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L ..  L AXI PRG 6__MAXI__PRG 4`*O*m - ЭЭ"ҍ.A// Bg?<JNA ?<NN @0< BQHy?<&NN\?<NATHyHyHyHyKNA,@<*faZ///HyKNAHy?< NA\#JfNuZ9 9fBNuBgHyHy?<NN A7,<L*<R9aAN,<>*<R9aAe,<x*<S9aaHy4?< NAaPNuHy|?< NA\~?<NAT@0J@k ހ?<NATJ@k@0| kp @=GNuHy?< NA\~?<NAT@0J@k ހ?<NATJ@k@0| kp @=GNuHP?< NA\?<NAT<Yg<yf=`h`=hHy4?< NA\Nu UNLIMITED LIFE (P1) ? UNLIMITED LIFE (P2) ? UNLIMITED K7 (P1&2) ? ENTER START LEVEL PLAYER 1 (01-19) ENTER START LEVEL PLAYER 2 (01-19) [REPLICANTS - BIG 4 - ST AMIGOS]    PRESENTS  ( JUMPING JACK SON +++  CRACKED & TRAINED BY -MAXI- `*O*m - ЭЭ%<"ҍ#BB#VV#Ɛ #Ɣ.AX#L,A~/ Bg?<JNA N3#~#O^abN>a\##t# )v3)z#~)~a(# )v3)z#*)~a(aa Jy:g*#^NĆ?<?<NX`a4aZaa@0a>#'#'#B'B'a&V#C'#'#V'B'a&.a2`4V/By2B9By333BynByByB9B9B9B9B9B9B9ByByByByByByNNNJygpaG~3p33aTByJ9kJyf3p 9g$R9 9f>a*r`.R9R9 9o23` 9f 9g~3p33aXByJ9k3p 9g$R9 9f>a)`.R9R9 9o$3` 9f 9f 9fB9 NuGA:GLO_FOND.BINA:BRUITS.ECHA:FIC.TC1A:MUSIQUE1.ECHA:MUSIQUE2.ECHA:CHALLENG.ECHA:MUS_JUMP.ECH<H#CNNH 9fdJyzLfJyz@g8Jyrg.#Jyg$#< ` #a DNĆ`xJyg4ByByByByByByAZpBQByz@ByzLBzBBzF#a NĆB9zB9{B9|B9}3r#t#(#@ #X$pA( Qx09Z9xByZ 9xgByv 9xgByrN/9a<`JygJy:g 3z@#\VpA\CfByp2BXJYgRypQJ9fN 9g 9f /9a;9~ yfZ@Jygp 9f 9g:# )v3)z#)~a" NC*0<"Q NN#kN3BzBBzFByzJByxBytByq:Byl3ByatJyg#CNa 9f 9g. 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P A S } {This is the include file for the support routines for the Almanac main menu choice which contains the Sky_Plot and Solar System sub menu choices. The routines presented here are based on spherical trigonometry formulas such as those found in the book PRACTICAL ASTRONOMY WITH YOUR CALCULATOR, by Peter Duffet-Smith, (a good reference book for astronomical calculations), and other formulas commonly found in the science of Astronomy.} function h_m_s_to_decimal (h,m,s : integer) : real ; {convert h mm ss to h.dd} var x : real ; {temporary variable for conversion} begin x := h ; x := x + (m / 60.0) ; &{convert minutes} x := x + (s / 3600.0) ; ${convert seconds} h_m_s_to_decimal := x ; end ; {h_m_s_to_decimal} function d_m_s_to_decimal (d,m,s : integer) : real; {convert deg mm ss to d.dd} var x : real ; {temporary variable for conversion} begin x := d ; x := x + (m / 60.0) ; {convert minutes of arc} x := x + (s / 3600.0) ; {convert seconds of arc} d_m_s_to_decimal := x ; end ; {d_m_s_to_decimal} function Rad_to_Deg (radians : real) : real ; {convert radians to degrees} const factor = 57.29577951 ; !{degrees per radian} begin Rad_to_Deg := radians * factor ; end ; {Rad_to_Deg} function Deg_to_Rad (degrees : real) : real ; {convert degrees to radians} const factor = 57.29577951 ; !{degrees per radian} begin Deg_to_Rad := degrees / factor ; end ; {Deg_to_Rad} function Julian_Day (y : integer ; {calculate Julian Day} m : integer ; d : integer ) : real ; const jdconst = 1720994.5 ; {julian day initial value} var a : integer ; {temporary values in calculation} b : integer ; c : long_integer ; e : integer ; begin if m < 3 then begin {compensate in case of leap year} y := y-1 ; m := m + 12 ; end ; a := (y div 100) ; b := 2 - a + (a div 4) ; c := long_trunc (365.25 * y) ; {calculate number of days since 4713 BC} e := trunc (30.6001 * (m+1)) ; Julian_Day := b + c + d + e + jdconst ; end ; {Julian_Day} function Obliquity (JD : real) : real ; {calculate obliquity of ecliptic} const start = 2415020.0 ; {obliquity constants to reduce date to} cent = 36525.0 ; '{days since 1900} arcsecs = 3600.0 ; original = 23.452294 ; var ob, delteps : real ; {temporary variables} begin JD := JD - start ; {calculate days since 1900} ob := JD / cent ; delteps := 46.845 * ob + 0.0059 * ob * ob + 0.00181 * ob * ob * ob ; delteps := delteps / arcsecs ; ob := original - delteps ; Obliquity := Deg_to_Rad (ob) ; {return the angle of inclination of ecliptic} end ; {Obliquity} procedure since_epoch ; {calculate number of days since standard epoch 1980} begin dday := Julian_Day (year, month, day) ; {get current Julian day} epsilon := Obliquity (dday) ; {calculate obliquity} dd := Julian_Day (1980, 1, 0) ; {get Julian day of Jan 0, 1980} dday := dday - dd ; dday := dday + (t_univ / 24.0) ; {add hours from main menu} end ; {since_epoch} {NOTE: all trig functions defined here work in radians, as do the built in functions in Personal Pascal} function ArcSin (radians : real) : real ; {calculate inverse sin of x} begin if radians > 1.0 then radians := 0.9 ; if radians < -1.0 then radians := -0.9 ; ArcSin := ArcTan (radians / Sqrt (-radians * radians + 1.0)) ; end ; {ArcSin} function ArcCos (radians : real) : real ; {calculate inverse cos of x} const cosconst = 1.5707633 ; {compensate for phase difference} begin if radians > 1.0 then radians := 0.9 ; if radians < -1.0 then radians := -0.9 ; ArcCos := - ArcTan (radians / Sqrt (-radians * radians + 1.0)) + cosconst ; end ; {A})v3)z#)~apaza#-'#'#''B'aa Nayaya~n Nayaa:A4JPgaIpJy2g$#-'#'#''a a aLNupaRC4%'7GWgwwvedSRA0wfUD3"wgVF5%wgVF5%  VHa Nax"a|ax@ Naxp yA"NC p:<LA| C HxQ|SfAQawa|Q#. yq<N?<NNT#q$HA.C""""#F#Ba|*awp(aA/ / "` / "p / " / " / " . 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"pxz yA "NCLA| C HxQQrA/"PRtf A`:SB6$NE+ȕvA|mRCK"X$$$$CEQQ"NC*r yA****AC****AC****ACQdauazazQp(a0avA.CB""""LNuH瀀ABP0:zz>F@@f0AzBA{BLNu     HavBy2By732Jypg~By2p yrt29p4n$y7 R@|oBy7`< yMX7o 3MX7By2"y&$y'|n 4<4$$ٓSB@n0 !|tpC<g<rg<9f <`V<f0|m g `DSBft`8S`.<m&<1n"y1k|gRBRaasaxr"AJ97j$A,,,,,,MCEGSCk SD|n |8&98(98M |rj /<>r`Iҹ҅/ (m0Q(_&_$_"_|,,,,,,,,MCEGISCk SD|nȱ8gnM(&98(98"|8 |rI+b҅/Q(_&_$_"_ _,,,,,,,,,,MxACEGISCkfSD|nMr,,,,,,M,,,,,,,,,,,,,,,,M,,,,,,,,,,MQQL_NuHp?9ByJyg( 9f 9gaRjaByaJ9f"9AkIvTaR:J9fHQr29SA ҃IUaRJ9fQTaQJ9fJkJyg&JypgJy:g?<?<NXBy3L NuH |p"yN($IPtJy=,ftv"‚"$Q|ntQaLNuHJy=,gRy=.p9 fpy=.nBy=.Sy=4j"3 =4Sy=2j3=2Sy=0 yN(HP"|;$|:&|A09=0H09=2H09=4Hp ( (( (( ((!D)D((QLNu/9q0fFJy~g 24.0 then gt := gt - 24.0 ; if gt < 0.0 then gt := gt + 24.0 ; Convert_Loc := gt ; end ; {Convert_Loc} function Calc_HA (t,ra : real) : real ; {calculate hour angle of object} var lst, H : real ; ({temporary variables} begin t := Convert_Loc (t) ; {get current sidereal time} lst := t - (longitude / 15.0) ; {hour angle is angle between sidereal} H := lst - ra ; {time and star's right ascension} if H < 0.0 then H := H + 24.0 ; if H > 24.0 then H := H - 24.0 ; Calc_HA := H ; end ; {Calc_HA} function Calc_Alt (t,dec,ra : real) : real ; {calculate horizontal co-ords} var a,ha,l : real ; ({temporary variables} begin l := Deg_to_Rad (latitude) ; {get observer's latitude in radians} ha := Calc_HA (t,ra) ; &{get hour angle} ha := ha * 15.0 ; ha := Deg_to_Rad (ha) ; dec := Deg_to_Rad (dec) ; a := ArcSin ((Sin (dec) * Sin (l)) + (Cos (dec) * Cos (l) * Cos (ha))) ; a := Rad_to_Deg (a) ; {do co-ordinate conversion} Calc_Alt := a ; end ; {Calc_Alt} function Calc_Azi (t,dec,ra : real) : real ; {calculate horizontal co-ords} var a,aa,ha,l : real ; %{temporary variables} begin l := Deg_to_Rad (latitude) ; {get observer's latitude} ha := Calc_HA (t,ra) ; &{get hour angle} ha := ha * 15.0 ; ha := Deg_to_Rad (ha) ; dec := Deg_to_Rad (dec) ; a := ArcSin (Sin (dec) * Sin (l)+Cos (dec) * Cos (l) * Cos (ha)) ; aa := ArcCos ((Sin (dec) - Sin (l) * Sin (a)) / (Cos (l) * Cos (a))) ; if Sin(ha) >= 0.0 then aa := twopi - aa ; {compensate for ARCSIN ambiguity} aa := Rad_to_Deg (aa) ; Calc_Azi := aa ; end ; {Calc_Azi} procedure enter_data ; {convert dialog strings to integer and real data to be >used by formulas} var a,b,c : integer ; {temporary variables for conversion} s : string[255] ; begin s := Copy (latitude_str,1,2) ; a:=round (Val (s)) ; if a > 89 then a:= 89 ; s := Copy (latitude_str,3,2) ; b:=round (Val (s)) ; if b > 59 then b:= 59 ; s := Copy (latitude_str,5,2) ; c:=round (Val (s)) ; if c > 59 then c:= 59 ; latitude := d_m_s_to_decimal (a,b,c) ; {convert latitude string to real} if latitude > 89.5 then latitude := 89.5 ; {check if too close to poles!} s := Copy (latitude_str,7,1) ; if s = 'S' then latitude := - latitude ; {negate if necessary} s := Copy (longitude_str,1,3); a:=round (Val (s)) ; if a> 179 then a := 179; s := Copy (longitude_str,4,2); b:=round (Val (s)) ; if b > 59 then b := 59 ; s := Copy (longitude_str,6,2); c:=round (Val (s)) ; if c > 59 then c := 59 ; longitude := d_m_s_to_decimal (a,b,c) ; {convert longitude string to real} s := Copy (longitude_str,8,1) ; if s = 'E' then longitude := - longitude ; {negate if necessary} s := Copy(date_str,1,4); year:=round (Val(s)); if year>2100 then year:=2100; s := Copy(date_str,5,2);month:=round (Val (s));if month>12 then month := 12; s := Copy(date_str,7,2); day:=round (Val (s)); if day > 31 then day := 31 ; if month = 0 then month := 1 ; if day = 0 then day := 1 ; {month, day} s := Copy (timMy?10<sn YBx`8<(*C%0DQQRy? y?f0By?09?@k3? |Q0RAALNuHAC@E0<+8""$QaAC@E0<I.<JyQgrXar$&(ćƇJCfjHCJCgbJg(JBg>HBJBfNQiFϩϪF`6iFiϪjFR`iFϑiRϪFjQA C E QrL?Nu$" &-$)z,) $HCEANr Z40aQ yVR LNuHvEBNx S@SB2(0(0(0(0(0(0(0(0(0(0 QQLNu@ `P0pH(hX8xD$dT4t L,l\<|B"bR2r J*jZ:zF&fV6vN.n^>~A!aQ1q I)iY9yE%eU5u M-m]=}C#cS3s K+k[;{G'gW7wO/o_?H瀀JyfapabagaP4J9fJ9fQanaB9LNu   HptAE$NEar"yC@jt$QC E QaaafaOPJ9fLErHQ# )v3)z#)~)~#)~a4LNuHp1Mr |1LNu H |G Xf |jYh X(f |jYh XPf |xjYh Xxf |_jYh Pf |FjYPp |G"yC7|gJ@g|f2|o|l|$NE|gbmfJAj4B(SB`4t'|oAB$$$$$$$$$$CxExQ|gnaEaQFLNuH|j|m|f6# )v3)z#)~)~#)~aະ|m yGgRyG` yGgSyG yA-r"|$<09Gr2AAAf0aS@2<6""QQrt2UA4YBJyf y lrRBvJAka&JBk69ܶ| mC "aLNuH yJygA(69SC`K"|)0$Bv$<JAg r$<0""QQLNu/A PȑPa|"PP _Nu/ab"Q Nu/Jg3"$ ЁЂЃ @NabQ NuHA.b 9N JygA"N$yP <"$"$"$"$"$"$"$"$"$"$AxCxExQJyfp09Jyg09S@@A7JygA4ZCE <"$"$ACEQJ9g.A8*CE <"$"$ACEQLNuHAzpGrZtҐXTQA Pg/@ A 0LNuH |+ 9f |:"<j@"N$yP"<"$"$QLNuH <i("N$yPpr"$"$"$"$CEQaCE 9f |+pr`2 9f |?pr` 9f |Bp rz2A4B6C8DFEQYRZQYRZQYRZQYRZz2A4B6C8DFEQYRZQYRZQYRZQYRZACEQL?NuHJyngH49p9qq9pppap Jynf29p|m|lJ9ff3naˆ`z|mr|lJ9f<3na^`P| mH| l@J9f3na4`&rJS9a~A PPalPPa LNuJyng* 9q0f a` 9q0f aaNuHp09p2<"yN$IPH@t4B |+b6< ("$("$Q0<H@QLNuH`"NN$yPNpr t "$QxxQLNuH"NN $yPN |+b0< ""$""$QLNu/ C QQavQQ"_NuH`"NCm0$yPEm0rt BBQCpEpQr9g@SAA+*CEt"$"$"$"$ACEQCEQLNuH |:"<k 9xfQ"N$yPpr4< 9xSG SSa SS$"$$"$Qpؕ$"$$"$QQpPؕ$"$$"$QaLNuHt&|r"<rp"N$yPr2k6A |H"<v "$ "$QPPQLNuH瀀ABP:Z~f0AُA[yBLNu8 ta ; end ; {Planets} procedure Comets ; {calculate information about comets} const e_ep = 1.724970684 ; {same earth constants as for planet section} e_om = 1.790645033 ; e_ee = 0.016718 ; var years : real ; {number of years since perihelion of comet} Mc : real ; {mean anomaly of comet} E : real ; {solution to Kepler's equation} v : real ; '{true anomaly} ll : real ; {heliocentric longitude} lr : real ; &{radius vector} phi : real ; {angle conversion variables} x,y : real ; aprime : real ; #{temporary angles} lprime : real ; rprime : real ; Ne : real ; {corresponding variables for earth calculations} Me, bl, ve, br : real ; begin +{do major orbital calculations} enter_data ; since_epoch ; {calculate # years since year of} if month > 2 then begin {the comet's perihelion} years := month + 1 ; years := trunc (years * 30.6) - 63.0 + day ; end else begin years := month - 1 ; years := trunc ((years * 63.0) / 2.0) + day ; end ; years := (years - 1.0) / 365.25 ; years := (year + years) - c_pe[c] ; Mc := 360.0 * years / c_tp[c] ; while Mc > 360.0 do Mc := Mc - 360.0 ; while Mc < 0.0 do Mc := Mc + 360.0 ; Mc := Deg_to_Rad (Mc) ; E := Kepler (Mc, c_ee[c]) ; v := 2.0* ArcTan (tan (E / 2.0) * sqrt ((1.0+ c_ee[c]) / (1.0- c_ee[c]))) ; ll := v + c_pl[c] ; lr := (c_aa[c] * (1.0 - c_ee[c] * c_ee[c])) / (1.0 + c_ee[c] * Cos (v)) ; phi := ArcSin (Sin (ll - c_no[c]) * Sin (c_ii[c])) ; y := Sin (ll - c_no[c]) * Cos (c_ii[c]) ; x := Cos (ll - c_no[c]) ; aprime := ArcTan (y / x) ; aprime := Ambiguity (aprime,x,y) ; lprime := aprime + c_no[c] ; rprime := lr * Cos (phi) ; Ne := 0.985607907 * dday ; {do calculations for earth} while Ne > 360.0 do Ne := Ne - 360.0 ; while Ne < 0.0 do Ne := Ne + 360.0 ; Ne := Deg_to_Rad (Ne) ; Me := Ne + e_ep - e_om ; bl := Ne + 2.0 * e_ee * Sin (Me) + e_ep ; while bl > twopi do bl := bl - twopi ; while bl < 0.0 do bl := bl + twopi ; ve := bl - e_om ; br := (1.0 - e_ee * e_ee) / (1.0 + e_ee * Cos (ve)) ; if rprime < br then !{within orbit of earth?} la :=pi+ bl+ ArcTan ((rprime*Sin(bl-lprime))/ (br-rprime*Cos(bl-lprime))) else !{no, therefore do outer planet formula} la :=lprime+ ArcTan((br*Sin(lprime-bl))/(rprime-br*Cos(lprime-bl))) ; be := ArcTan ((rprime* Tan(phi)* Sin (la-lprime)) / (br* Sin (lprime-bl))) ; calc_data ; end ; {Comets} procedure Moon ; {calculate information on moon} const eccent = 0.016718 ; !{earth's eccentricity} r_nought = 149598500 ; {average distance earth-sun} yr_const = 0.985647332 ; {solar year constant factor} m_l0 = 1.13403578 ; {moon's longitude 1980} m_p0 = 6.0978848 ; {moon's longitude at perihelion} m_n0 = 2.652035286 ; {longitude at the node of epoch} m_i = 0.089804101 ; {moon's inclination} m_e = 0.0549 ; ${moon's eccentricity} m_th = 9.042550855E-3 ; {angular size of moon} var epsil_g : real ; {temporary solar calculation variables} omega_g : real ; {needed for some lunar calculations} N, M, E, v, lsun, ll : real ; mm, bn, ev, bc, ae, a3, mmprime, ec, a4, lprime, bv : real ; llprime, bnprime, aprime : real ; {angle conversion variables} x,y : real ; begin +{do major orbital calculations} enter_data ; since_epoch ; epsil_g := Deg_to_Rad (278.833540) ; omega_g := Deg_to_Rad (282.596403) ; N := yr_const * dday ; while (N > 3H/9q(J9jD99Qܰ<f<29Qزyq,fQ` yQfDJ9Qg JyQf0.?<NNT#q$@R@3QH@@3Q Jyg6.?<NNT#q$@A| m_@3q(3q* Q3QJyzf(JyQg SyQ`ByQ 9Cq.fH9QgJB9Qr29Q49Q |.<gV<gv49QԼ<g` yQgn yQgnzy0Qj y`Qrx29Q |.49QyQ yHQo ByQ` y0Qg49Q yQg`SyQzrx29Q |.49Q yQg yHQg49QJyQgn`.?<NNT#q$GGg"29Q49q(AmBB49Q69q*BmCCQzAm`Sg yQgrx29Q |.49QJyxfyq(gm2`yq(gpn 3HQ 9Qg&USBx`3Q 9QgTRBxa<f&3Q3Q3QQٹ`&Sg yQg:rx29Q |.49QJyxfyq*g m<`yq*gn*ByQ 9Qg:kSB(<`$30Q 9QgRB(<a.<f3Q3Q3QQٹ`Xv~<Bg,<Dg$<Eg<Fg<Pg <Tg<Ug<Vg<Wg<g<gܼ<&gԼ<5g̼<6gļ<`gm<fo<pm<tl@<FF"|Q1`g~fQ`nQ`b<xlT<FF"|Q1`g>~fQ`(Q`<Bl(<gv`yZ>fv`JfB9QNuJyQfrAl< m yQJ9Qf yQA`29QSAx P"|"2"ذ< mJyQg yQnBg"< fp`bP< fT`F y0Qf"< f(`Q< f T<fp<f$29Qزyq,fJy~f <f& 9WQfP |r9Q3Q3Q3Q"ӹ"ӹ |.29Q3Q` 9`Qf/?<NNT#q$rt@ A|nByl6AA |.a<f3Qڑ.Z>gq,gvA68yQԘyQCH؃ٹ3Q3Q3Q |.29Q3QJyxg" yQm9QfD9Q#q(LNuHAJ0<\rtXXQAl P|#g /@>}iA0LNu(H/9q(J9j D9p9Z@<f\29Z>yq,fZF` yZLfHJ9ZFg JyZNf4.?<NNT#q$@R@3ZNH@@3ZD `Jyg6.?<NNT#q$@A| m_@3q(3q* ZF3ZPJyzf,JyZJg SyZJ`ByZP 9Cq.fd`<<^A PPajPP9ZHgJB9ZHr29Z>49Z< |.<gV<gv49Z:<g` yZLgn yZLgnzy0ZDj y`ZDrx29Z> |.49Z<yZD yHZDo ByZD` y0ZDg49Z: yZDg`SyZNzrx29Z> |.49Z: yZDg yHZDg49Z |.49Z:Jyxfyq(gm2`yq(gpn 3HZD 9ZHg&USBx`3ZD 9ZHgTRBxa<f&3Z>3ZB3Z:ZFٹ`&Sg yZLg:rx29Z> |.49Z3ZB3Z<ZFٹ`Xv~<Bg,<Dg$<Eg<Fg<Pg <Tg<Ug<Vg<Wg<g<gܼ<&gԼ<5g̼<6gļ<`gm<fo<pm<tl@<FF"|Q1`g~fZH`nZH`b<xlT<FF"|Q1`g>~fZH`(ZH`<Bl(<gv`yQfv`JfB9ZHNuJyZPfrAl< m yZDJ9ZFf yZDA`29ZLSAx P"|"2"ذ< mJyZFg yZDnBg"ְ< fp`bPְ< fT`F y0ZDf"ְ< f(`Qְ< f T<fp<f$29Z>yq,fJy~f <f& 9WZBfP |r9ZC3Z:3Z<3Z>"ӹ"ӹ |.29Z>3ZB` 9`ZBf/?<NNT#q$rt@ A|nByl6AA |.a<f3ZB.Qgq,gvA68yZ:yZ |.29Z>3ZBJyxg" yZLm9Z@fD9Z@#q(LNuN*HbtAbp r"XC 4YYQQ|Bg 3 9| yx!@#bLbtN@MpZ[S 4| LbQy0<Hft HJyc0g29c40gyZ>g yZ>f 3ZJyq,gyq,g yq,fJy~f Jstar database} n_objects = 9 ; {number of objects in planet and comet database file} type {$I GEMTYPE.PAS} fullstr = string[255] ; {full sized string type} s_system = array [1..n_objects] of real ; {solar system data} var outfile : text ; {screen/printer/nul IO redirection variable} Astronomy_Menu : Menu_Ptr ; {main menu variables} astron_dial,dial_init : Dialog_Ptr ; {initial and desk info variable} c, p : integer ; {planet and comet numbers} prompt,editfld : fullstr ; {dialog strings and} w_name,d_str,values : fullstr ; {window name} what_event : integer; {event returned by gem} resolution : integer ; a : integer ; {for single letter input} fullwindow : integer ; {window management variables} fw_x,fw_y,fw_w,fw_h : integer ; unletter : integer ; dummy : integer ; {dummy variable for event handler} msg : Message_Buffer ; {buffer for gem messages} scrnwhite, did_current : boolean ; {flags for scrn color (white or black)} scrncol, txtcol : integer ; {colors for screen, txt} >{default strings} tempstr, latitude_str, longitude_str, date_str, time_str, device : fullstr ; printouts : boolean ; tp,ep,om,ee,ax : s_system ; {planet data} ii,no,th,bb : s_system ; c_pe,c_pl,c_no,c_tp : s_system ; {comet data} c_ee,c_ii,c_aa : s_system ; planet : array [1..n_objects] of fullstr ; {planet/comet names} comet : array [1..n_objects] of fullstr ; sright : array [1..n_star] of real ; {star RA and Dec} sdecl : array [1..n_star] of real ; right, decl : array [1..19] of real ; {data arrays for plotting needs} alts, azim : array [1..19] of integer ; salts, sazim : array [1..166] of integer ; obname : array [1..19] of fullstr ; s_ra,s_de,s_mag : array [1..stars] of real ; {large database of stars,} {includes RA, Dec and magnitudes for the detailed Star Atlas plot.} h, m, s, rh, rm, rs, dh, dm, ds : integer ; {HMS variables for time,} ;{RA and declination} day, month, year : integer ; {variables for date} dday, dd, la, be, RA_0, Dec_0, t_univ : real ; {variables for days since} RA, Dec, epsilon, latitude, longitude : real ; {1980, RA, dec, latitude,etc} {$I GEMSUBS.PAS} function Val (Snumber : string) : real ; 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If you want to remove this option, simply click the Print Out option again. A check mark on White Screen indicates black stars / white sky. Click to invert screen. For more complete instructions, see the accompanying instructions in the article.  { S K Y P L O T . P A S } {This menu choice is perhaps the most useful for beginning astronomers and any people who have a moderate interest in astronomy. This section will produce three different maps of the sky, all equally useful, and, with the proper printer selection from the main menu, screen dumps may be made which allow the observer to actually use the data generated by this program and look for the actual objects in the night sky. Along with the HORIZON, ZENITH and STAR ATLAS maps, there is also a ALMANAC choice which will allow the user to obtain a list of altitudes, azimuths, right ascensions and declinations of all the objects that this program supports.} procedure Do_Sky_Plot (choice : integer) ; {sky plot sub menu choice} var skymenu : menu_ptr ; #{menu pointer} function Hor_Enter : integer ; {return inputted horizon centre} var ok : boolean ; x : integer ; {temporary variables} hor_str : string[255] ; begin hor_str := '180' ; "{default horizon centre} prompt := 'Enter horizon centre:' ; editfld := '___ deg.' ; values := '999' ; ok := Multi_Dial (prompt,editfld,values,hor_str) ; if ok then begin x := round (Val (hor_str)) ; {return horizon centre} if x > 359 then x := 359 ; {check if idiot value} end else x := -1 ; {if cancelled, return negative flag} Hor_Enter := x ; end ; {Hor_Enter} procedure Make_Table ; {get values for a solar system data table} var temporary : fullstr ; {hold the current output device} l : integer ; {loop control variable} begin temporary := device ; device := 'NUL:' ; {nul device for no output to screen} for l := 1 to 19 do begin {calculate RA and Dec for each object} case l of 1,2,4,5,6,7,8,9 : begin *obname[l] := concat (planet[l],' ') ; *p := l ; *Planets ; 'end ; 3 : begin *obname[l]:='Sun '; *Sun ; 'end ; 10 : begin *obname[l]:='Moon '; *Moon ; 'end ; otherwise : begin )obname[l] := concat (comet[l-10],' ') ; )c := (l - 10) ; )Comets ; 'end ; end ; {case} right [l] := RA ; {store results in arrays} decl [l] := Dec ; {next calculate Altitude and Azimuth of each object} alts [l] := round (Calc_Alt (t_univ,decl[l],right[l])) ; azim [l] := round (Calc_Azi (t_univ,decl[l],right[l])) ; end ; device := temporary ; =vqThJv^-P >2&J9#w 9n0˜}X4Jf}XT4$UJ}UU?0m;m9n0 Pԍp44PP#_Op44__# ޑ?478mʯ??I%J".oQ`T**mRd~`h#?mmrWl&ۄ39, :n0SEBqv\]p ,q=vqph#,,v\-PL&,ёa#n0U>}6p66t"N*"}pT6}UT]<& &3(+G_O`GuPgԍ`z Y8J?yI#0:V~HTi:U@h#i:xحm#I3U0P 6X#n b&P#nP /b_xۄ3p?& {JnKU''|HUK''s  "#$%&'()+,-.012346;=@ABCDCEFGIKLMNQY\]`a`bcdegiklmnoqrsvwyz{}~ U PU+%1C2U4U`"" #Ew)` Q&A kB3-egy   $?, =D-_L(@#.c#_aPU &0P\. sPX(X|{HAYYJx~(3}Y!6CgIII{XA&&$-III{XA&&$5x~(c}寗6?zBC){HA U?){HAUB?x~E}UG)8CnDPFFKKeL%FF KKKe/xE} 6 aG))]]o`G))]]o*OygQ7 M'W"Q-IM 'Wq+KE d(]zB3 M#J&",M#J&q#]o;0NWGd  d . n%3 M " WPM "` ''/m_,dm_,d2l?V%,M3hqG3h"`'''*;N00U;N6o3v?"b ?r5Pʯii4+ii4zUbv"BR$r;N;;1;0N;U. n bv=$[=@__,dm_42%?Z$mT)k=6)k=@R;N00U6? 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Long: ', round (longitude):4,' deg.') ; for l := 1 to 19 do begin {routine to plot objects on map} if ((alts [l] > 0) and (alts [l] < 55) and (((azim[l]-lhor+360) mod 360) <= 175)) then begin ypos := 17 - round (alts [l] / yscale) ; xpos := 2 + round (((azim[l]-lhor+360) mod 360)/xscale) ; obj := Copy (object_str,l,1) ; PrintAt (ypos,xpos) ; {plot the object!!!} write (output,obj) ; end ; end ; for l := 1 to 166 do begin {routine to plot stars on map} if ((salts [l]> 0) and (((sazim[l]-lhor+360) mod 360) <= 175)) then begin ypos := (124*resolution) - ((round (salts [l] / gyscale))*resolution) ; xpos := 16 + round (((sazim[l]-lhor+360) mod 360)/gxscale) ; Plot (xpos,ypos) ; Plot (xpos+1,ypos) ; Plot (xpos,ypos-1) ; Plot (xpos,ypos+1) ; Plot (xpos-1,ypos) ;{plot scaled for med/high res} end ; end ; wind_close ; 1234: end ; {Horizon_Plot} procedure Zenith_Plot ; {make an overhead map of the sky} *{map too small scale to show planets} const c_x = 320 ; ){x centre of circle} c_xsiz = 176 ; ){x stretch of circle} var wname : Window_Title ; c_ysiz : integer ; {y stretch of circle (w.r.t. resolution)} c_y,l : integer ; {y centre of circle, loop variable} xpos,ypos : integer ; {plotting co-ords} rad,theta : real ; {variables for rectangular -> polar conversion} begin wname := ' Zenith (Overhead) Map ' ; wind_open (wname) ; Clearxy ; #{clear a window for information} if not did_current then begin {check if data not yet calculated} PrintAt (10,20); writeln (output,'Please wait ... Calculating Values') ; Make_Table ; PrintAt (10,20); writeln (output,' "') ; end ; PrintAt (3,1) ; {output relevant data: date, time, lat, long} write (output,'Date: Y ',year:4,' M ',month:2,' D ',day:2) ; PrintAt (3,58) ; write (output,'Time: ',Hours(t_univ):2,' h ',Minutes(t_univ):2,' m U.T.') ; PrintAt (4,1) ; write (output,'Lat: ',round(latitude):3,' deg.') ; PrintAt (4,63) ; write (output,'Long: ', round (longitude):4,' deg.') ; PrintAt ( 3,38) ; write (output,'North') ; {output directions of map} PrintAt (12,12) ; write (output,'East') ; {once a screendump made, the } PrintAt (12,65) ; write (output,'West') ; {directions will match if you} paint_style (1) ; paint_color (scrncol) ; {hold the map above your head} if resolution = 1 then begin {y stretch of circle} c_ysiz := 58 ; c_y := 80 ; end ({routine to calculate the circle} else begin ${size in both medium and high} c_ysiz := 126 ; ){resolutions!!!} c_y := 166 ; end ; Frame_Oval (c_x,c_y,c_xsiz,c_ysiz) ; {draw the circle} if resolution = 2 then c_ysiz := 163 else c_ysiz := 80 ; Line (c_x, c_y - c_ysiz, c_x, c_y - c_ysiz + 10) ; {tick marks!} Line (c_x, c_y + c_ysiz, c_x, c_y + c_ysiz - 10) ; Line (c_x - c_xsiz, c_y, c_x - c_xsiz + 10, c_y) ; Line (c_x + c_xsiz, c_y, c_x + c_xsiz - 10, c_y) ; Line (c_x - 5, c_y, c_x + 5, c_y) ; {crosshair!!} Line (c_x, c_y + 5, c_x, c_y - 5) ; for l := 1 to 166 do begin {routine to plot stars} if salts[l] > 0 then begin rad := (90.0 - salts[l]) / 93.0 ; {polar to rectangular conversion!} theta := sazim[l] + 90.0 ; if theta > 360.0 then theta := theta - 360.0 ; theta := Deg_to_Rad (theta) ; xpos := round ((rad * Cos (theta) * c_xsiz)) ; {get x co-ord} xpos := xpos + c_x ; $/x9kT3}-@8**U NL Ay8AUkT3}AL Ay$U&xx I h ww EE%iWW 445fziP! 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Rotation now centred on 12h RA and 0 d Dec (ie: old window centre is now rotated to 12h and 0 d!!)} x1 := twelve - r ; if abs (x1) < max_x then begin {if star greater than 2.2 h from centre} m := s_mag[a] ; {get magnitude of star} {don't plot} x := round ((x1 * ra_fact) * Cos (d / rad)) ; {calculate x co-ord} if resolution = 1 then x := x * 2 ; {change x scaling due to res} y := round (-d * de_fact) ; {calculate y co-ord} if m < 0 then Mag_Zero (x,y) {plot according to magnitude} else if m < 1 then Mag_One (x,y) else if m < 2 then Mag_Two (x,y) else if m < 3 then Mag_Three (x,y) else if m < 4 then Mag_Four (x,y) else if m < 5 then Mag_Five (x,y) else Mag_Six (x,y) ; end ; end ; ){output centre of window data} loc_string := Concat ('Centre of Window: ',sx,' h RA, ',sy,' d Dec') ; if resolution = 1 then Text_Color(green) else Text_Color (txtcol) ; Draw_String (175,10 * resolution,loc_string) ; show_legend ; 2{draw legend} if not scrnwhite then write (chr(27),'p') ; end ; {plot_stars} begin s_right := '055' ; prompt := 'Window Centre R.A.:' ; {get window centre (2 dialog boxes)} editfld := '__._ hours' ; values := '999' ; ok := Multi_Dial (prompt,editfld,values,s_right) ; if ok then begin s_decl := '+02' ; prompt := 'Window Centre Dec.:' ; editfld := '___ deg.' ; values := 'X99' ; ok := Multi_Dial (prompt,editfld,values,s_decl) ; if ok then begin {if box not cancelled, parse strings, and plot} s := Copy (s_decl,1,1) ; if s <> '-' then Delete (s_decl,1,1) ; dummy := round (Val (s_decl)) ; {get integer value of declin} if dummy > 89 then dummy := 89 ; {check for idiot values} if dummy < -89 then dummy := - 89 ; itoa (dummy,s_decl) ; {reduce it and reconvert to string} s := Copy (s_right,1,2) ; dummy := round (Val (s)) ; {get integer value of right ascen} if dummy > 23 then dummy := 23 ; {check for idiot values} itoa (dummy,s) ; {reduce it and reconvert to string} t := Copy (s_right,3,1) ; s_right := Concat (s,'.',t) ; wname := ' Star Atlas ' ; wind_open (wname) ; plot_stars (s_right,s_decl) ; {do the plot at RA, Dec} wind_close ; end ; end ; end ; {Star_Atlas} begin -{do sky plot sub menu choice} if choice = SOLAR then Sky_Table else begin Find_Menu (SKY_MENU, skymenu) ; repeat what_event := 0 ; {reset event} Show_Mouse ; Draw_Menu (skymenu); Event (E_Message); {wait until mouse makes a menu selection} Hide_Mouse; Erase_Menu (skymenu) ; if msg[3] = SKY_INFO then About_The_Desktop_Astronomer {do choice} else case msg[4] of IT_HOR : Horizon_Plot ; IT_ZEN : Zenith_Plot ; IT_ATL : Star_Atlas ; end ; >{case} Menu_Normal (skymenu,SKY_INFO) ; {restore menus to normal} Menu_Normal (skymenu,M_FUNC) ; Menu_Normal < 湺~~g6F O)"y,~~ CdS6MwJw+?e6\M*M2Mffcy>#f;`xc>_oPo^S:::S:S:S^S5S5SSS3UU$H#H[;TsTv\_tSUZީީ9e0t@*_P*'76#WT>ZffNTbHJY ??BQB!!"c0 1/DIQEQi!j!](Aؤ-2QQI!!:::::"MO:{??E55555](>4.T5g/DijIE"ܬc0p^SD??!YT7w3UnBiBj _B$|TRwNn.I8i8jBZF̸RwNZF̸RwNn Bv%TccDTC%cm1C%TcTcm1q%Tcm1qTnIE)iB)jZT'9TCZ9TqCZV'TC-T}ZTC-T} T BDDP%\L\\ 0%\L\LL%\LL  Š_QBZhJrkur #T`fbkurhJrhJrkud&?? 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