I Simulated 642 Million Casino Bets. Here's How They Take Your Money

Can you actually beat a casino? We simulated over 642 million bets (roulette, the doubling system, slot machines and blackjack) to see what really happens to your money. Why does a tiny 2.7% edge beat almost everyone? Is black "due" after a long run of red? Why does a slot machine celebrate when you lose money? And is there one game where you can fight back? Chapters: 0:00 Intro: 1,000 players, one roulette table 0:58 The house edge 1:59 Luck vs time 2:47 Is black due? 3:48 The system that can't lose 4:54 Slot machines 5:51 Blackjack 6:49 All at once, or a little at a time? 7:32 Ending: does the house always win? All results come from computer simulations with fixed rules: • Roulette: European wheel (single zero, 2.7% edge), $5 bets, $100 bankroll. • Slot machine: example pay table tuned to 95% return to player. • Blackjack: infinite deck, dealer stands on soft 17, blackjack pays 3:2, no splitting. Simulations show long-run averages. Any single night can go either way. This video is for education and entertainment, not gambling advice. Sources: • Gambler's fallacy: https://en.wikipedia.org/wiki/Gambler... • Gambler's ruin: https://en.wikipedia.org/wiki/Gambler... • Dixon et al. (2010), "Losses disguised as wins in modern multi-line video slot machines", Addiction. New Tiny Laws short every day. Subscribe for simple rules with surprising results. #casino #probability #math #roulette #blackjack #statistics