Verify a Draw
Do not take our word for it. Every provably fair draw publishes a sealed commitment before the wheel spins and reveals its seed afterwards — so you can recompute the result yourself and confirm the winner came from the seed, not from somebody picking a name.
- Checked in your browser
- No login, no lookup
- Plain SHA-256 you can redo
Why this proves something
A result you are simply shown proves nothing — the site could have picked any name and told you it was random. Commit–reveal fixes that by making us tie our hands before we know who the entrants matter to.
SHA256(serverSeed:clientSeed:nonce:0). Nothing else influences it.Check it without us
This page runs in your browser, but you do not have to trust that either. Every value in a receipt is a plain SHA-256 digest of a plain string, so you can reproduce both steps in any hashing tool:
- The commitment: hash the
serverSeedexactly as it appears. It must equal the publishedcommitment. - The draw: hash
serverSeed:clientSeed:nonce:0— the seeds joined by colons. The first four bytes of the digest, read as a 32-bit number and divided by 232, give a value between 0 and 1. Lay the entrants end to end in proportion to their weight; that value lands on the winner.
We chose plain SHA-256 over HMAC for exactly this reason — you should not need special tooling to audit us.
What this does and does not prove
It does prove
The winner follows deterministically from a seed we were committed to before the draw, and neither the seed, the entrant list nor the winner has been altered since. Change any one of them and the check fails.
It does not prove
That the entrant list itself was complete or honest — only the person who ran the draw can vouch for who was in it. Publish the commitment and the entrant list before you spin and that gap closes too.
Being straight with you: draws made before provably fair shipped carry an older certificate that only shows the stored record has not been edited. That is worth something, but it is not the same as this, and we will not call it provably fair.