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Recursive function to compute patterns of decimal places when denominator is a repetition of 1 or more '3' and that the numerator is not divisible by the denominator. The decimal places "pattern" has as much digits than the denominator and repeats itself many times. I can't prove it yet but hopefully someone has already found this fun math puzzle

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Decimoli

Decimal places patterns

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  / /_/ / _ \/ / / __ \    \__ \/ / / / __ \/ _ \/ ___/  __  / / __ \/ __ \/ __ `__ \/ / _ \/ ___/ ___/
 / __  /  __/ / / /_/ /   ___/ / /_/ / /_/ /  __/ /     / /_/ / /_/ / /_/ / / / / / / /  __/ /  (__  ) 
/_/ /_/\___/_/_/\____/   /____/\__,_/ .___/\___/_/      \____/\____/\____/_/ /_/ /_/_/\___/_/  /____/  
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Description:

Recursive function to compute patterns of decimal places when denominator is a repetition of 1 or more '3' and that the numerator is not divisible by the denominator. The decimal places "pattern" has as much digits than the denominator and repeats itself many times. I can't prove it yet but hopefully someone has already found this fun math puzzle

Usage:

APP_NUMERATOR=475 /usr/bin/php8.0 index.php

You can choose the numerator you like. It must be a positive integer and it must not be divisible by 3


Result:

Here the screenshot of the result:

Alex Lab Decimoli Experiment


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Recursive function to compute patterns of decimal places when denominator is a repetition of 1 or more '3' and that the numerator is not divisible by the denominator. The decimal places "pattern" has as much digits than the denominator and repeats itself many times. I can't prove it yet but hopefully someone has already found this fun math puzzle

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