This is a program that lets you test three different Parrondos Paradox strategies. Parrondos Paradox is a game theory paradox that states that there exists two losing games such that, if you play them in alternating orders, you will end up with a winning record. The two games are as follows. In game a, you have a .5 - epsilon chance to win. In the second game, if the amount of money you have is divisible by three, you have a .1-epsilon chance to win; otherwise, you have a .75-epsilon chance to win. If you were to play only one of these games, you would end up losing.

I include two other strategies beyond alternating games. The second strategy picks a random game to play. The third plays game a twice, then game b twice, etc. In all of these strategies, we expect to have a winning rate by the end, provided we play enough games.

Parrondos Paradox: https://en.wikipedia.org/wiki/Parrondo%27s_paradox#The_coin-tossing_example