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Degen Protocol
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Result

Rock-paper-scissors v1

finished entry 1 play · winner takes 2 play · 2b83b5621673b3b7c050644eba1cf9d3

Watch the replayCheck it is fair

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

Results by round

Final
Rounds
8
played
Pace
96.9/min
overall 96.9/min
Biggest swing
+1
Seat 1 · round 4

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

SeatNetRateStreak
e054e6…b9cf+3+37.5 wins/100won 3
gbb-3-37.5 wins/100lost 3

Last rounds

  1. 8Seat 1+1
  2. 7Even0
  3. 6Seat 1+1
  4. 5Even0
  5. 4Seat 1+1
  6. 3Even0
  7. 2Even0
  8. 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
dcfd891332bdf84cfd8c436202317f0eec25d1e780fd0ade4874e8cea002c683
Seed hash
f49f4d8ac1e4c0514df4e5d9cc740fe64e75d1fed04c3f3b69ed2a747e211b58 = SHA-256 of "degen.match.seed.v1", a zero byte, and the 32 seed bytes. Checked: it matches.
Commitment
Batch 63,615, Merkle root 8742fb8f2276a0dbc0f7a98f235d0347af5f550c52707e8e7746b1e0209587d6. Recorded by Degen Protocol, not on a chain. See this batch and its Merkle tree
Merkle path
  1. 764b87ba6b6a7b7b5f0eec52b7f97ca1b03d5d70a444790434306dfd1b705c1a
  2. 2b7a55c0feecdbafab18c8f3b3fa288141b5fef5bc8626cd1662c947a666a8e1
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"rock"
12"rock"
21"rock"
32"rock"
41"rock"
52"rock"
61"paper"
72"rock"timed out
82"rock"timed out
91"rock"
101"scissors"
112"paper"
121"paper"
132"paper"
141"paper"
152"rock"