Peccatricem qui solvisti

"(c4)Pec(f)ca(e)tr\u00ed(f)cem(d') qui(e) sol(c)v\u00eds(d)ti(d.) (;)\r\net(f) la(fg)tr\u00f3(fe)nem(dc) ex(e)au(f)d\u00eds(e)ti,(d.) (;)\r\nmi(a)hi(cd) quo(d)que(dc) spem(e) de(f)d\u00eds(e)ti.(d.) (::)\r\n\r\n2. Pre(f)ces(e) me(f)\u00e6(d') non(e) sunt(c) di(d)gn\u00e6,(d.) (;)\r\nsed(f) tu,(fg) bo(fe)nus,(dc) fac(e) be(f)n\u00ed(e)gne(d.) (;)\r\nne(a) per(cd)\u00e9n(d)ni(dc) cre(e)mer(f) i(e)gne.(d.) (::)\r\n3. In(h)ter(j) o(j)ves(igh) lo(hvGF)cum(g) pr\u00e6(h)sta(h.d.) (;)\r\net(f) ab(e) h\u00e6(f)dis(d') me(e) se(c)qu\u00e9s(d)tra,(d.) (;)\r\nst\u00e1(f)tu(gh)ens(hvGF) in(evDC) par(e)te(f) dex(e)tra.(d.) (::)\r\n\r\n4. Con(h)fu(j)t\u00e1(j)tis(igh) ma(hvGF)le(g)d\u00edc(h)tis,(h.d.) (;)\r\nflam(f)mis(e) \u00e1(f)cri(d')bus(e) ad(c)d\u00edc(d)tis,(d.) (;)\r\nvo(f)ca(gh) me(hvGF) cum(evDC) be(e)ne(f)d\u00edc(e)tis.(d.) (::)\r\n5. O(h)ro(gf) sup(g)plex(hd) et(dc) ac(a)cl\u00ed(cd)nis,(d.) (;)\r\ncor(fe) con(d)tr\u00ed(c)tum(a) qua(c)si(d) ci(f)nis,(ecd) (;)\r\nge(h)re(f) cu(g)ram(d') me(c)i(d) fi(f)nis.(ecd.) (::)\r\n6. La(d)cri(h)m\u00f3(ixhi)sa(h') di(g)es(fe) il(g)la,(h.) (;)\r\nqua(f) re(e)s\u00far(g)get(h.) ex(dfEDC) fa(f)v\u00edl(e)la(d.) (::)\r\n7. Iu(h)di(j)c\u00e1n(k)dus(jvIH) ho(hvGF)mo(g) re(h)us:(h.d.) (;)\r\nhu(f)ic(e) er(g)go(h.) par(dfEDC)ce,(f) De(e)us.(d.) (::)\r\nA(cefvED)men.(c.d.) (::)\r\n"