152 



Paul Haezer, Untersuchungen über einen 



=(9.44188)— (7. 27223)cosI -i-(6.55822)cos IT 



—(6.15719) cos III 

 — (4.73028)cos(II— I) — (5.47663)cos(III— I) 

 — (3.97774)cos(III— II), 



16 



2 = 4 ^1 



16 '^i 



2048 '^1 



4 '^1 128 '^1 



512 1 



Г=169°19'8 log (Ç ) = 7.11362 1= (a — ç)v-i-216°33'9 

 log ç = 7.11922 (<; —о") = 7.08476 II=- {а"—о)ѵ-^ 137 .25.4 



log(a-i-0 = 8.42172 (ç — a"0 = 7.11501 111 = {(y'"—ç)v 288 31.7 



log(S-f-itç') = 8.39981 (a"— G ) = 5.92177 



(a"— ff) = 4.62172 w 

 (a"- a") = 5.94300 



siu t cos (a— E) = (8.92381) ~ь (8.43925) cos 1 + (7.93906) cos 2 

 H- (7.18343) cos 3 (7.07842) cos 4, 



sin t sin ((7— E) = ~t- (8.43925) sin 1 н- (7.93906) sin 2 



H- (7.18343) sin 3 (7.07842) sin 4, 



1 = TO 128° 7'1 



2 = {х — Ѳ") V 



3 = (t — ö"') V 



4 = 



E = 338° 3'1 

 log T = 6.62468 

 log {Х—Ѳ") = 6.48515 

 (t— О = 6.62119 

 (t— ö'O = 6.61015 



(t ~ Ö^O 



327 50.2 

 43 32.4 

 156 57.C 



sm j = 

 l = 



Ç = sin 6 = 



sin t 



ѵ — ^^ідЦті2 ((1-ьт) г;-(7), 

 sin j sin ((1-i-x) г^— 0") , 



Я 1— 



І-ьр 



log а = 0.50768, 

 ajj = г cos & cos ?/i 



у cos Ъ sinL 



sin 6. 



