  We provide sufficient conditions for boundary Hardy inequality to hold in
bounded Lipschitz domains, complement of a point (the so-called point Hardy
inequality), domain above the graph of a Lipschitz function, the complement of
a bounded Lipschitz domain in fractional Orlicz-Sobolev setting. As a
consequence, we get sufficient conditions for regional fractional Orlicz
Poincar\'e inequality in bounded Lipschitz domains. Necessary conditions for
fractional Orlicz Hardy and regional fractional Orlicz Poincar\'e inequalities
are also given for bounded Lipschitz domains. Various sufficient conditions on
open sets are provided for fractional Orlicz Poincar\'e inequality and regional
fractional Orlicz Poincar\'e inequality to hold.
