  Charney and Morris-Wright showed acylindrical hyperbolicity of Artin groups
of infinite type associated with graphs that are not joins, by studying
clique-cube complexes and actions on them. In this paper, by developing their
study and formulating some additional discussion, we demonstrate that
acylindrical hyperbolicity holds for more general Artin groups. Indeed, we are
able to treat Artin groups of infinite type associated with graphs that are not
cones.
