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Build-Measure-Learn Examples for Blue Core Work-Cycle 1
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bc_wf_154-kc-provider","number":181,"startedAt":"2026-07-10T00:45:05Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-29050710841-1","event":"workflow_dispatch","name":"sinopia-integration-29050710841-1","number":178,"startedAt":"2026-07-09T21:14:37Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-29047781035-1","event":"workflow_dispatch","name":"api-integration-29047781035-1","number":177,"startedAt":"2026-07-09T20:24:28Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-29046099170-1","event":"workflow_dispatch","name":"api-integration-29046099170-1","number":176,"startedAt":"2026-07-09T19:56:08Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-29045951322-1","event":"workflow_dispatch","name":"workflows-integration-29045951322-1","number":175,"startedAt":"2026-07-09T19:53:42Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-29045297237-1","event":"workflow_dispatch","name":"workflows-integration-29045297237-1","number":174,"startedAt":"2026-07-09T19:42:38Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-29043593641-1","event":"workflow_dispatch","name":"api-integration-29043593641-1","number":172,"startedAt":"2026-07-09T19:14:15Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-29042849785-1","event":"workflow_dispatch","name":"workflows-integration-29042849785-1","number":171,"startedAt":"2026-07-09T19:02:03Z","status":"completed"},{"conclusion":"success","displayTitle":"models-integration-29042056658-1","event":"workflow_dispatch","name":"models-integration-29042056658-1","number":170,"startedAt":"2026-07-09T18:49:15Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-29039755439-1","event":"workflow_dispatch","name":"sinopia-integration-29039755439-1","number":169,"startedAt":"2026-07-09T18:11:32Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-29031985867-2","event":"workflow_dispatch","name":"workflows-integration-29031985867-2","number":167,"startedAt":"2026-07-09T16:24:39Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-29031999794-1","event":"workflow_dispatch","name":"sinopia-integration-29031999794-1","number":166,"startedAt":"2026-07-09T16:04:12Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"workflows-integration-29031985867-1","event":"workflow_dispatch","name":"workflows-integration-29031985867-1","number":165,"startedAt":"2026-07-09T16:04:00Z","status":"completed"},{"conclusion":"success","displayTitle":"models-integration-29031349057-1","event":"workflow_dispatch","name":"models-integration-29031349057-1","number":164,"startedAt":"2026-07-09T15:54:13Z","status":"completed"},{"conclusion":"success","displayTitle":"models-integration-28980305817-1","event":"workflow_dispatch","name":"models-integration-28980305817-1","number":159,"startedAt":"2026-07-08T22:31:43Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-28979328132-1","event":"workflow_dispatch","name":"sinopia-integration-28979328132-1","number":158,"startedAt":"2026-07-08T22:12:00Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-28968996017-1","event":"workflow_dispatch","name":"sinopia-integration-28968996017-1","number":156,"startedAt":"2026-07-08T19:13:52Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-28966640757-1","event":"workflow_dispatch","name":"sinopia-integration-28966640757-1","number":153,"startedAt":"2026-07-08T18:35:39Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-28962325264-1","event":"workflow_dispatch","name":"workflows-integration-28962325264-1","number":151,"startedAt":"2026-07-08T17:25:34Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"workflows-integration-28962242398-1","event":"workflow_dispatch","name":"workflows-integration-28962242398-1","number":150,"startedAt":"2026-07-08T17:23:59Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28959572007-1","event":"workflow_dispatch","name":"api-integration-28959572007-1","number":148,"startedAt":"2026-07-08T16:41:25Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28953134546-1","event":"workflow_dispatch","name":"api-integration-28953134546-1","number":146,"startedAt":"2026-07-08T15:06:17Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28883571415-1","event":"workflow_dispatch","name":"api-integration-28883571415-1","number":145,"startedAt":"2026-07-07T16:52:46Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28871244340-1","event":"workflow_dispatch","name":"api-integration-28871244340-1","number":144,"startedAt":"2026-07-07T13:48:26Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28868311044-1","event":"workflow_dispatch","name":"api-integration-28868311044-1","number":143,"startedAt":"2026-07-07T13:04:00Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28867688272-1","event":"workflow_dispatch","name":"api-integration-28867688272-1","number":142,"startedAt":"2026-07-07T12:54:22Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-28829856884-1","event":"workflow_dispatch","name":"workflows-integration-28829856884-1","number":141,"startedAt":"2026-07-06T23:17:43Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"workflows-integration-28829815556-1","event":"workflow_dispatch","name":"workflows-integration-28829815556-1","number":140,"startedAt":"2026-07-06T23:16:26Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-28827435311-1","event":"workflow_dispatch","name":"sinopia-integration-28827435311-1","number":139,"startedAt":"2026-07-06T22:25:09Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28822407503-1","event":"workflow_dispatch","name":"api-integration-28822407503-1","number":138,"startedAt":"2026-07-06T20:51:45Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"api-integration-28822146483-1","event":"workflow_dispatch","name":"api-integration-28822146483-1","number":137,"startedAt":"2026-07-06T20:46:48Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28821544461-1","event":"workflow_dispatch","name":"api-integration-28821544461-1","number":136,"startedAt":"2026-07-06T20:36:24Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28818279406-1","event":"workflow_dispatch","name":"api-integration-28818279406-1","number":135,"startedAt":"2026-07-06T19:40:39Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"api-integration-28818115461-1","event":"workflow_dispatch","name":"api-integration-28818115461-1","number":134,"startedAt":"2026-07-06T19:38:12Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28817176958-1","event":"workflow_dispatch","name":"api-integration-28817176958-1","number":133,"startedAt":"2026-07-06T19:20:31Z","status":"completed"},{"conclusion":"success","displayTitle":"Bluecore Integration Test — main","event":"workflow_dispatch","name":"Bluecore Integration Test — main","number":131,"startedAt":"2026-07-06T16:07:29Z","status":"completed"},{"conclusion":"success","displayTitle":"workflows-integration-28791984117-3","event":"workflow_dispatch","name":"workflows-integration-28791984117-3","number":130,"startedAt":"2026-07-06T15:58:10Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28804873432-1","event":"workflow_dispatch","name":"api-integration-28804873432-1","number":129,"startedAt":"2026-07-06T15:57:03Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28804480172-1","event":"workflow_dispatch","name":"api-integration-28804480172-1","number":128,"startedAt":"2026-07-06T15:50:54Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28792725252-2","event":"workflow_dispatch","name":"api-integration-28792725252-2","number":127,"startedAt":"2026-07-06T15:44:40Z","status":"completed"},{"conclusion":"success","displayTitle":"models-integration-28792467401-2","event":"workflow_dispatch","name":"models-integration-28792467401-2","number":126,"startedAt":"2026-07-06T15:44:33Z","status":"completed"},{"conclusion":"cancelled","displayTitle":"workflows-integration-28791984117-2","event":"workflow_dispatch","name":"workflows-integration-28791984117-2","number":125,"startedAt":"2026-07-06T15:43:29Z","status":"completed"},{"conclusion":"success","displayTitle":"api-integration-28791300833-1","event":"workflow_dispatch","name":"api-integration-28791300833-1","number":121,"startedAt":"2026-07-06T12:24:48Z","status":"completed"},{"conclusion":"success","displayTitle":"sinopia-integration-28608832394-1","event":"workflow_dispatch","name":"sinopia-integration-28608832394-1","number":114,"startedAt":"2026-07-02T17:21:55Z","status":"completed"},{"conclusion":"success","displayTitle":"Bluecore Integration Test — main","event":"workflow_dispatch","name":"Bluecore Integration Test — main","number":111,"startedAt":"2026-07-02T14:38:11Z","status":"completed"}] |
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| { | |
| "cells": [ | |
| { | |
| "cell_type": "markdown", | |
| "id": "692ffcff-6f3c-473b-ae02-69882db669b3", | |
| "metadata": {}, | |
| "source": [ | |
| "# Build-Measure-Learn Blue Core Work-cycle One Examples" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "id": "63b6bd77-3bc0-4d5f-8ec1-9712a161e4de", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "import datetime\n", | |
| "import json\n", | |
| "import pathlib\n", | |
| "\n", | |
| "import httpx\n", | |
| "import pandas as pd\n", | |
| "import matplotlib.pyplot as plt" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "id": "63f39505-37f8-45bf-ba14-3769a7762bce", | |
| "metadata": {}, | |
| "source": [ | |
| "## Scriptshifter Implemenation in Sinopia\n", | |
| "\n", | |
| "### Build\n", | |
| "- Blue Core Sinopia tickets [28 Integrate Scriptshifter in Sinopia Editor](https://github.com/blue-core-lod/sinopia_editor/issues/29) and [150 Revise error text in Scriptshifter Sinopia](https://github.com/blue-core-lod/sinopia_editor/issues/150)\n", | |
| "- Implemented in PRs [124 Add ScriptShifter utility](https://github.com/blue-core-lod/sinopia_editor/pull/124), [126 Add ScriptShifter menu and basic interaction](https://github.com/blue-core-lod/sinopia_editor/pull/126), and [153 Improve scriptshifter error display\n", | |
| "](https://github.com/blue-core-lod/sinopia_editor/pull/153)\n", | |
| "\n", | |
| "### Measure\n", | |
| "- How can we measure the usage of the new Scriptshifter feature in Sinopia?\n", | |
| " 1. Retrieve modified Works and Instances versions in dev.bcld.info after feature was deployed and have keycloak_user_id that isn't \"unknown\"\n", | |
| " 2. Filter RDF data's literal fields with a language code and if the data has an sinopia:hasResourceTemplate triple\n", | |
| " 3. There were only 2 works that met this criteria:\n", | |
| " - https://dev.bcld.info/works/764d9d0f-2314-4dbc-a831-480b3d8c323b\n", | |
| " - https://dev.bcld.info/works/3a2eb194-e4f4-45b6-921d-ff930869bcda\n", | |
| " 4. There were only 3 instances that met this criteria:\n", | |
| " - https://dev.bcld.info/instances/a0367ec8-b4e6-4217-aa89-cb87f65ebbcc\n", | |
| " - https://dev.bcld.info/instances/c6062e34-719f-4499-b5d0-2bbd7b2cc30b\n", | |
| " - https://dev.bcld.info/instances/cbde0b59-78e8-4bbb-9f84-98864998bd82\n", | |
| "- Limitations of metric\n", | |
| " 1. Lack of activity\n", | |
| " 2. Not a direct measure of the Scriptshifter usage but using multiple proxies\n", | |
| " 3. Not definitive that Scriptshifter was used even if all criteria were amtched\n", | |
| "### Learn\n", | |
| "- Is the existing metric sufficient for analysis?\n", | |
| "- Would improved logging in Sinopia be another option?" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "id": "cdae55a6-d0b9-4f34-adbf-f0de9cf6b348", | |
| "metadata": {}, | |
| "source": [ | |
| "## Integration Testing in Blue Core Stack\n", | |
| "\n", | |
| "### Build\n", | |
| "- Terraform and Blue Core Stack tickets\n", | |
| " - [Terraform 60 Implement integration tests for terraform](https://github.com/blue-core-lod/terraform/issues/60)\n", | |
| " - [Blue Core Stack 27 Cross-repo integration tests and reporting](https://github.com/blue-core-lod/bluecore-stack/issues/27)\n", | |
| "- Implemented in Terraform and Blue Core Stack\n", | |
| " - Blue Core Terraform PRs:\n", | |
| " - [83 integration test features playwright](https://github.com/blue-core-lod/terraform/pull/83)\n", | |
| " - [90 manual integration test fix](https://github.com/blue-core-lod/terraform/pull/90)\n", | |
| " - [91 updated tests to work with new jsonld](https://github.com/blue-core-lod/terraform/pull/91)\n", | |
| " - [92 bc api test updates and new search path](https://github.com/blue-core-lod/terraform/pull/92)\n", | |
| " - Blue Core Stack PRs:\n", | |
| " - Added integration tests to various repositories:\n", | |
| " - Blue Core API: https://github.com/blue-core-lod/bluecore_api/issues/248\n", | |
| " - Blue Core Models: https://github.com/blue-core-lod/bluecore-models/issues/122\n", | |
| " - Blue Core Workflows: https://github.com/blue-core-lod/bluecore-workflows/issues/145\n", | |
| " - Sinopia: https://github.com/blue-core-lod/sinopia_editor/issues/121\n", | |
| " - Marva: https://github.com/blue-core-lod/marva_editor/issues/45\n", | |
| "### Measure\n", | |
| "- How can measure integration testings across the Blue Core Stack\n", | |
| " 1. Measure count of integration tests run across different repositories\n", | |
| " 2. Retrieved through Github command-line client\n", | |
| " 3. Collected and group by repository\n", | |
| "\n", | |
| "### Learn\n", | |
| "- More confidence in feature and bug PRs in Blue Core API, Models, and Workflows respositories\n", | |
| "- Duplication of effort in both Terraform and Blue Core Stack" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "id": "7dbabac6-2b3a-4710-bdee-da096c3c2fa6", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "#! gh run list --limit 300 --repo blue-core-lod/bluecore-stack --json name,number,startedAt,event,displayTitle,status,conclusion --jq '[.[] | select(.event == \"workflow_dispatch\")]' > bluecore-stack-runs.json" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 2, | |
| "id": "a7247369-b012-4ecc-a515-82ea5acb3424", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "bc_stack_runs_path = pathlib.Path(\"bluecore-stack-runs.json\")" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 3, | |
| "id": "5f8cdb8b-72a1-4cb2-963c-94f657d78aff", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "with bc_stack_runs_path.open() as fo:\n", | |
| " bc_stack_runs_json = json.load(fo)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 4, | |
| "id": "e3f03be3-70db-4bf4-91c4-794f2aeaa0fd", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "bluecore_stack_df = pd.DataFrame(bc_stack_runs_json)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 5, | |
| "id": "d3808b9a-220f-4b9b-8444-54bdf94ecd82", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "run_category\n", | |
| "api 60\n", | |
| "sinopia 59\n", | |
| "models 46\n", | |
| "workflows 42\n", | |
| "marva 11\n", | |
| "other 4\n", | |
| "Name: count, dtype: int64" | |
| ] | |
| }, | |
| "execution_count": 5, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "run_categories = [\"models\", \"sinopia\", \"marva\", \"workflows\", \"api\"]\n", | |
| "\n", | |
| "def categorize_run(display_title):\n", | |
| " title = display_title.lower()\n", | |
| " for category in run_categories:\n", | |
| " if title.startswith(category):\n", | |
| " return category\n", | |
| " return \"other\"\n", | |
| "\n", | |
| "bluecore_stack_df[\"run_category\"] = bluecore_stack_df[\"displayTitle\"].apply(categorize_run)\n", | |
| "bluecore_stack_df[\"run_category\"].value_counts()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 6, | |
| "id": "5d8f0249-d235-4ef1-8d24-a1df0b8c0808", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "text/plain": [ | |
| "run_category conclusion\n", | |
| "api success 44\n", | |
| " cancelled 8\n", | |
| " failure 8\n", | |
| "marva success 9\n", | |
| " cancelled 2\n", | |
| "models success 34\n", | |
| " cancelled 10\n", | |
| " failure 2\n", | |
| "other success 3\n", | |
| " failure 1\n", | |
| "sinopia success 46\n", | |
| " cancelled 11\n", | |
| " failure 2\n", | |
| "workflows success 28\n", | |
| " cancelled 9\n", | |
| " failure 5\n", | |
| "Name: count, dtype: int64" | |
| ] | |
| }, | |
| "execution_count": 6, | |
| "metadata": {}, | |
| "output_type": "execute_result" | |
| } | |
| ], | |
| "source": [ | |
| "grouped_runs = bluecore_stack_df.groupby(\"run_category\")\n", | |
| "grouped_runs[\"conclusion\"].value_counts()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "id": "bff024b1-393b-4acb-b6f6-fc36c92b4f87", | |
| "metadata": {}, | |
| "source": [ | |
| "## Loading Sample CBD files in On-premses Development Environment\n", | |
| "\n", | |
| "### Build\n", | |
| "- Part of [88 [EPIC] Establish Performance Baseline](https://github.com/blue-core-lod/terraform/issues/88)\n", | |
| "### Measure\n", | |
| "- Number of `archived_file_load` DAG runs\n", | |
| "- Total time for each DAG run\n", | |
| "- Number of errors\n", | |
| "\n", | |
| "### Learn\n", | |
| "- Still issues with Airflow connections to separate database server\n", | |
| "- After refactoring of Blue Core models in PRs [](), database problems for Blue Core database descreased\n", | |
| " significantly" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 7, | |
| "id": "610b13ce-33e3-413f-8d19-be84e95415ab", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "dags_json_path = pathlib.Path(\"airflow_dev_on_prem_dagruns.json\")\n", | |
| "with dags_json_path.open() as fo:\n", | |
| " dags_json = json.load(fo)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 8, | |
| "id": "9a9e3760-d2ca-4df8-974b-a0d054b38ae9", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "dags_df = pd.DataFrame(dags_json[\"dag_runs\"])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 9, | |
| "id": "ce723bb9-926f-4dc2-95e5-f966d4385a8a", | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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", | |
| "text/plain": [ | |
| "<Figure size 1200x600 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": {}, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "dags_df[\"duration_minutes\"] = dags_df[\"duration\"] / 60\n", | |
| "\n", | |
| "fig, ax = plt.subplots(figsize=(12, 6))\n", | |
| "ax.bar(dags_df[\"dag_run_id\"], dags_df[\"duration_minutes\"], color=\"#4C78A8\", zorder=3)\n", | |
| "\n", | |
| "ax.set_xlabel(\"DAG Run\")\n", | |
| "ax.set_ylabel(\"Duration (minutes)\")\n", | |
| "ax.set_title(\"archived_file_loader DAG Run Durations\")\n", | |
| "ax.spines[[\"top\", \"right\"]].set_visible(False)\n", | |
| "ax.grid(axis=\"y\", color=\"#E0E0E0\", linewidth=0.8, zorder=0)\n", | |
| "ax.set_axisbelow(True)\n", | |
| "\n", | |
| "plt.xticks(rotation=90)\n", | |
| "plt.tight_layout()\n", | |
| "plt.show()\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "id": "b5b88bce-e4b6-432e-85b4-19b5551cc2a4", | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [] | |
| } | |
| ], | |
| "metadata": { | |
| "kernelspec": { | |
| "display_name": "Python 3 (ipykernel)", | |
| "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": "3.13.1" | |
| } | |
| }, | |
| "nbformat": 4, | |
| "nbformat_minor": 5 | |
| } |
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