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Hacksaw 3 casinos

Plinko RTP by casino

Highest RTP: SEUBET — 98.98%. Provider: Hacksaw. 3 casinos compared.

Best RTP right now 98.98% A Confirmed · verified 2026-08-10
Spread across the market
3.0 pp
House edge
1.0%
Volatility
not stated
DATA SHEET

Game specification

Observed range
96.02–98.98%
TOOL

Expected return calculator

This is a statistical expectation, not a session forecast.

Long-run expected return989.80House edge: 1.02%

Observed change history

No actual RTP changes recorded yet.

Confirm what you see

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01

RTP by operator

SEUBET and H2 BET disclose the same 98.98% RTP, while STAKE discloses 96.02%. The gap is 2.96 percentage points, so the same total stake has a different theoretical return under the lower setting. STAKE was checked on 2026-08-10 and again on 2026-08-10, with no change in its published value.

One casino per row. If it lists several RTP configurations, the values appear side by side.

98.98%table max · 2 casinos
Casino RTP configurations Confidence Latest check
A H2 BET
98.98%
Confirmed by operator
A SEUBET
98.98%
Confirmed by operator
A STAKE
96.02%
Confirmed by operator

The small bar shows where a value sits within this table’s range, not the absolute RTP.

02

Where we found this game

Observed in operator catalogues. This is a positive, non-exhaustive list: a missing casino may have a closed catalogue or one the collector does not recognise yet.

Brazil

  • 7K game found; RTP not read
  • AVIÃOBET game found; RTP not read
  • BATEU BET game found; RTP not read
  • BET BUFFALOS game found; RTP not read
  • BET FALCONS game found; RTP not read
  • BET GORILLAS game found; RTP not read
  • CBESPORTES game found; RTP not read
  • DONOSDABOLA game found; RTP not read
  • GERALBET game found; RTP not read
  • RICOBET game found; RTP not read
  • SEUBET game and RTP found
  • STAKE game and RTP found
  • VERA game found; RTP not read

Ontario, Canada

  • 888 Casino game found; RTP not read
03

What the difference means in money

1 000 bets of R$ 1
R$ 1 000 total amount staked
R$ 990 theoretical return at 98.98%
R$ 10 mathematical house edge, 1.02%

The money comparison uses total wagering rather than the initial deposit. Multiply the cumulative stake by the 2.96-percentage-point gap to estimate the difference between the disclosed theoretical returns.

Returned funds can be wagered again, increasing the cumulative stake without requiring another deposit. The calculation therefore describes turnover across play, not the movement of a player’s balance during one session.

04

Certified configurations of this game

05

How to check the RTP yourself

  1. 01

    Open the game information or help screen for Plinko on the licensed Brazilian operator’s site before placing a stake.

  2. 02

    Check that the provider is shown as Hacksaw, because a matching game title alone does not establish that the disclosure covers this record.

  3. 03

    Find the displayed RTP and compare it with the operator-specific value rather than assuming every available copy uses 98.98%.

  4. 04

    Record the check date and any version or configuration label shown by the operator, since no certified configuration list is available in these data.

06

Frequent questions

01 Can Plinko’s RTP be applied to other Hacksaw games?

No. These figures apply only to Plinko and cannot be transferred to Baccarat, Limbo or any other Hacksaw title. Each game has its own published mathematical return.

02 Are certified configurations or volatility details available?

No certified configurations are listed for Plinko in the supplied records, and volatility is not stated. Players must therefore check the operator’s game screen for any version information and should not infer a volatility level from RTP.

03 Does STAKE’s repeated record count as another independent confirmation?

No. Both entries belong to STAKE and show the same 96.02% value on separate verification dates. They document a newer check of one operator’s disclosure, while the independent-source count remains three.

Plinko is an 18+ gambling game. RTP describes long-run mathematics across extensive wagering and does not predict an individual session. The house edge remains at either disclosed setting, so a higher RTP does not remove the risk of losing money.

RTP is a long-run statistical average. Even at the highest figure here the mathematical edge stays with the house.