218 



Tafel XLVI. 



Th 



diu 



dt 



. V. Oppolzer, 

 (Fortsetzung). 



(i+J)' 



vXLIV.XLV+XLII. 



Nr. 



938 -2ilf»+3i>f»+2n+W 



939 -itf»+3Af»+2n+to 



940 -3Jtf»+4M;+2n+u 



941 -2M«+4M;+2n+M 



942 -iif»4-4if;+2n+w 



943 -2jlf»+5Jlf»+2n+C0 



944 Jkf? +211+300 



945 -*/°+2jW; + 2ri+3(o 



946 



947 



948 



949 

 950 

 951 

 952 

 953 

 954 



955 



2Jif;+2n+3u 

 3Jtf;+2n+3M 



-4il/»+3Jlf;+3n+(o 

 -3il/°+3-MJ+3n+co 



-3Jl/°+4M;+3n+w 

 -ilf?-II -2 



-M" 



-n -2 



Coefficient 



i2I 21 



369 10»^ (!+■>, )^ -F 

 32 *'f a '^ (1+7)"- (!+/) = 

 _63 £» (1+7.)^ F 

 8 *^' « "■ (1+7)= (1+/)» 



Der Coefficient vou 



sin(+3itf»+2ri+w) 

 wird Null. 



(1+71)' 



i*' 



,153 , z^ 



"^ 8 **' a "■ (1+7)= (!+/) = 



4 ^' a "■ (1+7)= (i+/) = 



_i53 . £^ (i+7i)' J^ 

 8 **• a '■ (1+7)-^ (i+J)-= 



845 ^ 2^ (1+7.)' F 

 32 ''^ a "■ (1+7)^ (i+J) = 



,3 z" (1+7.)' 



H e, — r» -7 — ; — — F + 



2 ■ « (1+7) 



3 £;^ . (1+7,)' F 

 "^ 4 ^' a '^ (1+7)^ (1+-^) = 

 I 3 ^^"^, (1+7,)' F 

 4 *" « ^ (i+7J' (1+-^)' 



(1+7.)' 



(i+r) 



F- 



_lf! . ('+v.)' F 



2 a'' (1+7)= (1+/)' 



1 £! , ('+7.)' -F 

 ■ 4 '^ a "' (1+7)' i-^+iy 



21 2° (r+7,)' 

 — e, — r' -7— ; — —F- 



(1+7) 



21 

 -7*' 



('+7.) 



15 ^'' 

 4 ' a 



a (1+7)= (!+/) = 

 .. (1+7,)' J" 



2 "■ a '■'^ (1+7)« (!+/) = 



, '5^" .„ (1+7.)* ^ 



H rp- -; — ^ — r:--, — — r 



45 z^ ^ (1+7,)* i^ 

 " 4 '' n ''^' (1+7)= (i+-f) 

 75 

 4 



9^ 

 4 



Li ., ('+v.)' F 

 a '■P" (1+7)^ (1+/) 



" (1+7,)' „ , 



« (1+7) 

 9 z» (1+7,)' J" 

 S^' a° (1+7)- (1+-?)-^ 



3 ^^ (1+7,)' 

 -~ e — t! 



8 " a " (i+7i= (1+7)"- 



Nr. 



956 



957 

 958 



959 

 960 

 g6i 

 962 

 963 

 964 



9S5 

 966 



967 

 968 



969 

 970 

 971 

 972 

 973 



-n -2 



i¥« -n -2 

 M\-x\. -2 



-2J/» +M;+n -2 



-iMo+iWl+n -2 



-2iif»+2Ji!f;+n -2 



-j/''+2jV;+ii -2 



-2ji/»+3jifj+n -2 



-3M;-n +2 



-3/'-2i/;'-n +2 

 -2.y';-n +2 



Mo-zM^-W +2 

 --i/;-n +2 



-2M» -M\+n +2 

 -3*/° +n +2 

 -2iV» +n +2 

 -i\f» +n +2 

 -2itf" +.1/J+11 +2 



Coefficient 



3z0 (1+7,)' 



+ 17 -; — ; — ^ F + 



2 a (1+7) 



3^£» (1+7,)' F 

 "^40'^ (1+7)- (1+/)' 



3 z' {i+-i,y F 

 -^ e — a 



8" a " (1+7)= (i+iy- 

 , 9 z- (1+7.)' ^ 

 4 ' « (1+7) 



9 z' (1+7,)' ii' 

 + "^ «< — "■ 



a"' a " (1+7)= (i+J) = 



+ 1, ^ ('+v.) 



8 '"' rt ' (i+7)= (1+/) 



-.0 



('+7,)' 



9 z^ 



8^ a" (i+7)= (1+/)' 



3 z« (1+7,)» F 



- (7 ■ 



4 (1+7)= (i+i")' 



9 z« (1+7,)" F 

 + — e — a 



8a" (1+7)-- (!+/) = 

 21 z" (1+7,)' F 



21 C» (1+7.)' „ 



■ — e. — 7 -; — : — : — F 

 4 



« ■ (1+7) 

 21 z" (1+7,)' 



-y. 



a 



3 0° (1+7.) 



- (7 



(1+7)-- (i+/) = 



8 f« (1+7)= (!+/)•• 



3 z» (1+7.)' ^ 

 2 a (1+7) 



3 z" (1+7,)' i^ 



— - g — (j 



4 « (1+7)' (I+/J' 

 (1+7,)» F 



8a° (1+7)= (1+/)' 



3 z' 

 -\ — e, — 



4 ' a 



(1+7. J' 

 ' (1+7) 



F + 



3 ^" (1+7.)' -i'^ 

 + — e. — (7 



+ 



8 *' a "^ (1+7)= {i+lr 

 9 2" (!+•/.)' F 



8 



^ (1+7.)' 



a ' (1+7)'- (!+•?) = 



9 z' (1+7,)» 

 + — e — 7 



8 "^ a ' (1+7)= (i+iy- 

 3 z" (1+7.)' F 



4 «■ (1+7)' (i+i')°- 



9 ^» (1+7,)' F 

 e ' 



8 ^ a ' (1+7)» (i+I)' 



, 9 



8 ,+ — e 



(1+7.)' 



F 



8 '-' a ° (1+7)« {i+iy- 



Znsammensetznng : 938 : 6, 366. 7, 365 ; 939 ; 7, 366 ; 940 : 6, 369. 7, 368 ; 941 : 7> 3^9 ; 942 ; 7. 370 ; 943 ; 7. 37i ; 944 ■ (^4°) 7> 372 ; 945 ■ ^: 374- 7, 373 ; 

 946; (641) 7, 374; 947:7,375; 948 : (642) 7, 376 ; 949:7,377; 950:6,379.7,3781 951:7,3791 952:7,380; 953:7,381; 954 : (643) 7, 39" ; 955 = ^> 389. 7, 

 390; 9.S6: (644) 7, 389; 957:7,388; 958: (645) 7, 387; 959:7,386; 900:6,384.7,385; 901:7.384; 902:7.383; 963:7,382; 964 ; (646) 7, 382 ; 905:«. 

 384-7,383; 966 : (647) 7, 384 ; 967:7,385; 968 : (648) 7, 386 ; 969:7,387; 970:6,389.7,388; 971:7.389; 972: 7.39°: 973 : 7, 39'- (Die Zahl vor dem 

 Komrn.i bezieht sich auf Taf. XLIV, die nach dem Komma auf Taf. XLV, die Zahl iu Klammern auf Taf. XLII.l 



