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Engine Pupool Play

New on Engine Nov 1

REST IN DEBT

by Pupool Play

Artwork: Pupool Play

96.00%Published RTP (base)
50,000x betMax win (base)
5Game modes
v2Version
Engine’s version number for this game’s published math. A new version can change the numbers.

Game modes · v2

Each mode has its own published math.

  • Mode
    Each game defines its own modes, such as base play, ante or a bonus buy. The same name can work differently in another game.
    Published RTP
    The theoretical long-run return for this mode, as a share of what one round costs. It does not predict a single session.
    Mode cost
    The price of one round in this mode, in base bets. 100x bet means 100 times your base bet.
    Max win
    The biggest payout in this mode’s published math, in base bets. It is not a multiple of the mode cost.
    Max win chance
    How often the max win comes up per round in this mode, from the published math. Recent results don’t change it.
    Published outcomes
    How many outcomes this mode’s published math lists. Some have zero chance. This is not a count of player spins.
  • BASE base Published RTP96.00% Mode cost1x bet Max win50,000x bet Max win chance1 in 10,000,000 Published outcomes57,990
  • ANTE Published RTP96.00% Mode cost3x bet Max win50,000x bet Max win chance1 in 2,500,000 Published outcomes57,857
  • SUPERANTE Published RTP96.00% Mode cost10x bet Max win50,000x bet Max win chance1 in 1,200,000 Published outcomes47,433
  • SUPERBONUS Published RTP96.00% Mode cost300x bet Max win50,000x bet Max win chance1 in 33,333 Published outcomes32,326
  • MYSTERY Published RTP96.00% Mode cost500x bet Max win50,000x bet Max win chance1 in 2,000 Published outcomes54,590

Versions

  • v2 Current First seen Nov 1, 2026

Changes
What changed between versions since BigWinMaxxing started tracking this game. Nothing earlier is filled in.

  • Nov 1, 2026 First seen on Engine

Engine data

Official data from Engine’s public game catalogue and fairness API, checked daily. BigWinMaxxing only formats it, for example 1 in 89,000,000. New and Updated mean first seen by BigWinMaxxing.
First seen by BigWinMaxxing Nov 1, 2026. Math source ↗

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