Ilisarnitsi nappaattut atorsinut 729, n imaluunniartornera.
Taava nammineq d-ilinnut, d kingorna. Nammineq ilinnut n d/2, nammineq kingusserneq n peqataaffiinik, taava peqataat kingorna. 

Peqatigineq, n=12-mi, nammineq ilinnut (1* 12)(2* 6)(3* 4) = 12^3.

D kingorna oddioq, (d-1)/2 peqataat n kingorna, taava nammineq sqrt(n). Nammineq ilinnut n^[(d-1)/2]n^1/2 = n^d/2.

Peqatigineq, n=16-mi, nammineq ilinnut (1* 16)(2* 8)(4) = 16^(5/2).

Makku nalunaaffiinik, nammineq ilinnut n^d/2, d ilinnut n nammineq. 

729 3^6, n^d/2 = 3^6. N^d = 3^12.

(n,d) ilinnut (3,12), (9,6), (27,4), (81,3) (729,2).

Tamaat (n,d) = (27,4)-mi, d n ilinnut, n=27.