This is more appropriate in output section
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@ -12,8 +12,6 @@ This blew my mind, how counter-intuitive the answer to this question actually is
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This program runs 16 simulations where you start with a balance of 100 currencies. You make consecutive bets, always betting 80% of your total balance with a 70% chance of winning each bet. It then reports the results after ONLY 200 bets. The result is the percentage of your returns (your end balance divided by your starting balance).
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This program runs 16 simulations where you start with a balance of 100 currencies. You make consecutive bets, always betting 80% of your total balance with a 70% chance of winning each bet. It then reports the results after ONLY 200 bets. The result is the percentage of your returns (your end balance divided by your starting balance).
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In other words, given enough time, we're all screwed.
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### Output
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### Output
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Notice the e-n at the end... these are very small numbers, with only one simulation winning out with 24441% return based on the original balance.
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Notice the e-n at the end... these are very small numbers, with only one simulation winning out with 24441% return based on the original balance.
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@ -35,6 +33,8 @@ Notice the e-n at the end... these are very small numbers, with only one simulat
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* 7.788708234095218e-09
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* 7.788708234095218e-09
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* 0.0041392388926358116
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* 0.0041392388926358116
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In other words, given enough time, we're all screwed.
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### Reference Video
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### Reference Video
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[![IMAGE ALT TEXT HERE](https://img.youtube.com/vi/91IOwS0gf3g/0.jpg)](https://www.youtube.com/watch?v=91IOwS0gf3g)
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[![IMAGE ALT TEXT HERE](https://img.youtube.com/vi/91IOwS0gf3g/0.jpg)](https://www.youtube.com/watch?v=91IOwS0gf3g)
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