a_deck_of_cards
a deck of card writen in rust. By o7.
more
Announcing is a node declaring it will serve the repository; what is on that node's disk cannot be verified from here. The median repository is seeded by 6 nodes.
Seed count over time
The seed count fell from 13 to 9 over 90 days of recorded history (12 August to 9 November 2026), peaking at 18 on 20 September 2026 and dipping to 6 on 19 August 2026. The largest single change was +8 on 20 August 2026, across 44 recorded moves. The line moves only on a clear change; small ones do not show.
10 → 9 typical seeds
too small to count as a move · against the week ending 2 November 2026
12 → 9 typical seeds
too small to count as a move · against the week ending 10 October 2026
Activity
The default branch has 1 commit, dated 16 Mar 2025.
No signature from a Radicle key in this repository. Sign your commits with your Radicle key →
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- Grouped
- Commits too close together to draw apart, with their count where there is room.
- Row totals
- Each row's number is its total for the dates in view.
About this repository
- Repository ID
rad:zVzCGsPbVXYgzTWXMqPJMeg7g1LB- Delegates
- o7
did:key:z6MkuFExVxNUUdSNQ1ioFfdNbNrK7SqKT7Gmk5sAFoEdx4dg - First seen by radicle.at
- 7 July 2026 or earlier
- Last seen
- 9 November 2026
- Classification
- Community. Published by a peer on the Radicle network. This site's own label; the repository does not declare it.
More by o7
| Repository | Seeds | 7d |
|---|---|---|
| a_deck_of_cards | 6 | 0 |
o7 maintains 2 repositories here, including this one. See all of them · Chart these together
Seed it too
Run this in a terminal on a machine with a Radicle node (radicle.dev to install one):
rad seed rad:zVzCGsPbVXYgzTWXMqPJMeg7g1LB
Seeding replicates the repo and counts your node toward the seed count above, which can take a while to show. Tap the command to copy it.
To seed every public repository at once, run a permissive seed node, one that takes whatever the network offers. The Radicle seeder guide covers setup, and radicle-seed-prune frees disk as it fills, so there is no minimum disk to start with.