7 7° Mr . hutton’s Calculations to afcertain 
2. For the fum of the fines above o in the N.E. quarter. 
ctings. 
„ ... {Sum of 
Radn - jPerp. 
3 + 2 == 
Sum of 
Tang. 
I 
2 
3 
4 
5 
6 | 
1 
7 
sU 
xojii 
12 
S um of 
Diff. 
I 
333$ 1 I( >65 
5-895 
97 
92 
92 
87 
80 
71! 
|56; 
43l 33 
241 1 5 
5 
•695 
2 
IOOO | 5360 
5-36° 
68 
67 
65 
62 
59 
5 6 |53 
43l35 
2 3 h 
1 
54i 
3 
1667 | 8275 
4-965 M53I51 
49 
47 
4i|3 6 l 
20jl3 
1 
433 
4 
2 333 1 7555 
3-238 1 
io| 
|io| 
10 
10 
10 
|I2 
I 4|iS 
*3| 8 
h 
124 
5 
3000 ( 4410 
1-470 1 
.j 
I.L. 
1 
*1 
1 
2 | 2 
2.14-1 
*3 
6 
3667 | 1937 
•528 1 1 
1 1 
1 
1 
h 
2 
' 7 
4333 1 580 
**34 I 
1 
1 
1 
1 
8 
5000 | 50 
•010 | 
I l 
1 
1 
1 . 
1 
2i*6oo ” fum of the tangents. j 1808 
i*8o8 — fum of the differences. 
19*792 =2 fum of the fines. 
3 . For the fum of the fines 
above oin the S.W.quarter. 
I4. For the fum of the fines 
above 0 in theS.E. quarter. 
1 l 3331 1 
10 | 0*030 | 
16 1 I0 333 1 10 1 °-° 01 1 
2 t IOOO 1 
15 1 >5 1 
17 I IOOO | 230 | 21 ] 
3 1 l66 7 1 
5 1 3 1 
18 j 11667 | 830 | 71 | 
12 j 7667 j 
1 '40 I 5 1 
19 1 I2 333 1 I 45° I 1 18 j 
13 1 8333 | 
60 | 7 | 
20 | I3OOO [ 2130 | 164 | 
14 | 9OOO 
IOO I I | 
1 0 -3752= fum 
of the tangents, or of the fines, the 
diff. being nothing. 
i J 
15 [ 9667 
200 | 21 | 
16 1 io 333 
i 960 | I 9 ° | 
17 I I IOOO 
372° I 338 I 
18 1 11667 
5770 | 495 I 
J 9 21333 
7260 | 573 j 
20 | 13000 
8920 j 686 | 
1 2 '374 = 
of the tangents, or fum of the fines, 
as the diff. between them are nothing 
in this quadrant. 
