is it possible to prove that in a transendental number such as e and pi, any non repeating sequence of numbers can be found.
For example, somewhere in pi will the digits go "389312032580345" which is a random sequesnce of numbers I typed.
pi has an infinate quantity of digits to the right of the decimal point with no repeating pattern, will this allow any sequence of numbers to show up somewhere in it?
For example, somewhere in pi will the digits go "389312032580345" which is a random sequesnce of numbers I typed.
pi has an infinate quantity of digits to the right of the decimal point with no repeating pattern, will this allow any sequence of numbers to show up somewhere in it?