Less Pi For Everyone!

Pi Overlayed with Digits
What fractional value of Pi that is not Pi or zero produces the smallest number, in terms of digits used to represent it, when Pi is divided by it?

You could try solving the limit of some value x between zero and Pi, as Pi is divided by x, such that Pi divided by x is equal to a new value y, and where the solution y is not less than or equal to zero, or equal to some value greater than Pi, with the goal of selecting a solution y that has only minimally possible digits, or has a pattern in the numeric values of the factors along the distribution of the numeric values of the divisors.

That, however, completely disregards factors of Pi, which aren’t really a “thing” until we know what Pi is. Good luck, seekers!

Here’s hoping this question can be used to save hard drive space.

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