Before your work on the interactive tasks can commence, please create a
public repository on your personal GitHub account based on the
sebivenlo/esde-2022-gh-actions
template as described below:
Congratulations, now you are ready to get started!
- Overview
- Quickstart
- Getting started with GitHub Actions
- Using starter workflows
- Actions Cheat Sheet (New)
- Actions Cheat Sheet (Old)
- GitHub Git Basics
- Git Cheat Sheet (GitHub)
- Git Cheat Sheet (Atlassian)
- GitHub & Git Foundations
- Introduction to GitHubActions
- GitHub Actions - Supercharge your GitHub Flow
- How to start a CI pipeline with Actions
- Dependabot
- checkout
- branch-convention-check
- codeql-action/init
- codeql-action/analyze
- setup-deno
- super-linter/slim
- moscow-prioritization
- msvc-dev-cmd
- upload-artifact
- download-artifact
- action-gh-release
- stale
- What is GitHub?
- Workflow Basics
- Understanding GitHub Actions
- Workflow syntax for GitHub Actions
- Events that trigger workflows
- Finding and customizing actions
- Essential features of GitHub Actions
- Expressions in workflows and actions
- Context information in workflows and actions
- Custom environment variables in workflows
- Reusing workflows
- Publishing actions in GitHub Marketplace
- Usage limits, billing, and administration
- About self-hosted runners
- Autoscaling with self-hosted runners
- Dockerfile support for GitHub Actions
- Introducing GitHub Actions to your enterprise
- Sharing workflows, secrets, and runners with your organization
- Adopting GitHub Actions at scale in the Enterprise
- Security hardening for GitHub Actions
- Encrypted secrets
- Migrating from Jenkins to GitHub Actions
- Jenkins User Documentation
- Migrating from CircleCI to GitHub Actions
- CircleCI Pricing
- CircleCI Quickstart Guide
DISCLAIMER: Access may be restricted based on role and participational constraints.
DISCLAIMER: This repository is based on a mirrored copy of the Shamir’s Secret-Sharing Scheme repository by @grevend.
A preponderance of the open-source Shamir’s Secret-Sharing Scheme
implementations operate on a finite field