we’ve got a super tiny apartment.i clean constantly, and dust isn’t much of an issue cause just about every surface sees constant use.

i just figured using pi was an easy way to acquire a known irrational number, not trying to make any special point about it.

no. it merely being infinitely non-repeating is insufficient to say that it contains any particular finite string.

for instance, write out pi in base 2, and reinterpret as base 10.

11.0010010000111111011010101000100010000101...

it is infinitely non-repeating, but nowhere will you find a 2.

i’ve often heard it said that pi, in particular, does contain any finite sequence of digits, but i haven’t seen a proof of that myself, and if it did exist, it would have to depend on more than its irrationality.