrings/kdeplot.rst\n", "\u001b[0;31mFile:\u001b[0m /software/spackages/linux-rocky8-x86_64/gcc-9.5.0/anaconda3-2022.10-dtqfczcbv33ugxmsznhll4vjexdcxjfn/lib/python3.9/site-packages/seaborn/distributions.py\n", "\u001b[0;31mType:\u001b[0m function\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.kdeplot?" ] }, { "cell_type": "markdown", "id": "64b932ba", "metadata": {}, "source": [ "But seaborn uses matplotlib under the hood. So we can use some matplotlib commands to customize the look." ] }, { "cell_type": "code", "execution_count": 52, "id": "1f09a84c", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=df, x='fare')\n", "plt.xlabel('Fare')\n", "plt.xlim(1,80)\n", "plt.semilogx()\n", "plt.grid()" ] }, { "cell_type": "markdown", "id": "75863d6a", "metadata": {}, "source": [ "In KDE, it's important to correctly set the smoothness parameter called `bw_method` for bin width method. Too large and you remove important structure in your data. Too small and you are fitting the noise. " ] }, { "cell_type": "code", "execution_count": 53, "id": "50b72a8f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 53, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.kdeplot(data=df, x='fare', bw_method=0.01, label='Too small')\n", "sns.kdeplot(data=df, x='fare', bw_method=1, label='Too large')\n", "sns.kdeplot(data=df, x='fare', bw_method=0.1, label='Juuuust right')\n", "plt.xlabel('Fare')\n", "plt.xlim(1,40)\n", "plt.grid()\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "58e94174", "metadata": {}, "source": [ "It can be useful to compare with a histogram to make sure you're getting it right: " ] }, { "cell_type": "code", "execution_count": 54, "id": "6651839d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.hist(df.fare, bins=100, label='histogram', density=True, alpha=0.5)\n", "sns.kdeplot(data=df, x='fare', bw_method=0.1, label='Juuuust right')\n", "plt.xlabel('Fare')\n", "plt.xlim(1,40)\n", "plt.grid()\n", "plt.legend()" ] }, { "cell_type": "markdown", "id": "3dc2e187", "metadata": {}, "source": [ "Seaborn makes it easy to group our data:" ] }, { "cell_type": "code", "execution_count": 55, "id": "8b66f6aa", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "df.passengers = df.passengers.astype(str)\n", "sns.kdeplot(data=df, x='fare', hue='pickup_borough', bw_method=0.1, common_norm=False)\n", "plt.xlabel('Fare')\n", "plt.xlim(1,100)\n", "plt.grid()" ] }, { "cell_type": "markdown", "id": "2b4e4567", "metadata": {}, "source": [ "#### **Kernel Density Estimation in 2D** \n", "\n", "Kernel Density Estimation is especially useful in 2D. \n", "\n", "Let's return to the iris dataset and take, for instance, the distribution of `petal_length` and `sepal_length`" ] }, { "cell_type": "code", "execution_count": 56, "id": "ca4dce8e", "metadata": {}, "outputs": [], "source": [ "df = sns.load_dataset('iris')" ] }, { "cell_type": "code", "execution_count": 57, "id": "d4b4256e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 57, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.scatterplot(data=df, x='sepal_width', y='sepal_length')" ] }, { "cell_type": "markdown", "id": "af90ccf3", "metadata": {}, "source": [ "It looks like there are two groupings in the data. We can use KDE in two dimensions to visualize the distribution more clearly." ] }, { "cell_type": "code", "execution_count": 58, "id": "6e87d904", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 58, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.displot(df, x='sepal_width', y='sepal_length', kind='kde')" ] }, { "cell_type": "markdown", "id": "f3b53d48", "metadata": {}, "source": [ "The data looks bi-modal. That is, there are two peaks. What could explain these two peaks? " ] }, { "cell_type": "code", "execution_count": 59, "id": "f2733caa", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.displot(df, x='sepal_width', y='sepal_length', hue='species', kind='kde')" ] }, { "cell_type": "markdown", "id": "94d6dc59", "metadata": {}, "source": [ "Now we can clearly see where the two peaks are coming from. \n", "\n", "There are many ways to style the kde plots. " ] }, { "cell_type": "code", "execution_count": 60, "id": "7a98822a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.displot(data=df, x='sepal_width', y='sepal_length', hue='species', fill=True, kind='kde')" ] }, { "cell_type": "code", "execution_count": 61, "id": "6f710837", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.displot(data=df, x='sepal_width', y='sepal_length', hue='species')" ] }, { "cell_type": "markdown", "id": "4689d20e", "metadata": {}, "source": [ "Sometimes it's useful to see the marginal distributions" ] }, { "cell_type": "code", "execution_count": 62, "id": "ac5cbc43", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.jointplot(\n", " data=df,\n", " x='sepal_width', y='sepal_length', hue='species',\n", " kind=\"kde\"\n", ")" ] }, { "cell_type": "markdown", "id": "68d2b820", "metadata": {}, "source": [ "## Interactive plotting with Plotly\n", "So far we have seen static visualizations made with matplotlib and seaborn. Though you can create interactive plots with these tools, it is a lot of work. \n", "\n", "Plotly is designed to be interactive out of the box." ] }, { "cell_type": "code", "execution_count": 63, "id": "4c0c4be5", "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "species=setosa
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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# import the plotly express library\n", "import plotly.express as px\n", "\n", "px.scatter(df, x='sepal_width', y='sepal_length', color='species', height=500, width=700)" ] }, { "cell_type": "markdown", "id": "98c38cb3", "metadata": {}, "source": [ "Plotly has many impressive features. For instance, we can easily add groups and margin plots:" ] }, { "cell_type": "code", "execution_count": 64, "id": "a5d269a0", "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "species=setosa
sepal_width=%{x}
sepal_length=%{y}", "legendgroup": "setosa", "marker": { "color": "#636efa", "symbol": "circle" }, "mode": "markers", "name": "setosa", "orientation": "v", "showlegend": true, "type": "scatter", "x": [ 3.5, 3, 3.2, 3.1, 3.6, 3.9, 3.4, 3.4, 2.9, 3.1, 3.7, 3.4, 3, 3, 4, 4.4, 3.9, 3.5, 3.8, 3.8, 3.4, 3.7, 3.6, 3.3, 3.4, 3, 3.4, 3.5, 3.4, 3.2, 3.1, 3.4, 4.1, 4.2, 3.1, 3.2, 3.5, 3.6, 3, 3.4, 3.5, 2.3, 3.2, 3.5, 3.8, 3, 3.8, 3.2, 3.7, 3.3 ], "xaxis": "x", "y": [ 5.1, 4.9, 4.7, 4.6, 5, 5.4, 4.6, 5, 4.4, 4.9, 5.4, 4.8, 4.8, 4.3, 5.8, 5.7, 5.4, 5.1, 5.7, 5.1, 5.4, 5.1, 4.6, 5.1, 4.8, 5, 5, 5.2, 5.2, 4.7, 4.8, 5.4, 5.2, 5.5, 4.9, 5, 5.5, 4.9, 4.4, 5.1, 5, 4.5, 4.4, 5, 5.1, 4.8, 5.1, 4.6, 5.3, 5 ], "yaxis": "y" }, { "alignmentgroup": "True", "hovertemplate": "species=setosa
sepal_width=%{x}", "legendgroup": "setosa", "marker": { "color": "#636efa", "symbol": "circle" }, "name": "setosa", "notched": true, "offsetgroup": "setosa", "showlegend": false, "type": "box", "x": [ 3.5, 3, 3.2, 3.1, 3.6, 3.9, 3.4, 3.4, 2.9, 3.1, 3.7, 3.4, 3, 3, 4, 4.4, 3.9, 3.5, 3.8, 3.8, 3.4, 3.7, 3.6, 3.3, 3.4, 3, 3.4, 3.5, 3.4, 3.2, 3.1, 3.4, 4.1, 4.2, 3.1, 3.2, 3.5, 3.6, 3, 3.4, 3.5, 2.3, 3.2, 3.5, 3.8, 3, 3.8, 3.2, 3.7, 3.3 ], "xaxis": "x3", "yaxis": "y3" }, { "alignmentgroup": "True", "hovertemplate": "species=setosa
sepal_length=%{y}", "legendgroup": "setosa", "marker": { "color": "#636efa", "symbol": "circle" }, "name": "setosa", "notched": true, "offsetgroup": "setosa", "showlegend": false, "type": "box", "xaxis": "x2", "y": [ 5.1, 4.9, 4.7, 4.6, 5, 5.4, 4.6, 5, 4.4, 4.9, 5.4, 4.8, 4.8, 4.3, 5.8, 5.7, 5.4, 5.1, 5.7, 5.1, 5.4, 5.1, 4.6, 5.1, 4.8, 5, 5, 5.2, 5.2, 4.7, 4.8, 5.4, 5.2, 5.5, 4.9, 5, 5.5, 4.9, 4.4, 5.1, 5, 4.5, 4.4, 5, 5.1, 4.8, 5.1, 4.6, 5.3, 5 ], "yaxis": "y2" }, { "hovertemplate": "species=versicolor
sepal_width=%{x}
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year=1952
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year=1952
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continent=Africa
year=1952
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "df = px.data.gapminder()\n", "fig = px.scatter(df, x=\"gdpPercap\", y=\"lifeExp\", animation_frame=\"year\", animation_group=\"country\",\n", " size=\"pop\", color=\"continent\", hover_name=\"country\", facet_col=\"continent\",\n", " log_x=True, size_max=45, range_x=[100,100000], range_y=[25,90])\n", "fig.show()" ] }, { "cell_type": "markdown", "id": "5880e196", "metadata": {}, "source": [ "### Saving interactive plots\n", "One of the great features of plotly is that you can save interactive features and run them in the browser. \n", "\n", "To demonstrate we will save the above interactive plot. Try opening the resulting html file in your browser. " ] }, { "cell_type": "code", "execution_count": 69, "id": "d4b53a7f", "metadata": {}, "outputs": [], "source": [ "fig.write_html(\"animated_fig.html\")" ] }, { "cell_type": "code", "execution_count": null, "id": "53b409e0", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "celltoolbar": "Tags", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.13" } }, "nbformat": 4, "nbformat_minor": 5 }