^ SEERPII BROQWBfe 



ergo-S I = 110° 47' 32" = S XI 

 MS = 82° 48' 35" 



. SI— MS = MI= 27° 58' 57" = M XI 



Log. Sin. PS == 9,7182775 



Log. Tang. SP II = Log. Tang. 116° 13' 35" = 0,3074763 = Log. Tang. 63° 46' 25" 



Log. Tang. S II = Log. Tang. 133° 18' 8" = 0,0257538 == Log. Tang. 46° 41' 52" 

 S II = 133° i8' 8" = S X 

 MS = 82° 48' 35" 



S n — MS = 50° 29' 33" = M II = M X 



Log. Sin. PS = 9,7182775 



Log. Tang. SP lU = Log. Tang. 131° 13' 35" = O50573731 = Log. Tang. 48° 46' 25" 



Log. Tang. 8 111= Log. Tang. 149° 10' 55" = 9,77565015 = Log. Tang. 30° 49' 5" 

 S m = 149° 10' 55" = S IX 

 RIS = 82° 48' 35" 



s m — Ms = 66° 22' co" = M ni = M rx. 



Si vero magis placeat computatio ex siipplementis , adjungamus eara- exempli causa: 



M'S = 97° fi' 25" 

 M'L' = 53° 59' 57" 



SL' = 151° II' 22"" 



Angulus horarius M'PS = 93° 46' 25" = 6^ 15' 5", 7 post et ante mediam noctem» 

 Ab hoc angiilo continuo deducantur 15° ut coniputetur projectio linearum horariarum. 



1 : Sin. PS = Tang. SP XI : Tang. S XI 



Log. Sin. PS = 9,7182775 



Log.Tang.SPXI=Log.Tang. (.92° ^6' 25"— 15°^ = Log.Tang, 78°4<5'25" = 0,7022745 

 Log. Tang. S XI = Log. Tang. 6g° 12' 28" = 0,4205520 



WS 



