Verification
Provably Fair Competition
Before ticket sales begin, the instant win positions are generated at random and sealed, so nobody knows which tickets will win them. The method for picking any grand prize winner is sealed too, but that winner can't be known until the competition closes. The fingerprint below was published before sales, so nothing can be changed without it showing.
Commitment Hash
Sep 26, 2026 at 12:01 AM
SHA-256
Recorded in Bitcoin block 970,474 on Oct 8, 2026 at 11:01 AM (before sales closed).
This hash is timestamped with OpenTimestamps, which anchors it in the Bitcoin blockchain. Nobody, including us, can change or backdate it. To check: download the receipt, open opentimestamps.org, and drop in the receipt and, after the draw, the input file from the proof below.
Instant Winners
50p WinWink Credit
Ticket ref TKT-002551
50p WinWink Credit
Ticket ref TKT-006052
£1 WinWink Credit
Ticket ref TKT-000973
£1 WinWink Credit
Ticket ref TKT-004365
£1 WinWink Credit
Ticket ref TKT-006835
50p WinWink Credit
Ticket ref TKT-003506
50p WinWink Credit
Ticket ref TKT-017062
£1 WinWink Credit
Ticket ref TKT-012788
50p WinWink Credit
Ticket ref TKT-005024
50p WinWink Credit
Ticket ref TKT-008587
All Winning Positions
Every instant win position, sealed before sales, claimed or not. A position is claimed when the ticket at that draw position was bought; unclaimed positions fell on tickets that were never sold. This is the same list the commitment hash above proves.
- #15£1 WinWink CreditTKT-016542
- #1850p WinWink CreditTKT-000674
- #1950p WinWink CreditTKT-010727
- #31£1 WinWink CreditTKT-008884
- #34£1 WinWink CreditTKT-011937
- #6150p WinWink CreditTKT-011214
- #7050p WinWink CreditTKT-003988
- #9750p WinWink CreditTKT-007979
- #12750p WinWink CreditTKT-004158
- #13250p WinWink CreditTKT-006537
- #140£10.00TKT-013980
- #167£1 WinWink CreditTKT-011513
- #229£5.00TKT-011606
- #27450p WinWink CreditTKT-014541
- #36650p WinWink CreditTKT-017007
- #392£1 WinWink CreditTKT-007288
- #41950p WinWink CreditTKT-002583
- #469£1 WinWink CreditTKT-014510
- #48850p WinWink CreditTKT-003312
- #51650p WinWink CreditTKT-007362
- #52550p WinWink CreditTKT-011215
- #529£1 WinWink CreditTKT-001127
- #53050p WinWink CreditTKT-011237
- #599£1 WinWink CreditTKT-013078
- #615£1 WinWink CreditTKT-011166
- #62350p WinWink CreditTKT-011952
- #64750p WinWink CreditTKT-004218
- #65650p WinWink CreditTKT-004576
- #66250p WinWink CreditTKT-011033
- #71550p WinWink CreditTKT-005655
- #72350p WinWink CreditTKT-005423
- #75550p WinWink CreditTKT-013486
- #76150p WinWink CreditTKT-008081
- #81350p WinWink CreditTKT-017138
- #81450p WinWink CreditTKT-011800
- #83050p WinWink CreditTKT-006851
- #86150p WinWink CreditTKT-001875
- #86950p WinWink CreditTKT-011000
- #88750p WinWink CreditTKT-007737
- #90950p WinWink CreditTKT-007364
- #978£1 WinWink CreditTKT-008238
- #98350p WinWink CreditTKT-005109
- #99350p WinWink CreditTKT-018050
- #100050p WinWink CreditTKT-009901
- #1015£1 WinWink CreditTKT-000906
- #104150p WinWink CreditTKT-014368
- #106350p WinWink CreditTKT-012670
- #106950p WinWink CreditTKT-011797
- #107850p WinWink CreditTKT-012299
- #107950p WinWink CreditTKT-012547
Original Commitment (BEFORE Draw)
Created: Sep 26, 2026 at 12:01 AM (before ticket sales)
Revealed Data (AFTER Draw)
Every position, claimed and unclaimed, is listed under All Winning Positions above, and in the download below
Recalculate Hash
Input: [positions_json] + [seed_hash] + [salt] + [raffle_id]
3e4d9ce9acb4dcb44d4a1b6248306e9b23abea2ac575d056f8cb15fab1dbd5e4MATCHESTicket Number Mapping
Displayed ticket numbers are a scrambled one-to-one mapping of draw positions, so sales volume can't be inferred while tickets are on sale. The mapping seed is revealed after the draw, letting anyone recompute the draw position behind every displayed ticket number and confirm the winners above.
5743072e7d9965b4f59eac24aa38ab72Verification Summary
Verify It Yourself
Due to the large number of instant wins, the input string is too long to display. Download the file below to verify with a SHA-256 calculator.
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