108 
Aus dem Archiv der Deutschen Seewarte. 
192-4, Heft 1. 
Tabelle 30. Berechnung der llilfsgrößen /, bis / 20 für die paarigen Tiden. 
Reihenfolge der Rechnung j 
Paarige Tiden x x, y 
O co 
li n 
; x 
Reihenfolge der Rechnung 1 
Paarige Tiden x^y 
x = O, 
y — SO, 
14 ] aus [31 
l 
1.05696 
138,] ans [8] 
cos (23 r -f- <fx) 
9.7IG81n 
[5] „ Tabelle 25 
12 r 
12.68357 
[35] = [30] + [32 | 
m -cosect 
0.42699 n 
[6] = 2-[5] 
24x 
25.36714 
[38g] aus [8] 
sin (23 z 4~ <jPx) 
9.93343 
m = ifl] - te 
23 r 
24.31018 
[39,] aus [12] 
cos(23iy + tpx) 
9.43819 h 
[1,] nach (435) 
fx 
96.60863 
[36] = [30] + [33] 
io • cosec iy 
9.25105 n 
-TT 
I39J aus 1121 
2 
sin (23 iv ->r (p\) 
9.98302 
18] = [7] + (bi 
231 -f <px 
120.91881 
o 
(40) = [37,] -f [34] 
f— 24 
9.16729 
|2] aus Tabelle 25 
13.94304 
[3] „ 25 
ty 
16.05696 
[43] aus [42] 
d 
23.8530 
|421 „ |401 
f 
24.1470 
[9] aus Tabelle 28 
23 tx 
320.68982 
[Ij] wie [l t ] 
gPx 
96.60863 
(41) = [39,] + [36] 
n — 24 
8.68924 
[10] ans Tabelle 2S 
23 i y 
9.31018 
[44] aus [41] 
n 
24.0489 
m-w—m 
23 ix — <px 
224.08119 
[45] „ [44] 
p 
23.9511 
[12] = [>,] -f- [10] 
23 iy 4~ (px 
105.91881 
[46] aus (146) 
a, ss« a„ 
1.38021 
[131 = 0.5 - [21 
0.5 ix 
1997152 
[47] = [24,] + [22,] 
b, 
0.23137 n 
[14] — 0.5 • [3] 
0.5 iy 
8.02848 
[48] = [26,] + [22,] 
K 
9.90336 
[49] — [22,] + |24„] 
c, 
9 78424 
[15] =0.5- [91 
11.5 i% 
160.34491 
[50] = [22 3 ] + (26.: 
C„ 
0.21012 
M wie [*») 
(px 
96.60863 
[51] aus [43] 
d 
1.37754 
[16] =0.5-[10) 
11.5 iy 
184.65509 
[52] = [34] + [37.,] 
e 
9.15336 
|53] aus [42] 
f 
1.38287 
[17]-{15]-[y 
11.5 ix — fx 
63.73628 
[54] [25,1 + [23,] 
0.19504 
[18] - [1,] + [16] 
11.5 iy -(- 9Px 
281.26372 
[551 = [27,] + [23,] 
a» 
9,48724 n 
[20] aus [13] 
-F cosec 0.5 ix 
0.91587 
j [56] = [2SjJ 4* [25 2 ) 
h, 
9.10580 
[19] „ [5] 
sin 121 
9.34157 
157] = №s\ -r l^7J 
h„ 
0.18803 
[211 „ [14] 
db cosec 0.5 ty 
0.85491 n 
[58] • [38,] + [35] 
j 
0.13780 
159] «= [351 + [38,] 
k 
0.36042n 
[24,] aus [15] 
cos ll.Siz 
9.97393U 
[60] ans [44] 
n 
1.38110 
[22. | = [201 + [19] 
T sin 12 t • cosec 0.5 ix 
0.25744 
[61] = [36] + [30,1 
0 
9.23407 n 
[24,] aus [15] 
siti 1 1 lì iy 
9.52680 
[62] aus [45] 
p 
1.37933 
[25,] aus [16] 
cos 11.5 ty 
9.99856 n 
[65] = [63] — [64] 
à 
4.86652 n 
[23,] = [19] + [21] 
j ; sin 12 v • cosec 0.5 ty 
0.19648 n 
[25,] aus [16] 
sin 11.5iy 
8.90932 n 
[63] 
a„ ■ d ■ n ■ p 
5.51818 
[66 aus |65| 
9,99999 
[26], aus [17] 
cos (11.5 ix— yxi 
9.64592 
¡64] 
0.65166 n 
¡'22.1 - 22,1 
0 25744 
26,] aus [17] 
sin (11.5 ix — 5px) 
9.95268 
[68] = [53]' 
f 
1,38287 
[67] = [63] + (66] 
(1) 
5.5181, 
[27,] aus [18] 
cos (11.5 iy + 9px) 
9.29076 
[69] = [46] 
a, 
1.38021 
(23.1 » 123,1 
*4- sin 12 t * cosec 0.5 iv 
0.19648n 
[27J aus [18] 
sin (11.5 iy -f <fx) 
9.99155n 
(70) = [68] + [67] 
i) 
6.90104 
[28] aus [61 
9.63186 
[71] = [67] + [69] 
a,-(l) 
6.89838 
[29] [1] 
COS (px 
9.06103 n 
[164] = [70] - [ 163) 
fi = f(l) : » 
98.61981 
[30] = [28] + [29] 
sin 24 x ■ cos tfx = 
8.ì'9289n 
[165] = [71] — [163] 
f, = a, ■ (1) : 3( 
98.61715 
[31] aus [2] 
cosec ix 
0.61806 
[72] = 169) + [70] 
% = a,- f- (1) 
8,28125 
[32] „ [4] 
cosec t 
1.73410 
1.33] „ [3] 
cosec i y 
0.55816 
[75] = [73] — [74] 
4 
4.78161h 
[37,] aus [11] 
cos (23 ix — <fx) 
9.85634 t) 
[731 
a,-d-f-p 
5.51995 
[34] - [30] + [31] 
<0 * cosec ix 
9.31095» 
[76] aus [75] 
9.99999 
¡37j] aus [11] 
sin (23 i% — *px) 
9.8424111 
[74] 
— b,* ■ p 
0.73834n