166
■
?
X
— sec .of < p —1
y
o II
t
= sec .of < j >
E
X
X
o ;
It
t
z
= cosec .of (p
t
y
z
1
= sineof (p
let*-, min.
80,,50
5.2772
6.1970
6.2772
1.0129
.98723
80„52
5.2999
2.5273
6.2200
6.2999
.4768
1.174
2.461
1.0128
2.492
.98732
80„55
5.3343
6.2548
6.3343
1.0127
.98746
81 ,, 1
5.4042
2.5433
6.3257
6.4042
.4710
1.171
2.486
1.0124
2.516
.98773
81 ,, 5
5.4517
6.3737
6.4517
1.0122
.98791
81 „ 9
5.4999
2.5589
6.4225
6.4999
.4653
1.168
2 . ..‘10
1.0120
2.540
.98809
81„15
5.5736
6.4971
6.5736
1.0118
.98836
8 I „17
5.5986
2.5743
6.5223
6.5986
.4597
1.165
2.534
1.0116
2.564
.98845
81„20
5.6363
6.5605
6.6363
1.0115
.98858
81„25
5.7003
2.5895
6.6252
6 . 7 C 03
,4543
1.163
2.558
1.0113
2.587
.98880
81 „ S 0
5.7655
6.6912
6.7655
1.0111
.98902
81 „ S 3
5.8052
2.6046
6.7313
6.8052
.4491
1.160
2.582
1.0110
2.611
.98914
81„35
5.8320
6.7584
6.8320
1.0109
J 98923
81,/40
5.8998
2.6195
6.8269
6.8998
.4440
1.157
2.606
1.0107
2.634
.98944
81„45
5.9690
6.8969
6.9690
1.0104
.98965
81„47
5.9971
2.6339
6.9252
6.9971
.4390
1.155
2.630
1.0104
2.657
.98973
81„50
6.0396
6.9682
7.0396
1.0102
.98986
81„54
6.0972
2.6482
7.0264
7.0972
.4341
1.152
2.654
1.0101
2.681
.99002
82 „ 1
6.2002
2.6624
7.1304
7.2002
.4294
1.150
2.678
1.0098
2.704
.99031
82 „ 5
6.2604
7.1912
7.2604
1.0096
.99047
82 ,, 8
6.3063
2.6763
7.2375
7.3063
.4248
1.148
2.702
1.0095
2.728
.99059
82 ,, 10
6.3372
7.2687
7.3372
1.0094
.99067
82„14
6.4000
2.6900
7.3319
7.4000
.4203
1.146
2.726
1.0092
2.751
.99083
82„20
6.4957
2.7035
7.4287
7.4957
.4159
1.344
2.749
1.0090
2.774
.99110
82,,26
6.5942
2.7169
7.5281
7.5942
.4117
1.142
2.773
1.0088
2.797
.99130
82„30
6.6613
7.5957
7.6613
1.0086
.99144
8 ' 2„'32
6 :6953
2.7301
7.6300
7.6953
.4075
1.140
2.797
1.0085
2.820
.99152
82„38
6.7992
2.7431
7.7348
7.7992
.4034
1.138
2.820
1.0083
2.843
.99174
82„40
6,8344
7.7703
7.8344
1.0082
.99182
82„45
6.9240
7.8606
7.9240
1.0082
.99200
82,,49
6.9971
2.7686
7.9344
7.9971
.3955
1.134
2.867
1.0079
2.890
.99215
82,,55
7.1095
8.0475
8.1095
1.0077
.99237
83 ,, 0
7.2055
2.7935
8.1443
8.2055
.3880
1.130
2.913
1.0075
2.935
.99254
83 „ 5
7.3039
8.2434
8.3039
1.0073
.99272
83,,10
7.4047
2.8177
8.3450
8.4047
.3808
1.127
2.960
1.0071
2.981
.99290
83 ,, 15
7.5079
8.4490
8.5079
1.0070
.99307
83 ,, 19
7.5924
2.8415
8.5340
8.5924
.3739
1.124
3.006
1.0068
3.027
.99320
83,,25
7.7223
8.6648
8.7223
1.0066
.99341
83,,29
7.8112
2.8646
8.7542
8.8112
.3673
1.121
3.052
1.0065
3.072
.99354
83,,35
7.9479
8,8918
8.9479
‘ 1.0063
.99373
8 S „37
7.9944
2.8873
8.9387
8.9944
.3609
1.118
3.098
1.0062
3.117
.99380
8 3,,40
8.0651
9.0098
9.0651
1.0061
.99390
83,,46
8.2100
2.9094
9.1555
9.2100
.3548
1.115
3.143
1.0059
3.162
.99409
83//50
8.3092
9.2553
9.3092
1.0058
.99421
83„54
8.4105
2.9309
9.3572
9.4105
.3489
1.113
3.189
1.0057
3.207
.99434
84 m 0
9.5668
9.5144
9.5668
1.0055
.99452
84 » 1
8.5933
2.9521
9.5411
9.5933
.3433
1.110
3.234
1.0055
3.252
.99455
84 ,, 5
8.7010
9.6493
9.7010
1.0054
.99467
84 ,, 9
8.8112
2.9728
9.7601
9.8112
.3378
1.108
3.279
1.0052
3.297
.99479
84 ,, 16
9.0101
2.9932
9.9601
10.010
.3526
1.106
3.324
1.0050
3.341
.99500
S 4//22
9.1872
3.0134
10.1381
10.187
.3275
1.103
3.368
1.0049
3.385
.99517
84..29
9.4020
3.0326
10.3538
10.402
.3226
1.101
3.413
1.0047
3.429
.99537
84„35
9.5934
3.0517
10.5561
10.593
.3179
1.099
3.458
1.0045
3.473
.99553
84/.41
9.7921
3.0705
10.7457
10.792
.3133
1.097
3.502
1.0043
3.517
.99570