  We show that every null-additive set is meager-additive, where:
  (1) a set X subseteq 2^omega is null-additive if for every Lebesgue null set
A subseteq 2^omega, X+A is null too;
  (2) we say that X subseteq 2^omega is meager-additive if for every A subseteq
2^omega which is meager also X+A is meager.
