... Answer: 02 h as an input to the first table gives 02 h 00 m 19.71 s as an output, 12 m as input to the second table gives 12 m 01.97 s as an output and 22.00 s as an input to the third table gives 22.06 s as an output. ...
... culm. h m s s o ' " " " " h m s Mar 1 154424.969 97.494 -182614.04 -347.85 8.16 4.35 ... m s Aug 1 154554.796 90.755 -224828.90 -285.66 12.17 6.48 0.72232553 534839 190353 2 ...
... m s Mar 1 214327.261 373.686 -154546.10 1644.20 6.87 2.63 1.28021013 865794 110736 2 ... culm. h m s s o ' " " " " h m s Jul 1 60929.481 556.184 235656.97 555.02 6.83 2.61 1 ...
... m s Mar 1 161251.745 6.066 -190344.94 -5.70 0.90 8.46 9.82418328 -1660920 53801 2 ... h m s s o ' " " " " h m s May 1 160629.425 -16.114 -183857.59 46.88 0.97 9.19 9 ...
... m s s Mar 1 224624.353 -74725.98 56.829 1610.25 1228.161 0.4731 121222.32 -0.484 2 ... m s s Aug 1 84331.418 180843.60 -37.333 1546.96 622.391 0.1423 120620.60 -0.155 2 ...
... upper_culm. h m s s o ' " " " " h m s Jul 1 10112.893 3.903 54805.97 22.33 0.44 1.75 ... m s Sep 1 5933.012 -6.490 53600.06 -41.47 0.46 1.83 19.20475839 -1022921 21850 2 ...
... m Geocentric coordinates of the Sun: Right ascension = 113902.919 + t * 8.960 Declination = 21558.000 + t * -57.928 + t * t * -0.003 Parallax = 8.750 Radius = 1554.750 + t * 0.011 Geocentric coordinates of the Moon: Right ascension = 233841.687 + t * 219 ...
... 2014 Oct 8 11 h 08 m 23.16 s Min(gamma) = 0.38384 t = time - 11 h 00 m Geocentric coordinates of the Sun: Right ascension = 125534.924 + t * 9.151 + t * t * 0.001 Declination = -55634.771 + t * -57.145 + t * t * 0.004 Parallax = 8.802 Radius = 1600.442 ...
... 2015 Sep 28 2 h 38 m 29.37 s Min(gamma) = 0.32922 t = time - 2 h 40 m Geocentric coordinates of the Sun: Right ascension = 121707.665 + t * 9.008 + t * t * 0.001 Declination = -15112.947 + t * -58.350 + t * t * 0.001 Parallax = 8.775 Radius = 1557.553 + t ...