o —= 23 Grad. 
— I 
log Cos z . log Sin z , 
Diff. ||jog sec ® Diff. log ıg »| Pift. 
9.627851, 
9.062820) 32 
log sin 
9.59188 (1)3597.4 
13 059218] & (aan 
0.69154 
0.69121 
Di, 
0 
: 35 
D 1 |939247| 29 |(13608.1 9.62855| 33. |10.69089 
3 10.1796: 14 199977) 30 ((1)5613.5 9,62890 36 0.69.57 
4 10.17977 13. 119.99307 99 (1)5618.9 9.629236 35 0.069025 
5 017990 | 13 11059336] 23 |118684.3 9.02961| 33. [10.6899 
7 lo.ıs018 | 14 19.59396| 39 |(1)3635.0 9.063031) 22 |10.08928 
8 lo.1soag |! 11 19394125] 39 |(3640.4 9.63066| 33 |10.68895 
9 [0.18045 14 9,59455 99 3645.8 9.63101 3 4 0.608364 
10 \0.18059 4 9.59484 30 3651.2 9.63135 35 0.683832 
11 |0.18073 4 959514 29 3650.6 9.63170 35 0.63799 
(1) 
(1) 
0.18073_ ‚33514 (1) 
12 [0.18087 ı3 [9993543] 39 (1)3662, 9.693205 35 
13 [0.18100 9.359573 (1)3667.9 9.603240] : 0.683735 
14 29 (): 
(1) 
(1) 
(1) 
9.63275| 32 110.68703 
0.68767 
14 [0.18114 14 9.359602 2) 
51 10.18021 9.60675 
52 jo.ıscas | 14 19.607041 2% 
() 9.064558 0.67533 
r 9 EHY29 28 (1) Do 
53 |0.18652 | 13 10.00732| 28 |K1)a887.7 
(1) 
(1) 
(1) 
9.64586| 27 10.675082 
9.64620| 34 110.07470 
9.64654 0.067439 
9.64688| 31 |10.67408 
964722| 33 |10.67377 
54 |0.18665 14 9.60761 98 
55 10.18679 14 9.60789 59 
= 
m 
. 
5.4 
5.3 
5.4 
5.4 
5.4 
5.3 
5.4 
5.4 
5.4 
5.4 
5.4 
45 
5.4 
5.4 
Fr Ver per 4 >> 
15 [0.181288 | 7, |9.59632 5 3678.3 { 4. 9.63310 = 0.68671 
16 |0.18142 | 12 11959661] 55 3083,7| '5 [9.63345| 34 |10.68639 
17 [0.18155_| 74 |9.59690| 50 3689.2| 24 |19.63379| 35 110.68607 
18 |0.18169 | 4 19.59720| 99 1136946] „» 19.638414] .-. 10.68575 
19 |0.18183 | 14 |9.59749| 55 |113700.1| 2") |19.63449 32 0.68543 
20 |0.18197 | 3 19,59778| 3) 137055] 55 19.035484] 35 10.6851 
21 [0.18210 | 4 19.59808| 99 1(W3711.0| „, |19.63519 34  |0.68480 
22 \0.182%4 | 4 |19.59837| 5, |(W3716.4) ©°- 19.635538] 3, |10.68448 
23 [0.1898 | 14 19.598661 55 |W37219| 23 19.635838] 33 [10.68416 
24 [0.18252 | 13 19.59895| 59 |13727.3 25 ,9.63623| 3, |10.68381 
25 [0.1865 | 14 1959924] 55 11137328] 23 |19.63657| 35 10.68352 
26 [0.1899 | 4 1959954) 59 11137383] 2:3 |19.63692 34 |10.68321 
27 0.182953 | 14 1959983] 59 137438] „", 19.637286) „, 110.66289 
28 [0.18307 | 13 19.0012] 5, (3742| 25 |19.63761 33 10.68257 
29 [0.1830 | 74 1960041) 5, |(03754.7| 22 |19.63796) 34 10.8225 
ı 30 [0.183354 | 74 |19.60070| 5. 1113760.2] „» [9.638830] 2, |I0.68194 
31 |0.18348 | 14 119.60099| 59 1(1)3765.7| 2-3 |19.63865| 34 10.68162 
32 |0.18362 | 14 19.060128] 59 (03771.2 25 9.63899| 35 110.68130 
33 |0.18376 | j3 19.60157| og 11)8776.7| „, 19.638934) 2, 10.6809 
34 |0.18389 | 14 |19.60186| 59 1(13782.2| => 119.63968) 3. |I0.68067 
35 [0.184038 | 4 19.602151 59 1W378%.7| 2 |9.64003) 3, 10.68035 
36 |0.18417 | 74 19.60244| 99 113793.3| „'. |19.64037| 2, |10.68004 
37 |0.18431 | 13 ,9.60273| 59 1(13798.8|. >> 19.,64072| 34 10.67972 
38 10.1844 | 74 19.60302| 54 1(13804.3 x 9.64106| 3, |10.67941 
39 |0.18458 | 74 [|9.60331| 93 1(13809.8 3 9.64140| =  110.67909 
40 |0.18472 | 14 |9.60359| 59 |13815.4| > |19.64175 34 0.67878 
41 [0.184866 | 14 19.60388| 59 |M3820.9| >> 19.64209] 3, 10.607846 
42 \0.18500 | 3 ,9.60417| og 1113826. > 9.64243) 3, 110.67815 
43 |0.18513 | 4 |19.60446| 55 1113832.01 2 119.64278 34 |10.67784 
4 |0.18527_| 74 ,9.60474| 59 |(13837.6 $ 9.64312| 3, |0.67752 
45 [0.185411 | 74 |/9.60503| 09 1M3843.11 „, 19.64346| 2, 10.07721 
46 |0.18555 | 14 19.605321 55 I3848.71 2 19.643811 34 110.67689 
47 [0.18569 | 13 1960561) 55 038542) 3, [9.644115] 3, |10.67658 
48 |0.18582 | 74 |19.60589| ou [11385981 „. |19.64449| >, |0.67627 
49 |0.18596 | 14 9.606181 58 1(13865.4| 25 [19.644831 3, 10.67595 
50 |0.18610 | 74 19.606461 5 |1W3871.01 22 |9.64517| 32 10.67564 
5.6 2 
5.6 
5.6 
In 
5, 
5, 
5. 
ıı 0.28 0 Re ae | 
57 \0.18707 | 14 19.008461 59 |iM3910.11 ;’. 119.64756 >, 0.7346 
58 |0.18721 | 3 [9.608751 55 |m3915.7| 9-5 9.64790) 35 110.67315 
59 10.18734 \ 14 19.609031 55 (39a1.al 24 jio.64824| 35 10.67284 
60 [0.187418 | "* 9.60931| “° (13927.0| > |19.64858| "= 10.672563 
Ion Bee a DER |iog Cage en | = 
w == 66 Grad. 7 
