BNB testnet · Record
step 7 approximate
Find a short nonzero vector z with A·z = 0 mod q. The hard problem under lattice signatures.
- Prize
- Record level, no prize
- Estimated cost
- $2.6×10⁸ on CPU2⁷⁶·⁹ work, estimated, not benchmarked
- Opened
- Oct 19, 2026 · 3 h ago
- Expires
- Oct 16, 2036
- Commitments
- 0
The instance
Derived from the hash of block 137,680,679. Anyone can recompute every value below from the spec and the chain.
- Level id
- 0xda22e940a0ce839b06735776a2a6c152447fa636f2a6828572211466ea7113ba
- Seed
- 0xe2953eecdbdc5b0b1b9fda49c45701c11b8527c3a16436ff70f018b9cf3607d0
- Shape
- A is 256 × 512 over Z_q
- q
- 2147483647
- Bound on ‖z‖²
- 2717113074707
- Matrix
- coef(k) from keccak256("SHORLINE/v1/sis/A" ‖ seed ‖ u32(k/4)), spec 4.1
- Contract
- 0xceE960…faf856
Claim
Solved it? Check the answer here, then commit and reveal. The reference solver and the spec are in the method notes. How to solve
- 1
Connect a wallet
No browser wallet found. Any EIP-1193 wallet works, on BNB testnet.
- 2
Check your solution
Checked in your browser against the live instance. Nothing is sent until you commit.
- 3
Commit
Publishes a fingerprint of your solution bound to your payout address. Nobody can read the solution from it, and copying it would still pay you.
- 4
Reveal, then get paid
Reveal once your commitment is 3 blocks old. The earliest commitment with a valid reveal is paid after a …-minute settlement window.
Your salt is kept in this browser and in the receipt file. Without it a commitment cannot be revealed. Every claim from this browser is listed under My claims.
History
Every event for this level, from the contract.
- Sealedblock 137,680,7513 h ago0x384a…832d