I think many humans can pass it, I will be testing. I can at least.
Correct answer is the original boolean formula, minus the noise.
E.g. the original formula might be (a & b) | c. If the human can provide the correct truth value for the formula for the missing assignments (blue squares), then they answer correctly.
If the formula is (a & b) | c, then it is easier to be solved by a computer than by a human. With three variables, there are only 8 possibilities, so you can bruteforce it. (64 or 128 if you can use `not` too.)
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E.g. the original formula might be (a & b) | c. If the human can provide the correct truth value for the formula for the missing assignments (blue squares), then they answer correctly.
also, the solver does not have access to the formula. they must infer the formula from truth values