History - Regem doctorum (simpl.)
May 25, 2023 (Rémi Roch)
do(f)ctó(fg~)rum(g) ==> do(f)ctó(fg)rum(g)
gabc
"(c4) Re(f)gem(f) do(f)ct\u00f3(fg~)rum(g) D\u00f3(gf)mi(g)num,*(gh..) (:)\r\nve(h)n\u00ed(gf)te,(gh) ad(ghGF____)o(fg)r\u00e9(g.)mus.(f.) (::)"