Hi Stefan,
Here you go.
Hopefully the following is self evident.
Melbourne is +11 hours ahead of UTC.
Melbourne
144.975800,-37.831594,0.0529483 {E-lon(deg),Lat(deg),Alt(km)}
HTML Code:
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Date__(UT)__HR:MN R.A._(ICRF/J2000.0)_DEC Azi_(a-appr)_Elev APmag Illu% Cnst
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2013-Feb-15 12:00 00 45 52.92 -83 01 11.1 188.6560 36.3905 13.75 34.869 Oct
2013-Feb-15 13:00 01 03 25.36 -84 24 46.1 186.5521 35.7229 13.38 35.968 Oct
2013-Feb-15 14:00 01 55 34.16 -86 12 36.4 184.4216 36.2909 12.93 37.576 Oct
2013-Feb-15 15:00 05 34 16.10 -87 36 49.0 182.9299 38.4645 12.37 40.031 Oct
2013-Feb-15 16:00 09 37 51.84 -84 21 42.0 183.3906 42.7738 11.64 44.018 Oct
2013-Feb-15 17:00 10 39 05.09 -76 01 00.4 189.4299 50.0034 10.64 51.107 Cha
2013-Feb-15 18:00 11 02 32.96 -58 39 55.0 215.7319 59.2798 9.23 65.127 Car
For example, consider the first row.
2013-Feb-15 12:00 corresponds to 23:00 on the night of 15th Feb in Melbourne.
RA is 00:45:52.92 and Dec is -83:01:11.1, which corresponds to an azimuth of 188.6 degrees (i.e in the south) and a elevation of 36 degrees
above the horizon. At that time it will be 34% illuminated with an apparent magnitude of 13.75, so pretty dim.
At that instant, it will be in Octans.