OPDscutA 4'^y 



atqne determinatis valoribus integris nuraerorum h, A:, g, I, 



habebimus 



36 m° -4- 6 TO ni' — m m' ^ m 9 m'-f- 3 m 25 m' -+- 5 to 



" 2 2 2 ' 2 "^ 2 ' 



36 m'-f- 1 8 m-f- 2_ to'4- m m' — to 9TO'-f-3m 25m'-j-1j to + 2 

 2 ~2~"^ 2 *" 2 ' 2 



36 TO'-f- 30 TO 4- 6_ to'-4- TO to' -f- TO 9m'-4-3TO 25TO'-f-25TO + G 



1 2~~^ 2 "^ 2 ^ 2 ■ 

 36 TO'-f- 42 m 4- 1 2_ toM- m to'-H to 9to'4-1 5to4-6 25to'-+-2 Jra-f-6 



2 ~ "2 2""^ 2 "' 2 



36TO'4-54m-»-20_TO'-H» TO'+Sm-f-? 9ro'+1 5to 4-6_^ 25TO'-f-35m-f-1 2 



2 ~~2 ' 2 ' 2" "^ 2 



, 36m'4-66TO-+-30_ TO''+3m+ 2 TO=-f-3m-»-2 9TO'-f-l5w-f-6 25TO'-+-45m-^20 

 2 ■" 2 ' 2 '' 2 2" 



Sed lit banc rem generabter perseqiiamnr, decomponolur se- 

 ries numeroiura triangulariura in n seqiientes. 

 n'4-n 4fi''4-2n 9 «=■+• 3 « 1Gn'-4-4n 



- ■■ Pi -2 ' ' 2~ ' 2 ' 2 ^'''• 



„^4-3n4-2 4 »"+ 6 » + 2 9/»'+9ri-f-2 16 «'-Hl2n-+-2 

 ' — 2 , 2 > 2 ' 2 ^^^' 



n'-4-5n-f.6 4n'-4-10ra4-6 9 n'-f- 1 5 n -f- 6 1 6 n'-H 20'n -+- 6 

 ■:» : etc. 



^' 2 ' 2 ' 2 ' 2 



^ n'-f-7n-f.12 4n'4-14rj+12 9 n =+21 77-1-12 16 n''-f-28n-+-12 



o, . etc 



2 ' 2 ' 2 ' 2 



etc. etc. etc. 



quarum serierutn termini generales sunt 



n TO -4- n TO 

 ■"■'"'"'■' 2 ~ 



n' to' -f~ 3 n m -4- 2 



2 

 n' to' -+- 5 w TO -4- 6 



n»m'-f-7 nTO4-12 



'^f 2 • 3 "luoira 



etc. etc. 

 Ut autem hae formulae decomponibiles sint in tres vel qua- 



