Quantum physicists from MIFP unravel the secret of roulette Since the early XVIIIth century roulette is one of the most popular, most elegant and most dangerous gambling games. An ideal roulette always wins against any gambler, if the game continues indefinitely. All winning strategies fail at sufficiently long time scales. Nevertheless, there are professional roulette players who make good money playing roulette on an every day basis. What is their secret? How a human being may outplay the most perfect mathematical machine? It their recent publication, the physicists from MIFP Alexey Kavokin , Alexandra Sheremet and Mikhail Petrov present a theory of a realistic non-ideal roulette where probabilities of realisations of different numbers slightly deviate. They propose a simple strategy that exploits the non-ideality of the roulette and makes its expected return positive for the gambler. For more details see Bunching of numbers in a non-ideal roulette: the key to winning strategies