45G 



Aloysii Casinelli 



G « -f. 1 .^ 



(C/j, 2) = (12«4.1) — ^M'N' 



( G M -I- 4 ) . . . G H 

 (6h, 5) = (12»-M)^ — T^ ^ — M'N' 



(n«-l-7)...(G« — 1) 

 (6«,8) = (12n4-1)^ ^^ ^^ .^M'N^ 



^ rG«-f-10)...(G« — 2^ 

 (G/»,11) = (12» + 1) ^ 2.. .14 '^^™' 



(*) 



elc. 



etc. 



etc. 



y 



(9/z,3) = (12« + i:-^ ^"^--ZL^WW \ 



,,(9«-l-5) 9rt 



(9«,G) = (12«4-1)^ 2~^ ^'^* 



(9« + 8)...(9« — 1) Wc) 

 (9„,9) = (12» + 1)^ ^TTfl ^^''^^ 



(9/1, 1 2) = ( 1 2 « -t- 1 y ^ ' \^ -^M^N' 



elc. 



etc. 



etc. 



/ 



Erit uulem 



P = 0,P, = 0,P, = 0... 

 P.= 0, P, = 0, P« = 0... 

 P3=0, P. = 0, P, = 0,.... P =0 



P =0 



3n-2 

 P =0 



6n— 1 



9n 



et aequalio quaesita carebit potentiis incognitae quarum ex- 



ponenles essent 



12 K, 12 K — 3, 12 n — G, 9/1-4-3 



12«~1,12/i — 4, 12 k — 7, Gn-4-2 



12« — 2,12w — 5,12w — 8; 3n + 1 



erit igitur ejus forma 



