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For the analyst & the deeply curious

Game maths, properly

The maths that actually decides outcomes — from RTP and the house edge, through engineered payout distributions, to risk of ruin and provable fairness.

4 lessons · ~50 min · self-paced
By the end of this track

You can read a game’s maths at practitioner depth: RTP configuration and hit frequency, variance and risk of ruin, and what certification and provable fairness really guarantee.

0/4 done
  1. Game Math in Depth: RTP Configuration, Hit Frequency & Max WinCore · 14 minBeneath the single RTP number on a slot's info screen sits a configurable, engineered payout distribution: multiple RTP versions, a chosen volatility profile, weighted reels and a max-win cap, all documented on a PAR sheet and checked by independent labs. This lesson opens that hood so you can read game maths precisely, and dismantles the persistent 'hot and cold games' myth using how random number generators actually behave. Gambling is entertainment with a built-in mathematical cost, never a way to make money.
  2. Risk of Ruin & Bankroll MathsExtensions · 15 minRisk of ruin is the probability that a run of bad variance empties your bankroll before you choose to stop, and in any negative-edge game, given enough play, that probability is one. This lesson works through the gambler's-ruin maths to show why neither a bigger bankroll, more time, a staking system nor a stop-loss can convert a house edge into a win; they only change how quickly the loss arrives.
  3. Provably Fair & RNG CertificationExtensions · 14 min'Provably fair' and 'certified RNG' are two very different guarantees, and neither is a promise that the game pays you back. This lesson takes apart the commit–reveal cryptography and the lab-certification chain to show exactly what each one proves — and the house edge both leave untouched.