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Wrong name (or disk full?).@@#an argument of Bas_Int was outside  to  limit: @@ QI?@J5^555^5^5^5?5^5545545^5^55^5^55^5)5U5U5^54^55^55^55^5^5^55^5^5^55 TOBJECT`P`0123456789ABCDEF)../P2/))) 2^ -2147483648@@6A_p?\ 5$?>Mľ?ʬ:|?-InfInfNaN 0??(0000000000000000000000000000000000000000-+E-9223372036854775808 %@|@Ӻ@Runtime error  at 0x 0xAssertion failed (, line ).At end of ExceptionAddresStackAt end of ExceptionObjectStackInternal error./proc//exeTRUEFALSE/.....//TOBJECTFPC 1.0.1 [2000/08/12] for i386 - LINUX4Op??0a 0=0 A program from Jan Hollan, N. Copernicus Obs. and Planetarium in Brno, 1999, (subject to the GNU General Public License, http://www.gnu.org/copyleft, source code available at http://astro.sci.muni.cz/pub/hollan/programmes) gives (geocentric) lunar ephemeris: Moon dDD[.MM[.YY]] tHH[.MM[.SS]] UT# TO L F { N# { M | E | C# } | C } F{G|J} TT#[unit] D and T are initially taken from the system date and time UT is the t-UTC difference / 1 h (default 1 from Nov. to March, else 2) N number of next lines to be shown (default 3) M just the four main phases of the Moon should be shown E just eclipses should be shown Y year should be given on each line TO give topocentric position (instead of a geocentric one) L longitude / 1 degree (default that of Brno, 16.60) F latitude / 1 degree (default that of Brno, 49.20) F{G|J} forces Gregorian (Julian) dating even outside the standard interval } TT#[unit] can force a Terrestric Time - UTC difference (the default unit is second, may be m[in], h, d or s explicitly) C give just coordinates (as an input for further program, probably) C# compute the moments of the given colongitudo (no parameters are needed - then the next 3 days are shown as well) @@@@@@ @d@@V@@  = WL>@}=@`s?@RA De OMoon ephemeris (elongation from the Sun in longitude only, western as negative)Ephemeris of lunisolar eclipses5Moments of the selenographic colongitudo of the Sun = degrees*Moon ephemeris - the four main phases onlyGThe positions are topocentric, as they would be with no refraction from terrestrial longitude degrees and latitude-The starting moment is, expressed in the UTC: And in the USED TIME, which IS  h ahead of th UTC: ;On?Terrestric Time - UT assumed :  h)Terrestric Time - UT assumed initially : Julian date : E(each following line is incremented by 1 day, outside eclipses lines):(each line is computed for the corresponding difference of>ecliptical longitude of Sun and Moon - multiple of 90 degrees)Hlongitude latitude distance old elongation date time phase heightGdegrees degrees dd:mm E.rad. days degrees mm-dd hh:mm 2 =G full+longitude latitude distance UTC +  heightdegrees degrees E.radii1 degrees7Lunar ecliptical coordinates The moment2 (UTC +  h) angular longitude latitude distance$ height:degrees degrees dd:mm E.rad. yyyy-mm-dd hh:mm degreesAlongitude latitude distance date time phase heightBdegrees degrees dd:mm E.rad. yyyy-mm-dd hh:mm 2=full degrees@@@? @z):@ $Wrong iteration of main phase moment@ @Lunar  !Lun.s. Solar full Solar ring Solar part.Solar @O"Lunar" means an eclipse, when the Moon gets into the full shadow of the Earth.H The following number says, how deep gets the inner rim into the shadow,( relative to the lunar angular diameter.H"Lun.s." means an eclipse, when the Moon does not touch the full shadow.M The following number says, how deep gets the inner rim into the semi-shadow,K relative to the lunar angular diameter. The eclipse is difficult to notice when the number is less then 1..symtab.strtab.shstrtab.text.data.sbss.bss!002'I-II2