 Conway base 13 function

The Conway base 13 function is a part of a broader family of base-n functions introduced by mathematician John Horton Conway. The most widely recognized version of the function is often referred to in the context of a notation for representing numbers in sequences or functions. In Conway's system, numbers are represented as tuples, and the behavior of the functions can be somewhat complex because they define values in a non-standard numeral system that allows for certain properties, such as self-similarity and recursive relationships.