  We continue with the study of greedy-type bases in quasi-Banach spaces
started in [3]. In this paper, we study partially-greedy bases focusing our
attention in two main results:
  -Characterization of partially-greedy bases in quasi-Banach spaces in terms
of quasi-greediness and different conservative-like properties.
  -Given a $C$-partially-greedy basis in a quasi-Banach space, there exists a
"renorming" such that the basis is $1$-partially-greedy.
