Ab hac familia

"(c4)Ab(d) hac(f) fa(f)m\u00ed(g)li(g)a(f_) tu(g) pro(h)p\u00ed(d)ti(f)a.(f.) (::) A(d)ve(f) Ma(g)r\u00ed(g)a(f_) ple(g)na(h) gr\u00e1(d)ti(f)\u00e6.(f.) \r\n2.(::) Ma(d)ter(f) e(f)x\u00ed(g)mi(g)a(f_) de(g)le(h) v\u00ed(d)ti(f)a.(f.) (::) A(d)ve(f) Ma(g)r\u00ed(g)a(f_) ple(g)na(h) gr\u00e1(d)ti(f)\u00e6.(f.) \r\n3.(::) Fer(f) re(h)m\u00e9(j)di(j)a(ixi_) re(g)is(f) in(g) vi(h)a.(h.) (::) A(f)ve(h) Ma(j)r\u00ed(j)a(ixi_) ple(g)na(f) gr\u00e1(g)ti(h)\u00e6.(h.) \r\n4.(::) Dans(h) in(j) p\u00e1(k)tri(k)a(j_) vi(k)t\u00e6(l) g\u00e1u(h)di(j)a.(j.) (::) A(h)ve(j) Ma(k)r\u00ed(k)a(j_) ple(k)na(l) gr\u00e1(h)ti(j)\u00e6.(j.) \r\n5.(::) Pro(f) qui(h)bus(h) d\u00fal(j)ci(j)a(ixi_) tu(g) pr\u00e6(f)c\u00f3(g)ni(h)a.(h.) (::) A(f)ve(h) Ma(j)r\u00ed(j)a(ixi_) ple(g)na(f) gr\u00e1(g)ti(h)\u00e6.(h.) \r\n6.(::) Lau(h)des(j) cum(j) gr\u00e1(k)ti(k)a(j_) s\u00fa(k)sci(l)pe(h) pi(j)a.(j.) (::) Vir(ixji)go(h) Ma(g)r\u00ed(g.)a.(f.) (::)"