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We present a family a monotone functions fd :f0; 1g n !f0; 1g so that fd can be computed as a depth-d decision tree and so that fd disagrees with any k-junta on a constant fraction of inputs for any k = exp(o( p d)). This gives a negative answer to a problem

A Monotone Function Given By a Low-Depth Decision Tree That Is Not an Approximate Junta