GitHub

The GitHub connector lets Summation read a repository’s issues, pull requests, and commits. It authenticates with a GitHub Personal Access Token (PAT).

Form fields

Field	Required	Stored as	Notes
Personal Access Token	Yes	Secret	A GitHub PAT — `ghp_...` (classic) or `github_pat_...` (fine-grained). See Managing your personal access tokens.

Creating a token

Either token type works. The full create-token flow is documented in Managing your personal access tokens.

Fine-grained PAT (recommended). Creating a fine-grained personal access token. Grant Read-only access to the repositories you want exposed, with the Contents, Issues, Pull requests, and Metadata permissions.
Classic PAT. Creating a personal access token (classic). Grant the repo scope (or public_repo for public repos only).

A token’s access is exactly what you grant it. Don’t issue a PAT with broader scope than Summation needs — fine-grained PATs make this much easier to scope tightly. See Best practices for personal access tokens.

Adding datasets

After saving, pick the repositories you want to expose. Source references use the form:

github:github.com/owner/repo

Each repository exposes issues, pulls, and commits as tables, derived automatically. (A table only appears when the repository has at least one row for it.)

Common problems

Error or symptom	Likely cause
`401 Bad credentials`	Token is wrong, revoked, or doesn’t have access to the repo.
`404 Not Found` on a repo you can see in GitHub	Fine-grained PATs only see repos that were explicitly selected when the token was created. Re-issue with the right repos in scope.
Rate limit warnings	Classic PATs share a 5,000 req/hr per-user limit. See Rate limits for the REST API. Prefer one fine-grained PAT per connection if many users will use Summation.

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Get started

Features

API & Integrations

API Reference

Form fields

Creating a token

Adding datasets

Common problems

​Form fields

​Creating a token

​Adding datasets

​Common problems

Form fields

Creating a token

Adding datasets

Common problems