tetrachord N26NOMPN autem CONJ s V51PRESACTIVEIND3P quinque NUM20XXXCARD prim N21ACCSM gravissi ADJ32NOMSNSUPER qu PRON10NOMSN graec N21VOCSM dic V31PRESPASSIVEIND3S hypat N28DATSN n V21PRESACTIVEIMP2S secund NUM12NOMSNORD median N22NOMSN qu PRON10NOMSN appell V11PRESPASSIVEIND3S  n V21PRESACTIVEIMP2S tertium ADVPOS coniunct N22NOMSN qu PRON10NOMSN synemmen N28DATSN n V21PRESACTIVEIMP2S dic V31PRESPASSIVEIND3S quart NUM20NOMSNORD disiunct ADJ11NOMSNPOS qu PRON10NOMSN diezeugmen N28DATSN n V21PRESACTIVEIMP2S nomin V11PRESPASSIVEIND3S quint NUM20NOMSNORD qu PRON10NOMSN es V73PRESACTIVEIND3S acutissi ADJ11NOMSNSUPER graec N21VOCSM hyperbolae N26DATSF n V21PRESACTIVEIMP2S dic V31PRESPASSIVEIND3S
Now the tetrachords are five: the first is the lowest which in Greek is called hypaton; the second is the middle which is called meson; the third which is joined to these is called synhemmenon; the fourth being separated is called diezeugmenon; the fifth which is the highest is called in Greek hyperbolaeon.
final_alignments\Vitruvius_Architecture_Book_5.json