History - Bellabunt adversum te
Nov 08, 2019 (gregofacsimil)
gabc
"(c4) BEl(f)l\u00e1(g)bunt(f') ad(f)v\u00e9r(g)sum(gh) te,(hg..) *(;) Et(f) non(gh) pr\u00e6(g_f)va(g)l\u00e9(g.)bunt.(f.) (::)\r\nGBel(f)l\u00f3(h)ri(h)a(h) Pa(ixhi)tri,(h'_) et1(g)bunt(f') Fad(f)v\u00ed9r(g)sum(gh)li(g)o te,(hg'_) (,..) e*(;) Et(gf) Spinon(gh) pr\u00ed6(h'g_f)tuva(g)i(f') Sancl\u00e9(g.)bunto.(ghf..) \r\n<sp>V/</sp>.(::) Qui(h)a(h) e(ixhi)go(h) te(gh)cum(g) sum,(g'_) (,) ut(g) l\u00ed(g')be(f)rem(g_h) te.(hg..) (::)\r\n*() Et(f) non(gh) pr\u00e6(g_f)va(g)l\u00e9(g.)bunt.(f.) \r\n <sp>V/</sp> (::)Gl\u00f3(h)ri(h)a(h) Pa(ixhi)tri,(h'_) et(g) F\u00ed(gh)li(g)o,(g'_) (,) et(g) Spi(g)r\u00ed(h')tu(g)i(f') Sanc(g)to.(gh..) (::)\r\nGl\u00f3(h)ri(h)a(h) Pa(ixhi)tri,(h'_) et(g) F\u00ed(gh)li(g)o,(g'_) (,) et(g) Spi(g)r\u00ed(h')tu(g)i(f') Sanc(g)to.(gh..) (::)"