🪔✨ **သီတင်းကျွတ် အထူးအလှူ — 99,999 MMK GIVEAWAY!*...

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Complete

Giveaway Details

Winners 1
End Date October 27, 2026 at 04:10 PM
Started October 27, 2026 at 04:09 PM
Multiple Entries Not Allowed
Entries 314

Creator

⏳ Pending Approval

1 winner awaiting creator verification

#1
Phoo Phoo Mdy
Random: 0.999827
⏳ Pending
⏳

Winners Pending Approval

Winners have been selected using our provably fair algorithm but are awaiting verification by the giveaway creator. Check back soon!

Transparency Report

Complete statistics from this facebook giveaway

Valid Entries
309
Blocked Entries
5
Denied Winners
0
Approved Winners
0
Pending Winners
1
Fair Play Enforcement

5 entries were blocked for not meeting the giveaway requirements. This ensures only legitimate participants can win.

View Blocked Entries (5)
@Möe Htét Htēt Mañn Multiple entries not allowed - this is a duplicate entry
@Ohnmar Kyawt Shwe Multiple entries not allowed - this is a duplicate entry
@Thamee Nge Mie Multiple entries not allowed - this is a duplicate entry
@Khin Multiple entries not allowed - this is a duplicate entry
@Teresa Multiple entries not allowed - this is a duplicate entry
100% Transparent
All data is verifiable and tamper-proof

Provably Fair

Cryptographically Secured

This giveaway uses cryptographic techniques to ensure transparency and verifiable fairness. Winners were selected using a committed random seed that was generated before anyone could participate.

Committed Seed Hash
October 27, 2026 at 04:09 PM
Revealed Seed
October 27, 2026 at 04:10 PM

Public Entropy

To ensure the draw cannot be manipulated even if the seed was somehow compromised, external unpredictable data was safely fetched exactly at the draw time and mixed into the algorithm.

How It Works

  1. A random seed is generated and hashed before entries are collected
  2. The hash is publicly committed (shown above)
  3. After the giveaway ends, the actual seed is revealed
  4. Anyone can verify that the revealed seed matches the committed hash
  5. The seed, participant data, and unpredictable public entropy (if available) are combined to deterministically select winners