latest_python_build_example_plots.ipynb

{"cells":[{"cell_type":"markdown","metadata":{"id":"view-in-github"},"source":["<a href=\"https://colab.research.google.com/github/MNoichl/opinionated/blob/master/build_example_plots.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"]},{"cell_type":"markdown","metadata":{"id":"liTsywz5Q7OA"},"source":["# Building the example plots\n","\n","First, we make the standard plot. "]},{"cell_type":"code","source":["!python --version"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Vz_IDnxvmQes","executionInfo":{"status":"ok","timestamp":1681347382532,"user_tz":-120,"elapsed":15,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"c0e241ab-9b8e-4cf3-8e95-874c4e871fd5"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Python 3.9.16\n"]}]},{"cell_type":"code","source":["#@title # Install python 3.10 \n","import os\n","\n","import time\n","import sys\n","from IPython.display import clear_output\n","\n","# Define a custom function to display a progress bar\n","def display_progress_bar(progress, total, prefix=\"\"):\n","    sys.stdout.write(f\"\\r{prefix}[{'=' * progress}>{' ' * (total - progress - 1)}] {progress + 1}/{total}\")\n","    sys.stdout.flush()\n","\n","total_steps = 9\n","current_step = 0\n","\n","!pip install git+https://github.com/MNoichl/opinionated.git#egg=opinionated\n","\n","\n","# !pip install transformers==4.25.1 --progress-bar on --quiet\n","# current_step += 1\n","# display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","\n","# !pip install watchdog --progress-bar on --quiet\n","# current_step += 1\n","# display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# !pip install matplotlib --progress-bar on --quiet\n","# current_step += 1\n","# display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# # Install the alive-package library\n","# !pip install alive-progress --progress-bar on --quiet\n","# current_step += 1\n","# display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","\n","# # Install the tqdm library\n","# !pip install tqdm --progress-bar on --quiet\n","# current_step += 1\n","# display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# Download the py310.sh script\n","!wget https://github.com/korakot/kora/releases/download/v0.10/py310.sh -q\n","current_step += 1\n","display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# Run the py310.sh script\n","try:\n","    output = os.popen('bash ./py310.sh -b -f -p /usr/local 2>&1').read()\n","    total_lines = len(output.splitlines())\n","    for i, line in enumerate(output.splitlines()):\n","        clear_output(wait=True)\n","        display_progress_bar(i, total_lines, \"install progress:\")\n","except Exception as e:\n","    print(str(e))\n","\n","current_step += 1\n","display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# Install the py310 kernel\n","!python -m ipykernel install --name \"py310\" --user > /dev/null 2>&1\n","current_step += 1\n","display_progress_bar(current_step, total_steps, \"install progress:\")\n","\n","# Clear output\n","!rm /content/py310.sh\n","current_step += 1\n","display_progress_bar(current_step, total_steps, \"install progress:\")\n","clear_output()\n","time.sleep(1) #needed to clear is before kill\n","os.kill(os.getpid(), 9)\n","print(\"\\nInstallation completed.\")\n"],"metadata":{"id":"SVaQ6JzwmQab"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"Cw8vZuGkKOBX"},"execution_count":null,"outputs":[]},{"cell_type":"code","source":["!python --version\n","\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"UwMZe6bamQUV","executionInfo":{"status":"ok","timestamp":1681348981401,"user_tz":-120,"elapsed":255,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"28088d6e-7e6c-4f0c-85b1-2a407ef50c94"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Python 3.10.6\n"]}]},{"cell_type":"code","source":["!dir"],"metadata":{"id":"A0df3SRFmQOp","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1681347784447,"user_tz":-120,"elapsed":265,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"dc1625c6-8457-43bd-e1f6-581983317980"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["sample_data\n"]}]},{"cell_type":"code","source":["# from google.colab import drive\n","# drive.mount('/content/gdrive/', force_remount=True)"],"metadata":{"id":"UjyqfO9_mCoK"},"execution_count":null,"outputs":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"MaCr0JmsgS2D","colab":{"base_uri":"https://localhost:8080/","height":659},"outputId":"ccf88cad-4570-41d0-97a8-6cb3ed325c0e","executionInfo":{"status":"ok","timestamp":1681349010610,"user_tz":-120,"elapsed":2487,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}}},"outputs":[{"output_type":"execute_result","data":{"text/plain":["Text(0.5, 1.0, 'Penguins')"]},"metadata":{},"execution_count":5},{"output_type":"display_data","data":{"text/plain":["<Figure size 1000x700 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["import seaborn as sns\n","from matplotlib import font_manager as fm, pyplot as plt\n","import shutil\n","import matplotlib\n","import pandas as pd\n","\n","#Loading the data:\n","\n","penguins = sns.load_dataset(\"penguins\")\n","\n","\n","f, ax = plt.subplots(figsize=(10, 7))\n","sns.scatterplot(x=\"bill_length_mm\", y=\"flipper_length_mm\", data=penguins,\n","            style='species',c='black')\n","\n","ax.set_title('Penguins')\n","\n","# plt.savefig('img/outofthebox_penguins.png',bbox_inches='tight',dpi =400, transparent=False)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"Bm7Qz9oQgskJ","colab":{"base_uri":"https://localhost:8080/","height":931},"outputId":"c854cc9c-e896-47aa-866a-c8f2ea82ecb5","executionInfo":{"status":"ok","timestamp":1681347809786,"user_tz":-120,"elapsed":19268,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["Looking in indexes: https://pypi.org/simple, https://us-python.pkg.dev/colab-wheels/public/simple/\n","Collecting opinionated\n","  Cloning https://github.com/MNoichl/opinionated.git to /tmp/pip-install-_xs44zqm/opinionated_bb4d5b5343df4679ac43968ed3b32d7f\n","  Running command git clone --filter=blob:none --quiet https://github.com/MNoichl/opinionated.git /tmp/pip-install-_xs44zqm/opinionated_bb4d5b5343df4679ac43968ed3b32d7f\n","  Resolved https://github.com/MNoichl/opinionated.git to commit 511657251f79d11633426d2e58dc3f648c682720\n","  Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n","  Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n","  Installing backend dependencies ... \u001b[?25l\u001b[?25hdone\n","  Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n","Collecting seaborn\n","  Downloading seaborn-0.12.2-py3-none-any.whl (293 kB)\n","\u001b[2K     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m293.3/293.3 kB\u001b[0m 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/tmp/pip-ephem-wheel-cache-z3wizl5i/wheels/56/dc/21/5b64fbba3a9e0994c30e58c29a15fa178662e19ff8e4661649\n","Successfully built opinionated\n","Installing collected packages: pillow, kiwisolver, fonttools, cycler, contourpy, matplotlib, seaborn, opinionated\n","Successfully installed contourpy-1.0.7 cycler-0.11.0 fonttools-4.39.3 kiwisolver-1.4.4 matplotlib-3.7.1 opinionated-0.0.0 pillow-9.5.0 seaborn-0.12.2\n","\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n","\u001b[0m"]},{"output_type":"display_data","data":{"application/vnd.colab-display-data+json":{"pip_warning":{"packages":["cycler","kiwisolver","matplotlib","mpl_toolkits"]}}},"metadata":{}}],"source":["# !pip install git+https://github.com/MNoichl/opinionated.git#egg=opinionated\n"]},{"cell_type":"code","source":["!pip show opinionated\n"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"LL_Z6tfMFtHf","executionInfo":{"status":"ok","timestamp":1681348989064,"user_tz":-120,"elapsed":671,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"a116be36-9455-4b13-9aec-d82e6e859dae"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["\u001b[33mWARNING: Package(s) not found: opinionated\u001b[0m\u001b[33m\n","\u001b[0m"]}]},{"cell_type":"code","source":["import opinionated"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"wUdzF2MATdHr","executionInfo":{"status":"ok","timestamp":1681348996498,"user_tz":-120,"elapsed":4882,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"777c821d-09f9-4fc5-ef58-d01fdd23774b"},"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["['/usr/local/lib/python3.9/dist-packages/opinionated/data/opinions.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_j.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_fsc.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_m.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_rc.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_sg.mplstyle', '/usr/local/lib/python3.9/dist-packages/opinionated/data/opinionated_tw.mplstyle']\n","Installing styles into /root/.config/matplotlib/stylelib\n","opinions.mplstyle\n","opinionated_j.mplstyle\n","opinionated_fsc.mplstyle\n","opinionated_m.mplstyle\n","opinionated_rc.mplstyle\n","opinionated_sg.mplstyle\n","opinionated_tw.mplstyle\n","Now downloading: Roboto Condensed\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Montserrat\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Source Code Pro\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Source Sans Pro\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Fira Sans\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Fira Sans Condensed\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: IBM Plex Sans\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Space Grotesk\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Space Mono\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Roboto\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Jost\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n","Now downloading: Titillium Web\n","Font saved to: /usr/local/lib/python3.9/dist-packages/opinionated/fonts\n"]}]},{"cell_type":"code","execution_count":null,"metadata":{"id":"_Hyh4okChaOv","colab":{"base_uri":"https://localhost:8080/","height":469},"executionInfo":{"status":"error","timestamp":1681349017132,"user_tz":-120,"elapsed":256,"user":{"displayName":"Maximilian Noichl","userId":"04639841523896082669"}},"outputId":"6d9e4609-f5c8-49be-ac98-56b5ba23112f"},"outputs":[{"output_type":"error","ename":"OSError","evalue":"ignored","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)","\u001b[0;32m/usr/local/lib/python3.9/dist-packages/matplotlib/style/core.py\u001b[0m in \u001b[0;36muse\u001b[0;34m(style)\u001b[0m\n\u001b[1;32m    165\u001b[0m             \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 166\u001b[0;31m                 \u001b[0mstyle\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_rc_params_in_file\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mstyle\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    167\u001b[0m             \u001b[0;32mexcept\u001b[0m \u001b[0mIOError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0merr\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.9/dist-packages/matplotlib/__init__.py\u001b[0m in \u001b[0;36m_rc_params_in_file\u001b[0;34m(fname, transform, fail_on_error)\u001b[0m\n\u001b[1;32m    849\u001b[0m     \u001b[0mrc_temp\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 850\u001b[0;31m     \u001b[0;32mwith\u001b[0m \u001b[0m_open_file_or_url\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mfd\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    851\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/lib/python3.9/contextlib.py\u001b[0m in \u001b[0;36m__enter__\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    118\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 119\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mnext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgen\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    120\u001b[0m         \u001b[0;32mexcept\u001b[0m \u001b[0mStopIteration\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.9/dist-packages/matplotlib/__init__.py\u001b[0m in \u001b[0;36m_open_file_or_url\u001b[0;34m(fname)\u001b[0m\n\u001b[1;32m    826\u001b[0m         \u001b[0mfname\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mos\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexpanduser\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 827\u001b[0;31m         \u001b[0;32mwith\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mencoding\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'utf-8'\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    828\u001b[0m             \u001b[0;32myield\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: 'opinions_rc'","\nThe above exception was the direct cause of the following exception:\n","\u001b[0;31mOSError\u001b[0m                                   Traceback (most recent call last)","\u001b[0;32m<ipython-input-6-e74e1e3cf7e3>\u001b[0m in \u001b[0;36m<cell line: 1>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstyle\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0muse\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"opinions_rc\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      2\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      3\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfigsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m7\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m sns.scatterplot(x=\"bill_length_mm\", y=\"flipper_length_mm\", style='species',c='black',\n","\u001b[0;32m/usr/local/lib/python3.9/dist-packages/matplotlib/style/core.py\u001b[0m in \u001b[0;36muse\u001b[0;34m(style)\u001b[0m\n\u001b[1;32m    166\u001b[0m                 \u001b[0mstyle\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_rc_params_in_file\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mstyle\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    167\u001b[0m             \u001b[0;32mexcept\u001b[0m \u001b[0mIOError\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0merr\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 168\u001b[0;31m                 raise IOError(\n\u001b[0m\u001b[1;32m    169\u001b[0m                     \u001b[0;34mf\"{style!r} is not a valid package style, path of style \"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    170\u001b[0m                     \u001b[0;34mf\"file, URL of style file, or library style name (library \"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mOSError\u001b[0m: 'opinions_rc' is not a valid package style, path of style file, URL of style file, or library style name (library styles are listed in `style.available`)"]}],"source":["plt.style.use(\"opinions_rc\")\n","\n","f, ax = plt.subplots(figsize=(10, 7))\n","\n","sns.scatterplot(x=\"bill_length_mm\", y=\"flipper_length_mm\", style='species',c='black',\n","                data=penguins,\n","                s=100, alpha=0.9)\n","\n","# ax.set_title('Penguins')\n","ax.legend(title='Species')\n","opinionated.add_attribution('by Maximilian Noichl')\n","opinionated.set_title_and_suptitle('Penguins!','They are a very good type of bird!')\n"]},{"cell_type":"markdown","metadata":{"id":"gh2H4vDHs7qY"},"source":["That's it! If you have ideas for how to improve the stylesheet, please tell me!"]},{"cell_type":"code","source":["plt.style.use(\"opinions_space_grotesk\")\n","\n","f, ax = plt.subplots(figsize=(10, 7))\n","\n","sns.scatterplot(x=\"bill_length_mm\", y=\"flipper_length_mm\", hue='species', data=penguins,\n","                s=100, alpha=0.9)\n","\n","ax.set_title('Penguins')\n","ax.legend(title='Species')\n","opinionated.add_attribution(ax,'by Maximilian Noichl')\n","\n","plt.savefig('img/opinions_rc_example.png',bbox_inches='tight',dpi =400, transparent=False)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":520},"id":"00ODxlqn5T3F","outputId":"0d8e0395-2dde-4220-f1a0-e64d75be025f"},"execution_count":null,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 720x504 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"nP9yik1NYn-E","outputId":"95f1b39a-19b3-4b16-afaf-db0cc748d7a7"},"outputs":[{"output_type":"stream","name":"stdout","text":["Font saved to: /content/gdrive/MyDrive/opinionated/opinionated/fonts\n"]}],"source":["\n","from opinionated.core import download_googlefont\n","download_googlefont('Lobster', add_to_cache=True)"]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":664},"id":"jc1ysfKqdL28","outputId":"fcd91719-f4bd-4489-c4bf-c291e41552e4"},"outputs":[{"output_type":"display_data","data":{"text/plain":["<IPython.core.display.HTML object>"],"text/html":["<div style='column-count: 2;'><p>DejaVu Sans: <span style='font-family:DejaVu Sans; font-size: 24px;'>DejaVu Sans</p>\n","<p>DejaVu Sans Display: <span style='font-family:DejaVu Sans Display; font-size: 24px;'>DejaVu Sans Display</p>\n","<p>DejaVu Sans Mono: <span style='font-family:DejaVu Sans Mono; font-size: 24px;'>DejaVu Sans Mono</p>\n","<p>DejaVu Serif: <span style='font-family:DejaVu Serif; font-size: 24px;'>DejaVu Serif</p>\n","<p>DejaVu Serif Display: <span style='font-family:DejaVu Serif Display; font-size: 24px;'>DejaVu Serif Display</p>\n","<p>Fira Sans: <span style='font-family:Fira Sans; font-size: 24px;'>Fira Sans</p>\n","<p>Fira Sans Condensed: <span style='font-family:Fira Sans Condensed; font-size: 24px;'>Fira Sans Condensed</p>\n","<p>Humor Sans: <span style='font-family:Humor Sans; font-size: 24px;'>Humor Sans</p>\n","<p>IBM Plex Sans: <span style='font-family:IBM Plex Sans; font-size: 24px;'>IBM Plex Sans</p>\n","<p>Jost: <span style='font-family:Jost; font-size: 24px;'>Jost</p>\n","<p>Liberation Mono: <span style='font-family:Liberation Mono; font-size: 24px;'>Liberation Mono</p>\n","<p>Liberation Sans: <span style='font-family:Liberation Sans; font-size: 24px;'>Liberation Sans</p>\n","<p>Liberation Sans Narrow: <span style='font-family:Liberation Sans Narrow; font-size: 24px;'>Liberation Sans Narrow</p>\n","<p>Liberation Serif: <span style='font-family:Liberation Serif; font-size: 24px;'>Liberation Serif</p>\n","<p>Lobster: <span style='font-family:Lobster; font-size: 24px;'>Lobster</p>\n","<p>Montserrat: <span style='font-family:Montserrat; font-size: 24px;'>Montserrat</p>\n","<p>Roboto: <span style='font-family:Roboto; font-size: 24px;'>Roboto</p>\n","<p>Roboto Condensed: <span style='font-family:Roboto Condensed; font-size: 24px;'>Roboto Condensed</p>\n","<p>STIXGeneral: <span style='font-family:STIXGeneral; font-size: 24px;'>STIXGeneral</p>\n","<p>STIXNonUnicode: <span style='font-family:STIXNonUnicode; font-size: 24px;'>STIXNonUnicode</p>\n","<p>STIXSizeFiveSym: <span style='font-family:STIXSizeFiveSym; font-size: 24px;'>STIXSizeFiveSym</p>\n","<p>STIXSizeFourSym: <span style='font-family:STIXSizeFourSym; font-size: 24px;'>STIXSizeFourSym</p>\n","<p>STIXSizeOneSym: <span style='font-family:STIXSizeOneSym; font-size: 24px;'>STIXSizeOneSym</p>\n","<p>STIXSizeThreeSym: <span style='font-family:STIXSizeThreeSym; font-size: 24px;'>STIXSizeThreeSym</p>\n","<p>STIXSizeTwoSym: <span style='font-family:STIXSizeTwoSym; font-size: 24px;'>STIXSizeTwoSym</p>\n","<p>Source Code Pro: <span style='font-family:Source Code Pro; font-size: 24px;'>Source Code Pro</p>\n","<p>Source Sans Pro: <span style='font-family:Source Sans Pro; font-size: 24px;'>Source Sans Pro</p>\n","<p>Space Grotesk: <span style='font-family:Space Grotesk; font-size: 24px;'>Space Grotesk</p>\n","<p>Space Mono: <span style='font-family:Space Mono; font-size: 24px;'>Space Mono</p>\n","<p>cmb10: <span style='font-family:cmb10; font-size: 24px;'>cmb10</p>\n","<p>cmex10: <span style='font-family:cmex10; font-size: 24px;'>cmex10</p>\n","<p>cmmi10: <span style='font-family:cmmi10; font-size: 24px;'>cmmi10</p>\n","<p>cmr10: <span style='font-family:cmr10; font-size: 24px;'>cmr10</p>\n","<p>cmss10: <span style='font-family:cmss10; font-size: 24px;'>cmss10</p>\n","<p>cmsy10: <span style='font-family:cmsy10; font-size: 24px;'>cmsy10</p>\n","<p>cmtt10: <span style='font-family:cmtt10; font-size: 24px;'>cmtt10</p></div>"]},"metadata":{}}],"source":["from opinionated.core import show_installed_fonts\n","show_installed_fonts()\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"c7042gJFkqE2"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":660},"id":"RRAkjjaPqcuT","outputId":"7db4d780-75fa-4c62-b84b-144fac2d8e06"},"outputs":[{"output_type":"error","ename":"NameError","evalue":"ignored","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)","\u001b[0;32m<ipython-input-9-f39dcaad6c54>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'font'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfamily\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'Lobster'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 8\u001b[0;31m sns.barplot(x=\"total\", y=\"abbrev\", data=crashes,\n\u001b[0m\u001b[1;32m      9\u001b[0m             label=\"Total\", color=\"#ff2500\", alpha=.9)\n\u001b[1;32m     10\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_title\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'Some Data 77'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mNameError\u001b[0m: name 'crashes' is not defined"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 432x504 with 1 Axes>"],"image/png":"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\n"},"metadata":{}}],"source":["\n","\n","f, ax = plt.subplots(figsize=(6, 7))\n","\n","# If you want even more of the hrbrthemes-feeling you can change the font to Roboto Condensed. \n","# Sometimes you will need to call the plotting function multiple times for this to take effect.\n","# You should be able to put any google-font here:\n","plt.rc('font', family='Lobster') \n","\n","sns.barplot(x=\"total\", y=\"abbrev\", data=crashes,\n","            label=\"Total\", color=\"#ff2500\", alpha=.9)\n","ax.set_title('Some Data 77')\n","ax.set_ylabel(\"State\")\n","ax.set_xlabel(\"Total\")\n","plt.show()\n","# Now lets save with good defaults:\n","# plt.savefig('my_sample_plot.png',bbox_inches='tight',dpi =400, transparent=False)"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"x9mNpAPssGwD"},"outputs":[],"source":["\n","\n","f, ax = plt.subplots(figsize=(6, 7))\n","\n","# If you want even more of the hrbrthemes-feeling you can change the font to Roboto Condensed. \n","# Sometimes you will need to call the plotting function multiple times for this to take effect.\n","# You should be able to put any google-font here:\n","plt.rc('font', family='Roboto Condensed') \n","\n","sns.barplot(x=\"total\", y=\"abbrev\", data=crashes,\n","            label=\"Total\", color=\"#ff2500\", alpha=.9)\n","ax.set_title('Some Data 77')\n","ax.set_ylabel(\"State\")\n","ax.set_xlabel(\"Total\")\n","\n","def add_attribution(attrib = 'by me'):\n","  plt.figtext( .95, -0.015, attrib, ha=\"right\", fontsize=18)#, bbox={\"facecolor\":\"orange\", \"alpha\":0.5, \"pad\":5})\n","add_attribution(attrib='by Maximilian Noichl')\n","\n","\n","\n","plt.show()\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"AEfX892X10YR"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"npQk8-F310Re"},"outputs":[],"source":["f, ax = plt.subplots(figsize=(10, 7))\n","tips = sns.load_dataset(\"tips\")\n","\n","plt.rc('font', family='Montserrat') \n","\n","sns.scatterplot(data=tips, x=\"total_bill\", y=\"tip\")\n","\n","ax.set_title('Some Data 77')\n","ax.set_ylabel(\"Tip\")\n","ax.set_xlabel(\"Bill\")\n","\n","def add_attribution(attrib = 'by me'):\n","  plt.figtext( .95, -0.015, attrib, ha=\"right\", fontsize=18)\n","add_attribution(attrib='by Maximilian Noichl')\n","\n","\n","\n","plt.show()\n"]},{"cell_type":"code","execution_count":null,"metadata":{"id":"r9gDnMDB10M6"},"outputs":[],"source":[]},{"cell_type":"code","execution_count":null,"metadata":{"id":"pvS-bLRZ10Ct"},"outputs":[],"source":[]}],"metadata":{"colab":{"provenance":[]},"kernelspec":{"display_name":"base","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":"3.7.6"},"vscode":{"interpreter":{"hash":"09c9d196333e538703e6bf2fb8ed19342b4ec6908fe06c6e5bfe54e96da2139d"}}},"nbformat":4,"nbformat_minor":0}