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Plinko odds calculator

Exact probability of every bucket, RTP, house edge and how rare the top multiplier really is.

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RTP–
House edge–
Top multiplier–
Odds of a corner–
Drops paying ≥1×–
Std dev per drop–
Expected loss–
Expected loss / 100 drops–
Bucket probability
BucketMultiplierProbabilityOddsRTP share
Plinko odds calculator – chart
Computed from the real 99% paytables.

How Plinko odds work

Every peg on a Plinko board sends the ball left or right with equal probability. After n rows the ball has made n independent coin-flips, and the bucket it lands in is simply the number of "rights". That makes the landing distribution binomial: bucket k has probability C(n,k) / 2n. On 16 rows the centre bucket collects 19.6% of drops while each corner collects 0.0015% – one in 65,536.

The casino sets a multiplier for each bucket, and the RTP is the probability-weighted sum of those multipliers. All 27 standard configurations land between 98.9% and 99.2%, so changing rows or risk does not change how much you lose on average – only how the losses and wins are distributed.

Reading the results

Drops paying ≥1× is the share of drops that return at least your stake; it ranges from about 80% (16 rows, low) to 21% (16 rows, high). Std dev per drop is the volatility in units of your bet – under 1 on low risk, over 5 on high risk at 16 rows. Expected loss is bet × house edge; multiply by drops to budget a session, or use the session cost calculator.

Screenshot of the Plinko odds calculator on PlinkoGames.io
The calculator with default inputs.

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FAQ

FAQ

Click any question – they open independently.

Why does the RTP change slightly between row counts?

The multipliers are rounded to one decimal, so the sum does not land on exactly 99.00% every time. The variation is a few hundredths of a percent and has no practical effect.

Which configuration has the best odds?

None is meaningfully better. The 11-row high table is the highest at 99.16%, the 8-row medium table the lowest at 98.91%. The difference on a $1,000 wager is $2.50.

Is the simulator on this site using the same probabilities?

Yes. Each peg in the simulator is a 50/50 and the paytables are identical to the ones in this calculator, so the live RTP in a long session converges on the number shown here.

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