Draw Proof Details - Draw #1596738

Draw Information
Draw ID:
#1596738
Game:
Instant Million
Draw Time:
2025-09-27 04:43:59 UTC
Result Published:
2025-09-27 04:44:01 UTC
Status: Verified & Complete
Winning Numbers
Main Numbers
4
13
25
32
39
Bonus Numbers
11
Cryptographic Proof
This draw uses provably fair technology to ensure complete transparency and fairness. All random number generation is cryptographically verifiable.
Verification Steps:
  1. Server seed committed before any entries
  2. Client seeds collected from all entries
  3. Combined seed used for random generation
  4. Results can be independently verified
Proof Status:
Server Seed Committed
Client Seeds Collected
Results Generated
Independently Verifiable
Technical Information:
Draw ID: 1596738
Timestamp: 1758969839
Server Seed Commitment: f8fd5824edc69a5b8e1d9ce4dbd43ab998d0b37558ebcb647c6efad4112521ee
Commitment Nonce: f4896aa621416de739012b8b09551593132d52f29d5db7dcb69e1fc7e1e71517
Merkle Root: c357b39be7e2bf9c6b359d729a19718918e5a3529c89cfd22e1212d56e28d4e0
Combined Seed: 165c7326e6a419466bcfcd1cba1a0bb10d7b571c944f85a0a207b7f08cb1ba2c
Verification Instructions
  1. Copy the Server Seed Commitment, Commitment Nonce, and Merkle Root from below.
  2. Compute SHA256(server_seed + commitment_nonce) and confirm it equals the Server Seed Commitment.
  3. Compute combined_seed = SHA256(server_seed + merkle_root).
  4. Using combined_seed as the RNG seed, deterministically select the primary and secondary numbers using the game configuration shown on the page (main/secondary ranges and selection counts).
  5. Confirm the recomputed numbers exactly match the published result numbers.
  6. To verify your ticket inclusion in the Merkle root: use the Inclusion Proofs section below, copy the Verifier JSON, and verify with the on-page script or a third-party tool.
External Verification
Note: This system uses custom hashing with prefixes (leaf: and internal:). Standard Merkle tree tools will not work directly. You must implement the specific hashing format shown in the proof data above.
Cookies help us deliver our services. By using our services, you agree to our use of cookies.