Rector potens (In Tempore Ascensionis)

"(c4)REc(g)tor(h') pot(g)ens,(h) ve(i)rax(j') De(h)us,(i') (,)\r\nQui(i) t\u00e9m(i')pe(j)ras(h) re(g)rum(h') vi(j)ces,(i!jwk/JI.) (;)\r\nSplen(h)d\u00f3(i')re(j) ma(k)ne(i) \u00edn(j')stru(j)is(i') (,)\r\nEt(h) \u00ed(i')gni(j)bus(i) me(h)r\u00ed(i')di(h)em,(g.) (::)\r\n\r\n2. Ex(g)st\u00edn(h')gue(g) flam(h)mas(i) l\u00ed(j')ti(h)um,(i') (,)\r\nAu(i)fer(i') ca(j)l\u00f3(h)rem(g) n\u00f3(h')xi(j)um,(i!jwk/JI.) (;)\r\nCon(h)fer(i') sa(j)l\u00fa(k)tem(i) c\u00f3r(j')po(j)rum,(i') (,)\r\nVe(h)r\u00e1m(i')que(j) pa(i)cem(h) c\u00f3r(i')di(h)um.(g.) (::)\r\n\r\n3. Gl\u00f3(g)ri(h')a(g) ti(h)bi(i) D\u00f3(j')mi(h)ne,(i') (,)\r\nQui(i) scan(i')dis(j) su(h)per(g) s\u00ed(h')de(j)ra(i!jwk/JI.) (;)\r\nCum(h) Pa(i')tr<i>e</i>() et(j) Sanc(k)to(i) Sp\u00ed(j')ri(j)tu,(i') (,)\r\nIn(h) sem(i')pi(j)t\u00e9r(i)na(h) s\u01fd(i')cu(h)la.(g.) (::)\r\nA(ghg)men.(fg..) (::)"