Useful english dictionary. 2012.
Garcinia — subelliptica, known as fukugi in Japan Scientific classification Kingdom … Wikipedia
Garcinia prainiana — Conservation status Least Concern (IUCN 2.3 … Wikipedia
Garcinia indica — Taxobox name = Garcinia indica image width = 240px image caption = Kokum fruits, seeds, pulp and rinds.jpg regnum = Plantae divisio = Magnoliophyta classis = Magnoliopsida ordo = Malpighiales familia = Clusiaceae subfamilia = Clusioideae tribus … Wikipedia
Garcinia madruno — charichuelo Scientific classification Kingdom: Plantae (unranked): A … Wikipedia
Garcinia — noun evergreen trees and shrubs: mangosteens • Syn: ↑genus Garcinia • Hypernyms: ↑dilleniid dicot genus • Member Holonyms: ↑Guttiferae, ↑family Guttiferae, ↑Clusiaceae, ↑ … Useful english dictionary
Garcinia livingstonei — Taxobox name = Garcinia livingstonei image width = 280px image caption = regnum = Plantae divisio = Magnoliophyta classis = Magnoliopsida ordo = Malpighiales familia = Clusiaceae genus = Garcinia species = G. livingstonei binomial = Garcinia… … Wikipedia
Garcinia dulcis — For a garment, see Mundu. For the ethnic group in Sudan, see Mundu people. Mundu Scientific classification Kingdom: Plantae (unranked): Angiosperms … Wikipedia
Garcinia acutifolia — Taxobox status = VU | status system = IUCN2.3 regnum = Plantae divisio = Magnoliophyta classis = Magnoliopsida ordo = Theales familia = Clusiaceae genus = Garcinia species = G. acutifolia binomial = Garcinia acutifolia binomial authority = Robson … Wikipedia
Garcinia afzelii — Taxobox status = VU | status system = IUCN2.3 regnum = Plantae divisio = Magnoliophyta classis = Magnoliopsida ordo = Theales familia = Clusiaceae genus = Garcinia species = G. afzelii binomial = Garcinia afzelii binomial authority = Engl.… … Wikipedia
Garcinia bifasciculata — Taxobox status = EN | status system = IUCN2.3 regnum = Plantae divisio = Magnoliophyta classis = Magnoliopsida ordo = Theales familia = Clusiaceae genus = Garcinia species = G. bifasciculata binomial = Garcinia bifasciculata binomial authority =… … Wikipedia
