Rector potens (In Adventu)

"(f3)REc(ef)tor(f) pot(fg)ens,(e) ve(f!gwh)rax(hg) De(fg)us,(g'_) (,)\r\nQui(i) t\u00e9m(ih)pe(g)ras(hg) re(f)rum(gf) vi(ef)ces,(f.) (;)\r\nSplen(fg)d\u00f3(e)re(fi) ma(h)ne(hg) \u00edn(fg)stru(fe)is(e'_) (,)\r\nEt(e) \u00ed(f')gni(g)bus(hg) me(f)r\u00ed(gf)di(ef)em.(f.) (::)\r\n\r\n2. Ex(ef)st\u00edn(f)gue(fg) flam(e)mas(f!gwh) l\u00ed(hg)ti(fg)um,(g'_) (,)\r\nAu(i)fer(ih) ca(g)l\u00f3(hg)rem(f) n\u00f3(gf)xi(ef)um,(f.) (;)\r\nCon(fg)fer(e) sa(fi)l\u00fa(h)tem(hg) c\u00f3r(fg)po(fe)rum,(e'_) (,)\r\nVe(e)r\u00e1m(f')que(g) pa(hg)cem(f) c\u00f3r(gf)di(ef)um.(f.) (::)\r\n\r\n3. Pr\u00e6(ef)sta,(f) Pa(fg)ter(e) pi(f!gwh)\u00eds(hg)si(fg)me,(g'_) (,)\r\nPa(i)tr\u00ed(ih)que(g) com(hg)par(f) U(gf)ni(ef)ce,(f.) (;)\r\nCum(fg) Sp\u00ed(e)ri(fi)tu(h) Pa(hg)r\u00e1(fg)cli(fe)to(e'_) (,)\r\nRe(e)gnans(f') per(g) om(hg)ne(f) s\u01fd(gf)cu(ef)lum.(f.) (::)\r\nA(fgf)men.(ef..) (::)"