Polynomischer Satz. 
302 
Polynomischer Satz. 
< 
i 
Anzahl 
der Glieder 
Transport 
147 
(a 5 A +.. ab 3 ) (c 2 + • • A 2 ) + (a 5 c +.. ae 5 ) (d 2 +.. A 2 ) 
+ (a 5 d+. .ad 5 ) (e 2 + .. A 2 ) + (a 5 e-p. . ae 5 ) (f 1 -f g 3 +A 2 ) 
+ (,a 5 f+..af b )(g 3 -\-h 2 )+(a b g+..ag 5 ) A 2 . . . . 
a 4 b 3 (c -p d + e + f + g -p h) 
a 4 c 3 (d + e + f + g -p A) 
a*d 3 (e + / + g + A) 
a 4 e 3 (Z + + A) 
«Y 3 (i/ + A) 
a 4 g 3 h 
a 4 ô 2 (c 2 + d 2 + e 2 + Z 2 + d 2 + A 2 ) 
a 4 c 2 (d 2 + e 2 + f 2 + </ 2 + A 2 ) 
« 4 d 2 (e 2 + Z 2 + </ + A 2 ) 
a 4 e 2 (Z 2 + </ 2 + A 2 ) 
a 4 / 2 (d 2 + A 2 ) 
a 4 </ 2 A 2 
a 3 A 4 (c + d + e + f -p g A) 
a 3 c 4 (d + e -p f + g -p A) 
a 3 d 4 (e + f + g + A) 
« 3 e 4 (/■+.</ + A) 
«*/ 4 (ff + A) 
a 3 g 4 A ‘ 
a 3 A 3 (c 2 + d 2 + e 2 + Z 2 + </ 2 + A 2 ) 
a 3 c 3 (d 2 + e 2 + f 2 + <y 2 + A 2 ) 
a 3 d 3 (e 2 + Z 2 + .d 2 +A 2 ) 
a 3 e 3 (Z 2 + p 2 + A 2 ) 
a 3 / 3 (g 2 -p A 2 ) 
a 3 p 3 A 2 
a 3 A 2 (c 3 + d 3 -f e 3 + Z 3 + g 3 + A 3 ) 
a 3 c 2 (d 3 + e 3 + Z 3 + d 3 + A 3 ) 
a 3 d 2 (e 3 + Z 3 + d 3 + A 3 ) 
a 3 e 2 (Z 3 + </ 3 + A 3 ) 
a 3 Z 2 (d 3 +A 3 ) 
«VA 3 
(a 4 6 +.. ab 4 ) (c 3 -p•. A 3 ) + (« 4 c +. .ac 4 )(d 3 -p. .A 3 ) 
+ (a 4 d -p.. ad 4 ) (e 3 +.. A 3 ) + (a 4 e +.. ae 4 )(f 3 + g 3 + A 3 ) 
+(a i fJ r ..af 4 )(g 3 + h 3 ) + (a i g + ..ag i )h 3 . . . . 
(a 3 b + a 3 A 2 + ab 3 )(c 4 +.. A 4 ) + (a 3 e +.. ac 3 ) (d 4 -f.. A 4 ) 
+ (a 3 d+.. «d 3 ) (e 4 +.. A 4 ) + (a 3 e +.. ae 3 ) (f 4 + </ 4 + A 4 ) 
-P (a 3 Z+ a 2 Z 2 + aZ 3 ) (g 4 + A 4 ) + (a 3 y + aV + a</ 3 ) A 4 . 
a 2 A 5 (c + d + e + Z+ .d + A) 
a 2 c 5 (d + e + Z+ d + A) 
a 2 d 5 (e + Z + d + A) 
a 2 e 5 (Z + d + A) 
a 2 Z 5 (d + A) 
a 2 j s A 
105 
21 
21 
21 
21 
84 
63 
Latus 
21 
525 
50 
50