r~r~ 
flO.'Ws 
Satz 
Polynomischer Satz 
303 
I Anzahl 
der Glieder 
147 50 
Anzahl 
der Glieder 
105 
21J 
525 50 
Polynomischer Satz 
Transport 
a 2 A 4 (c 2 + cP + e 2 4- f* + s 2 + A 2 ) 
a 2 c 4 (d 2 + e 2 + f 2 + # 2 + A 2 ) 
a*d*(e* + f*+ *» + **) 
a 2 e 4 (/"* + 5 2 + A 2 ) 
«Y 4 (3 2 + A 2 ) 
a 2 </ 4 A 2 
a 2 Ä 8 (c 3 + d 3 + e 3 +f 3 + J 3 + A 3 ) 
a 2 c 3 (d 3 + e 3 + I 3 + g i + A 3 ) 
a 2 d 3 (e 3 + f 3 + g 3 + A 3 ) 
a 2 e 3 tf 3 + <? 3 + A 3 ) 
a*f*(0* + A 3 ) 
a 2 </ 3 A 3 
a 2 A 2 (c 4 + d 4 + e 4 + p + 5 4 + A 4 ) 
a 2 c 2 (d 4 + e 4 + /' 4 + S 4 + A 4 ) 
a 2 d 2 (e 4 + Z -4 + <? 4 + A 4 ) 
a 2 e 2 (Z -4 + 5 4 + A 4 ) 
«Y 2 (ff 4 + A 4 ) 
a 2 g 2 A 4 
(a 2 A + aA 2 ) (c 5 +.. A 5 ) + (a 2 c -f ac 2 )(d 5 +.. A 5 ) + (a 2 d + ad 2 ) (e 5 +.. A 5 ) 
+ (a 2 e + ae 2 ) (Z' 5 +.<7 5 + A 5 ) + (a 2 /' + a/ -2 ) (g 5 + A 5 ) + (a 2 ^ + a<? 2 ) A 5 
aÄ (c 6 +.. A 6 ) + ac (d ß +.. A ß ) + ad(c ß +.. A ß ) + ae (f 6 + , 9 ß + A ß ) 
+ aA( 9 ß + A ß ) + a ? A ß 
IV. Diejenigen Glieder, welche aus vier E bestehen. 
Erklärung. Der erste Factor jedes Gliedes hat folgenden Character: 
(a 5 Ac+..aAc 5 ) = ß 5 Ac+a 4 A 2 e + a 4 6c 2 + a 3 A 3 c + a 3 A 2 c 2 + a 3 bc 3 
-f a 2 6 4 e + a 2 A 3 c 2 + a 2 A 2 c 3 + a 2 Ac 4 + ab b c + aA 4 c 2 + aA 3 c 3 
-j-aA 2 c 4 +aAc 5 beträgt 15 Glieder. 
(a 4 Ac + . .aAe 4 ) hat 10 Glieder. 
(a 3 Ac -f- aAc 3 ) hat 6 Glieder. 
(a 2 Ac+aAc 3 ) hat 3 Glieder. 
(ß 5 bc-\-.. abc b )(d'-\-e-\-f-f-g +A) + (a 0 Ad +.. abd b ){e-\-.. A) 
-f (a 5 Ae +.. aAe 5 )(f+0 + A) + (a 5 bf+.. abf b ) + A) 
-j-(a 5 6^ + "« ö Ap 5 ) A 
(ß 4 bc +.. aAc 4 ) (d 2 +.. A 2 ) + (a 4 Ad +.. a Ad 4 ) (e 2 +.. A 2 ) 
+(« 4 Ae +.. ßAe 4 ) (f*+g 2 +■ A 2 ) + (a 4 Af +.. abf*) (g 2 + A 2 ) 
+(ß 4 A<; + ..ßA 5 4 )A 2 
(a 3 Ac +.. aAc 3 ) (d 3 + A 3 ) + (a 3 Ad +.. ßAd 3 )(e 3 +.. A 3 ) 
+ (a 3 Ae +.. aAe 3 ) (ZH fl 3 + A 3 ) + (a 3 AZ^. • a AZ*) (s 3 +A 3 ) 
-i-(a 3 A^ + .. abg 3 )h 3 
(ß 2 Ac +.. ßAc2)(d 4 +.. A 4 ) +(a 2 Ad+.. aAd 2 ) (e 4 +.. A 4 ) 
+ (ß 2 Ae +.. aAe 2 ) (/ 4 + g x + A 4 ) + (a 2 AA+.. «Af 2 ) (j 4 + A 4 ) 
4 (a 2 A^ -j-.. abg*) A 4 
a Ac (d 5 +.. A 5 ) -f aAd(e 5 + . • A 5 )+abe (f 6 + + A 5 ) -\-abf(g b -\- A 5 ) 
+ abgh b 
(a 5 cd.. acd 5 ) (e +.. A) -f- (a° ce +. • ace b ) (f+ <7 + A) 
+ (a 5 cZ‘+..ac/^)(5f + A) + (a 5 c5i + ...ac5 5 )A 
(a*cd +..acd A )(e 2 + .. A 2 )+(a 4 ce + .. ace 4 ) (/^ + </ 2 + A 2 ) 
+ {a*cf -j-. • ac/ 4 ) (g* -f A 2 ) 4 (a*cg -p.. acg*) A 2 . . . • • . 
Latus 
t 1 
150 
1 3o 
100 
775 
i::>7 
° 0 Go