Yeah, good example of the maximum entropy principle, [0] in which "the selected distribution is the one that makes the least claim to being informed beyond the stated prior data, that is to say the one that admits the most ignorance beyond the stated prior data", a.k.a. the most entropy. Occam's Razor must still be constrained to known facts, and you cannot construct a "simplest answer" out of data you simply do not have.

[0] https://en.wikipedia.org/wiki/Principle_of_maximum_entropy