In de Aanmerking over den. Loop van
De Tyd van de observatie ,OudeStyl, nadeMcri*diaan vanLondon.
De geobserveerdeLengte vanJupiter.
De geobserveer-de Breedte.
De gecalculeerdeLengte.
De gecalculeer-de Breedte,
Verschil inLengte.
dag uur. min.
Tek. 0 / //
O / //
Tek. 0 / //
° / //
/ //
]
1711 May 26. 13 . 4
9. O. 17.28
N. 0.17 • 9
9- O.17.43
N. 0.17. 4
+ O.I5
2
- 27.13. 0
9. 0.10. 7
0.17.20
9. O.IO.32
0.16.57
+ O.25
3
• -Juny 3.12.24
8.29. 18.39
O.IÖ. 3
8.29.18.39
O.16. 4
+ 0.0
4
• -- 4.12.20
8.29.11.18
0.15.51
8.29.IO.24
0 - 15-55
~ 0.54
y
- 9.11.59
8.28.32.42
0 . 15.16
8.28.32.50
0-15.16
+ 0 . 8
6
•—- - 10.11 . 54
8.28.25. 7
0.15. 1
8.28. 5 . 11
0.15. 7
+ 0 . 4
7
- July 14. 9 - 1.3
8.24.40.43
0. 9-55
8.28.40.50
O.IO. 0
+ 0. 7
8
ij. 9. 9
8 . 24 . 36 . 2I
0. 9 - 4 ?
8 . 24.36.15
O. 9.51
- 0. 6
9
1712July 3.12.47
10. 3.40.12
Z. 0.39.31
10. 3.39.52
Z. 0.39.45
— 0.20
IO
- --- 15.11.55
10. 2. 8.21
0.41.24
10. 2. 7.43
0.41-15
-, 0.38
11
-Sepc. 17. 7.38
9.27.29. I
0.^4 .14
9.27.28.26
0.43.58
- O.35
12
- -- 19. 7-32
9 • 27 .30. jj
0.44.12
9.27.30.56
0 - 43.55
+ O. I
*3
-Oct. 6. 6.31 ï
9. 28.22.24
0.43.42
9.28.23.11
0.43.23
+ O.47
14
1713 Aug. 9.12.46
lí. 9.26. 0
1.25. 8
11. 9.26. 4
1.25.16
+ O. 4
ij-
--- 10.12.42
n. 9.18.17
1.25.40
11. 9.18.17
1.25.24
+ O. O
16
-- Oct. 26. 7.36
11. 3.16. 0
1.19. 8
II. 3.16.14
1.19.15
+ O.14
17
- 27. 7.31
u. 3. 17.58
1.19. 0
lí. 3.17-59
!. 19. 2
+ 0.1
18
- 29. 7.23
IX. 3.22.41
1.18.49
ii. 3.22.12
I.X8.39
-, 0.29
19
1716 Aug. 14.15. 0
2.2S . 58 - 21
0.26.43
2.26.58.25
0 . 26.53
+ 0. 4
20
--- 19. 3. 2
2.27.41.28
0.27.19
2.27.41.23
O.26.43
«0.5
ri
_—- 24.12.19
2.28.21.45
0.27. 9
2.28.21.37
O.26.34
—, 0.8
11
_-Nov. 20. 6.18I
2 . 28 . 28.31
0.21.47
2. 28.28 .30
O.2I.34
— O. I
23
-— 21. 7.Z8
2.28.20.41
0.21.32
r. 28.20.38
0.21.26
-1 0. 3
2.4
-— 21.18.50
2.28.17 • 8
0.21.40
2.28.17. 8
O.21.23
—1 0.0
m n . t
25
zi . iyoj
2 6
- 30. 5.41
2.27 . II. 6
0.20.10
2.27.ii. 14
0.20.19
+ 0.8
r?
-Dec. 1.15.29
2.26.59.50
O.I9.59
2.26.59.45
0.20. 8
i-, 0. y
28
--- 4. 6. 0
2.26.38.39
O.I9.36
2.26.38.37
O.I9.47
—, 0. 2
29
—-- 5. 6. 0
2.26.30.37
O.I9.26
2.26.30.26
O. I 9.'38
—, 0.11
3°
———— 6. 6. 0
2.26.22.25
0.19.16
2. 26.22.l6
O.I9.22
— 0.9
3 i
- 7 . 6. O
2.26.14.22
0.19. 5
2.26.14. 7
O.I9.17
— 0.15
32
1717 Já,. "'*3. 0
2.22.13. O
0.13.48
2.22.12.53
O.I3.38
— 0.7
33
-- April 15. 9.49
2.28.28.49
0. 0.54
2.28.28.55
O. O.4O
+ 0 ,6
s V1
----- 2J•10. 3
3. 0.20. 2
N. 0. 0.16
3. 0.20. 2
N. 0. 0.21
+ 0. 0
'35
- 26. 9. 7
3* o.zi. 3
0. 0.23
3 - 0.31. 4
0. 0.27
+ 0. 1
36
1718 Jan. ij- 8. 0
3.28.20. 0
0.36.45
3 . 28 . 19.57
0.36. 3
- 0. 3
17
—— Sept. 17.18. 0
4.26.11. 7
0 . 45-39
4.26.II.II
0.45.41
+ c. 4
o ö
- Oct. 9 - 17 -Jv
5 • 0. 4.9
O.49. 12
5- O. 4.IZ
0. 49 • i8
+ 0.4
39
1719 Febr. 11 • 7 ♦ o
5- 0. 6 . 9
I.I6.3O
5. 0. 6.iz
1.16.24
+ 0.4
40
_— — 13. 8. 0
4.29.49.55
I.I6.37
4.29.50.18
1.16.31
+ 0.23
41
- May 16 • 8. 0
4.27.18.46
1. 7-35
4.27.18.17
1. 7.10
— 0.29
42
■- Juny 7-10.15
5. 0. 2.Z5
1. 3-59
5 . O. 2. 26
1. 4.26
\J • 9
43
-- 8.10.20
5 . 0.10.40
I. 3.Z8
5. O. 11. l6
1. 4.19
+ 0,36
, tegen over Bladzyde 48.
Verschil in
DeZons waare
Anomalia
Equatie van't
Equatie van de
Breedte.
plaats.
Media.
Aphelium.
Aardklootskring.
/ //
Tek. 0 / //
Tek. 0 / ss
° / //
0 / //
- O. 5
2.15.19-41
2.23.44.2Ö
sub. 5.29-10
ad. 2.50. 17
O.23
2.16.26.52
2.23.49. 2Ô
— 5.29.16
— 2.38.12
+ O . I
2.23. 6.29
2.24.24 . II
— 5. 29 • 4 8
■— 1. 12. 5
+ O. 4
2.24. 6.35
2.24.29.II
— 5.29.52
— 0.58.54
+ O. O
2.28.48.52
2.24.54. O
— 5-30.15
sub. 0. 3. 7
+ 0. 6
2.2945-55
2.24.59. Í
—— 5.30.19
— 0.15.41
+ 0. 5
4- *. 5-36
2.27.47.57
— 5.32.19
— 6.47. 2
+ 0.8
4- 3- 2-47
2.27.52.56
—■ 5-Z2.22
— 6.56.33
+ 0.14
z 22.27. 18
3. 27. I8.4I
— 5• 1-45
ad. 2. 3.21
— 0.9
4. 3-52.44
3.28.18.19
— 5. 2. iy
sub. 0.20.56
— 0.16
6. 5.41.48
4. 3.36.28
— 4.47.22
— 10.33.22
- 0.17
6. 7-39-40
4. 3.46.24
— 4.46-52
— 10.41.18
— 0.19
6.24.27.54
4. 5-IO-57
■— 4.42.26
— 11.18. 3
+ 0.8
4. 27*4* * 10
5- 0.43.17
— 2.52.18
ad. 2.21.59
— 0.16
4.28.38.58
5- 0.47.51
— 2.21.54
— 2 . 8.54
-©o. 3
7. 14-18.31
5. 7.10.42
— 2.17. 7
sub. 10. 51. i
+ 0. 2
7.15. 17.25
5. 7.15.41
■— 2.16.39
—■ 10-54-33
— 0.10
7.17. 17 56
5- 7-25.38
— 2.15.45
— 11. 1.21
+ 0.10
5. 2. J2. 6
8. 2.12.49
ad. 5. 3.34
ad. 10.25.22
— 0.36
5. 7-37-59
8. 2,.3fc20
— 5- 4-35
— 10.42.47
- 0.35
5.Ï2•27 . 3
8. 3. 2. 8
— 5- 5-Z6
— 10.j7.12
— 0.13
8- 9-47-32
8. 10.19.37
—> 5.20.27
—' 3-3I-39
— 0. 6
8.10.51 - 5;
8.10.24.51
— 5-20.35
— 3 -18.24
0*17
8.H.20 19
8. 10. 27.10
— 5.20.39
— 3.12.31
8.ii.23. 4
8. 10.27.24
— 5.20.40
— 3-11.58
+ 0.9
8.19.56. 45
8.11. 9.19
— 5.21,48
— 1.23. IO
+ 0.9
8.21 - 22.17
8. 11.16.20
— 5-2I-59
— 1. 4.36
+ 0.11
8.24. 1 - 30
8 . 11. 29.23
—> 5.22.20
-— 0.30. 6
+ 0.12
8.25. 2.40
8. ii - 34.22
— 5.22.27
— 0.16.49
+ 0. 6
8.26. 3-49
8 . ii. 39.20
— 5.22.35
■ ' 0. 3•3^
+ 0.12
8.27. 4-58
8.ii.44.20
— 5.22.42
sub. 0. 9.46
— 0.10
10. 3. 2.59
8. 14.40.18
— 5.26.43
— 7 . u . 11
— 0.14
1. 6.27-17
8.22.28 . 17
—■ 5-Z3- 3
—' 8.49.23
- 0. 5
1.16. 8.27
8.23. 18.11
— 5.33.26
— 7-48.31
— 0.4
1.17. 4- 1
8.23. 22 . 7
— Í-33-27
— 7.42.16
w 0.42.
10. 6.38.38
9. 15.19. i
— 5.16.29
— 1.32.45
+ 0. 2
6. 5.40.29
io. 5.42.34
— 4.21.34
ad. 6.49.25
+ 0.6
6.27.28.13
10. 7.32.14
— 4. 15-3
— 8,59.16
- 0. 6
11. 3-39-14
10. 17.53 -13
— 3-34-12
sub. 0.39. 5
1-1 0. 6
11. 5.42.17
10.18. 3.49
— 3-33-20
— 1-4-34
— 0. 25
2. 5.47.12
10.25.42. 6
—■ 2.59. 4
— 10.41. F
+ 0.27
2.26.54. I
10. 27.32. 16
—- 2.50.25
— 9.38.33
+ O.41
2. 27.5l.24
10.27.37.16
— 2.50. 1
— 9 . 34.19