If we double the number of games to 2048, then the "expected" winnings are in the range $9,000 - $20,000. In this case it's $5 per game - but with a small chance to win more or even much more. That would be an alternative way to calculate "expected" winnings. and 1 win of $512 dollars, which amounts to $5,120 total. That fits in with a basic model that for 1024 games you have 512 wins of £1, 256 wins of $2. The winnings were almost always between $4,000 and $10,000, with four outliers,all about $14,000. I did a 40 simulations of 1024 games, assuming you win $1 if it's tails first time, $2 if it's tails the second time etc. Fair enough, added an option to divide the payouts across n simultaneous games
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