{ "cells": [ { "cell_type": "markdown", "id": "098625d0", "metadata": {}, "source": [ "# GAWD Language Usage\n", "\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/SwareUG/gh-aw-dataset-builder/blob/main/data_analysis/language_usage.ipynb)\n", "\n", "Language usage summary for **A Dataset of GitHub Agentic Workflow Histories: Early Adopters**.\n", "\n", "This follows the compact structure of the AIDev `language_usage.ipynb`: load repository and event data, compute language counts/percentages, and produce language-focused figures.\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "752a0d71", "metadata": {}, "outputs": [], "source": [ "from __future__ import annotations\n", "\n", "import importlib.util\n", "import subprocess\n", "import sys\n", "from io import BytesIO\n", "from pathlib import Path\n", "from urllib.request import urlopen\n", "\n", "REQUIRED_PACKAGES = {\n", " \"pandas\": \"pandas\",\n", " \"pyarrow\": \"pyarrow\",\n", " \"matplotlib\": \"matplotlib\",\n", " \"seaborn\": \"seaborn\",\n", "}\n", "\n", "if \"google.colab\" in sys.modules:\n", " missing = [\n", " package\n", " for package, import_name in REQUIRED_PACKAGES.items()\n", " if importlib.util.find_spec(import_name) is None\n", " ]\n", " if missing:\n", " subprocess.check_call([sys.executable, \"-m\", \"pip\", \"install\", \"-q\", *missing])\n", "\n", "import matplotlib as mpl\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "import seaborn as sns\n", "from IPython.display import Image, display\n", "\n", "DATASET_ID = \"pavtch/gawd\"\n", "DATASET_REVISION = \"main\"\n", "LOCAL_RELEASE_CANDIDATES = [\n", " Path(\"..\"),\n", " Path(\".\"),\n", " Path(\"../releases/gh-aw-early-adopters-source-history-2026-06-26\"),\n", " Path(\"releases/gh-aw-early-adopters-source-history-2026-06-26\"),\n", " Path(\"../releases/gawd\"),\n", " Path(\"releases/gawd\"),\n", "]\n", "LOCAL_RELEASE_MIRROR = next(\n", " (\n", " path.resolve()\n", " for path in LOCAL_RELEASE_CANDIDATES\n", " if (path / \"data\").is_dir() and any((path / \"data\").glob(\"*.parquet\"))\n", " ),\n", " None,\n", ")\n", "USE_LOCAL_MIRROR = \"google.colab\" not in sys.modules and LOCAL_RELEASE_MIRROR is not None\n", "\n", "\n", "def remote_parquet_url(table_name: str) -> str:\n", " return (\n", " f\"https://huggingface.co/datasets/{DATASET_ID}/resolve/\"\n", " f\"{DATASET_REVISION}/data/{table_name}.parquet\"\n", " )\n", "\n", "\n", "def local_parquet_path(table_name: str) -> Path:\n", " if LOCAL_RELEASE_MIRROR is None:\n", " raise FileNotFoundError(\"No local release mirror with a data/ directory was found.\")\n", " return LOCAL_RELEASE_MIRROR / \"data\" / f\"{table_name}.parquet\"\n", "\n", "\n", "def parquet_path(table_name: str) -> str:\n", " if USE_LOCAL_MIRROR:\n", " return str(local_parquet_path(table_name))\n", " return remote_parquet_url(table_name)\n", "\n", "\n", "def read_parquet_table(table_name: str) -> pd.DataFrame:\n", " if USE_LOCAL_MIRROR:\n", " return pd.read_parquet(local_parquet_path(table_name))\n", "\n", " try:\n", " with urlopen(remote_parquet_url(table_name)) as response:\n", " return pd.read_parquet(BytesIO(response.read()))\n", " except Exception:\n", " if LOCAL_RELEASE_MIRROR is not None:\n", " return pd.read_parquet(local_parquet_path(table_name))\n", " raise\n", "\n", "mpl.rcParams.update(\n", " {\n", " \"font.family\": \"serif\",\n", " \"font.serif\": [\"Times New Roman\", \"Times\", \"DejaVu Serif\"],\n", " \"mathtext.fontset\": \"stix\",\n", " \"axes.linewidth\": 1.0,\n", " \"axes.labelsize\": 14,\n", " \"axes.titlesize\": 15,\n", " \"xtick.major.size\": 4,\n", " \"ytick.major.size\": 4,\n", " \"xtick.labelsize\": 12,\n", " \"ytick.labelsize\": 12,\n", " \"legend.fontsize\": 11,\n", " \"legend.title_fontsize\": 11,\n", " \"figure.dpi\": 160,\n", " }\n", ")\n", "sns.set_style(\"whitegrid\")\n", "\n", "NOTEBOOK_DIR = Path(\"data_analysis\") if Path(\"data_analysis\").is_dir() else Path(\".\")\n", "FIG_DIR = NOTEBOOK_DIR / \"figs\"\n", "FIG_DIR.mkdir(parents=True, exist_ok=True)\n", "\n", "TOP_N = 10\n", "\n", "import matplotlib.dates as mdates\n", "repository_df = read_parquet_table(\"repository\")\n", "source_snapshot_df = read_parquet_table(\"source_markdown_file_snapshot\")\n", "source_version_df = read_parquet_table(\"source_markdown_file_version\")\n", "\n", "def save_and_show(fig: plt.Figure, out: Path) -> None:\n", " png_out = out.with_suffix(\".png\")\n", " pdf_out = out.with_suffix(\".pdf\")\n", " fig.savefig(png_out, bbox_inches=\"tight\", dpi=300)\n", " fig.savefig(pdf_out, bbox_inches=\"tight\")\n", " plt.close(fig)\n", " display(Image(filename=str(png_out)))\n", " print(\"Wrote\", png_out)\n", " print(\"Wrote\", pdf_out)\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "dd2677bb", "metadata": {}, "outputs": [], "source": [ "# %%\n", "def build_adoption_table() -> pd.DataFrame:\n", " events = (\n", " source_version_df.merge(\n", " source_snapshot_df,\n", " on=\"source_markdown_file_snapshot_id\",\n", " how=\"inner\",\n", " validate=\"many_to_one\",\n", " )\n", " .merge(repository_df, on=\"repository_id\", how=\"left\", validate=\"many_to_one\")\n", " )\n", " events[\"committed_at\"] = pd.to_datetime(events[\"committed_at\"], utc=True, errors=\"coerce\")\n", " events = events.dropna(subset=[\"committed_at\"]).sort_values(\n", " [\"repository_id\", \"committed_at\", \"rank\"]\n", " )\n", " adoption = (\n", " events.groupby(\"repository_id\", as_index=False)\n", " .agg(\n", " repo_full_name=(\"repo_full_name\", \"first\"),\n", " main_language=(\"main_language\", \"first\"),\n", " stars=(\"stars\", \"first\"),\n", " forks=(\"forks\", \"first\"),\n", " adoption_date=(\"committed_at\", \"first\"),\n", " observed_versions=(\"source_markdown_file_version_id\", \"count\"),\n", " )\n", " .sort_values(\"adoption_date\")\n", " )\n", " adoption[\"language\"] = adoption[\"main_language\"].fillna(\"Unknown\")\n", " adoption[\"adoption_month\"] = (\n", " adoption[\"adoption_date\"].dt.tz_convert(None).dt.to_period(\"M\").dt.to_timestamp()\n", " )\n", " return adoption\n", "\n", "\n", "def language_counts(adoption: pd.DataFrame) -> pd.DataFrame:\n", " counts = adoption[\"language\"].value_counts(dropna=False).reset_index()\n", " counts.columns = [\"language\", \"repositories\"]\n", " counts[\"percentage\"] = counts[\"repositories\"] / counts[\"repositories\"].sum() * 100\n", " return counts\n", "\n", "\n", "def plot_total_language_percentages(counts: pd.DataFrame, top_n: int = TOP_N) -> None:\n", " plot_df = counts.head(top_n).copy()\n", " fig, ax = plt.subplots(figsize=(7, 0.45 * len(plot_df) + 1.4))\n", " sns.barplot(\n", " data=plot_df,\n", " y=\"language\",\n", " x=\"percentage\",\n", " orient=\"h\",\n", " color=\"#1C3F60\",\n", " ax=ax,\n", " )\n", " ax.set_xlabel(\"Percentage of Repositories (%)\")\n", " ax.set_ylabel(None)\n", " ax.set_title(\"Top Languages Used by Observed GH-AW Adopters\", weight=\"bold\")\n", " ax.set_xlim(0, plot_df[\"percentage\"].max() * 1.15)\n", " ax.grid(False)\n", " sns.despine(ax=ax)\n", " fig.tight_layout()\n", " out = FIG_DIR / \"gawd_total_language_percentages_top.png\"\n", " save_and_show(fig, out)\n", "\n", "\n", "def plot_language_cumulative(adoption: pd.DataFrame, top_n: int = 8) -> None:\n", " top_languages = adoption[\"language\"].value_counts().head(top_n).index\n", " plot_df = adoption.copy()\n", " plot_df[\"language_group\"] = plot_df[\"language\"].where(\n", " plot_df[\"language\"].isin(top_languages), \"Other\"\n", " )\n", " monthly = (\n", " plot_df.groupby([\"language_group\", \"adoption_month\"], as_index=False)\n", " .agg(new_repositories=(\"repository_id\", \"count\"))\n", " .sort_values([\"language_group\", \"adoption_month\"])\n", " )\n", " all_months = pd.date_range(\n", " adoption[\"adoption_month\"].min(), adoption[\"adoption_month\"].max(), freq=\"MS\"\n", " )\n", " complete_index = pd.MultiIndex.from_product(\n", " [sorted(monthly[\"language_group\"].unique()), all_months],\n", " names=[\"language_group\", \"adoption_month\"],\n", " )\n", " monthly = (\n", " monthly.set_index([\"language_group\", \"adoption_month\"])\n", " .reindex(complete_index, fill_value=0)\n", " .reset_index()\n", " )\n", " monthly[\"cumulative_repositories\"] = monthly.groupby(\"language_group\")[\n", " \"new_repositories\"\n", " ].cumsum()\n", "\n", " fig, ax = plt.subplots(figsize=(12, 7))\n", " sns.lineplot(\n", " data=monthly,\n", " x=\"adoption_month\",\n", " y=\"cumulative_repositories\",\n", " hue=\"language_group\",\n", " marker=\"o\",\n", " linewidth=2.2,\n", " palette=\"tab10\",\n", " ax=ax,\n", " )\n", " ax.set_title(\"Cumulative Observed GH-AW Adoption by Main Language\", weight=\"bold\")\n", " ax.set_xlabel(\"First observed adoption month\")\n", " ax.set_ylabel(\"Cumulative repositories\")\n", " ax.xaxis.set_major_locator(mdates.AutoDateLocator())\n", " ax.xaxis.set_major_formatter(mdates.ConciseDateFormatter(ax.xaxis.get_major_locator()))\n", " ax.legend(title=\"Main language\", bbox_to_anchor=(1.02, 1), loc=\"upper left\")\n", " sns.despine(ax=ax)\n", " fig.tight_layout()\n", " out = FIG_DIR / \"gawd_cumulative_language_usage.png\"\n", " save_and_show(fig, out)\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "016cf9c4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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languagerepositoriespercentage
0TypeScript5219.847328
1Go4115.648855
2C#3212.213740
3Python2911.068702
4Makefile218.015267
5F#186.870229
6Rust134.961832
7JavaScript114.198473
8Java103.816794
9C++72.671756
10Shell51.908397
11Kotlin41.526718
12C31.145038
13HTML20.763359
14Vue20.763359
15Ruby20.763359
16Elixir10.381679
17Dart10.381679
18Erlang10.381679
19Swift10.381679
20Jupyter Notebook10.381679
21PHP10.381679
22Lua10.381679
23R10.381679
24Julia10.381679
25Unknown10.381679
\n", "
" ], "text/plain": [ " language repositories percentage\n", "0 TypeScript 52 19.847328\n", "1 Go 41 15.648855\n", "2 C# 32 12.213740\n", "3 Python 29 11.068702\n", "4 Makefile 21 8.015267\n", "5 F# 18 6.870229\n", "6 Rust 13 4.961832\n", "7 JavaScript 11 4.198473\n", "8 Java 10 3.816794\n", "9 C++ 7 2.671756\n", "10 Shell 5 1.908397\n", "11 Kotlin 4 1.526718\n", "12 C 3 1.145038\n", "13 HTML 2 0.763359\n", "14 Vue 2 0.763359\n", "15 Ruby 2 0.763359\n", "16 Elixir 1 0.381679\n", "17 Dart 1 0.381679\n", "18 Erlang 1 0.381679\n", "19 Swift 1 0.381679\n", "20 Jupyter Notebook 1 0.381679\n", "21 PHP 1 0.381679\n", "22 Lua 1 0.381679\n", "23 R 1 0.381679\n", "24 Julia 1 0.381679\n", "25 Unknown 1 0.381679" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "adoption_df = build_adoption_table()\n", "count_df = language_counts(adoption_df)\n", "count_df\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "9914518a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wrote data_analysis/figs/gawd_total_language_percentages_top.png\n", "Wrote data_analysis/figs/gawd_total_language_percentages_top.pdf\n" ] }, { "data": { "image/png": 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N33jjjdQWF110UTbjsBTVtP8i+B+zJ/MH41uSQBElcTtqQDoCFRFoiYoJ5ZrJePjhh6d33nmn5MdEskiUt26tp59+Ou2444457QtaopqOn9Z48MEHsxYY7777bpvW89prr2XraTiLmP8XDCuWEBSlzqNUe60dZxG423333XPK57dkX8SM2zjuauE4jXNb/J/UsDpJa8RM+piVX+1JNtV0Pmjr9URrVOpzVsvHWbRZytdYdaliBgwYUNDGpblEyDj3RNJEQ421uInrikhIbWjfffetSMWfFVZYoaDixH//+98O3w4AoPwkEAAAAO2isRljzfVGjQHUCOREv9zGxMBsDK5H3+qYddVUUkIM+u+zzz4FfaxLEQOh+YHceO4oZRs/DQeIi/WdjYHzGPhuasA91hG90OO1RO/fpvrkRgnce++9t2b2Xwxyx2PzezfXl0WO2WtLL710mn322bNyxY2JWXY33HBDam8xaz8G4Yv1hG44s3CRRRbJtjv6n8d71lx55Qjkl1pBIl7nxRdf3Ojfu3fvnvU5jueP7Sg207G++kFrZmVX0/HTGjF7PGb45vdIbyj2Wf32x2cvP9DTUBy7UQmi2DHclZ199tlFZ9TGPq3F4+yEE07Imc1bL5Ih4jO+5JJLZu1kGhMJTvH8pSYKVfI4Peqooxr9PykqBMX5JV7vcsstl5Xdj2BoY7755ptsdnq1qqbzQVuvJ1qjkp+zWj3O4rptxIgROcvmmmuu7KdUdXV12f/PDY0cObLJxzz77LMFy2K/FBOz/BsmVMT1wG9/+9tUCcWe94477qjItgAA5dX4CA0AAEAb3H333Y32eG1KzKqK4GcxK620UjY7fNiwYQWtEF566aVsUDUCsPmz1WPm3aWXXprNym6JhrPQI3AbvbF32GGHrNd8iKBEzFQ788wzszK7+WLmeWOz7+I1RCAieuI27KscweYo3X/KKacUnQ0bg/LR276xIEc17b/8GZ8xqB5lgGM9EZRrOFsuKhREf+ELLrigaLAnlm+11VYFy+ebb76cGXARMMoPbEaiQn4p4GKJLBG4L7bPI6kjZl5uvPHGaYEFFij6WuNxMWgelSKi5HO+Rx55JAumNBUkieOtsSoTMbN7jz32yLahYcJCBIgef/zxrK91tF5oq2o6flqTALLffvs1Wnlh5ZVXzrYhgi3xea4X94/355xzzkkvvvhi0cDfoYcemv294TEbSS/5sy/jmP/www9zlkWCzNxzz12w3sZml1a7G2+8MV144YVF/7b66qvX3HEWweBrrrkmZ1kEkiNQGtvSMLkpZp/HuSjKhxdrIXLEEUekK664osmZwB19nDYU+7zY7OCFF144q6IQwcDevXsX/P3ll1/Oyv8XK0UflShiv5Rjxnw5z+eV3M/tcT3RGpX6nFX7cdaU2O5oJ9BQa4LzsV8bVpuI7f/444/TbLPNVvT++UmS8847b9E2FnGeyU9EicTHSolEyjh+ImG04WuN26W2LAMAqlO3SR01DQAAAKgKMYgdA8f5jjnmmLTFFluUbQA2Zr3lixlnjSUWhBisjyBx/uBtBE+PPfbYtPbaazf73DHwHc+dXzI/BqsjwDvHHHM0+tiNNtqo0fLETe2fCBjHjPqGYgZbBAfyRRA9gkzbbrttk68jgh/xOqIcfb6//e1vaZtttqm6/Rflip966qmif4ug98knn5wlTDQlAka77bZbNuMw35133pkFmJpS7D287LLLmp0ZHYPdUaI4f2Zp7LsIlkTCQynqZ6gWC9qceuqpTfZRjuPi+uuvLxp0iaBKU9U74qt9lMeOxJPGxOzSm266qdG/V/r4aauYRV4ssB3PHRUg1llnnSYfH/swkkhiPcWGSv75z3+mzTbbrMl1nHTSSen888/PWRZVSA444IDU3iKZJN7jfPvvv392TLbVW2+9lQWuigXPw6BBg7LAX3NBo2o+T4XYtvgsNkzsynfXXXelAw88MCdo1rA6w2qrrVaVx2ns3zgfNhTn5Dh3NPV660XyxIknnliwvLljPNrYRAn8hiJZatNNN22X83k1nA/KeT3Rmv1Xyc9ZpY6zcojXm5/8EIkYa665ZovWExUC1lhjjZxjZ+jQodlri/egoTivnnbaaTnL4hwU56p8sQ/jWqreKquskiWzVFJcj+ZXUIhkykh2BQBqlxYGAABAWcWAcwRWivnd737X5GNjsD9/sDtmf8eAaSmD3SECvTGbNL+sfMzuu+qqq1JrrLrqqk0mV+QP9ofGBnRj0L+55IEQA8wxqFysbHb+bNlq338RMIj90VzyQP0AewQ8i3nyySdTe4lZlcXKUkfFh1KTB0KUf44gfsMZrfWa6uEcs1pvueWWguXzzz9/FohprvVHzISNxIuYGdta1Xr8lCKqO1x55ZUFyyOYHQH95oKF9fvwj3/8Yxbca2z/1OIcjCirHzNCS/156KGH0n333ZduvfXW7DVHIGuDDTbIkl8aSx4IceyVMuO0mo+zCLhGqfTmgpxxPDWWrJOfQFJNx2mxGfV//etfSwrqhp133jkLWOaLKijVpNL7udzXE61Ryc9ZrR5nsb+KJRdF1YuWiuSK/P0cCZJRXSLeg/vvvz9LGPz9739fkDwQyVjFkkOiLVEkIDQ8RqNSSqUV2z/teb0GAHQMCQQAAEBZxAy1008/PUsS+O6774oGVouVoG8YQI2gVb4IJkef3JaIkuFHH3100dLbUf61pVpaEjteS7HB0xg4jhL0pYrezMVm20Uf4vwZgdW8/yIIM2TIkJLvH8GVGWecsWB5fmn4cooWBLG/G4p2Ba0pJT3nnHMWfb0x+N+Y2267rWA2c5ROj5my0Ye9JcdqlOZuqWo+fkpx8803p/Hjxxcsj3LZpcxWbmjzzTcv+jmNGfgRYK81UXUiZu6W+hPVCvbcc8900EEHZbOvI8j1+uuvN/sZj9m2tXycRbJOJEuUKmYkF5uBHkHC999/vyqP04Zl9Ou1tCpIlL1vKJKlIpBeTck1ld7PTWnvVi7V8Dmr1ePszTffLGiZEdeuxRI5S3HkkUcWXMt88sknWQWBaEkU55v8a8X4fz/Ou9NOO23B+iL5pWF1pvXWW6/dWzqUoliS5QsvvFCRbQEAykcCAQAAkHnjjTdKnqEa5V1vv/32bAZazM6L/vDRFiFKNxcr6RwOP/zwKb1+GwtyRQnu/IHrYqX6SxG9uPPL3cfA6wMPPNCi9cQ2t3TA/Z577imY+RetC1pTejdmSs4wwww5y2JA+r333quJ/ReD/s1VnsgX+2qJJZYoOqu0vWy99dZZu4gowR4ziyMgGqWMW9LjOr+Her6YtdlUSfR8MXuxJdUP6h1yyCEtfky1Hj+lKtYzO2ZxRkC8NQ477LCi56tI9CDXn/70p3TwwQfX/HEWwb5SZ0jXi3N6saoLjbXqqfRxmr/v66uvtEScm2N2dPyfHtcAUbo8AvatPVe2h0rv53JeT7RGpT9ntXqcFaucEIlFrRXJB5dcckmzFYQaVoiIdgnDhg0r+FskjV5++eU5iQZ77713qgbF9lFUI8u/DgYAakuPSm8AAABQHaLPe/y0h6g80NxM7meeeaZgWTwmBklbIwaZY9A7Zgnmzw6NWVulip7iLd2GCETnW2655Vo1iy0C8BH0iMH62JYoFVtsMLpa91/M4m/N655rrrlaFIAvh3jNc889d/bTktdYTH6P48aCKvWVCV555ZWC5VtuuWWrnnueeeZJyyyzTItKCFfr8VOKsWPHFp3tGDOHi7WSKEX//v2zkv0xy7ah/D7PXVl8TiJxIEqy1/pxFsHRls5Mrw8QRsWPe++9N2d5lEGPSg7VdpzOMsss6YsvvigIjp911llp8cUXL+k5I2EiWvFUq2rYz+W8nmiNSn/OavU4i+pOpVyLtDS4fsMNN2TVhCLxtjFLL710VpFgwQUXLPr3SNBtWPEhqp9EtaOmRFumqAYR1xjRGiOSSIpVNmirYvsoKjlE26a27j8AoHIkEAAAAO0qZtBH79umREnaYjO/llpqqTY9d7FZ7M8//3yL1tGa3rfFghdRoaG1mit5XM37LwImrVGsD3RjAfhqM2HChIIWE6Gx0ssRhMmfqde7d+82zVSNoGapCQTVfPyUYtSoUUVnOpba57upc1d+wDDKT3/88cdpttlmS11RVAeJQNeGG26Y/RSbfV+Lx9kGG2zQ6uePBIr8BIJiz18Nx2nsq5gZ3FAEeqNKTPwfFduy/PLLp5lmminVqmrYz+W8nmipavic1epxVqxNUktbLxQTrzPaFkTFgGgtEa0Svv7666w9Uaw/ziGLLLJIo4+PQHy0kmlYqSDazBQTx/51112X3T//PYjzdSRKRYWl2P/lMs0002SVsfKve6I1lAQCAKhdEggAAIB2MWDAgLTXXntlJXObKzn7zjvvFO0PHzOn2tJzPPoA53v11VezQHSpM/FKLT1bL2aIFev/u/DCC6f2Us37L2Ypt0YE0PP9/PPPqRp999132czFCKbEjNQI3H///fclJxC8/fbbBcuir3FbZqq2pPVBNR8/pcifFRtilmVUYmiLxoJ98V7XUgJBfAZj5mljwaY4Z0UQtNj7FSIwFLNd45gaOnRoQUuVznCc/frXv2718xcL/MU5IYJpDfufV8NxuvHGG6fLLrus6LnpwQcfzH7qW7BEoPG3v/1t9jsClrWiGvZzua4navVzVqvHWbEEgtae74qJigERvG+pM844I6c9WFxXFzuWIilhjz32SCNHjiy6nljHo48+mv1ERY2o8FCufR77qVgCAQBQuyQQAAAAZRPlgYcMGZKVtN1kk02KlnEvprHAVfS+LbcYQI3B9Sg9XYqYIdYSjQ2YtqWPbi3vv9aWy42ZzqUG4DtCJC+8//77WXAmfr/33ntTbrd1kDxmF5Z71uO8887bKY6fUhRL2Iky0G3tlR1JUFGKO3/9Y8aMSbUkgv/55fQbq5wS/bcfeeSRnOURFIrEmJg13JZgWjUfZ03N/m1OnNvjWMs/P0UwsmECQTUcp1ERJmbS33XXXU2u8/XXX89+oud6BBiXXXbZtNpqq2U/5fzstodq2M/lup6o1c9ZrR5no0ePLlg2/fTTp0qK/dOw9UFcVxc7n0ci2G677Va0AlYxd955Z3asXHLJJalXr15t3s5i+6nYZxEAqB0SCAAAgCm96kudHReJAlEKNYLDMWg4aNCgrId0zNArNWmgoW+++aZD34WWBJai93FLxAywjg4cVPP+a83xUC1icP3mm2/OZku+8sorafz48R32/vXt27dN62zJ46v5+GntZ65YC4zWBg3zgyAdvb86SszCv+CCC9JVV12Vjj322JyWIU8//XTWQ37//fdv1Qzaaj7OIngW73NrxezrqaeeuqDqSP7rrZbj9KijjkpvvPFGVka9FHHe++9//5v9/O1vf8uCvBtttFGWUFKOwGO5Vct+Lsf1RC1/zmrxOBs3blzZ/y9uq1NOOSWnJUecf4sdz2effXbR5IG4Po+fuJ6JxMeGIjHsxBNPLEtySbH9VKwSEwBQOyQQAAAAmd///vdpiy22qMjeiHLPHalYed/GtHTgOmaB5YvgUiRddMX9V85S9R0lejWfdNJJ6bbbbuuQtgnFEhPimGmLOG7jZ8KECTV9/LR2/5UrcaVYUKSzJhA0LI8dgdJIFmgYuIqEguOPPz57/fvuu2+L11utx1k5jpU4TvKDZfm3q+U4jfc2ZnwfeOCBWSnzlojzYX0J9BNOOCEddthhWSn0alIt+7mYjgiEV8vnrNaOs3jOhm0C6lUySea5557LEirqRaLGjjvuWHC/aEFz8cUXF+z/2HcrrbTSlGXRXumAAw7IaTUQ79Hvfve7LAm4LYrtJwkEAFDbCmtCAgAAdLBis75q9fmKBZzbO4jemfZfpY0YMSIrvRyVB1qbPBDVORqWLm9OseOjrdUOopx6sWBIZzx+irW2iPegHIqVPS/WXqOziWDdwQcfXPRv55xzTlapoKWq9Thra7JOY8dE/rFTTcdpBCIvvPDCdOaZZ6ahQ4e26jkjCBmJJPmJJpVWTfu5Eqrpc1ZLx1mx5M9yHjutrT7QULQoKNYW6oYbbsj5/z6O03//+985yQNhmWWWyd6Phq8pPi9XXnllm7e1d+/eBct+/PHHNq8XAKic2psKAgAAdDrFBkSnmWaatMQSS7TL85WrnHExxWY6tvcsrM60/yrpiSeeyAboWzroHQPngwcPTosvvnhaaqml0vLLL5/OOuusdNFFF7W6rHVbg0Bjx44tGkjrjMdPsfYg8frLodh6igVKOqOY6Tpq1Kh06623FvwtKnTMPffcafXVVy95fdV6nJWjNUmxWd/x2qr9OF1jjTWyn7feeisNHz483XvvvSWXnK8X/dljXx9xxBGpGlTjfu5I1fg5q4XjrLFKAw1buXSkRx55JD311FNTbs8666xZdZhi7rrrrpzbkTjQ2Pu94IILpvXXXz9LkqwX78eRRx7Zpu2ttuoNAEDbSSAAAAAqrlgANQbBY6ZUrSlW4jhmskeQaqqppmqX5+xM+69SogzzQQcd1GTyQARhYvA9Sv3OM888WQC1/nd+i4pSg/eNvX/RRqEtvvrqqy5z/BT7zJUrYFgsMFwsQNdZRR/zF198Mb3zzjsFx/chhxySBaHmmGOOmj7O2nqsxL4oliSWf1xW83Ea57R99tkn+4k+6Q8++GAWwHz66adLSrCIMuirrbZa1re+0qp5P3eEav2cVftxFsHumJmfHwgvR4JRa84pp556as6yP//5z0UD8nHtkn9+zq88kG/VVVfNSSAYPXp0+vTTT9Mss8xS1goO+UlUAEBtkUAAAABU5YB/BFAjmFtts/taM/uxvkftvPPO2y7P2Zn2X6WcffbZ2SB6vggobLnllmmTTTZJiy66aMnlqhsrh1zMnHPOWbDs1VdfTW0RM8e7yvFTLGD27rvvtnm98fo/+eSTguUzzzxz6ioiAHTyySenrbbaqiCwFsHUSLqJ8telfC6q9TiL548+9sWOo1J88MEHRUur5ydW1MpxOtdcc6Xf//732c+ECRPS888/nx5//PH08MMPp5dffrnRx1122WVVkUBQK/u5vVTr56wWjrM438W5oLX/l5fL3XffnbMPIlExrkGKeeONNwoSFueff/4m17/AAgsUXU9bEgiKJVpUW3INANAy1dWoCwAA6JJmn332gmUxINrUIHK1mnHGGYsO0r/22mutXmcMYL/99tuNzmrvTPuvEqJEcbEy7dGOIoKjUdp3scUWa1Gv62IVBBp7/379618XLPvyyy+zpJPWeumll0q+b60fPxGIyvfhhx+mMWPGtGm9kcRRrHx1sf3VmUXizO677170byNHjswCerV+nL3yyitlfWwEzuL/glo/TmPG89JLL53NGL/pppuywOYGG2zQaAuY9uxRX6pa3M/lVM2fs2o/zoolgOYnFLS3qFh1+umn5yzbe++9C6ocNbV9+eeefAMHDixayaAtim1HsWQWAKB2SCAAAAAqLmZqFhvwjJlotSZmrC+yyCIFy6MMeGuNGDEirbPOOmnJJZdM2223Xfq///u/rGdtZ9x/lRAzH4uV/N9vv/2KBvdLEbP5igUGionZgpGsUKznc2tEcOXOO+8s+f61fvwsvvjiRZc/+eSTbVpvfO7y9ejRo2iAsrOLBIJi57UQwa4I0NbycdaW8/MzzzxTsGzo0KFVf5xG5YSWBtVjJvRJJ52UVaQolugWZdArrdr2c0erts9ZLR1nxdqxtCWRrzUigaJhS4JI4Fp77bUbvX+xCglTTz11k89R7O9tbfPx0UcflVRdCQCoHRIIAACAqlBs0P+2224rKJvdEjGjKmbud/SsyGJB57vuuqvRGejNeeqpp7Lf48aNy3oFX3LJJemGG27otPuvozUW/Fx//fVbtb633nor6+9cagJBVDaInsT54j1uzft3//33tzjoUcvHT8ymLBbEu/7669u03htvvLFgWQRzmgvOdEYRKD322GOz3/m+//77dNRRR9X0cTZ8+PBWPS62u1iiz29+85uqO04fffTRdOKJJ6Ydd9wxm+29+uqrpzvuuKNVz/mHP/yh6PL4P6rSKr2fq0ElP2e1fJzNPffcBcuKta1oL9HK4ayzzspZFlUZunXr1mTbhXzNvUfRziJfW9pbxHFVrOpSJIIAALVLAgEAAFAVVlhhhaIzmm6++eZWr/O0006bMnP/d7/7XTr66KPTddddV7QMcTkV688bg9APPPBAi9cV21osuBWvqbPuv7ZoaqC9McUGviNQ2tqe6Pnlh+s1FbwpNtMykhDOPvvsFpcR/sc//pFaqtaPn2LbH/20WzuzPCo4FOubXg093islKhA0FtB75JFHSgrCV+tx9vrrrxedYd6cW265pWj1krXWWqvqjtNIYrvggguyEvD15cZb839SU6XJiwUzO/p8Hrr6+aCSn7NaPM6aSiAopbpKuUTLpIYJC0sttVRaccUVW7yPmkuw+O6770pq31Cq2Ob8pIW4hipW0QEAqB0SCAAAgKqw4YYbFh3APO6447IZ3S31wgsvpGuvvXbKDNnnnnsuXXXVVemKK64oOou2nGLAd9CgQQXLYwZvbEtLxPaOHj26YPnKK6/cafdfWxTrE9zYzP+G/crzRVCkNfst9s9//vOfon8bP358o48bNmxYWmCBBQqWn3vuuSUHfSIosMcee6TPPvsstVStHz/bbLNNwbIIaBxyyCFN7vfGEkqKJWFEMHOzzTZLXdmf//znRoNC//znP5stVV7Nx9mRRx5ZdGZuY+JzdsIJJxRtX9BYWftKHqdxjsn32GOPtSqoXqxtQwR1Z5llllTp83no6ueDSn7OavE4q7fwwgsXLHvllVdSR4gWAvH/fUP77rtvs48rdq1ZrAJSc39vyz4dNWpUwbL55puvqq8VAYDmSSAAAACqQgwKb7755kVnUu2yyy7pzTffLHldMVNwzz33LDoDtSMG/KMkfbEZ5TEDMAJwxXrWNjZ4fuqppxYsjwH6wYMHd9r91xa9evUqWNZcUHPWWWcturwls/8jOPXvf/87HXPMMY3ep7n3/bDDDisaLDv00EOz5JOmehRHa4uYFVos4FKKWj9+5p9//rTccssVLI9gWWx/qf2dIygcpbeLzSpfZZVVunxP56mmmiqbeVxM7LPjjz++Zo+zWN9ee+2VlREvJai80047ZWXd88XrqMbjdKWVVio4P0ZbnQMPPLBoFZbGxKzyU045pWB5zJYuFvDv6PN56Orng0p+zmrxOGvYfip/2z///PPsp71dfPHF6euvv845vvIrTTV2/TL99NPnLHv22WebfMzIkSNzbkcbjvxryrYmEBRr4wIA1BYJBAAAQNXYeeedCwZC6wPvEZC/9NJLmwzuxAB39I2PgfNiA76zzTZb0cB+e9h6662LzuiKmXgxOzJm9DX1OmJmXwSois2W3HXXXTv9/mutYuV8H3zwwSYfEwkZPXv2LFgevc2jt3tzM1YjaB/vaZR4jkBJY+rLOTcmAl7rrrtuwfJY52WXXZZVnTjooIPSNddck+67775s+yJpId6T7bbbrkVBoc54/Oy3335F38ennnoq26b47DVXpjzu98YbbxT8LdZ78MEHl3V7a9Xyyy+fNthgg6J/u+mmm7LS5bV6nMW5Ij5L0dKgqR7vW265ZdHjJHrPr7baalV5nA4cODArQV8sQBz7K15Xc2I2duyfYjOYiwWsK3E+r9fVzweV+pzV4nFWr3fv3lkSQSkB8nKKBJVIIGhY3WKfffYp+fGRVNFQtJNprI1BvOe33nprwTVQW6oFSCAAgM5JLSEAAKBqxGD3//3f/6XddtutIBAbMwajRPZ5552XzXAbMmRIdv8YaI1ZbTGA+d///rdouf96hx9+eDaDtiNE+eAoFxw9w/NfS2xrDKTHQHUEhaMEbZ8+fbIA88svv5zuvffe9OmnnxZdbwSY4/V39v3XWjPMMEPBshgsj5n8EdiLgFQMlEd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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_total_language_percentages(count_df, top_n=TOP_N)\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "44cd5e40", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Wrote data_analysis/figs/gawd_cumulative_language_usage.png\n", "Wrote data_analysis/figs/gawd_cumulative_language_usage.pdf\n" ] }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_language_cumulative(adoption_df, top_n=8)\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "name": "python", "version": "3.12" } }, "nbformat": 4, "nbformat_minor": 5 }