; Sun and Moon rise/set/twilights for a GENERIC location, for Gcal-2.20 or newer
;
; $Id: sun-moon.rc 0.03 2000/06/30 00:00:03 tom Exp $
;
; Copyright (c) 2000   Thomas Esken      <esken@gmx.net>
;                      Im Hagenfeld 84
;                      D-48147 M"unster
;                      GERMANY
;
; This software doesn't claim completeness, correctness or usability.
; On principle I will not be liable for ANY damages or losses (implicit
; or explicit), which result from using or handling my software.
; If you use this software, you agree without any exception to this
; agreement, which binds you LEGALLY !!
;
; This program is free software; you can redistribute it and/or modify
; it under the terms of the `GNU General Public License' as published by
; the `Free Software Foundation'; either version 2, or (at your option)
; any later version.
;
; You should have received a copy of the `GNU General Public License'
; along with this program; if not, write to the:
;
;   Free Software Foundation, Inc.
;   59 Temple Place - Suite 330
;   Boston, MA 02111-1307,  USA
;
;
; Try `--precise' to display data and times more precise!
; Try `--response-file=FILENAME' to save your command line settings to
;   create a pool of response files of your preferred locations successively.
;
;
; This file should either be used
;
;   A) with a Gcal location response file as it is created by the
;      `[gcal-]ddiffdrv' script/batch file (see `misc/README', for
;      further details) like:
;
;        gcal -f./sun-moon.rc @LOCATION-RESPONSE-FILE
;
; or
;
;   B) by directly passing the name and the co-ordinate with or without
;      the altitude part of the location with the `--text-variable=ARG'
;      option via the command line like:
;
;        gcal -f./sun-moon.rc --text-var='$l=DE-Münster:$c=+5158+00738'
;
;
; The data and times are always calculated for GMT unless you specify
; the timezone of the location explicitly by passing it via the Gcal
; text variable $Z, e.g.:
;
;   --text-variable='$z=60'
;
; or
;
;   --text-variable='$z=+1\:'
;
; if the location's timezone is GMT-1 (CET respectively CEWT).
;
;
; The data and times are always calculated for the sea-level altitude +0
; unless you specify the altitude of the location either as part of the
; co-ordinate of the location or explicitly by passing it via the Gcal
; text variable $H, e.g.:
;
;   --text-variable='$h=+61'
;
; if the location's altitude is +61 meters above the sea-level (you have
; to give the sign explicitly).
;
;
; So the complete call for the (A) case would be:
;
;   gcal -f./sun-moon.rc @LOCATION-RESPONSE-FILE --text-var='$z=60:$h=+61'
;
; And the complete call for the (B) case would either be:
;
;   gcal -f./sun-moon.rc --text-var='$l=DE-Münster:$c=+5158+00738+61:$z=60'
;
; or
;
;   gcal -f./sun-moon.rc --text-var='$l=DE-Münster:$c=+5158+00738:$z=60:$h=+61'
;
;
; *** If you modify this file you have to rename the modified version.
; *** If you make any improvements I would like to hear from you.
; *** But I do not promise any support.
;
;
; Line templates
;
$p=0*d1#999
;
; Name of location, geographical co-ordinate, altitude and timezone
; (have to be set to an ``EMPTY'' value here!)
;
$l=
$c=
$h=
$z=
$c=$c$h
;
$t=Sun: $c,$z/$l/%:02*.$z :%:02*/$z %"$z
$m=Moon: $c,$z/$l/%:02*.$z :%:02*/$z %"$z
;
$x=$t ~\
9 > %o9$c,$z    %u9$c,$z ~\
8 > %o8$c,$z    %u8$c,$z ~\
7 > %o7$c,$z    %u7$c,$z ~\
6 > %o6$c,$z    %u6$c,$z ~\
5 * %o5$c,$z    %u5$c,$z  %oL$c,$z ~\
4 > %o4$c,$z    %u4$c,$z ~\
x2> %oQ$c,$z    %uQ$c,$z ~\
x1> %oR$c,$z    %uR$c,$z ~\
1 = %o1$c,$z  %oJ$c,$z ~\
x1< %sR$c,$z    %zR$c,$z ~\
x2< %sQ$c,$z    %zQ$c,$z ~\
4 < %s4$c,$z    %z4$c,$z ~\
5 * %s5$c,$z    %z5$c,$z  %sL$c,$z ~\
6 < %s6$c,$z    %z6$c,$z ~\
7 < %s7$c,$z    %z7$c,$z ~\
8 < %s8$c,$z    %z8$c,$z ~\
9 < %s9$c,$z    %z9$c,$z ~\
0 = %s0$c,$z  %sI$c,$z ~\
$m ~\
5 * %(5$c,$z    %[5$c,$z  %(Q$c,$z  %(*R$c,$z % ~\
4 > %(4$c,$z    %[4$c,$z ~\
1 = %)1$c,$z  %)N$c,$z  %)*O$c,$z % ~\
4 < %)4$c,$z    %]4$c,$z ~\
5 * %)5$c,$z    %]5$c,$z  %)Q$c,$z  %)*R$c,$z % ~\
0 = %(0$c,$z  %(L$c,$z  %(*M$c,$z %
;
; And shoot!
;
$p $x