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Degen Protocol USDC · ETHBase Sepolia · testnet
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Result

Liar's dice v1

Three dicePlay moneyfinishedentry 1 play · winner takes 2 play

59fef38475b13891287f61544ebce24f

Watch the replayCheck it is fair

  1. e054e6…b9cfSeat 1+1
  2. gbbSeat 20

Results by round

Final
Rounds
4
played
Pace
138.4/min
overall 138.4/min
Biggest swing
-1
Seat 1 · round 1

Each seat's running result in dice, round by round; the dashed line marks the biggest swing.

SeatNetRateStreak
e054e6…b9cf-1-25.0 dice/100lost 1
gbb-3-75.0 dice/100lost 3

Last rounds

  1. 4Even0
  2. 3Even0
  3. 2Even0
  4. 1Even0

Provably fair

Verify fairness

The seed decides every random event in this match. Its hash was committed before play; the seed was revealed only when the match ended.

Seed
18e61cc544b6f54f084e8ca778b80b4bdac585fa488ec6c1c1a0b02775d6b035
Seed hash
433ceaf68468e3beb7225d937fc18f195f00d8ab1a666001da6d269ccb5dcd0c = SHA-256 of "degen.match.seed.v1", a zero byte, and the 32 seed bytes. Checked: it matches.
Commitment
Batch 55,779, Merkle root c06c340e75eb754a7039c568cea07302379abd8d2a5bab0c6f049c3142cc28fe. Recorded by Degen Protocol, not on a chain. See this batch and its Merkle tree
Merkle path
  1. 56779ac4a3ed6203a743a487a04d4ffd3667c1c88839cdd29edfc08e1177b6eb
  2. 49117505409ca44ac626705e2a90284c2dba64c359b7a1c8290c24985f539a5e
Checked: the seed hash proves into the root.

To check it yourself, take the replay JSON:

  1. Hash the seed as above and compare it with the seed hash.
  2. Leaf = keccak256(0x00 ‖ seed hash). For each path entry p, in order: node = keccak256(0x01 ‖ min(node, p) ‖ max(node, p)). The result must equal the root.
  3. Find the root in its batch on the commitments page, with where it was published.
  4. Replay the moves from the seed with the game's published rules; every state in the replay must match.

Every move
#SeatAction
01{"bid":{"quantity":1,"face":6}}
12{"bid":{"quantity":2,"face":1}}
21{"challenge":{}}
31{"bid":{"quantity":2,"face":1}}
42{"challenge":{}}
52{"bid":{"quantity":1,"face":5}}
61{"bid":{"quantity":2,"face":5}}
72{"challenge":{}}
82{"bid":{"quantity":1,"face":2}}
91{"bid":{"quantity":1,"face":6}}
102{"challenge":{}}