Tool to search for numbers in decimals of the constant Pi = 3.14159. Pi contains (until proven otherwise) an infinite number of decimals among which, maybe, all numbers or sequences of digits.
Pi Digits 3.14159... - dCode
Tag(s) : Mathematics, Fun/Miscellaneous
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Tool to search for numbers in decimals of the constant Pi = 3.14159. Pi contains (until proven otherwise) an infinite number of decimals among which, maybe, all numbers or sequences of digits.
To find a pattern of digits among the decimals of Pi, calculate the decimals and browse through them in order. It is not possible to predict the position of a number in the constant circle π.
Example: 1 is in position 1 and 3 in 3.14159...
For dCode the first decimal 1 in 3.14159 is in position 1. Some programs take the position 0 (some computers count from 0), others take the position 2 (counting the number 3 before the decimal point/dot as the position 1).
There are an infinite number of decimal places in the number Pi. Computers calculate daily new ones. dCode knows the pi decimals until 1000000 (one million digits of pi).
A number in which all other numbers can be found is called a rich number. Today it is not mathematically proven that Pi is a rich/disjunctive number. If dCode does not find a number or a date, it is probably that it is beyond the first 1 million decimals.
Records are constantly improving, but the latest results are (2018):
2009 | 2700 billions |
---|---|
2010 | 5000 billions |
2011 | 10 trillions |
2013 | 12.1 trillions |
2014 | 13.3 trillions |
2016 | 22.459 trillions |
2020 | 50 trillions |
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