diff --git a/module4-sequence-your-narrative/LS_DS_124_Sequence_your_narrative.ipynb b/module4-sequence-your-narrative/LS_DS_124_Sequence_your_narrative.ipynb
index b3c2b22..f64b5f7 100644
--- a/module4-sequence-your-narrative/LS_DS_124_Sequence_your_narrative.ipynb
+++ b/module4-sequence-your-narrative/LS_DS_124_Sequence_your_narrative.ipynb
@@ -1,55 +1,720 @@
{
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "_Lambda School Data Science_\n",
- "\n",
- "# Sequence your narrative\n",
- "\n",
- "Create a sequence of visualizations inspired by [Hans Rosling's 200 Countries, 200 Years, 4 Minutes](https://www.youtube.com/watch?v=jbkSRLYSojo).\n",
- "\n",
- "Using this [data from Gapminder](https://github.com/open-numbers/ddf--gapminder--systema_globalis/):\n",
- "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--income_per_person_gdppercapita_ppp_inflation_adjusted--by--geo--time.csv\n",
- "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--life_expectancy_years--by--geo--time.csv\n",
- "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--entities--geo--country.csv\n",
- "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--concepts.csv\n",
- "\n",
- "### Stretch goals\n",
- "- [ipywidgets](https://github.com/jupyter-widgets/ipywidgets)\n",
- "- [Matplotlib animation](https://matplotlib.org/examples/animation/index.html)\n",
- "- [Connected scatter plots](http://www.thefunctionalart.com/2012/09/in-praise-of-connected-scatter-plots.html)\n",
- "- [Idyll markup language](https://idyll-lang.org/) for \"scrollytelling\""
- ]
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "LS_DS_124_Sequence_your_narrative.ipynb",
+ "version": "0.3.2",
+ "provenance": [],
+ "collapsed_sections": [],
+ "include_colab_link": true
+ },
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ }
},
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": []
- }
- ],
- "metadata": {
- "kernelspec": {
- "display_name": "Python 3",
- "language": "python",
- "name": "python3"
- },
- "language_info": {
- "codemirror_mode": {
- "name": "ipython",
- "version": 3
- },
- "file_extension": ".py",
- "mimetype": "text/x-python",
- "name": "python",
- "nbconvert_exporter": "python",
- "pygments_lexer": "ipython3",
- "version": "3.6.5"
- }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ ""
+ ]
+ },
+ {
+ "metadata": {
+ "id": "JbDHnhet8CWy",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "_Lambda School Data Science_\n",
+ "\n",
+ "# Sequence your narrative\n",
+ "\n",
+ "Create a sequence of visualizations inspired by [Hans Rosling's 200 Countries, 200 Years, 4 Minutes](https://www.youtube.com/watch?v=jbkSRLYSojo).\n",
+ "\n",
+ "Using this [data from Gapminder](https://github.com/open-numbers/ddf--gapminder--systema_globalis/):\n",
+ "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--income_per_person_gdppercapita_ppp_inflation_adjusted--by--geo--time.csv\n",
+ "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--life_expectancy_years--by--geo--time.csv\n",
+ "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--population_total--by--geo--time.csv\n",
+ "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--entities--geo--country.csv\n",
+ "- https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--concepts.csv"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "SxTJBgRAW3jD",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "Variables\n",
+ "- Income\n",
+ "- Lifespan\n",
+ "\n",
+ "- Population\n",
+ "- Year\n",
+ "- Country"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "3ebEjShbWsIy",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "## Upgrade Seaborn\n",
+ "\n",
+ "Make sure you have at least version 0.9.0.\n",
+ "\n",
+ "In Colab, go to **Restart runtime** after you run the `pip` command."
+ ]
+ },
+ {
+ "metadata": {
+ "id": "4RSxbu7rWr1p",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 326
+ },
+ "outputId": "20e44bf7-339c-4506-94bc-4b366ca28039"
+ },
+ "cell_type": "code",
+ "source": [
+ "!pip install --upgrade seaborn"
+ ],
+ "execution_count": 1,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "Collecting seaborn\n",
+ "\u001b[?25l Downloading https://files.pythonhosted.org/packages/a8/76/220ba4420459d9c4c9c9587c6ce607bf56c25b3d3d2de62056efe482dadc/seaborn-0.9.0-py3-none-any.whl (208kB)\n",
+ "\u001b[K 100% |████████████████████████████████| 215kB 23.3MB/s \n",
+ "\u001b[?25hRequirement already satisfied, skipping upgrade: scipy>=0.14.0 in /usr/local/lib/python3.6/dist-packages (from seaborn) (1.1.0)\n",
+ "Requirement already satisfied, skipping upgrade: pandas>=0.15.2 in /usr/local/lib/python3.6/dist-packages (from seaborn) (0.22.0)\n",
+ "Requirement already satisfied, skipping upgrade: numpy>=1.9.3 in /usr/local/lib/python3.6/dist-packages (from seaborn) (1.14.6)\n",
+ "Requirement already satisfied, skipping upgrade: matplotlib>=1.4.3 in /usr/local/lib/python3.6/dist-packages (from seaborn) (2.1.2)\n",
+ "Requirement already satisfied, skipping upgrade: python-dateutil>=2 in /usr/local/lib/python3.6/dist-packages (from pandas>=0.15.2->seaborn) (2.5.3)\n",
+ "Requirement already satisfied, skipping upgrade: pytz>=2011k in /usr/local/lib/python3.6/dist-packages (from pandas>=0.15.2->seaborn) (2018.7)\n",
+ "Requirement already satisfied, skipping upgrade: pyparsing!=2.0.4,!=2.1.2,!=2.1.6,>=2.0.1 in /usr/local/lib/python3.6/dist-packages (from matplotlib>=1.4.3->seaborn) (2.3.0)\n",
+ "Requirement already satisfied, skipping upgrade: six>=1.10 in /usr/local/lib/python3.6/dist-packages (from matplotlib>=1.4.3->seaborn) (1.11.0)\n",
+ "Requirement already satisfied, skipping upgrade: cycler>=0.10 in /usr/local/lib/python3.6/dist-packages (from matplotlib>=1.4.3->seaborn) (0.10.0)\n",
+ "Installing collected packages: seaborn\n",
+ " Found existing installation: seaborn 0.7.1\n",
+ " Uninstalling seaborn-0.7.1:\n",
+ " Successfully uninstalled seaborn-0.7.1\n",
+ "Successfully installed seaborn-0.9.0\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "5sQ0-7JUWyN4",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 34
+ },
+ "outputId": "044d9ceb-5803-43b5-d80d-af66b3c621c9"
+ },
+ "cell_type": "code",
+ "source": [
+ "import seaborn as sns\n",
+ "sns.__version__"
+ ],
+ "execution_count": 3,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "'0.9.0'"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 3
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "S2dXWRTFTsgd",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "## More imports"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "y-TgL_mA8OkF",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "cell_type": "code",
+ "source": [
+ "%matplotlib inline\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import pandas as pd"
+ ],
+ "execution_count": 0,
+ "outputs": []
+ },
+ {
+ "metadata": {
+ "id": "CZGG5prcTxrQ",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "## Load & look at data"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "-uE25LHD8CW0",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 34
+ },
+ "outputId": "62a6d471-c872-468c-eecd-6fd72ed57f1c"
+ },
+ "cell_type": "code",
+ "source": [
+ "income = pd.read_csv('https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--income_per_person_gdppercapita_ppp_inflation_adjusted--by--geo--time.csv')\n",
+ "lifespan = pd.read_csv('https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--life_expectancy_years--by--geo--time.csv')\n",
+ "population = pd.read_csv('https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--datapoints--population_total--by--geo--time.csv')\n",
+ "entities = pd.read_csv('https://raw.githubusercontent.com/open-numbers/ddf--gapminder--systema_globalis/master/ddf--entities--geo--country.csv')\n",
+ "\n",
+ "income.shape, lifespan.shape, population.shape, entities.shape"
+ ],
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "((44268, 3), (44370, 3), (51939, 3), (273, 33))"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 6
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "6HYUytvLT8Kf",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "## Merge data"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "dhALZDsh9n9L",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "https://github.com/pandas-dev/pandas/blob/master/doc/cheatsheet/Pandas_Cheat_Sheet.pdf"
+ ]
+ },
+ {
+ "metadata": {
+ "id": "z6KBarvARP4B",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 204
+ },
+ "outputId": "d79e43b4-efc6-4142-e36c-d9f18fb693b8"
+ },
+ "cell_type": "code",
+ "source": [
+ "df=pd.merge(income, lifespan)\n",
+ "df = pd.merge(df, population)\n",
+ "\n",
+ "variables = ['country', 'name', 'world_6region']\n",
+ "\n",
+ "df = pd.merge(df, entities[variables], \n",
+ " how='inner', left_on='geo', right_on='country')\n",
+ "\n",
+ "df.drop(columns=['geo', 'country'], inplace=True)\n",
+ "\n",
+ "df.rename(columns={\n",
+ " 'time': 'year', \n",
+ " 'income_per_person_gdppercapita_ppp_inflation_adjusted': 'income', \n",
+ " 'life_expectancy_years': 'lifespan', \n",
+ " 'population_total': 'population', \n",
+ " 'name': 'country', \n",
+ " 'world_6region': 'region'\n",
+ "}, inplace=True)\n",
+ "\n",
+ "df.head()"
+ ],
+ "execution_count": 14,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " year | \n",
+ " income | \n",
+ " lifespan | \n",
+ " population | \n",
+ " country | \n",
+ " region | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 1800 | \n",
+ " 833 | \n",
+ " 34.42 | \n",
+ " 19286 | \n",
+ " Aruba | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 1801 | \n",
+ " 833 | \n",
+ " 34.42 | \n",
+ " 19286 | \n",
+ " Aruba | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 1802 | \n",
+ " 833 | \n",
+ " 34.42 | \n",
+ " 19286 | \n",
+ " Aruba | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 1803 | \n",
+ " 833 | \n",
+ " 34.42 | \n",
+ " 19286 | \n",
+ " Aruba | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 1804 | \n",
+ " 833 | \n",
+ " 34.42 | \n",
+ " 19286 | \n",
+ " Aruba | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " year income lifespan population country region\n",
+ "0 1800 833 34.42 19286 Aruba america\n",
+ "1 1801 833 34.42 19286 Aruba america\n",
+ "2 1802 833 34.42 19286 Aruba america\n",
+ "3 1803 833 34.42 19286 Aruba america\n",
+ "4 1804 833 34.42 19286 Aruba america"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 14
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "C2osGLJReSwG",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 142
+ },
+ "outputId": "6ff54152-edb6-42d6-ef6c-9c094551ba28"
+ },
+ "cell_type": "code",
+ "source": [
+ "usa = df[df.country=='United States']\n",
+ "usa[usa.year.isin([1818,1918,2018])]"
+ ],
+ "execution_count": 17,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " year | \n",
+ " income | \n",
+ " lifespan | \n",
+ " population | \n",
+ " country | \n",
+ " region | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 39399 | \n",
+ " 1818 | \n",
+ " 2258 | \n",
+ " 39.41 | \n",
+ " 9879049 | \n",
+ " United States | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 39499 | \n",
+ " 1918 | \n",
+ " 9371 | \n",
+ " 47.18 | \n",
+ " 106721812 | \n",
+ " United States | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ " 39599 | \n",
+ " 2018 | \n",
+ " 54898 | \n",
+ " 79.14 | \n",
+ " 326766748 | \n",
+ " United States | \n",
+ " america | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " year income lifespan population country region\n",
+ "39399 1818 2258 39.41 9879049 United States america\n",
+ "39499 1918 9371 47.18 106721812 United States america\n",
+ "39599 2018 54898 79.14 326766748 United States america"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 17
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "UbVGIjLpgf5v",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 142
+ },
+ "outputId": "65e04c88-fb95-4c9f-9ad6-3887477bdeb1"
+ },
+ "cell_type": "code",
+ "source": [
+ "china = df[df.country=='China']\n",
+ "china[china.year.isin([1818,1918,2018])]"
+ ],
+ "execution_count": 20,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " year | \n",
+ " income | \n",
+ " lifespan | \n",
+ " population | \n",
+ " country | \n",
+ " region | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 7120 | \n",
+ " 1818 | \n",
+ " 985 | \n",
+ " 32.00 | \n",
+ " 374161494 | \n",
+ " China | \n",
+ " east_asia_pacific | \n",
+ "
\n",
+ " \n",
+ " 7220 | \n",
+ " 1918 | \n",
+ " 989 | \n",
+ " 22.13 | \n",
+ " 462444535 | \n",
+ " China | \n",
+ " east_asia_pacific | \n",
+ "
\n",
+ " \n",
+ " 7320 | \n",
+ " 2018 | \n",
+ " 16018 | \n",
+ " 76.92 | \n",
+ " 1415045928 | \n",
+ " China | \n",
+ " east_asia_pacific | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " year income lifespan population country region\n",
+ "7120 1818 985 32.00 374161494 China east_asia_pacific\n",
+ "7220 1918 989 22.13 462444535 China east_asia_pacific\n",
+ "7320 2018 16018 76.92 1415045928 China east_asia_pacific"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 20
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "9jXRAttGgT6L",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 365
+ },
+ "outputId": "d0b7eceb-932c-4182-955b-66414f04f5f3"
+ },
+ "cell_type": "code",
+ "source": [
+ "# df[df.year.isin([2018])]\n",
+ "now = df[df.year==2018]\n",
+ "ax = sns.relplot(x=\"income\", y=\"lifespan\",\n",
+ " hue=\"region\", size=\"population\",\n",
+ " data=now)\n",
+ "\n",
+ "# ax.set(xscale=\"log\")"
+ ],
+ "execution_count": 57,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAfwAAAFcCAYAAAAtTgz9AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nxHjU0QAAAABJRU5ErkJggg==\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": []
+ }
+ }
+ ]
+ },
+ {
+ "metadata": {
+ "id": "q7xOWs4hjjsj",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "cell_type": "code",
+ "source": [
+ "centuries = df[df.year.isin([1818, 1918, 2018])]\n",
+ "\n",
+ "df['population'] = df['population']/1000000\n",
+ "now = df[df.year==2018]\n",
+ "\n",
+ "sns.set()\n",
+ "sns.set_style(\"white\")\n",
+ "fig, ax = plt.subplots()\n",
+ "\n",
+ "ax.scatter(x=\"income\", y=\"lifespan\",\n",
+ " c=\"region\",\n",
+ " data=now, sizes=(5,500));\n",
+ "\n",
+ "qatar = now[now.country=='Qatar']\n",
+ "qatar_income = qatar.income.values[0]\n",
+ "qatar_lifespan = qatar.lifespan.values[0]\n",
+ "\n",
+ "ax.set(xscale=\"log\");\n",
+ "plt.text(x=qatar_income+10000, y=qatar_lifespan, s=\"Quatar\");\n",
+ "plt.ylim((20,90));\n"
+ ],
+ "execution_count": 0,
+ "outputs": []
+ },
+ {
+ "metadata": {
+ "id": "Lp2-p22DjD7S",
+ "colab_type": "text"
+ },
+ "cell_type": "markdown",
+ "source": [
+ "# Assignment work\n",
+ "\n",
+ "I wanted to get a good grip on Matplotlib before going on to anything fancier, so I used this occasion to focus on the basics."
+ ]
+ },
+ {
+ "metadata": {
+ "id": "AXmBtbQaJxv6",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 367
+ },
+ "outputId": "8ce5d042-6286-4a68-d16e-90b9cca85536"
+ },
+ "cell_type": "code",
+ "source": [
+ "\"\"\"\n",
+ "I want the bubble sizes to be proportional to population. \n",
+ "The first step is to create a new column with percentile population,\n",
+ "which I can then feed into a size parameter when building the bubble chart.\n",
+ "It looks like the parameter \"s\", for size, is already in unites of area,\n",
+ "so I can make that directly proportional to the population.\n",
+ "\"\"\"\n",
+ "\n",
+ "import matplotlib as mpl\n",
+ "\n",
+ "# I added the multiplier in pop_normal to make the bubbles whichever size \n",
+ "# seemed most appropriate.\n",
+ "df['pop_normal'] = 5000*df['population'] / max(df['population'])\n",
+ "now = df[df.year==2018]\n",
+ "\n",
+ "# I created a dictionary of regional colors\n",
+ "colors = {'america':'yellow', 'south_asia':'red', 'sub_saharan_africa':'blue',\n",
+ " 'europe_central_asia':'orange', 'middle_east_north_africa':'green',\n",
+ " 'east_asia_pacific':'red'}\n",
+ "\n",
+ "# Plot\n",
+ "fig, ax = plt.subplots(figsize=(10,5))\n",
+ "ax.scatter(x=\"income\", y=\"lifespan\", data=now, s='pop_normal', alpha=0.6,\n",
+ " c=now['region'].apply(lambda x: colors[x]),\n",
+ " linewidth=2, edgecolor='black');\n",
+ "\n",
+ "# Being able to set a custom axis label was NOT trivial. This is Darwin's\n",
+ "# solution, which still only sorta makes sense to me.\n",
+ "ax.set_xscale('log')\n",
+ "ax.set(ylim=(20,90),xlim=(100,300000))\n",
+ "ax.xaxis.set_major_formatter(mpl.ticker.StrMethodFormatter('${x:,.0f}'))\n",
+ "\n",
+ "ax.set_title('The world in 2018', fontdict={'fontsize':20});\n",
+ "ax.set_xlabel('Per capita income ($PPP)', fontdict={'fontsize':14}, labelpad=10);\n",
+ "ax.set_ylabel('Life expectancy', fontdict={'fontsize':14});\n",
+ "\n",
+ "\n",
+ "# Creating a custom legend for this one requires craeting a list of Patch objects.\n",
+ "\n",
+ "legend_colors = {'America':'yellow', 'South Asia, East Asia, Pacific':'red', \n",
+ " 'Sub-Saharan Africa':'blue','Europe, Central Asia':'orange', \n",
+ " 'Middle East, North Africa':'green'}\n",
+ "\n",
+ "patch_list =[]\n",
+ "for region, color in legend_colors.items():\n",
+ " patch_list.append(mpl.patches.Patch(facecolor=color, label=region, alpha=0.6, \n",
+ " linewidth=2, edgecolor='black'))\n",
+ "\n",
+ "ax.legend(handles=patch_list, loc='lower right', bbox_to_anchor=(1,0));\n",
+ "#Legen... wait for it... DARY."
+ ],
+ "execution_count": 180,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAmsAAAFeCAYAAADaE1hnAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n1gAAACxGWAMAALDYCeVIv5PtS6TtAAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": []
+ }
+ }
+ ]
+ }
+ ]
+}
\ No newline at end of file