Plinko Live Statistics
Real-time statistics, distribution analysis, signal predictions and strategy tools.
This page shows Plinko rounds generated from the game's published RTP of 97%. Each day is generated once, so everyone sees the same figures, and the day is complete at 00:00 UTC.
Rounds today
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10x+ rate today
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Rounds since 10x+
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Top multiplier, 7d
555.00x
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Last 20 results
Big rounds today
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Yesterday's results
On Friday, October 23, 2026 there were 4,319 rounds, 10 of them at 10x or more (0.2%). The highest multiplier was 141.00x at 01:28 UTC and the longest run without a 10x+ round was 891 rounds.
| Result | Count | Share of rounds |
|---|---|---|
| <2x | 3,996 | 92.5% |
| 2-5x | 277 | 6.4% |
| 5-10x | 36 | 0.8% |
| 10-50x | 9 | 0.2% |
| 50x+ | 1 | 0.0% |
Plinko history (last 7 days)
Over the last 7 days: 30,233 rounds, 104 big rounds (0.3%), average multiplier 0.99x. The biggest multiplier was 555.00x on Sat, Oct 17. The longest run without a 10x+ round was 1,388 rounds and most big rounds landed around 15:00 UTC.
| Day (UTC) | Rounds | 10x+ rounds | 10x+ rate | Top multiplier |
|---|---|---|---|---|
| Fri, Oct 23 | 4,319 | 10 | 0.2% | 141.00x |
| Thu, Oct 22 | 4,319 | 12 | 0.3% | 122.00x |
| Wed, Oct 21 | 4,319 | 17 | 0.4% | 122.00x |
| Tue, Oct 20 | 4,319 | 13 | 0.3% | 61.00x |
| Mon, Oct 19 | 4,319 | 8 | 0.2% | 26.00x |
| Sun, Oct 18 | 4,319 | 21 | 0.5% | 141.00x |
| Sat, Oct 17 | 4,319 | 23 | 0.5% | 555.00x |
30,233 rounds and 104 big rounds over 7 days. Days are counted per UTC day.
Biggest rounds
Record multiplier: 555.00x on Saturday, July 4, 2026, 18:36 UTC.
| # | Date (UTC) | Time (UTC) | Multiplier |
|---|---|---|---|
| 1 | Saturday, July 4, 2026 | 18:36 | 555.00x |
| 2 | Saturday, October 17, 2026 | 04:48 | 555.00x |
| 3 | Monday, August 31, 2026 | 17:48 | 353.00x |
| 4 | Thursday, October 1, 2026 | 10:56 | 353.00x |
| 5 | Saturday, October 17, 2026 | 23:53 | 353.00x |
| 6 | Thursday, July 2, 2026 | 17:09 | 141.00x |
| 7 | Monday, July 6, 2026 | 00:29 | 141.00x |
| 8 | Monday, July 6, 2026 | 17:53 | 141.00x |
| 9 | Wednesday, July 8, 2026 | 12:00 | 141.00x |
| 10 | Wednesday, July 15, 2026 | 17:30 | 141.00x |
Wait-time calculator
Pure probability from the RTP model, independent of any history.
Chance per round
0.3%
Average wait
304 rounds
Rounds for a 90% chance
700
Rounds for a 99% chance
1,399
Chance of at least one 10.00x within 20 rounds: 6.4%.
Latest Payout
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Drop History
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What is Plinko?
Plinko is a ball-drop game developed by Spribe. A ball falls through a pyramid of pins and lands in one of the slots at the bottom. Each slot has a different multiplier value.
Players choose 3 variables: row count (12, 14 or 16), ball colour (green, yellow or red for low, medium or high risk) and bet amount. More rows mean more boxes and rarer edges. A riskier colour means bigger edge multipliers but a 0x centre box.
The maximum multiplier is 555x (16 rows, red ball). Even the green ball can lose: its centre box pays only 0.4x to 0.5x. With the red ball the centre box pays 0x while the edge boxes carry 100x+ values. 97% RTP on every setting, with Provably Fair verification of each drop.
Game Information
Plinko Timeline
Spribe founded in Tbilisi, Georgia — pioneers of instant casino games
Aviator launched — the start of the Spribe Turbo Games line
Plinko released in January 2021 — 12, 14 or 16 rows, three ball colours, 97% RTP
Disclaimer: This site is for educational and informational purposes only. We do not promote gambling. Plinko is a game of chance — past results do not predict future outcomes. Always gamble responsibly.
Distribution
Trends
Zones
Streaks
Strategy Backtesting
Backtest
Compare
Run a comparison to see strategies side-by-side
Weekly Leaderboard
Resets in 3d 14hAdvanced Analytics Tools
Signal Analysis
Pattern-based prediction
Disclaimer: Each round is independent and uses a provably fair RNG. Past results do not predict future outcomes. This tool provides statistical analysis only.
Plinko Box Calculator
Chance and payout of every box
| Box | Payout | Chance | 1 in |
|---|---|---|---|
| Centre | 0.4x | 19.64% | 5 |
| 1 from centre (x2) | 1x | 34.91% | 3 |
| 2 from centre (x2) | 1.1x | 24.44% | 4 |
| 3 from centre (x2) | 1.2x | 13.33% | 8 |
| 4 from centre (x2) | 1.3x | 5.55% | 18 |
| 5 from centre (x2) | 1.6x | 1.71% | 59 |
| 6 from centre (x2) | 2.5x | 0.37% | 273 |
| 7 from centre (x2) | 7.7x | 0.049% | 2,048 |
| 8 from centre (x2) | 35x | 0.0031% | 32,768 |
Each pin sends the ball left or right with equal chance, so landing k steps from the left edge of a 16-row board has probability C(16, k) / 2^16. Boxes below 1x lose part of the stake. Every board is priced at the game's 97% RTP (3% house edge), and past drops never change the next one.
Provably Fair Verification
HMAC-SHA256
Spribe Plinko is provably fair: the server seed, client seed and nonce fix the ball path before the drop. This tool shows the principle by turning an HMAC-SHA256 hash into one left or right bounce per row and reading the landing box from the paytable. Use the verifier inside the game for the exact Spribe algorithm.
Drop History
0 drops
| # ↓ | Box Payout | Time |
|---|---|---|
About Plinko
Plinko is a game developed by Spribe, released in 2021. It features an RTP of 97% and a maximum multiplier of 555x.
Use our free tracker to monitor live Plinko results, analyze multiplier distributions, detect patterns, and backtest strategies — all without signing up.

Plinko is a game by Spribe. Game names and trademarks belong to their respective owners.
Everything You Need to Track & Analyze
Powerful tools to analyze ball drop patterns and find your optimal Plinko settings.
Drop Tracking
Track every ball drop outcome across all row counts and risk levels in real-time.
Distribution Analysis
See actual vs theoretical slot distributions. Find which settings give the best returns.
Risk Comparison
Compare Low vs Medium vs High risk: ball drop heatmaps and real-world payouts.
How It Works
Open Tracker
Visit the dashboard — no sign up required.
Choose Settings
Compare outcomes across 12/14/16 rows and green/yellow/red ball colours.
Find Best Setup
Discover which Plinko configuration has the best real-world expected value.