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", "9 "A "L "X #` # # =# L# 8 Q# ^# s#S# # # # # # # $ $ o '$ H$ n W$ \$ i$) ~$N$: $A $L $Y $a $l %x % +% m 2% S% b% 6 g% t% %J% % % % % % & (& 6& =&0 ^& l m& r&8 &I &F&Z &a &l &y & ' ' 3' A' NH'i' x' 4 }'''B'''' ' ( &(( >(0 L( < S(t( j ( ( ((.(>(J(Q([(i)v$)~<)T)k)))) )) 2 ) { ))*9*-*:*a*n*****  ** * * +)!+40+:G+AT+T{+a+i+t+++  +`, 0, y#, (,k5,|J,/Y,p,},,,,,,--7- E- L-m- |- A- - ---+---.".:.R._.}..&...<.H.S/  /(/ 6/ eD/ R/ W/d/y/%/////!/,090A70IO0]f0h~0p00  00 @0 0 0 0 1!1:31A@1KM1Yk1fx1n1v11111 i2#2 12 Q62C2X2g2~22222223 W 3+3 93 G3 L3Y3n3}33 3+353C3N3[4c,4qC4[4i4 o4p4 b4 4x444445545K5c5q5 x w55 5 *5555*515<6I$6Q<6\S6hk6py6 66 `6 666 6677,7D7[7s77  7 7 7 (7(797 7J8Q8\'8i48qL8|c8{88 > 88 ^88888 99  $9;9H9U9c9 i9`9u999999 : :: ': C: H: R: RW:d:q:::::::;,#;8;T; a; f;'};.;8;C;K;V;;; <<< 0I< R< [< cd< m< r<J<Q<_<i<s<<<<==,=D=Q=i====== =>&>@*>L?>+P>nd>> p> > O> > > > b> > > ??X%?c=?kJ?W?o?|???????@@2@J@.X@i@s}@0@ @ @ @ r@ @ @ C@ @jAq#A{0AEAPOAgAAAAAAsAA$A,B3 BW-BmWBuoB|BBBBBIBsB B B B aC a C  C C C C X #C X *C .C 5C 9C @C L DC L KC OC VC HZC HlC pC wC o {C o C C C C C C C C C  C  C C C C C (C (C  C  C  C  C  C  C  C  D ~ D ~D  D  D  D 'D A+D A2D {6D {=D { AD { HD  LD  SD WD ^D HbD HiD  mD  tD 9xD 9D 4 D 4 D  D  D qD qD  D  D $D $D 5D 5D P D P D rD rD D D jD jD kD kD D E ME ME E E &E &%E )E 0E  4E  ;E  ?E  FE  JE  QE UE \E `E gE kE   @`` p<D`\0    $ L`   p L @ \P0Lx0 l.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rodata.str1.8.rodata.cst8.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.debug_ranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @3@ .&s,s12s@2(qO0arE\@ gmBa{d0@8P0 ߀@@hP00@PH? شF@T./grpn-1.4.1/build-stamp0000644000175000017500000000000013202005246013460 0ustar wartwart./grpn-1.4.1/help.h0000644000175000017500000000147113201550431012432 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #ifndef __HELP_H #define __HELP_H void help_popup(); void license_popup(); void about_popup(); #endif ./grpn-1.4.1/options.o0000644000175000017500000016360013202005245013206 0ustar wartwartELF>@@AWAVAUATUSH(H-HHtFHH@H=tH([]A\A]A^A_H([]A\A]A^A_D1HHHHH5HH=HHjLjH5E11HH=HIH11H=ILLHLH=ILHHLt$ E1LHLLHL1LILLHLH51HILE1LHLHLd$HjH5jE11AHH 1AH|$HI1AH@Lt$LLt$L5H|$HIHH5HHLHD$Ht$E1HH|$HHjH5jE11AH1H|$LD$,1|$,H@H|$HD$LHHHH5HHLHD$Ht$E1HH|$HHjH5jE11AHH 1H|$LD$1|$H@H|$HD$LHHHH5HHLHD$Ht$E1HH|$HHjH5jE11AH1H|$LD$,1|$,H@H|$HD$LHHHH5HHLHD$L|$E1HLLHL|$HjH5jE11AHH 1H|$AL1AH@L|$LH=L=H|$IHE1LHLLHL1LLHD$L|$HLLL|$H51H|$IHE1LHLHHjH5jE11AH1LLD$,1|$,H@LLLHH5HH|$IHE1LHLHHjH5jE11A HH 1LLD$1|$ H@LH=H|$IHE1LHLLHL1LLHD$L|$HLLL|$H51H|$IHE1LHLHHjH5jE11A@H1LLD$,1|$,@H@LLLHH5HH|$IHE1LHLHHjH5jE11AHH 1LLD$1|$H@LH=H|$IHE1LHLLHL1LLHD$L|$HLLH51HILL|$E1LHLHHjH5jE11AH1LLA1AH@LLLHH5HH|$IHE1LHLHHjH5jE11AHH 1LLA1AH@LH=H=IHHLIHjH5jE1M1HH|$ HE1HLHLH LXH-ZOptionsdestroyBaseBintoggledOctDecEngHexRadixDegreesRadiansCoordinate ModeRectangularPolarDisplay ModeShortLongDismissclicked&5 8intii b     ( 0 8 @ H P X O` Uh bp  bt px F T [ k !{ ) * + , .- /b 1q O O U b k 8  8;<=UUUb &?'[(F -M48B8 a 8Qbi!Q)b*i . 0i 1b 2 68 7M M W$// F n   %y ) +len , $0 ) + - . / /  3# :Bp =i > 6M Hnp Ki L 7y Wp Z [ \  8  8  8@-.$30Xs Y Z \ ^ ` a(FsFFFim %' ) * +"1%<'a ) *a10r@`+      ( , 0 a8 @ H ͈P XA6MFwref get% w0 P e       + (;gw+   J J 6 e V  k   lwmwnwpwqw5 GwML (){}[]=,     6 + Y Z [ \ ] ^ _`  a? 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I wN qX ] g g l y - M c o ~  ! !$!9!K!$Z!g!!!! !!!+""3&"FD"^k"i"v"~""" #"#<#F#d######'#7$I$V6$gC$wc$p$$!$$$$ %$%1%Q%^%x%6%>%M%%%]%w &+&@&Y&f&&&&&&&)& ':@'G`'lu''s''''((&(-0(N(u((4((?(O(a(n)()12)R)y)))))**0*J*7T* t*8*C*h**o*~++7+U+b+w+?+++++,",-@,@M,He,Tz,G,d,|,,--4-R-j---W-- - .; .:.BG.Qe.dr.l.w...c../9/N/h/u/ / / /* /i/: /R 0] <0j S0r k0~ 0 0 0 0 0v0 1 >1 \1 q11 1$ 19 1A 1L 1T 2c 2|&2s F2 m2 2 22 2 2 2 3 3*3 B3 `3? u33L 3d 3o 3~ 4 ] 4 ]4 a 4 a 4 $4 ,4 04 84 v<4 vC4 G4 N4 R4 Y4 ]4 d4 qh4 qo4 !s4 !z4 i ~4 i 4 P4 P4 4 4 M4 M4 4 4 4 4 :4 :4 4 4 4 4 = 4 = 4 H4 H4 4 4 5  5  5 5 5 5 {#5 { c .symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @ @xP& , 12 Ea *5@@XRQA_DoG0j@0 )Ht~@ 0N'0lll@ m# t68./grpn-1.4.1/number.o0000644000175000017500000025067013202005243013005 0ustar wartwartELF>K@@HHt HfH=1f.HtCu=SGHtQt4tWH H=1fDHH[fDHDHf.Ht @HH H=1Ht HH H=1Ht /HH H=1HHtgWtOt*t5H=H511fHHHHHHH H=1ff.HHtgGtOt*t5H H=*1HHHHHHH H=1ff.USH1HHGHHHCHH[]f.USH1HHGHHHCHH[]f.USH1HHGHHHCHH[]f.USHHFGFtXt+H H=1Hn1HHHCHH[]@Hn1HHHCHH[]@Hn1HHHCHH[]ff.US1HHHHŋCt|t/tRH H=1fDH{EHEHtwHH[]DH{EHEf.H{EHEf.H H=1@H1zfUS1HHHHŋCt|t/tRH H=1fDH{EHEHtwHH[]DH{EHEf.H{EHEf.H H=1@H1zfATU1SHH HŋCt-tPH H=1@H=EH1H[]A\H{H5tCH{EHEDH{EHEHtH[]A\H[L%1HHLEHHHHEHE@H H=1ff.ATU1SHH HŋCt-tPH H=1@H=EH1H[]A\H{H5tCH{EHEDH{EHEHtH[]A\H[L%1HHLEHHHHEHE@H H=1ff.US1HHHHŋCt3t^H H=1f.H=EH1HH[]fH{EHEHtHH[]DH{EHEfH H=1ff.US1HHHHŋCt3t^H H=1f.H=EH1HH[]fH{EHHHHEHEHtHH[]fDH{EHEf.H H=1ff.US1HHHHŋCt3t^H H=1f.H=EH1HH[]fH{EHHHHEHEHtHH[]fDH{EHEf.H H=1ff.US1HHHHŋCt3t^H H=1f.H=EH1HH[]fH{EHHHHEHEHtHH[]fDH{EHEf.H H=1ff.ATU1SHH9HŋCt-tPH H=1@H=EH1H[]A\H{H5tsH{H5t^H{EHHHHEHEfH{EHEHnH[]A\H[L%1HHLEHHHHEHE@H H=1ff.ATU1SHH9HŋCt-tPH H=1@H=EH1H[]A\H{H5tsH{H5t^H{EHHHHEHEfH{EHEHnH[]A\H[L%1HHLEHHHHEHE@H H=1ff.US1HHHHŋCt3t^H H=1f.H=EH1HH[]fH{EHHHHEHEHtHH[]fDH{EHEf.H H=1ff.AUAT1USHHHHtlHtgIċCt+tvH H=1fH=LE1HL[]A\A]H H=1@EtpH{H5HuH{AD$ID$5EtHO HuH{AD$ID$H.HL[]A\A]@HuH{AD$ID$H{H5AD$~HuH{ID$f.H}"H[L-AD$LHHHuHHHID$ID$'fH[L-1HLHHuHHHID$ID$f.ATU1SHHHtJHtEIċCtYH H=1@H H=1@EuHuH{AD$ID$fDE3RHuH{AD$ID$EDEHuH{AD$ID$HL[]A\HsH}AD$ID$HuH{AD$AD$ID$f.HuH{AD$ID$xHsH}AD$ID$XHuH{AD$ID$8HsH}AD$ID$LE1AUATUSHHG~,H=H1[]A\A]f.D$I1D$HHI1H@1LHHLHCLHD$HHHD$H[]A\A]H H=1@H H=1@ATU1SHHHtJHtEIċCtYH H=1@H H=1@E uHuH{AD$ID$fDE#RHuH{AD$ID$EDEHuH{AD$ID$HL[]A\HuH{AD$ID$HuH{AD$ID$HuH{AD$ID$HuH{AD$ID$hHuH{AD$ID$HHuH{AD$ID$(LE1!ATU1SHHHtJHtEIċCtYH H=1@H H=1@Et0t+uHuH{AD$ID$jfH=AD$LE1L[]A\EtNtÃ2HuH{AD$ID$HuEttH=AD$uATU1SHHHtJHtEIċCtYH H=1@H H=1@E uHuH{AD$ID$fDE#RHuH{AD$ID$EDEHuH{AD$ID$HL[]A\HsH}AD$ID$HuH{AD$ID$HuH{AD$ID$HsH}AD$ID$hHuH{AD$ID$HHsH}AD$ID$(LE1!ATUSHHHHGH|x~#unH=1H[]A\F|HHIHLHHLHD$HHD$fDH H=1@H H=1@ATU1SHHHtJHtEIċCtYH H=1@H H=1@E uHuH{AD$ID$fDE#RHuH{AD$ID$EDEHuH{AD$ID$HL[]A\HuH{AD$ID$HuH{AD$ID$HuH{AD$ID$HuH{AD$ID$hHuH{AD$ID$HHuH{AD$ID$(LE1!ATU1SHHHtJHtEIċCtYH H=1@H H=1@Et0t+uHuH{AD$ID$jfH=AD$LE1L[]A\EtNtÃ2HuH{AD$ID$HuEttH=AD$uATU1SHHHtJHtEIċCtYH H=1@H H=1@Et0t+uHuH{AD$ID$jfH=AD$LE1L[]A\EtNtÃ2HuH{AD$ID$HuEttH=AD$uMallocError: Unknown number type clrRefcntNumber(NULL) incRefcntNumber(NULL) decRefcntNumber(NULL) printNumber(NULL) negNumber(NULL) invNumber(NULL) lnNumber(NULL) lnlogNumber(NULL) logexpNumber(NULL) expsin Number(NULL) sincos Number(NULL) costan Number(NULL) tanasin Number(NULL) asinacos Number(NULL) acosatan Number(NULL) atanpowNumber(NULL) powmulNumber(NULL) dbNumber(NULL) dbmodNumber(NULL) modaddNumber(NULL) ripNumber(NULL) ripsubNumber(NULL) lShiftNumber(NULL) lshiftrShiftNumber(NULL) rshiftError: printNumber(): Unknown number type: 0x%x Error: printNumber(): Unknown number type S8 "?intpp i     ( 0 8 @ H P X V` \h ip  it wx M [ b r ! ) * + , .4 /i 1x V V \ i% r ?  ?;<=\\\i "M #i $i %X  i i ! re im  $ok %num &- (M -T 4? 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This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* run_cmd.c by Paul Wilkins */ #include #include #include #include "buttons.h" #include "funcs.h" #include "editor.h" #include "error.h" /* line is the name of the command to run, as stored in * the RowInfo struct */ void runCmd(char *line){ int i, j; int cmdLen; int lineLen; FuncInfo *fi; void (*CallBack)(GtkWidget *, gpointer); int found = 0; /* how many matching commands have we found */ if(*line == '"' || *line == '\'') line++; lineLen = strlen(line); /* try to find a matching command */ for(i=0; iCB; CallBack((GtkWidget *)NULL, (gpointer)fi); } else if(found > 1){ sprintf(getStringError(), "%s: Ambigious command name.", line); } else { sprintf(getStringError(), "%s: Unrecognized command.", line); } } ./grpn-1.4.1/grpn.10000644000175000017500000000400713201550431012357 0ustar wartwart.\" Hey, EMACS: -*- nroff -*- .\" First parameter, NAME, should be all caps .\" Second parameter, SECTION, should be 1-8, maybe w/ subsection .\" other parameters are allowed: see man(7), man(1) .TH GRPN 1 "April 2002" GRPN "GTK+ Reverse Polish Notation Calculator" .\" Please adjust this date whenever revising the manpage. .\" .\" Some roff macros, for reference: .\" .nh disable hyphenation .\" .hy enable hyphenation .\" .ad l left justify .\" .ad b justify to both left and right margins .\" .nf disable filling .\" .fi enable filling .\" .br insert line break .\" .sp insert n+1 empty lines .\" for manpage-specific macros, see man(7) .SH NAME grpn \- GTK+ reverse polish notation calculator .SH SYNOPSIS .B grpn .B "[-fn \fIfont\fR] [-btn-fn \fIfont\fR] [-disp-fn \fIfont\fR]" .B "[-rows \fIn\fR] [-cols \fIn\fR] [-b]" .B "[-bm \fIdec\fR|\fIeng\fR|\fIbin\fR|\fIoct\fR|\fIhex\fR]" .br .SH DESCRIPTION .br GRPN is a RPN calculator for the X Window system built using the GIMP Toolkit (GTK+). GRPN works with real numbers, complex numbers, matrices, and complex matrices. Numbers can be displayed in 4 different radix modes, and complex numbers can be displayed in either Cartesian or polar form. .PP .\" TeX users may be more comfortable with the \fB\fP and .\" \fI\fP escape sequences to invode bold face and italics, .\" respectively. \fBgrpn\fP is a GTK+ reverse polish notation calculator. .SH OPTIONS .br .TP .B " -b" Don't draw the buttons. .TP .B " -bm \fIbasemode\fR" Start in basemode: \fIdec\fR, \fIeng\fR, \fIbin\fR, \fIoct\fR, or \fIhex\fR. .TP .B " -rows \fIn\fR" Display (a minimum of) n rows. .TP .B " -cols \fIn\fR" Display (a minimum of) n columns. .TP .B " -btn-fn \fIfont\fR" Use font for the buttons and menu bar. .TP .B " -disp-fn \fIfont\fR" Use font for the main display. .TP .B " -fn \fIfont\fR" Specifies both -btn-fn and -disp-fn. .I .SH AUTHOR GRPN was written by Paul Wilkins . ./grpn-1.4.1/options.h0000644000175000017500000000215013201550431013170 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* options.h by Paul Wilkins 1/17/99 */ #ifndef __OPTIONS_H #define __OPTIONS_H /* toggle buttons in the dialog */ extern GtkWidget *optBinBtn; extern GtkWidget *optOctBtn; extern GtkWidget *optDecBtn; extern GtkWidget *optDecEngBtn; extern GtkWidget *optHexBtn; /* the dialog */ extern GtkWidget *optWindow; /* pops up a new window with all the options in it */ void optionsCB(gpointer data); #endif ./grpn-1.4.1/license.h0000644000175000017500000000276013201550431013126 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #define LICENSE_TXT "\n\ \n\ Copyright (C) 2002 Paul Wilkins\n\ \n\ This program is free software; you can redistribute it and/or\n\ modify it under the terms of the GNU General Public License\n\ as published by the Free Software Foundation; either version 2\n\ of the License, or (at your option) any later version.\n\ \n\ This program is distributed in the hope that it will be useful,\n\ but WITHOUT ANY WARRANTY; without even the implied warranty of\n\ MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See\n\ the GNU General Public License for more details.\n\ \n\ You should have received a copy of the GNU General Public License\n\ along with this program; if not, write to the Free Software\n\ Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA \n\ 02111-1307, USA.\n\ \n\ \n\ " ./grpn-1.4.1/complex.o0000644000175000017500000024312013202005242013153 0ustar wartwartELF>P@@@HHtHH@HfH=1f.Ht+SHH?HtH{HtH[@f.ATHUHSHuYHHtQH?IHtH{Ht1LHH1HHHCH[]A\H H=1ff.HATUStgHHt_HH?HtH{HtLe1HLHmH1HHHCH[]A\fDH H=1ff.USH1HH}HH}HHCHH[]f.SHH?H{H[fDAUAT1USHHH}IHH}HHHHIH}HH}HI$HHID$LHL[]A\A]fATUSHH?HH{HHHHIH;HH{HH{HLH[]A\fUSHHH?H}HHHHtXHHHHH5HH5HHHHHH[]HHHf.USHHH3HHH5H;HttXHH[]fDH{H5t^HHHHHH[]ÐH{H5H5Ht1H[]fDHHfDH[]DUSH1HHHHHHCHH[]ff.AUATUSHZHHH1tQH}H}IH5HHLH1LHHH[]A\A]@HH8II1I}tBHLH5HLH1돐H=1DH5I}H@f.AUATIUSZHHH1t~I<$I|$HH5IHHH1HLIITHH9vBD+ HLHH[]A\A]fLH8IH1I}tJILH5LHH1`fDH=1DH5I}IfDAUAT1USHHH{HH{IH3LIHEH3LHEHH[]A\A]DAUATUSHHHHusHHtkH?IHtH{Ht1tdLHH1HHHCHH[]A\A]DH H=1@I1LHIE1tN1HHIELHHHLHHH[]A\A]@H5HIE볐f.SH8HH[f.USHH=HH;HH{HHHH[]f.AUAT1USHHH}HH}IH}ILHHHLHHHCHH[]A\A]fATUSHH?H{IH;HHHH{LHLHH[]A\AWAV1AUATUSHH(HHIHHLmLuLHH5LH=IHLHIH5HILHLLH5LH5IHLIHLILLHHD$HHD$H=IHLHHD$LHCLLLD$LHL$HLHT$HHH(H[]A\A]A^A_Df.AWAV1AUATUSHHHH3H}IHsH}IHsH}IH}H3ILHLHLI$LID$HHL[]A\A]A^A_AVAU1ATUISALHAH~7fHLHIA9Lu[L]A\A]A^I[L]A\A]A^ÐUSHHH8HHHHHHHH[]Df.ATUIS1HI<$HHI|$HHHCH[]A\@USHHH8HHHHHHHHHH[]@AUATIUSHHH5tGHLHHHHHHHHH[]A\A]DH-1HHHHIH8HHLLHHfDAWAV1AUATIUSHHH;IHH{HHHHHD$I4$H;It$H{ILHH$It$H;H{I4$ILHHHLHLIEHL$IEHHH$HHHL[]A\A]A^A_ATUIS1HI<$HHI|$HHHCH[]A\@AWAV1AUATIUSHHH}IHH}HHHHIH}HH}HHD$LIH|$HLHLI$LID$HHHL[]A\A]A^A_ATUISH1I4$H}HIt$H}HHCH[]A\fAUATHUSHH=HHH;IH{HLHIHHLLH}H5H}H5HH[]A\A]fATU1SHIH}LHHmH1HHHCH[]A\Ðf.ATUISH1I4$H}HIt$H}HHCH[]A\fAUATHUSHH=HHH;IH{HLHIHHLL1HHI1LHHLHHHHIHHL[]A\A]f.ATUSHHHHHHHIHL[]A\ATU1SHIH}LHHmH1HHHCH[]A\Ðf.ATU1SHIHuLHH}HHCH[]A\AWAV1AUATIUSH8LHHI6H="H5HH5HHHIH5HH5HHHIIt$H=LLHHHD$HHD$H8IH5LH=HHD$H5H8HH=H}HHD$ HT$ HI6H=tXLLHH|$H|$LH|$H8H[]A\A]A^A_H}H}@HHHT$(HHD$ HD$ HT$(HEfH=HHHD$ HD$ HI<$I|$XH;H{f.USHH=HHHHHH[]MallocsetCmplxReal(NULL) setCmplxCmplx(NULL) (%s< %s)(%s; %s)-DT!-DT!?@l> R?intpp i     ( 0 8 @ H P X V` \h ip  it wx M [ b r ! ) * + , .4 /i 1x V V \ i% r ?  ?;<=\\\i ii\Pb#gPs re im  $ok %num &-         ! 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This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. */ /* stack.h by Paul Wilkins 3/15/97 */ #ifndef __STACK_H #define __STACK_H #include "typedefs.h" struct StackElem; struct Stack { int length; /* the head (bottom) of the stack */ struct StackElem *head; }; int setup_stack(); int stackLen(); void printStack(); void clearStack(); void clearNamedStack(struct Stack *); struct Stack *getStack(); int copyStack(struct Stack *, struct Stack *, int); Number * getStackEle(int); int Push(Number *); Number * Pop(); #endif ./grpn-1.4.1/lcd.o0000644000175000017500000027640013202005244012257 0ustar wartwartELF>@v@@f.HHF(dHtF~dHfAWAVAUATUSHH=Ht$t$H=HH[]A\A]A^A_fLc%AD-A)D)E}PhDT$|$(HcEHHD$~DH5HcHc\$IHcL 6u Hp K0i L 7 Wp Z0 [; \  8 0 8  8@-.$(380X Y Z \F ^ ` a(0X00X0XXim-%'7 )0 *7 +7CR0%]' )0 *R0@`L 0       ( , 0 Ȃ8  @  H ͈P  XAWMgҘrefF FgetF 0 q        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This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #include #include #ifdef USE_GNOME #include #endif #include #include "menu.h" #include "mode.h" #include "options.h" extern void quitCB(gpointer); extern void clearCB(gpointer); extern void optionsCB(gpointer); extern void licenseCB(gpointer); extern void aboutCB(gpointer); extern void helpCB(gpointer); #ifdef OPTIONS_MENU extern void baseCB(gpointer); extern void radixCB(gpointer); extern void cmodeCB(gpointer); extern void dmodeCB(gpointer); #endif #ifdef USE_GNOME GnomeUIInfo filemenu[] = { {GNOME_APP_UI_ITEM, "Clear", "Clear and reset GRPN", clearCB, NULL, NULL, GNOME_APP_PIXMAP_NONE, NULL, 0, 0, NULL}, {GNOME_APP_UI_ITEM, "Options", "Options", optionsCB, NULL, NULL, GNOME_APP_PIXMAP_NONE, NULL, 0, 0, NULL}, GNOMEUIINFO_MENU_EXIT_ITEM(quitCB, NULL), GNOMEUIINFO_END }; GnomeUIInfo helpmenu[] = { {GNOME_APP_UI_ITEM, "License", "License", licenseCB, NULL, NULL, GNOME_APP_PIXMAP_NONE, NULL, 0, 0, NULL}, {GNOME_APP_UI_ITEM, "About", "About", aboutCB, NULL, NULL, GNOME_APP_PIXMAP_NONE, NULL, 0, 0, NULL}, GNOMEUIINFO_HELP("grpn"), GNOMEUIINFO_END }; GnomeUIInfo mainmenu[] = { GNOMEUIINFO_MENU_FILE_TREE(filemenu), GNOMEUIINFO_MENU_HELP_TREE(helpmenu), GNOMEUIINFO_END }; /* create the menubar */ GtkWidget *setup_menu(GtkWidget *parent) { gnome_app_create_menus(GNOME_APP(parent), mainmenu); return NULL; } #else /* not USE_GNOME */ /* create the menubar */ GtkWidget *setup_menu(GtkWidget *parent) { GtkWidget *menu_bar; GtkWidget *fileM, *fileI; GtkWidget *clearI; GtkWidget *optionsI; GtkWidget *quitI; #ifdef OPTIONS_MENU GtkWidget *optM, *optI; GtkWidget *baseM, *baseI; GtkWidget *binI; GtkWidget *octI; GtkWidget *decI; GtkWidget *decEngI; GtkWidget *hexI; GtkWidget *radixM, *radixI; GtkWidget *degI; GtkWidget *radI; GtkWidget *coordM, *coordI; GtkWidget *rectI; GtkWidget *polI; GtkWidget *dispM, *dispI; GtkWidget *shrtI; GtkWidget *longI; #endif GtkWidget *helpM, *helpI; GtkWidget *hlpI; GtkWidget *licenseI; GtkWidget *aboutI; /********************************************************/ /* File */ fileM = gtk_menu_new(); /* Remember: don't gtk_widget_show the menu */ /* Clear */ clearI = gtk_menu_item_new_with_label("Clear"); gtk_menu_append(GTK_MENU(fileM), clearI); gtk_widget_show(clearI); gtk_signal_connect_object(GTK_OBJECT(clearI), "activate", GTK_SIGNAL_FUNC(clearCB), NULL); /* Options */ optionsI = gtk_menu_item_new_with_label("Options"); gtk_menu_append(GTK_MENU(fileM), optionsI); gtk_widget_show(optionsI); gtk_signal_connect_object(GTK_OBJECT(optionsI), "activate", GTK_SIGNAL_FUNC(optionsCB), NULL); /* Quit */ quitI = gtk_menu_item_new_with_label("Quit"); gtk_menu_append(GTK_MENU(fileM), quitI); gtk_widget_show(quitI); gtk_signal_connect_object(GTK_OBJECT(quitI), "activate", GTK_SIGNAL_FUNC(quitCB), NULL); /********************************************************/ #ifdef OPTIONS_MENU /* create the "Options" pulldown menu */ optM = gtk_menu_new(); /* Base */ baseM = gtk_menu_new(); /* Binary */ binI = gtk_menu_item_new_with_label("Binary"); gtk_menu_append(GTK_MENU(baseM), binI); gtk_widget_show(binI); gtk_signal_connect_object(GTK_OBJECT(binI), "activate", GTK_SIGNAL_FUNC(baseCB), (gpointer)BINARY); /* Octal */ octI = gtk_menu_item_new_with_label("Octal"); gtk_menu_append(GTK_MENU(baseM), octI); gtk_widget_show(octI); gtk_signal_connect_object(GTK_OBJECT(octI), "activate", GTK_SIGNAL_FUNC(baseCB), (gpointer)OCTAL); /* Decimal */ decI = gtk_menu_item_new_with_label("Decimal"); gtk_menu_append(GTK_MENU(baseM), decI); gtk_widget_show(decI); gtk_signal_connect_object(GTK_OBJECT(decI), "activate", GTK_SIGNAL_FUNC(baseCB), (gpointer)DECIMAL); /* Decimal-Eng */ decEngI = gtk_menu_item_new_with_label("Decimal-Eng"); gtk_menu_append(GTK_MENU(baseM), decEngI); gtk_widget_show(decEngI); gtk_signal_connect_object(GTK_OBJECT(decEngI), "activate", GTK_SIGNAL_FUNC(baseCB), (gpointer)DECIMAL_ENG); /* Hex */ hexI = gtk_menu_item_new_with_label("Hex"); gtk_menu_append(GTK_MENU(baseM), hexI); gtk_widget_show(hexI); gtk_signal_connect_object(GTK_OBJECT(hexI), "activate", GTK_SIGNAL_FUNC(baseCB), (gpointer)HEXADECIMAL); baseI = gtk_menu_item_new_with_label("Base"); gtk_menu_append(GTK_MENU(optM), baseI); gtk_widget_show(baseI); gtk_menu_item_set_submenu(GTK_MENU_ITEM(baseI), baseM); /* Radix */ radixM = gtk_menu_new(); /* Degrees */ degI = gtk_menu_item_new_with_label("Degrees"); gtk_menu_append(GTK_MENU(radixM), degI); gtk_widget_show(degI); gtk_signal_connect_object(GTK_OBJECT(degI), "activate", GTK_SIGNAL_FUNC(radixCB), (gpointer)DEGREES); /* Radians */ radI = gtk_menu_item_new_with_label("Radians"); gtk_menu_append(GTK_MENU(radixM), radI); gtk_widget_show(radI); gtk_signal_connect_object(GTK_OBJECT(radI), "activate", GTK_SIGNAL_FUNC(radixCB), (gpointer)RADIANS); radixI = gtk_menu_item_new_with_label("Radix"); gtk_menu_append(GTK_MENU(optM), radixI); gtk_widget_show(radixI); gtk_menu_item_set_submenu(GTK_MENU_ITEM(radixI), radixM); /* Coordinate Mode */ coordM = gtk_menu_new(); /* Rectangular */ rectI = gtk_menu_item_new_with_label("Rectangular"); gtk_menu_append(GTK_MENU(coordM), rectI); gtk_widget_show(rectI); gtk_signal_connect_object(GTK_OBJECT(rectI), "activate", GTK_SIGNAL_FUNC(cmodeCB), (gpointer)RECTANGULAR); /* Polar */ polI = gtk_menu_item_new_with_label("Polar"); gtk_menu_append(GTK_MENU(coordM), polI); gtk_widget_show(polI); gtk_signal_connect_object(GTK_OBJECT(polI), "activate", GTK_SIGNAL_FUNC(cmodeCB), (gpointer)POLAR); coordI = gtk_menu_item_new_with_label("Coordinate Mode"); gtk_menu_append(GTK_MENU(optM), coordI); gtk_widget_show(coordI); gtk_menu_item_set_submenu(GTK_MENU_ITEM(coordI), coordM); /* Display Mode */ dispM = gtk_menu_new(); /* Short */ shrtI = gtk_menu_item_new_with_label("Short"); gtk_menu_append(GTK_MENU(dispM), shrtI); gtk_widget_show(shrtI); gtk_signal_connect_object(GTK_OBJECT(shrtI), "activate", GTK_SIGNAL_FUNC(dmodeCB), (gpointer)SHORT_DISPLAY); /* Long */ longI = gtk_menu_item_new_with_label("Long"); gtk_menu_append(GTK_MENU(dispM), longI); gtk_widget_show(longI); gtk_signal_connect_object(GTK_OBJECT(longI), "activate", GTK_SIGNAL_FUNC(dmodeCB), (gpointer)LONG_DISPLAY); dispI = gtk_menu_item_new_with_label("Display Mode"); gtk_menu_append(GTK_MENU(optM), dispI); gtk_widget_show(dispI); gtk_menu_item_set_submenu(GTK_MENU_ITEM(dispI), dispM); #endif /********************************************************/ /* create the "Help" pulldown menu */ helpM = gtk_menu_new(); /* Help */ hlpI = gtk_menu_item_new_with_label("Help"); gtk_menu_append(GTK_MENU(helpM), hlpI); gtk_widget_show(hlpI); gtk_signal_connect_object(GTK_OBJECT(hlpI), "activate", GTK_SIGNAL_FUNC(helpCB), NULL); /* Help */ licenseI = gtk_menu_item_new_with_label("License"); gtk_menu_append(GTK_MENU(helpM), licenseI); gtk_widget_show(licenseI); gtk_signal_connect_object(GTK_OBJECT(licenseI), "activate", GTK_SIGNAL_FUNC(licenseCB), NULL); /* Help */ aboutI = gtk_menu_item_new_with_label("About"); gtk_menu_append(GTK_MENU(helpM), aboutI); gtk_widget_show(aboutI); gtk_signal_connect_object(GTK_OBJECT(aboutI), "activate", GTK_SIGNAL_FUNC(aboutCB), NULL); /********************************************************/ /* tell the menubar who is the heplp widget */ menu_bar = gtk_menu_bar_new(); gtk_box_pack_start(GTK_BOX(parent), menu_bar, FALSE, FALSE, 0); gtk_widget_show(menu_bar); fileI = gtk_menu_item_new_with_label("File"); gtk_menu_item_set_submenu(GTK_MENU_ITEM(fileI), fileM); gtk_menu_bar_append(GTK_MENU_BAR(menu_bar), fileI); gtk_widget_show(fileI); #ifdef OPTIONS_MENU optI = gtk_menu_item_new_with_label("Options"); gtk_menu_item_set_submenu(GTK_MENU_ITEM(optI), optM); gtk_menu_bar_append(GTK_MENU_BAR(menu_bar), optI); gtk_widget_show(optI); #endif helpI = gtk_menu_item_new_with_label("Help"); gtk_menu_item_right_justify(GTK_MENU_ITEM(helpI)); gtk_menu_item_set_submenu(GTK_MENU_ITEM(helpI), helpM); gtk_menu_bar_append(GTK_MENU_BAR(menu_bar), helpI); gtk_widget_show(helpI); return menu_bar; } #endif /* USE_GNOME */ ./grpn-1.4.1/help.c0000644000175000017500000001752113201550431012430 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #include #include #include #include #include "help.h" #include "funcs.h" #include "buttons.h" #include "license.h" #include "version.h" #define ABOUT_TXT \ "GRPN is a graphical reverse polish notation (RPN) calculator.\n\ \n\ By: Paul Wilkins\n\ paul.wilkins at analog com\n\ Fix_locale.dpatch by Wartan Hachaturow \n\ Add_includes.dpatch by Michael Bienia \n\ gtk2.dpatch by Barry deFreese \n\ Support for Pango-fonts by Jean-Pierre Demailly.\n\ Shift operators by Nathaniel Clark.\n\ Changes since version 1.1.2-3: Jens Getreu \n\ \n\ " #define HELP_TXT \ "\ GRPN is a graphical reverse polish notation (RPN) calculator.\n\ \n\ GRPN works with real numbers, complex numbers, matrices, and\n\ complex matrices. Numbers can be displayed in 4 different\n\ radix modes, and complex numbers can be displayed in either\n\ Cartesian or polar form.\n\ \n\ GRPN uses a stack and reverse polish notation to evaluate\n\ expressions. The stack in GRPN is infinite and limited only\n\ by available memory.\n\ \n\ Expressions are evaluated in reverse polish notation. Unlike\n\ conventional (prefix) notation, RPN requires that all arguments\n\ to a command are entered prior to execution of the command. For\n\ example to add 6.7 to 3.2 you would push both numbers onto the\n\ stack, then press the add (+) button:\n\ \n\ 3.2\n\ 6.7\n\ +\n\ \n\ The result is left on the stack.\n\ \n\ Cntr-c copies the result to the clipboard for use in \n\ other applications. \n\ \n\ Note that GRPN uses a shorthand for all commands that causes\n\ an automatic before executing a command. The previous\n\ example could then be done as:\n\ \n\ 3.2\n\ 6.7+\n\ \n\ Input is accepted from both the keyboard and the mouse. When\n\ entering a command from the keyboard, the command may be\n\ abbreviated to the shortest set of letters which uniquely\n\ identifies the command.\n\ \n\ Input may be forced to be interpreted as a command by prefixing\n\ the command with double or single quotes. This is useful, for\n\ example when in Hexadecimal mode and you would like to switch to\n\ decimal mode by typing:\n\ dec\n\ \n\ Mouse input simply requires pressing the button with the desired\n\ command.\n\ \n\ To enter a matrix first push its data on the stack as you would\n\ lines, f. ex.:\n\ 1 2 3 4 5 6\n\ \n\ Then you can enter the dimension of the matrix f. ex.:\n\ 3 2 matrix\n\ \n\ As you can see in the following output, the command 'matrix'\n\ creates (or decomposes) the matrix:\n\ 1: [1 2 3 \n\ 4 5 6]\n\ \n\ Complex numbers are entered in a similar way:\n\ 3 7 complex\n\ 1: (3,7)\n\ \n\ Note that the complex-command also decomposes\n\ complex numbers:\n\ complex\n\ 2: 3\n\ 1: 7\n\ \n\ The 'undo' command allows you to undo up to the last 10\n\ operations.\n\ \n\ Available commands:\n\ \n\ + Add.\n\ - Subtract.\n\ * Multiply.\n\ / Divide.\n\ ^ Power.\n\ Push a number onto the top of the stack.\n\ Push a number onto the top of the stack.\n\ " void popup_window(GtkWidget **dialog, char *txt, char *title){ GtkWidget *vbox; GtkWidget *scrolled_win; GtkWidget *label; GtkWidget *button; if (!*dialog) { *dialog = gtk_window_new(GTK_WINDOW_TOPLEVEL); gtk_window_set_title(GTK_WINDOW(*dialog), title); gtk_signal_connect(GTK_OBJECT(*dialog), "destroy", GTK_SIGNAL_FUNC(gtk_widget_destroyed), dialog); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(*dialog), 5); #else gtk_container_border_width(GTK_CONTAINER(*dialog), 5); #endif gtk_window_set_title(GTK_WINDOW(*dialog), title); gtk_widget_set_usize(*dialog, 470, 470); vbox = gtk_vbox_new(FALSE, 0); gtk_container_add(GTK_CONTAINER(*dialog), vbox); gtk_widget_show(vbox); scrolled_win = gtk_scrolled_window_new (NULL, NULL); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(scrolled_win), 5); #else gtk_container_border_width(GTK_CONTAINER(scrolled_win), 5); #endif gtk_scrolled_window_set_policy(GTK_SCROLLED_WINDOW (scrolled_win), GTK_POLICY_AUTOMATIC, GTK_POLICY_AUTOMATIC); gtk_box_pack_start(GTK_BOX(vbox), scrolled_win, TRUE, TRUE, 0); gtk_widget_show(scrolled_win); label = gtk_label_new(txt); gtk_label_set_justify(GTK_LABEL(label), GTK_JUSTIFY_LEFT); #ifdef GTK_VER_1_1 gtk_scrolled_window_add_with_viewport(GTK_SCROLLED_WINDOW(scrolled_win), label); #else gtk_container_add(GTK_CONTAINER(scrolled_win), label); #endif gtk_widget_show(label); button = gtk_button_new_with_label("Dismiss"); gtk_signal_connect_object(GTK_OBJECT(button), "clicked", GTK_SIGNAL_FUNC(gtk_widget_destroy), GTK_OBJECT(*dialog)); gtk_box_pack_end(GTK_BOX(vbox), button, FALSE, FALSE, 0); GTK_WIDGET_SET_FLAGS(button, GTK_CAN_DEFAULT); /* gtk_widget_grab_default(button); This puts an ugly box around the botton */ gtk_widget_show(button); } if (!GTK_WIDGET_VISIBLE(*dialog)) gtk_widget_show(*dialog); else gtk_widget_destroy(*dialog); } void license_popup(){ int i; char *htxt; static GtkWidget *licenseDialog = NULL; if(NULL == (htxt = (char*)malloc((10000)*sizeof(char)))){ perror("license_popup: malloc"); return; } else { strcpy(htxt, LICENSE_TXT); //popup_window wants a long text to scroll for(i=0; i<60; i++){ strcat(htxt, "\n"); } } popup_window(&licenseDialog, htxt, "License"); free(htxt); } void help_popup(){ int i, j, k; int cmds; int len; char *htxt; char *cmd; static GtkWidget *helpDialog = NULL; cmds = 0; for(i=0; i #include #include #include #include "process_input.h" #include "funcs.h" #include "lcd.h" #include "editor.h" #include "error.h" #include "number.h" #include void processInput(int ksym, int isCtrl, char bb, char chr){ int keysym; char c; gchar* cliptext; GtkClipboard* clipboard; Number *num; if(ksym == 0){ switch(chr){ case ' ': case '\n': case '\t': keysym = GDK_space; break; case '+': keysym = GDK_plus; break; case '-': keysym = GDK_minus; break; case '/': keysym = GDK_slash; break; case '*': keysym = GDK_asterisk; break; case '^': keysym = GDK_asciicircum; break; default: keysym = GDK_4; /* just pick one */ break; } } else { keysym = ksym; } if(isCtrl){ switch(keysym){ case GDK_c: /*copy to clipboard*/ if(NULL == (num = getStackEle(0))) break; if(NULL == (cliptext = printNumber(num))) break; clipboard = gtk_clipboard_get (GDK_SELECTION_CLIPBOARD); gtk_clipboard_set_text (clipboard, cliptext, -1); gtk_clipboard_store(clipboard); free(cliptext); break; } /* ignore the ctrl key */ return; } /* this will clear any error string */ resetError(); /* process the line */ switch(keysym){ case GDK_space: /* if there is something in the buffer, then */ case GDK_KP_Space: /* push it onto the stack, else duplicate the */ case GDK_Return: /* element on the bottom of the stack */ case GDK_Tab: case GDK_KP_Tab: case GDK_KP_Enter: case GDK_KP_Insert: case GDK_Linefeed: PushStack(); break; case GDK_Begin: /* used when editing the entry buffer */ case GDK_Home: case GDK_Up: case GDK_KP_Home: case GDK_KP_Up: homeEditor(); break; case GDK_End: /* used when editing the entry buffer */ case GDK_Down: case GDK_KP_End: case GDK_KP_Down: endEditor(); break; case GDK_Right: /* used when editing the entry buffer */ case GDK_KP_Right: rightEditor(); break; case GDK_Left: /* used when editing the entry buffer */ case GDK_KP_Left: leftEditor(); break; case GDK_BackSpace: /* delete the last entry in the stack */ case GDK_Delete: /* OR backspace over the last char typed */ case GDK_KP_Delete: if(isEditingEditor()){ deleteEditor(); } else { PopStack(); } break; case GDK_Escape: /* clear the entry buffer */ cancelEditor(); break; case GDK_plus: case GDK_KP_Add: c = getPrevEditor(); if(c == 'e' || c == 'E'){ insertEditor(bb); } else { AddStack(); } break; case GDK_minus: case GDK_KP_Subtract: c = getPrevEditor(); if(c == 'e' || c == 'E'){ insertEditor(bb); } else { SubStack(); } break; case GDK_asterisk: case GDK_KP_Multiply: MulStack(); break; case GDK_slash: case GDK_KP_Divide: DivStack(); break; case GDK_asciicircum: PowStack(); break; default: /* catch everything that's left over */ /* ascii characters */ if (bb == '.') { //is the locale decimal seperator a comma? struct lconv * lc; lc=localeconv(); if (strcmp(lc->decimal_point,",")==0) { // then replace . by , bb=','; } } else if (bb == ',') { //is the locale decimal seperator a comma? struct lconv * lc; lc=localeconv(); if (strcmp(lc->decimal_point,".")==0) { // then replace , by . bb='.'; } } if((keysym >= GDK_KP_Space && keysym <= GDK_KP_9) || (keysym >= GDK_space && keysym <= GDK_asciitilde)){ insertEditor(bb); } break; } /* repaint the screen */ redrawLCD(); } ./grpn-1.4.1/process_input.o0000644000175000017500000006740013202005245014411 0ustar wartwartELF>i@@USHuD*Se-,/]^tH[]Dt\cu11tHcHHtοEHHHǺHHH[]1|$T$ |$WT$  Q'YA1H1[]f+1T$T$1T$ߋT$i 6 H/p Ki Li 7: Wip Z [ \y y 8  8  8@ - .$30X- Y< ZV \ ^p `< aV(<7-V7Bp77\im%' ) *0@`  _ e  k ĵ( , 0 8 q@ qH ͈P wXAMref get֝0T      T (qeT}qqqT q lmnpq&a vG6  Y Z [ \ ] ^ _`  a   $%&'(M'l ,F ; < > ?  @  A  B C ( D 0 E 8 F @ H H K P L4 X MI ` N_ h P p Xx Y Z [ ] ^                      + . . / I . : _ . 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K o^ j v  | X      V   S  y  ,   * `6 B N Z +f r ~      N         9    '  ,YA Rbfh  m `m   `n3Wo| <Kaw~ )I6cCrP]jw0Dm           # * . 5 9 A u E u L P W j[ jb f m Iq Ix |    + + (  (    ( (         s s l l 8  8     .symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @@P@x&,12E!@@C$Q(Z_< o&0j@Xh0 &~@h 0+0<:Z:`:`@h:  >ih./grpn-1.4.1/mode.o0000644000175000017500000011711013202005246012433 0ustar wartwartELF>Ș@@f t+tH=f.D D=ff=ffH H H=@H=HHH! t€DHAHDȉHPolar HH)HHARfDH=HH H!%tDHJHDщHDecimalHH)H_fH Radians H@H=HHH!ʁ t€DHHHDѹ HH)HHRectanguH0@lar fH @Gf.H Degrees HYH H=zyH=HHH!%tDHQHDʉ¸lHH)HOctafAHHfD=u`H=HHH!%tDHQHDʉHDecimal-HH)HHAEngH H=HHH=HHH!ʁ t€DHHHDHH)HHHexadeciH0@malfDH=HHH!%tDHQHDʉºryHH)HBinafQAS1HH=HHH[DUSHH=HHHHHHHE111H=1HH[]@ setRadixMode invalid modeinvalid Radix mode invalid Polar mode invalid Base mode " 8intii b     ( 0 8 @ H P X O` Uh bp  bt px F T [ k !{ ) * + , .- /b 1q O O U b k 8  8;<=UUUb &?'[(F -M48B8 a 8Qbi!Q)b*i . 0i 1b 2 68 7M 9 M W)/:: Q y   % ) +len , $0 ) + - . / /# 3. :Mp =i > 6X Hyp Ki L 7 Wp Z [ \  8  8  8@-.$ ' 8320X Y Z \) ^ ` a(FFFFim'%'1 ) *1 +1=L%W'| ) *|L0@`F        ( , 0 |8  @  H ͈P  XAQMaҒref) )get@ 0 k        F (7VF:  :  e  e Q   q       lmnpq@ GML (){}[]=,     6 + Y7 Z [ \ ] ^ _` 7 aZ C T $%&'(M' , ; < > ?  @  A  B C ( D. 0 E. 8 FD @ Hi H K. 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F! !&!! !"`"2" G6" G=" xA" xH" h L" h T" jX" j_" &c" &k" Qo" Qv" /z" /" " P " " 5" " 5  4HP\`pp.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @@U&T ,`  12`WE"@@Y=QV(=_+ot,0j@0 ,~@ 0-20>N\N`N@(XO8 Sy./grpn-1.4.1/CHANGES0000644000175000017500000000676613201550431012340 0ustar wartwart v1.0 Initial Release. v1.0.1: Compile with GTK versions 1.0.x. v1.0.2: Added undo. Up to 10 commands can be undone. Trap the Ctrl-c keypress and quit. v1.0.3: Map the ^ key to the x^y function. v1.0.4 Handle keys in number pad correctly. Fix memory leak in asin and atan of complex numbers. Fix malloc/ free errors introduced with the undo feature. v1.1.0 Add hex, dec, oct, and bin commands. Add rip command. Command line args to set font and window size. Fix possible memory corruption bug when displaying matrices. v1.1.1 Force keyboard entry to be interpreted as a command when prefixed with a single or double quote. v1.1.2 Add db10 and db20 commands. v1.1.3 Added deg, rad, pol and rect commands. v1.1.4 Interpret comma input characters as a points. This is useful since in many countries the number keypad has a comma instead of a point. v1.1.5 Added engineer notation. Adjust exponents of real numbers to multipliers of 3, for example: print 100e-6 instead of 1e-4 . Only applies to exponents >5 or <1. v1.1.6.1 Introduced DECIMAL_ENG mode for engineer notation. The user can now switch between 100e-6 and 1e-4 printout. DECIMAL mode behaves like it did before 1.1.5j. Shortcut for this is "eng". Added "About" menu. Bugfix: some commands like 'quit' and 'matrix' dismissed because a command counter was not updated in button_def.c. Fixed. v1.1.7 The complex function can now not only create complex numbers but also decompose them. v1.1.7.1 minor change in callback_menu.c to compile also under cygwin. v1.1.7.2 Not a bug, but very confusing: for ex.: 194870,27-18500 gives "9870.26999999999". Remember, you cannot store the decimal number 0.1 exactly in a float since there's no way to build 0.1 as a sum of (negative) powers of two. To avoid output like the above, every real is now displayed with a precision of maximum 12 digits. v1.1.7.3 Clean up in real.c and real.h (does not change anything): Introduce constant #define PRINT_REAL_DIG DBL_DIG-3 // = usually 12 v1.1.7.4 New function "mod"=remainder introduced. The remainder of a division operation is the result of subtracting the integral quotient multiplied by the denominator from the numerator v1.2 Compiles against gt+-2.0. Locale determines the decimal separator point or comma now. v1.3.0 This release is based on a merge of the sources 1.1.7.4 and the debian patches 1.1.2-3. The branch 1.2 is abandoned. v1.3.1 Basemode defaults now to dec like the original version 1.1.2. A new command line option -bm dec|eng|bin|oct|hex allows to change the default value for basemode. v1.3.2 Cntr-c copies the bottom of the stack to the Gnome-clipboard. (Cntr-v not implemented yet). Complex numbers are displayed with ";" instead of ",". "," is decimal separator in some locales. v1.3.3 Bugfix: Convert "." button to "," if decimal operator is set to comma by locale settings. v1.3.4 If compiled with -DUSE_PANGO switch grpn uses the pango font library and Liberation Mono font as default. Can be overwritten with the -fn-disp command line option. Both keys "," and "." are always treated as decimal separator whatever the locale is. v1.4.0 New left and right shift operators. Some fixes for compilation warnings in regard to the mod operator functions. New adds a gitignore file. v1.4.1 Maintenance: Spec: define _desktopdir if not already ./grpn-1.4.1/matrix.c0000644000175000017500000003713313201550431013005 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* matrix.c by Paul Wilkins */ #include #include #include #include #include "matrix.h" #include "number.h" #include "error.h" #include "constant.h" /* get the space for the data */ Number ** mallocData(Number **d, int rows, int cols){ int i, j; int size; Number **p; if(d){ size = rows*cols*sizeof(Number *); if(NULL == (p=(Number **)realloc((char *)d, size))){ perror("realloc"); exit(0); } } else { if(NULL == (p = (Number **)malloc(rows*cols*sizeof(Number *)))){ perror("Malloc"); exit(0); } } return p; } /* create a new matrix */ Matrix * newMatrix(){ Matrix *p; if(NULL == (p = (Matrix *)malloc(sizeof(Matrix)))){ perror("Malloc"); exit(0); } p->rows = 0; p->cols = 0; p->data = NULL; return p; } void freeMatrix(Matrix *a){ int i, j; Number **ptr; if(a->data){ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr = a->data + (a->cols * i) + j; freeNumber(*ptr); } free((char *)a->data); } free((char *)a); } void setMatrix(Matrix *a, Number *b, int row, int col){ int oldrows, oldcols; Number **ptr; row++; col++; if(a->data == NULL){ if(row > a->rows) a->rows = row; if(col > a->cols) a->cols = col; a->data = mallocData(NULL, a->rows, a->cols); memset(a->data, 0, a->rows*a->cols*sizeof(Number *)); } else if(row > a->rows || col > a->cols){ oldrows = a->rows; oldcols = a->cols; if(row > a->rows) a->rows = row; if(col > a->cols) a->cols = col; a->data = mallocData(a->data, a->rows, a->cols); memset(a->data+(oldrows*oldcols), 0, ((a->rows*a->cols)-(oldrows*oldcols))*sizeof(Number *)); } row--; col--; ptr = a->data + (a->cols * row) + col; *ptr = setNumberNumber(newNumber(), b); } Matrix * setMatrixMatrix(Matrix *a, Matrix *b){ int i, j; Number *n1; Number **ptr1, **ptr2; if(a == NULL || b == NULL) { fprintf(stderr, "setMatrixMatrix(NULL)\n"); exit(0); } /* initalize the stuff in p */ a->data = mallocData(NULL, b->rows, b->cols); a->rows = b->rows; a->cols = b->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = b->data + (a->cols * i) + j; ptr2 = a->data + (a->cols * i) + j; *ptr2 = setNumberNumber(newNumber(), *ptr1); } return a; } #define MATRIX_PRINT_SIZE 50 char * printMatrixShort(Matrix *a){ char *c; if(NULL == (c=(char *)malloc(MATRIX_PRINT_SIZE))) { perror("Malloc"); exit(0); } sprintf(c, "[%d x %d Matrix]", a->rows, a->cols); return c; } char * printMatrix(Matrix *a){ char *c; char *p1; int i, j; if(NULL == (c=(char *)malloc(MATRIX_PRINT_SIZE*a->rows*a->cols))) { perror("Malloc"); exit(0); } *c = '\0'; if(a->data){ strcat(c, "[ "); for(i=0; irows; i++){ for(j=0; jcols; j++){ strcat(c, (p1=printNumberShort(*(a->data+(a->cols*i)+j)))); strcat(c, " "); free(p1); } if(i < a->rows-1) strcat(c, " \n"); } strcat(c, "]"); } return c; } Matrix * negMatrix(Matrix *a){ int i, j; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "negMatrix(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = negNumber(*ptr1); } return p; } Matrix * invMatrix(Matrix *a){ printf("TODO: Inv Matrix\n"); return NULL; } /***************** MULTIPLY *******************/ /* multiply 2 Matrixes */ Matrix * mulMatrix(Matrix *a, Matrix *b){ int i, j, k; Matrix *p; Number *n1, *n2, *nsum; Number **ptr1, **ptr2, **ptr3; if(a == NULL || b == NULL) { fprintf(stderr, "mulMatrix(NULL)\n"); exit(0); } if(a->cols != b->rows){ sprintf(getStringError(), "* Error: Invalid dimension."); return NULL; } /* initalize the stuff in p */ p = newMatrix(); p->data = mallocData(NULL, a->rows, b->cols); p->rows = a->rows; p->cols = b->cols; /* p[i][j] = sum t=1 to k of a[i][t]*b[t][j] */ for(i=0; irows; i++){ for(j=0; jcols; j++){ ptr3 = p->data + (p->cols * i) + j; nsum = setNumberReal(newNumber(), realZero); for(k=0; kcols; k++){ ptr1 = a->data + (a->cols * i) + k; ptr2 = b->data + (b->cols * k) + j; n1 = mulNumber(*ptr1, *ptr2); n2 = nsum; nsum = addNumber(n2, n1); freeNumber(n1); freeNumber(n2); } *ptr3 = nsum; } } return p; } /* multiply a Matrix and a Cmplx */ Matrix * mulMatrixCmplx(Matrix *a, Cmplx *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "mulMatrixCmplx(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = mulNumber(*ptr1, (n1=setNumberCmplx(newNumber(), b))); freeNumber(n1); } return p; } /* multiply a Matrix and a Real */ Matrix * mulMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "mulMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = mulNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /***************** DIVIDE *******************/ /* divide 2 Matrixes */ Matrix * divMatrix(Matrix *a, Matrix *b){ invalidTyprError("/"); return NULL; } /* divide a Cmplx by a Matrix */ Matrix * divCmplxMatrix(Cmplx *a, Matrix *b){ invalidTyprError("/"); return NULL; } /* divide a Cmplx by a Matrix */ Matrix * divRealMatrix(Real *a, Matrix *b){ invalidTyprError("/"); return NULL; } /* divide a Matrix by a Cmplx */ Matrix * divMatrixCmplx(Matrix *a, Cmplx *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "divMatrixCmplx(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = divNumber(*ptr1, (n1=setNumberCmplx(newNumber(), b))); freeNumber(n1); } return p; } /* divide a Matrix by a Real */ Matrix * divMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "divMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = divNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /***************** MODULO *******************/ /* modulo 2 Matrixes */ Matrix * modMatrix(Matrix *a, Matrix *b){ invalidTyprError("mod"); return NULL; } /* modulo a Cmplx by a Matrix */ Matrix * modCmplxMatrix(Cmplx *a, Matrix *b){ invalidTyprError("mod"); return NULL; } /* modulo a Cmplx by a Matrix */ Matrix * modRealMatrix(Real *a, Matrix *b){ invalidTyprError("mod"); return NULL; } /* modulo a Matrix by a Cmplx */ Matrix * modMatrixCmplx(Matrix *a, Cmplx *b){ invalidTyprError("mod"); return NULL; } /* modulo a Matrix by a Real */ Matrix * modMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "modMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = modNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /***************** ADD *******************/ /* add 2 Matrixes */ Matrix * addMatrix(Matrix *a, Matrix *b){ int i, j; Number **ptr1, **ptr2, **ptr3; Matrix *p; if(a == NULL || b == NULL) { fprintf(stderr, "addMatrix(NULL)\n"); exit(0); } if(a->rows != b->rows || a->cols != b->cols){ sprintf(getStringError(), "+ Error: Invalid dimension."); return NULL; } /* initalize the stuff in p */ p = newMatrix(); p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = b->data + (a->cols * i) + j; ptr3 = p->data + (a->cols * i) + j; *ptr3 = addNumber(*ptr1, *ptr2); } return p; } /* add a Matrix and a Cmplx */ Matrix * addMatrixCmplx(Matrix *a, Cmplx *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "addMatrixCmplx(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = addNumber(*ptr1, (n1=setNumberCmplx(newNumber(), b))); freeNumber(n1); } return p; } /* add a Matrix and a Real */ Matrix * addMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "addMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = addNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /***************** SUBTRACT *******************/ /* subtract 2 Matrixes */ Matrix * subMatrix(Matrix *a, Matrix *b){ int i, j; Number **ptr1, **ptr2, **ptr3; Matrix *p; if(a == NULL || b == NULL) { fprintf(stderr, "subMatrix(NULL)\n"); exit(0); } if(a->rows != b->rows || a->cols != b->cols){ sprintf(getStringError(), "- Error: Invalid dimension."); return NULL; } /* initalize the stuff in p */ p = newMatrix(); p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = b->data + (a->cols * i) + j; ptr3 = p->data + (a->cols * i) + j; *ptr3 = subNumber(*ptr1, *ptr2); } return p; } /* subtract a Cmplx from a Matrix */ Matrix * subCmplxMatrix(Cmplx *a, Matrix *b){ invalidTyprError("-"); return NULL; } /* subtract a Real from a Matrix */ Matrix * subRealMatrix(Real *a, Matrix *b){ invalidTyprError("-"); return NULL; } /* subtract a Cmplx from a Matrix */ Matrix * subMatrixCmplx(Matrix *a, Cmplx *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "subMatrixCmplx(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = subNumber(*ptr1, (n1=setNumberCmplx(newNumber(), b))); freeNumber(n1); } return p; } /* subtract a Real from a Matrix */ Matrix * subMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "subMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = subNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /* left shift a matrix */ Matrix * lshiftMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "subMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = lShiftNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } /* right shift a matrix */ Matrix * rshiftMatrixReal(Matrix *a, Real *b){ int i, j; Number *n1; Number **ptr1, **ptr2; Matrix *p = newMatrix(); if(a == NULL) { fprintf(stderr, "subMatrixReal(NULL)\n"); exit(0); } /* initalize the stuff in p */ p->data = mallocData(NULL, a->rows, a->cols); p->rows = a->rows; p->cols = a->cols; /* p[i][j] = b + a[i][j] */ for(i=0; irows; i++) for(j=0; jcols; j++){ ptr1 = a->data + (a->cols * i) + j; ptr2 = p->data + (a->cols * i) + j; *ptr2 = rShiftNumber(*ptr1, (n1=setNumberReal(newNumber(), b))); freeNumber(n1); } return p; } ./grpn-1.4.1/constant.o0000644000175000017500000002107013202005243013334 0ustar wartwartELF>@@US1HHH1HH1fHH1HH1HH1HH1HH1HH1HH5HHHH1HH-H1HHHHHH[]-DT! @-DT!??$@?@f@{ uFintF\bT g   re im  $ ok% num&-       ! " # $  &u<tmp'<G5a --DT! @<Gca --DT!?<Ga -<Ga -?<Ga -$@<Ga -?<GIa -@<Gwa -<Ga -f@RUs]Us<Ga -?hs.TvQs])-[*")% $ > 4: ; I?<$ > > I: ;( ( : ;I 4: ;I?< : ; I  : ;  : ; I8  I4: ; I?.?: ; @B4: ; I11BB1.?<n: ; PKSKMPMoSotU,u] /usr/includeconstant.cmath.htypedefs.hcomplex.hreal.h %1+Mgs=;uZgs=H>,divRealconstant.cGNU C11 7.2.0 -mtune=generic -march=x86-64 -g -O2setCmplxReal_ISOC_real180Pi_LIB_VERSIONCmplxcmplxIsetup_constantnewRealrealPi2_POSIX_float_LIB_VERSION_TYPEfreeReal_Cmplx/home/wart/Projects/grpn/grpn-git/grpn/srcrealMOnedoublerealHalfrealTwo_Real_XOPEN_unsigned int_SVID_char_IEEE_newCmplxsetRealDoublesigngamrealZerorealPiRealrealOnerealTenGCC: (Debian 7.2.0-14) 7.2.0zRx ,uAAF cDA      %(*0/84uCYaov~constant.c.LC0.LC1.LC3.LC4.LC5.LC6.LC7.LC8setup_constant_GLOBAL_OFFSET_TABLE_newRealsetRealDoublerealPirealPi2realZerorealHalfrealTenrealOnerealTworealMOnedivRealreal180PifreeRealnewCmplxsetCmplxRealcmplxI  '/7>EQX_gov} !" #!$&%-5=DN&\'c(q%    ) 0 7 < ]P &c ?i 3o u { R c : p u  n %. e:C OX dm zy  ! " Y$ v( }  6+C;dIqUcs)JWx *1AR`/u= A H OL OS W ^ b i Fm Ft Ex E j .symtab.strtab.shstrtab.rela.text.data.bss.rodata.cst8.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @u@P&,1@C>@Ow+]om0h@0 A|@ 00i   H@  ./grpn-1.4.1/real.c0000644000175000017500000005024013201550431012416 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* real.c by Paul Wilkins */ #include #include #include #include #include "real.h" #include "mode.h" #include "constant.h" #include "float.h" void checkFinite(Real *a){ if(isnan(a->num)){ a->ok = REAL_NAN; a->num = 0.0; } else if(!finite(a->num)){ a->ok = REAL_INF; a->num = 0.0; } } /* convert a real number from the internal radix representation (radians) the the representation of the current mode (radians or degrees) */ Real * toRadixReal(Real *a){ Real *r1; /* deal with degrees if we need to */ if(getRadixMode() == DEGREES){ r1 = mulReal(a, real180Pi); } else { r1 = setRealReal(newReal(), a); } checkFinite(r1); return r1; } Real * fromRadixReal(Real *a){ Real *r1; /* deal with degrees if we need to */ if(getRadixMode() == DEGREES){ r1 = divReal(a, real180Pi); } else { r1 = setRealReal(newReal(), a); } checkFinite(r1); return r1; } /* create a new real number */ Real * newReal(){ Real *p; if(NULL == (p = (Real *)malloc(sizeof(Real)))){ perror("Malloc"); exit(0); } p->ok = REAL_OK; p->num = 0.0; return p; } void freeReal(Real *a){ free((char *)a); } double setDoubleReal(Real *a){ if(a){ switch(a->ok){ case REAL_OK: return a->num; break; case REAL_NAN: fprintf(stderr, "setDoubleReal trying to return NAN\n"); return 0.0; break; case REAL_INF: fprintf(stderr, "setDoubleReal trying to return INF\n"); return 0.0; break; default: fprintf(stderr, "Error: setDoubleReal: invalid type\n"); exit(0); } } return 0.0; } Real * setRealDouble(Real *a, double d){ a->ok = REAL_OK; a->num = d; checkFinite(a); return a; } Real * setRealReal(Real *a, Real *b){ if(a && b){ a->ok = b->ok; if(b->ok == REAL_OK){ a->num = b->num; checkFinite(a); } else { a->num = 0.0; } } return a; } #define REAL_PRINT_SIZE 2048 char * printReal(Real *a){ char *c, *p; int i; int baseMode; double dd, nn, fm; char buf[REAL_PRINT_SIZE]; if(NULL == (c=(char *)malloc(REAL_PRINT_SIZE))){ perror("Malloc"); exit(0); } switch(a->ok){ case REAL_OK: baseMode = getBaseMode(); switch(baseMode){ case BINARY: dd = a->num; i = 1; p = buf+REAL_PRINT_SIZE-1; *p-- = '\0'; do { nn = pow(2.0, (double)i); if(fmod(dd, nn) >= nn*0.5) *p-- = '1'; else *p-- = '0'; i++; } while (dd / nn >= 0.5); *p = '\0'; if(i <= 2){ strcpy(c, "0"); } else { strncpy(c, p+2, i-1); } break; case OCTAL: dd = a->num; i = 1; p = buf+REAL_PRINT_SIZE-1; *p-- = '\0'; do { nn = pow(8.0, (double)i); fm = fmod(dd, nn); if(fm >= nn*0.875) *p-- = '7'; else if(fm >= nn*0.75) *p-- = '6'; else if(fm >= nn*0.625) *p-- = '5'; else if(fm >= nn*0.5) *p-- = '4'; else if(fm >= nn*0.375) *p-- = '3'; else if(fm >= nn*0.25) *p-- = '2'; else if(fm >= nn*0.125) *p-- = '1'; else *p-- = '0'; i++; } while (dd / nn >= 0.125); if(i <= 2){ strcpy(c, "00"); } else { strncpy(c, p+1, i-0); } break; case DECIMAL: sprintf(c, "%.*g",PRINT_REAL_DIG, a->num); break; case DECIMAL_ENG: { double mantissa; int exponent; char * pch; sprintf(c, "%.*e",DBL_DIG, a->num); pch = strtok (c,"eE"); if (pch != NULL) { sscanf(pch,"%lg",&mantissa); } else { fprintf(stderr, "Error: printReal: no mumber\n"); }; pch = strtok (NULL,"eE"); if (pch != NULL) { sscanf(pch,"%d",&exponent); } else { fprintf(stderr, "Error: printReal: no exponent\n"); }; // matter of taste, alternative : >5 || <-2 ? if ( (exponent>2)||(exponent<-0) ) { switch (exponent%3) { case 2: mantissa*=10; exponent--; case 1: mantissa*=10; exponent--; break; case -1: mantissa*=10; exponent--; case -2: mantissa*=10; exponent--; break; } sprintf(c,"%.*ge%+d",PRINT_REAL_DIG,mantissa,exponent); } else { sprintf(c,"%.*g",PRINT_REAL_DIG,a->num); }; } break; case HEXADECIMAL: dd = a->num; i = 1; p = buf+REAL_PRINT_SIZE-1; *p-- = '\0'; do { nn = pow(16.0, (double)i); fm = fmod(dd, nn); if(fm >= nn*0.9375) *p-- = 'f'; else if(fm >= nn*0.875) *p-- = 'e'; else if(fm >= nn*0.8125) *p-- = 'd'; else if(fm >= nn*0.75) *p-- = 'c'; else if(fm >= nn*0.6875) *p-- = 'b'; else if(fm >= nn*0.625) *p-- = 'a'; else if(fm >= nn*0.5625) *p-- = '9'; else if(fm >= nn*0.5) *p-- = '8'; else if(fm >= nn*0.4375) *p-- = '7'; else if(fm >= nn*0.375) *p-- = '6'; else if(fm >= nn*0.3125) *p-- = '5'; else if(fm >= nn*0.25) *p-- = '4'; else if(fm >= nn*0.1875) *p-- = '3'; else if(fm >= nn*0.125) *p-- = '2'; else if(fm >= nn*0.0625) *p-- = '1'; else *p-- = '0'; i++; } while (dd / nn >= 0.0625); if(i <= 2){ strcpy(c, "0x0"); } else { strcpy(c, "0x"); strncat(c, p+2, i-1); } break; } break; case REAL_NAN: sprintf(c, "NaN"); break; case REAL_INF: sprintf(c, "Infinity"); break; default: fprintf(stderr, "Error: printReal: invalid type\n"); exit(0); } return c; } /* compare 2 Real numbers */ int cmpReal(Real *a, Real *b){ if(a->ok == REAL_OK && b->ok == REAL_OK){ if(a->num == b->num) return 0; if(a->num > b->num) return 1; else return -1; } else if(a->ok == REAL_INF && b->ok == REAL_INF) return 0; else return 1; } /* is the Real numbers an int ? */ int isIntReal(Real *a){ if(a->ok == REAL_OK){ if(1.0 == (double)( ((int)(a->num)) /a->num) ) return 1; } return 0; } /* absolute value of a Real number */ Real * absReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = fabs(a->num); checkFinite(p); return p; } /* negate a Real number */ Real * negReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = -(a->num); checkFinite(p); return p; } /* negate a Real number */ Real * negEqReal(Real *a){ a->num = -a->num; checkFinite(a); return a; } /* invert a Real number */ Real * invReal(Real *a){ Real *p = newReal(); p->ok = a->ok; if(a->num == 0.0){ p->ok = REAL_NAN; p->num = 0.0; } else { p->num = 1.0 / a->num; checkFinite(p); } return p; } /* invert a Real number */ Real * invEqReal(Real *a){ if(a->num == 0.0){ a->ok = REAL_NAN; a->num = 0.0; } else { a->num = 1.0 / a->num; checkFinite(a); } return a; } /* Real number to the power */ Real * powReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = pow(a->num, b->num); checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN){ p->ok = REAL_NAN; p->num = 0.0; } else { p->ok = REAL_INF; p->num = 0.0; } return p; } /* Real number to the power */ Real * powEqReal(Real *a, Real *b){ if(a->ok == REAL_OK && b->ok == REAL_OK){ a->num = pow(a->num, b->num); checkFinite(a); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN){ a->num = 0.0; } return a; } /* Real number to the power */ Real * powRealInt(Real *a, int b){ Real *p = newReal(); p->ok = a->ok; p->num = pow(a->num, (double)b); checkFinite(p); return p; } /* natural log of as Real number */ Real * lnReal(Real *a){ Real *p = newReal(); switch(a->ok){ case REAL_OK: if(a->num > 0.0){ p->ok = a->ok; p->num = log(a->num); checkFinite(p); } else if(a->num == 0.0){ p->ok = REAL_INF; p->num = 0.0; } else { printf("lnReal(<0)\n"); exit(0); } break; case REAL_INF: p->ok = REAL_INF; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "lnReal unknown real type\n"); exit(0); break; } return p; } /* natural log of as Real number */ Real * lnEqReal(Real *a){ switch(a->ok){ case REAL_OK: if(a->num > 0.0){ a->num = log(a->num); checkFinite(a); } else if(a->num == 0.0){ a->ok = REAL_INF; a->num = 0.0; } else { printf("lnEqReal(<0)\n"); exit(0); } break; case REAL_INF: a->num = 0.0; break; case REAL_NAN: a->num = 0.0; break; default: fprintf(stderr, "lnReal unknown real type\n"); exit(0); break; } return a; } /* log base ten of a Real number */ Real * logReal(Real *a){ Real *p = newReal(); switch(a->ok){ case REAL_OK: if(a->num > 0.0){ p->ok = a->ok; p->num = log10(a->num); checkFinite(p); } else if(a->num == 0.0){ p->ok = REAL_INF; p->num = 0.0; } else { printf("logReal(<0)\n"); exit(0); } break; case REAL_INF: p->ok = REAL_INF; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "logReal unknown real type\n"); exit(0); break; } return p; } /* log base ten of a Real number */ Real * logEqReal(Real *a){ switch(a->ok){ case REAL_OK: if(a->num > 0.0){ a->num = log10(a->num); checkFinite(a); } else if(a->num == 0.0){ a->ok = REAL_INF; a->num = 0.0; } else { printf("logEqReal(<0)\n"); exit(0); } break; case REAL_INF: a->num = 0.0; break; case REAL_NAN: a->num = 0.0; break; default: fprintf(stderr, "logEqReal unknown real type\n"); exit(0); break; } return a; } /* e to a Real number */ Real * expReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = exp(a->num); checkFinite(p); return p; } /* e to a Real number */ Real * expEqReal(Real *a){ a->num = exp(a->num); checkFinite(a); return a; } /* trig func */ Real * asinReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = asin(a->num); checkFinite(p); return p; } /* trig func */ Real * asinEqReal(Real *a){ a->num = asin(a->num); checkFinite(a); return a; } /* trig func */ Real * acosReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = acos(a->num); checkFinite(p); return p; } /* trig func */ Real * acosEqReal(Real *a){ a->num = acos(a->num); checkFinite(a); return a; } /* trig func */ Real * atanReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = atan(a->num); checkFinite(p); return p; } /* trig func */ Real * atan2Real(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = atan2(a->num, b->num); checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN){ p->ok = REAL_NAN; p->num = 0.0; } else { p->ok = REAL_INF; p->num = 0.0; } return p; } /* trig func */ Real * atanEqReal(Real *a){ a->num = atan(a->num); checkFinite(a); return a; } /* trig func */ Real * sinReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = sin(a->num); checkFinite(p); return p; } /* trig func */ Real * sinEqReal(Real *a){ a->num = sin(a->num); checkFinite(a); return a; } /* trig func */ Real * cosReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = cos(a->num); checkFinite(p); return p; } /* trig func */ Real * cosEqReal(Real *a){ a->num = cos(a->num); checkFinite(a); return a; } /* trig func */ Real * tanReal(Real *a){ Real *p = newReal(); p->ok = a->ok; p->num = tan(a->num); checkFinite(p); return p; } /* trig func */ Real * tanEqReal(Real *a){ a->num = tan(a->num); checkFinite(a); return a; } /* multiply 2 Real numbers */ Real * mulReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = a->num * b->num; checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) p->ok = REAL_NAN; else p->ok = REAL_INF; return p; } /* multiply 2 Real numbers */ Real * mulEqReal(Real *a, Real *b){ if(a->ok == REAL_OK && b->ok == REAL_OK){ a->num *= b->num; checkFinite(a); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) a->ok = REAL_NAN; else a->ok = REAL_INF; return a; } /* divide 2 Real numbers */ Real * divReal(Real *a, Real *b){ Real *p = newReal(); switch(a->ok){ case REAL_OK: switch(b->ok){ case REAL_OK: if(b->num == 0.0){ p->ok = REAL_NAN; p->num = 0.0; } else { p->ok = REAL_OK; p->num = a->num / b->num; checkFinite(p); } break; case REAL_INF: p->ok = REAL_NAN; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "divReal unknown real type\n"); exit(0); break; } break; case REAL_INF: p->ok = REAL_INF; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "divReal unknown real type\n"); exit(0); break; } return p; } /* modulo 2 Real numbers */ Real * modReal(Real *a, Real *b){ Real *p = newReal(); switch(a->ok){ case REAL_OK: switch(b->ok){ case REAL_OK: if(b->num == 0.0){ p->ok = REAL_NAN; p->num = 0.0; } else { p->ok = REAL_OK; p->num = fmod(a->num , b->num); checkFinite(p); } break; case REAL_INF: p->ok = REAL_NAN; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "modReal unknown real type\n"); exit(0); break; } break; case REAL_INF: p->ok = REAL_INF; p->num = 0.0; break; case REAL_NAN: p->ok = REAL_NAN; p->num = 0.0; break; default: fprintf(stderr, "modReal unknown real type\n"); exit(0); break; } return p; } /* divide 2 Real numbers */ Real * divEqReal(Real *a, Real *b){ switch(a->ok){ case REAL_OK: switch(b->ok){ case REAL_OK: if(b->num == 0.0){ a->ok = REAL_NAN; a->num = 0.0; } else { a->num /= b->num; checkFinite(a); } break; case REAL_INF: a->ok = REAL_NAN; a->num = 0.0; break; case REAL_NAN: a->ok = REAL_NAN; a->num = 0.0; break; default: fprintf(stderr, "divReal unknown real type\n"); exit(0); break; } break; } return a; } /* add 2 Real numbers */ Real * addReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = a->num + b->num; checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) p->ok = REAL_NAN; else p->ok = REAL_INF; return p; } /* add 2 Real numbers */ Real * addEqReal(Real *a, Real *b){ if(a->ok == REAL_OK && b->ok == REAL_OK){ a->num += b->num; checkFinite(a); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) a->ok = REAL_NAN; else a->ok = REAL_INF; return a; } /* subtract 2 Real numbers */ Real * subReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = a->num - b->num; checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) p->ok = REAL_NAN; else p->ok = REAL_INF; return p; } /* subtract 2 Real numbers */ Real * subEqReal(Real *a, Real *b){ if(a->ok == REAL_OK && b->ok == REAL_OK){ a->num -= b->num; checkFinite(a); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) a->ok = REAL_NAN; else a->ok = REAL_INF; return a; } /* left shift 2 Real Numbers */ Real * lshiftReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = (ulong)a->num << (ulong)b->num; checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) p->ok = REAL_NAN; else p->ok = REAL_INF; return p; } /* right shift 2 Real Numbers */ Real * rshiftReal(Real *a, Real *b){ Real *p = newReal(); if(a->ok == REAL_OK && b->ok == REAL_OK){ p->ok = REAL_OK; p->num = (ulong)a->num >> (ulong)b->num; checkFinite(p); } else if(a->ok == REAL_NAN || b->ok == REAL_NAN) p->ok = REAL_NAN; else p->ok = REAL_INF; return p; } ./grpn-1.4.1/main.o0000644000175000017500000014462013202005244012437 0ustar wartwartELF>@@HHH=H51H H=EH H=%H H=&H H=/H H=2H H=7H H=/H H=3H H=4H``pphhddbbaa``````>   @ <       pError: %s C-fn-btn-fn-disp-fn-rows%d-cols-b-bmdecengbinocthexUnknown Argument.Unable to load font %s. grpndelete_eventdestroyUsage: grpn [-fn font] [-btn-fn font] [-disp-fn font] [-bm basemode] [-rows n] [-cols n] [-b] -b: Don't draw the buttons. -rows: Display (a minimum of) "n" rows. -cols: Display (a minimum of) "n" columns. -btn-fn: Use "font" for the buttons and menu-bar. -disp-fn: Use "font" for the main display. -fn: Specifies both -btn-fn and -disp-fn. -bm: basemode: dec, eng, bin, oct or hex. Missing required argument for -fn.Missing required argument for -btn-fn.Missing required argument for -disp-fn.Missing required argument for -rows.Unable to read number or rows.Missing required argument for -cols.Unable to read number or cols.Missing required argument for -m.Specify dec, eng, bin, oct or hex for -m.Error: Could not initalize data structures. 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"^"3"H"8]"t"A"H"O" "" m"""9##V-#HB#sW#pl########8$)$h>$%O$e$ i$  p$ u$ y$ $ x$ x$  $  $ /$ /$ c$ c$ $ $ $ $  $  $ o$ o$  $  $ $ $ 1$ 1$ l % l % ^ % ^% % % ( "% ( *%  .%  5% 9% A% E% L% ,P% ,W% 0[% 0b%  f%  m%  q%  x% |% % % % I% I%  %  % m% m% % % %  % ##'8@KS'pKxww Vcr::g g/77wCwK5X`>mCuVc::ggKww5 Vc'2::E:MgYga|Kww5Vc:: gg9^AbLbT}_Vgc --5r5r './5JNRdmu%  n (08V@cHrPX:`gh%Bl <.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rodata.str1.8.rela.text.startup.rela.debug_info.debug_abbrev.rela.debug_loc.rela.debug_aranges.rela.debug_ranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @%@0g& ,`12`@2eT`O@j g %b@t@ s2F%6@x  :@@8H;@;V@000$B80\ZzZZ@`0[ : d./grpn-1.4.1/menu.h0000644000175000017500000000166013201550431012446 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* menu.h by Paul Wilkins 3/15/97 */ #ifndef __MENU_H #define __MENU_H GtkWidget *setup_menu(GtkWidget *); extern gint delete_event(GtkWidget *, GdkEvent *, gpointer); extern void destroy(GtkWidget *, gpointer); #endif ./grpn-1.4.1/funcs.c0000644000175000017500000004116613201550431012620 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* funcs.c by Paul Wilkins */ #include #include #include #include #include #include "stack.h" #include "number.h" #include "funcs.h" #include "undo.h" #include "constant.h" #include "editor.h" #include "run_cmd.h" #include "error.h" #include "mode.h" void decomposeMtrx(); void createMtrx(); void decomposeCmplx(); void createCmplx(); Number * readNumber(char *line, int *nread); int isDigitBase(char c); void readLine(char *line){ int pos; /* the number of characters in the number */ Number *n1; struct lconv *locale; locale = localeconv(); if((*line != '"' && *line != '\'') && (isDigitBase(*line) || *line == '-' || *line == '+' || *line == *(locale->decimal_point))){ /* try to read in a number */ if(NULL == (n1 = readNumber(line, &pos))){ setStringError("Error: Cannot read number."); return; } SaveStackState(0); /* what to restore to the stack after an undo */ Push(n1); UndoStackState(1); /* what to undo from the stack after an undo */ /* what's left must be a command */ if(strlen(line) > pos) runCmd(line+pos); } else { /* this is a command */ runCmd(line); } } void DupStack(){ Number *n1; finishEditor(); if(checkArgs("Dup", 1)) return; SaveStackState(0); /* what to restore to the stack after an undo */ n1 = getStackEle(0); Push(setNumberNumber(newNumber(), n1)); UndoStackState(1); /* what to undo from the stack after an undo */ } void PopStack(){ if(checkArgs("Drop", 1)) return; SaveStackState(1); freeNumber(Pop()); UndoStackState(0); } void PushStack(){ if(isEditingEditor()) finishEditor(); else DupStack(); } void PiStack(){ Number *n1; finishEditor(); SaveStackState(0); n1 = setNumberReal(newNumber(), realPi); Push(n1); UndoStackState(1); } void NegStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("+/-", 1)) return; SaveStackState(1); n2 = negNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void InvStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("Inv", 1)) return; SaveStackState(1); n2 = invNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void LnStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("ln", 1)) return; SaveStackState(1); n2 = lnNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void LogStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("log", 1)) return; SaveStackState(1); n2 = logNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void TenxStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("10^x", 1)) return; SaveStackState(1); n3 = setNumberReal(newNumber(), realTen); n2 = powNumber(n3, (n1=Pop())); freeNumber(n3); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void ExpStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("exp", 1)) return; SaveStackState(1); n2 = expNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void PowStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("pow", 2)) return; SaveStackState(2); n1 = Pop(); n3 = powNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void NrootStack(){ Number *n1, *n2, *n3, *n4; finishEditor(); if(checkArgs("nroot", 2)) return; SaveStackState(2); n4 = invNumber((n1=Pop())); if(NULL == n4){ Push(n1); CancelStackState(); return; } n3 = powNumber((n2=Pop()), n4); freeNumber(n4); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void SqrStack(){ Real *r1; Number *n1, *n2, *n3; finishEditor(); if(checkArgs("sqr", 1)) return; SaveStackState(1); r1 = setRealDouble(newReal(), 2.0); n3 = setNumberReal(newNumber(), r1); freeReal(r1); n2 = powNumber((n1=Pop()), n3); freeNumber(n3); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void SqrtStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("sqrt", 1)) return; SaveStackState(1); n3 = setNumberReal(newNumber(), realHalf); n2 = powNumber((n1=Pop()), n3); freeNumber(n3); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void Db10Stack(){ Number *n1, *n2; finishEditor(); if(checkArgs("db10", 1)) return; SaveStackState(1); n1 = Pop(); n2 = dbNumber(n1, 10.0); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void Db20Stack(){ Number *n1, *n2; finishEditor(); if(checkArgs("db20", 1)) return; SaveStackState(1); n1 = Pop(); n2 = dbNumber(n1, 20.0); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void RipStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("rip", 2)) return; SaveStackState(2); n1 = Pop(); n3 = ripNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void SinStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("sin", 1)) return; SaveStackState(1); n2 = sinNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void CosStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("cos", 1)) return; SaveStackState(1); n2 = cosNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void TanStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("tan", 1)) return; SaveStackState(1); n2 = tanNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void AsinStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("asin", 1)) return; SaveStackState(1); n2 = asinNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void AcosStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("acos", 1)) return; SaveStackState(1); n2 = acosNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void AtanStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("atan", 1)) return; SaveStackState(1); n2 = atanNumber((n1=Pop())); if(n2){ Push(n2); freeNumber(n1); UndoStackState(1); } else { Push(n1); CancelStackState(); } } void AddStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("+", 2)) return; SaveStackState(2); n1 = Pop(); n3 = addNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void SubStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("-", 2)) return; SaveStackState(2); n1 = Pop(); n3 = subNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void MulStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("*", 2)) return; SaveStackState(2); n1 = Pop(); n3 = mulNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void DivStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("/", 2)) return; SaveStackState(2); n1 = Pop(); n3 = divNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void ModStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("mod", 2)) return; SaveStackState(2); n1 = Pop(); n3 = modNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void SwapStack(){ Number *n1, *n2; finishEditor(); if(checkArgs("swap", 2)) return; SaveStackState(2); n1 = Pop(); n2 = Pop(); Push(n1); Push(n2); UndoStackState(2); } void CplxStack(){ Number *n1; finishEditor(); if(checkArgs("cplx", 1)) return; n1 = getStackEle(0); switch(n1->type){ case COMPLEX: decomposeCmplx(); break; case REAL: if(checkArgs("cplx", 2)) return; createCmplx(); break; default: setStringError("complex Error: Bad Argument Type."); } } void createCmplx(){ Number *n1, *n2; Cmplx *c1; SaveStackState(2); n1 = Pop(); n2 = Pop(); if(n1->type != REAL || n2->type != REAL){ setStringError("-> complex Error: Bad Argument Type."); Push(n2); Push(n1); CancelStackState(); return; } c1 = inputCmplxReal(newCmplx(), n2->data, n1->data); freeNumber(n1); freeNumber(n2); Push(setNumberCmplx(newNumber(), c1)); freeCmplx(c1); UndoStackState(1); } void decomposeCmplx () { Real *re1, *re2; Number *n1; Cmplx *a, *c1; if(checkArgs("cplx", 1)) return; SaveStackState(1); n1 = Pop(); a = (Cmplx *)n1->data; re1=newReal(); re2=newReal(); if(getPolarMode() == POLAR){ c1 = polarCmplx(a); setRealReal(re1, c1->re); if(getRadixMode() == DEGREES){ mulEqReal(c1->im, real180Pi); setRealReal(re2, c1->im); } else { setRealReal(re2, c1->im); } freeCmplx(c1); } else { setRealReal(re1, a->re); setRealReal(re2, a->im); } Push(setNumberReal(newNumber(), re1)); Push(setNumberReal(newNumber(), re2)); freeReal(re1); freeReal(re2); freeNumber(n1); UndoStackState(2); } /* either make a matrix or decompose a matrix */ void MtrxStack(){ Number *n1; finishEditor(); if(checkArgs("matrix", 1)) return; n1 = getStackEle(0); switch(n1->type){ case COMPLEX: setStringError("matrix Error: Bad Argument Type."); break; case MATRIX: decomposeMtrx(); break; case REAL: createMtrx(); break; } } void decomposeMtrx(){ int i, j, matSize; Number *n1, **ptr; Real *rs, *cs; Matrix *m1; if(checkArgs("matrix", 1)) return; SaveStackState(1); n1 = Pop(); m1 = (Matrix *)n1->data; matSize = m1->rows * m1->cols; for(i=0; irows; i++){ for(j=0; jcols; j++){ ptr = m1->data + (m1->cols * i) + j; Push(setNumberNumber(newNumber(), *ptr)); } } Push(setNumberReal(newNumber(), setRealDouble((cs=newReal()), m1->cols))); Push(setNumberReal(newNumber(), setRealDouble((rs=newReal()), m1->rows))); freeReal(cs); freeReal(rs); freeNumber(n1); UndoStackState(2 + matSize); } void createMtrx(){ int i, j; int rows, cols; Number *n1, *n2; Matrix *m1; if(checkArgs("matrix", 2)) return; SaveStackState(2); n1 = Pop(); n2 = Pop(); if(n1->type != REAL || n2->type != REAL){ setStringError("matrix Error: Bad Argument Type."); Push(n2); Push(n1); CancelStackState(); return; } rows = (int)setDoubleReal(n1->data); cols = (int)setDoubleReal(n2->data); if(rows == 0.0 || cols == 0.0){ setStringError("matrix Error: Bad Argument Type."); Push(n2); Push(n1); CancelStackState(); return; } if(checkArgs("matrix", rows * cols)){ Push(n2); Push(n1); CancelStackState(); return; } freeNumber(n1); freeNumber(n2); AddStackState(rows * cols); /* read in the matrix */ m1 = newMatrix(); for(i=rows-1; i>=0; i--){ for(j=cols-1; j>=0; j--){ setMatrix(m1, (n1=Pop()), i, j); freeNumber(n1); } } Push(setNumberMatrix(newNumber(), m1)); freeMatrix(m1); UndoStackState(1); } void LShiftStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("lshift", 2))return; SaveStackState(2); n1 = Pop(); n3 = lShiftNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } void RShiftStack(){ Number *n1, *n2, *n3; finishEditor(); if(checkArgs("rshift", 2))return; SaveStackState(2); n1 = Pop(); n3 = rShiftNumber((n2=Pop()), n1); if(n3){ Push(n3); freeNumber(n1); freeNumber(n2); UndoStackState(1); } else { Push(n2); Push(n1); CancelStackState(); } } #define IS_HEX(c) (\ (c)=='a' || (c)=='A' || \ (c)=='b' || (c)=='B' || \ (c)=='c' || (c)=='C' || \ (c)=='d' || (c)=='D' || \ (c)=='e' || (c)=='E' || \ (c)=='f' || (c)=='F' || \ isdigit((c))) #define IS_DEC(c) isdigit((c)) #define IS_OCT(c) (\ (c)=='0' || (c)=='1' || \ (c)=='2' || (c)=='3' || \ (c)=='4' || (c)=='5' || \ (c)=='6' || (c)=='7') #define IS_BIN(c) ((c)=='0' || (c)=='1') int isDigitBase(char c){ switch(getBaseMode()){ case HEXADECIMAL: return IS_HEX(c); break; case DECIMAL_ENG: return IS_DEC(c); break; case DECIMAL: return IS_DEC(c); break; case OCTAL: return IS_OCT(c); break; case BINARY: return IS_BIN(c); break; } } Number * readNumber(char *line, int *nread){ char *p, buf[2]; int i1; double d1, num; Real *r1; Number *n1; /* read in the number */ switch(getBaseMode()){ case HEXADECIMAL: *nread = 0; /* look for "0x" */ if(0 == strncmp(line, "0x", 2)){ line+=2; *nread = 2; } num = 0.0; buf[1] = '\0'; for(p=line; IS_HEX(*p); p++, (*nread)++){ buf[0] = *p; sscanf(buf, "%x", &i1); num *= 16.0; num += (double)i1; } if(p-line == 0) return NULL; break; case DECIMAL: case DECIMAL_ENG: /* the line starts with a number-- read it in */ if(1 != sscanf(line, "%lg%n", &num, nread)){ return NULL; } break; case OCTAL: *nread = 0; num = 0.0; buf[1] = '\0'; for(p=line; IS_OCT(*p); p++, (*nread)++){ buf[0] = *p; sscanf(buf, "%d", &i1); num *= 8.0; num += (double)i1; } if(p-line == 0) return NULL; break; case BINARY: *nread = 0; num = 0.0; for(p=line; IS_BIN(*p); p++, (*nread)++){ num *= 2.0; if(*p == '1') num += 1.0; } if(p-line == 0) return NULL; break; } r1 = setRealDouble(newReal(), num); n1 = setNumberReal(newNumber(), r1); freeReal(r1); return n1; } ./grpn-1.4.1/main.c0000644000175000017500000001530013201550431012415 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* main.c by Paul Wilkins. * This file contains the main program. */ #include #include #include #ifdef USE_GNOME #include #endif #include #include "icon_bitmap" #include "stack.h" #include "menu.h" #include "mode.h" #include "lcd.h" #include "undo.h" #include "buttons.h" #include "constant.h" void usage(char *str){ fprintf(stderr, "Error: %s\n", str); fprintf(stderr, "Usage: grpn [-fn font] [-btn-fn font] [-disp-fn font] [-bm basemode]\n"); fprintf(stderr, " [-rows n] [-cols n] [-b]\n"); fprintf(stderr, " -b: Don't draw the buttons.\n"); fprintf(stderr, " -rows: Display (a minimum of) \"n\" rows.\n"); fprintf(stderr, " -cols: Display (a minimum of) \"n\" columns.\n"); fprintf(stderr, " -btn-fn: Use \"font\" for the buttons and menu-bar.\n"); fprintf(stderr, " -disp-fn: Use \"font\" for the main display.\n"); fprintf(stderr, " -fn: Specifies both -btn-fn and -disp-fn.\n"); fprintf(stderr, " -bm: basemode: dec, eng, bin, oct or hex.\n"); } GtkWidget *main_w; main(int argc, char *argv[]) { int n; int rows, cols; int drawButtons; char *btn_font, *disp_font; /* GtkWidget *main_w; */ GtkWidget *vbox; GtkWidget *menu; GtkWidget *mdisp; GtkWidget *lcd; GtkWidget *btns; GdkFont *new_font; GtkStyle *default_style, *new_style; GdkBitmap *icon_bitmap; #ifdef USE_GNOME GnomeAppBar *appbar; #endif setlocale(LC_ALL, "C"); #ifdef USE_GNOME gnome_init("grpn", "1.0", argc, argv); gnome_app_new("grpn", "grpn"); #else /* initialize gtk */ gtk_init(&argc, &argv); #endif /* initial values */ drawButtons = 1; rows = 8; cols = 30; btn_font = disp_font = NULL; /* process command line args */ n = 1; while(n < argc){ if(0 == strcmp("-fn", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -fn."); exit(0); } btn_font = disp_font = argv[n]; } else if(0 == strcmp("-btn-fn", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -btn-fn."); exit(0); } btn_font = argv[n]; } else if(0 == strcmp("-disp-fn", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -disp-fn."); exit(0); } disp_font = argv[n]; } else if(0 == strcmp("-rows", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -rows."); exit(0); } if(1 != sscanf(argv[n], "%d", &rows)){ usage("Unable to read number or rows."); exit(0); } } else if(0 == strcmp("-cols", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -cols."); exit(0); } if(1 != sscanf(argv[n], "%d", &cols)){ usage("Unable to read number or cols."); exit(0); } } else if(0 == strcmp("-b", argv[n])){ drawButtons = 0; } else if(0 == strcmp("-bm", argv[n])){ n++; if(n >= argc){ usage("Missing required argument for -m."); exit(0); } if (0 == strcmp("dec", argv[n])){ setBaseMode(DECIMAL); } else if (0 == strcmp("eng", argv[n])){ setBaseMode(DECIMAL_ENG); } else if (0 == strcmp("bin", argv[n])){ setBaseMode(BINARY); } else if (0 == strcmp("oct", argv[n])){ setBaseMode(OCTAL); } else if (0 == strcmp("hex", argv[n])){ setBaseMode(HEXADECIMAL); } else { usage("Specify dec, eng, bin, oct or hex for -m."); exit(0); } } else { usage("Unknown Argument."); exit(0); } n++; } /* set up any constants we may use */ setup_constant(); /* initialize the undo system */ initUndoSystem(); /* setup the stack */ if(0 == setup_stack()){ fprintf(stderr, "Error: Could not initalize data structures.\n"); exit(0); } /* set the font if told */ if(btn_font != NULL){ default_style = gtk_widget_get_default_style(); if(NULL == (new_font = gdk_font_load(btn_font))){ fprintf(stderr, "Unable to load font %s.\n", btn_font); exit(0); } new_style = gtk_style_copy(default_style); new_style->font_desc = new_font; /* BDD - No longer in Gtk2.x */ /* gtk_widget_set_default_style(new_style); */ } #ifdef USE_GNOME main_w = gnome_app_new("grpn", "grpn"); setup_menu(main_w); appbar = GNOME_APPBAR(gnome_appbar_new(FALSE, FALSE, FALSE)); gnome_app_set_statusbar(GNOME_APP(main_w), GTK_WIDGET(appbar)); /*create the box that everyone goes in */ vbox = gtk_vbox_new(FALSE, 0); gnome_app_set_contents(GNOME_APP(main_w), vbox); gtk_widget_show(vbox); #else /* the main window contains the work area and the menubar */ main_w = gtk_window_new(GTK_WINDOW_TOPLEVEL); gtk_widget_set_name(main_w, "grpn"); /*create the box that everyone goes in */ vbox = gtk_vbox_new(FALSE, 0); gtk_container_add(GTK_CONTAINER(main_w), vbox); gtk_widget_show(vbox); /* set up the menu bar */ menu = setup_menu(vbox); #endif /* handle window manager close */ gtk_signal_connect(GTK_OBJECT(main_w), "delete_event", GTK_SIGNAL_FUNC(delete_event), NULL); gtk_signal_connect(GTK_OBJECT(main_w), "destroy", GTK_SIGNAL_FUNC(destroy), NULL); /* create the varrious subsystems */ mdisp = setupModeDisplay(vbox); if(drawButtons) btns = setupButtons(vbox); lcd = setupLCD(vbox, rows, cols, disp_font); /* Create pixmap of depth 1 (bitmap) for icon */ gtk_widget_realize(main_w); icon_bitmap = gdk_bitmap_create_from_data(main_w->window, icon_bitmap_bits, icon_bitmap_width, icon_bitmap_height); gdk_window_set_icon(main_w->window, NULL, icon_bitmap, NULL); gtk_widget_show(main_w); gtk_main(); } ./grpn-1.4.1/lcd.h0000644000175000017500000000201413201550431012236 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* lcd.h by Paul Wilkins 3/21/97 */ #ifndef __LCD_H #define __LCD_H #include /* display area in characters */ extern int lcdWidth; extern int lcdHeight; GtkWidget *setupLCD(GtkWidget *, int, int, char *); void redrawLCD(); void clearLCD(); void setLCDDispMode(int); int getLCDDispMode(); #endif ./grpn-1.4.1/real.h0000644000175000017500000000465113201550431012430 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* real.h by Paul Wilkins */ /* Here we set up the real numbers */ #ifndef __REAL_H #define __REAL_H #include "typedefs.h" // precision of diplayed real // (internal is still DBL_DIG) #define PRINT_REAL_DIG DBL_DIG-3 // = usuallly 12 #define REAL_INF 0x1 #define REAL_NAN 0x2 #define REAL_OK 0x4 struct _Real { char ok; double num; }; Real * newReal(); void freeReal(Real *); char * printReal(Real *); Real * setRealDouble(Real *, double); double setDoubleReal(Real *); Real * setRealReal(Real *, Real *); Real * fromRadixReal(Real *a); Real * toRadixReal(Real *a); int cmpReal(Real *, Real *); int isIntReal(Real *); Real * absReal(Real *); Real * negReal(Real *); Real * negEqReal(Real *); Real * invReal(Real *); Real * invEqReal(Real *); Real * powRealInt(Real *a, int); Real * powReal(Real *a, Real *b); Real * powEqReal(Real *a, Real *b); Real * lnReal(Real *a); Real * lnEqReal(Real *a); Real * logReal(Real *a); Real * logEqReal(Real *a); Real * expReal(Real *a); Real * expEqReal(Real *a); Real * sinReal(Real *a); Real * sinEqReal(Real *a); Real * cosReal(Real *a); Real * cosEqReal(Real *a); Real * tanReal(Real *a); Real * tanEqReal(Real *a); Real * asinReal(Real *a); Real * asinEqReal(Real *a); Real * acosReal(Real *a); Real * acosEqReal(Real *a); Real * atanReal(Real *a); Real * atan2Real(Real *a, Real *b); Real * atanEqReal(Real *a); Real * mulReal(Real *, Real *); Real * mulEqReal(Real *, Real *); Real * divReal(Real *, Real *); Real * divEqReal(Real *, Real *); Real * modReal(Real *, Real *); Real * addReal(Real *, Real *); Real * addEqReal(Real *, Real *); Real * subReal(Real *, Real *); Real * subEqReal(Real *, Real *); Real * lshiftReal(Real *, Real *); Real * rshiftReal(Real *, Real *); #endif ./grpn-1.4.1/.depend0000644000175000017500000000341113201550431012565 0ustar wartwartbutton_def.o: button_def.c buttons.h funcs.h editor.h lcd.h mode.h \ undo.h callback_buttons.o: callback_buttons.c buttons.h funcs.h editor.h \ error.h lcd.h callback_menu.o: callback_menu.c menu.h lcd.h mode.h funcs.h help.h \ complex.h typedefs.h number.h real.h matrix.h options.h circle.o: circle.c complex.o: complex.c complex.h typedefs.h real.h number.h matrix.h \ constant.h mode.h lcd.h constant.o: constant.c real.h typedefs.h complex.h editor.o: editor.c editor.h funcs.h mode.h error.o: error.c error.h stack.h typedefs.h funcs.o: funcs.c stack.h typedefs.h number.h real.h complex.h matrix.h \ funcs.h undo.h constant.h editor.h run_cmd.h error.h mode.h help.o: help.c help.h funcs.h buttons.h license.h lcd.o: lcd.c lcd.h mode.h number.h typedefs.h real.h complex.h \ matrix.h stack.h process_input.h editor.h error.h undo.h main.o: main.c icon_bitmap stack.h typedefs.h menu.h mode.h lcd.h \ undo.h buttons.h funcs.h constant.h matrix.o: matrix.c matrix.h typedefs.h number.h real.h complex.h \ error.h constant.h mode.o: mode.c mode.h number.h typedefs.h real.h complex.h matrix.h number.o: number.c number.h typedefs.h real.h complex.h matrix.h \ mode.h constant.h error.h options.o: options.c options.h mode.h lcd.h process_input.o: process_input.c process_input.h funcs.h lcd.h \ editor.h error.h real.o: real.c real.h typedefs.h mode.h constant.h run_cmd.o: run_cmd.c buttons.h funcs.h editor.h error.h setup_buttons.o: setup_buttons.c buttons.h funcs.h editor.h setup_menu.o: setup_menu.c menu.h mode.h options.h stack.o: stack.c stack.h typedefs.h number.h real.h complex.h matrix.h test.o: test.c test.h number.h typedefs.h real.h complex.h matrix.h test_gtk_ver.o: test_gtk_ver.c undo.o: undo.c undo.h error.h stack.h typedefs.h number.h real.h \ complex.h matrix.h ./grpn-1.4.1/grpn0000755000175000017500000165626013202005246012242 0ustar wartwartELF>O@pS@8 @%$@@@888 !! 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*H(2LH.11H\0g0HH.HHq1H3IT$HT$z3HHH.jjH5*HT$(ME11H/7.LH|.DD$$L$ ET$HH2H93HHN.`H8H[]A\A]A^A_DAWAVAUATUSHH] D$ H=V p1HOHHHH΋ 9LHH9ucJHH48D$ ؙ?HfDؙyHH9u|$ L5~ E1,Io0HHd-E1H11L0L*2AAD$E11D$~>DMNMI9t!DD$LDՉ)AI(9IDd$D9d$ HL[]A\A]A^A_Dd3D$ |$ +I/HH,E1H11L0L[1뒋D$ 1H=} @S1HHS Ht 1[1[@f.H='$1@S1HHC .t2[1f.y2H0H=&,D؉[1AWAV1AUATUSH[1t{vIt&L*11U'LHHG%H&*HHHD$%%H'(LHI%E1HH8(H)L'I$LH$1H++LL$HL$LH&Lx)H= L&H;HL~$HLIp$HQq jH5jE1M1H$H LL?$E111HH'HL"$H H(H+f.S'5(HHH5YHHË"fG<Hً1H! t€DHAHDȉи HfuH= HIHH[['[H=)%@f.AWAVAUATUSHlt Hmt JHPHH1DHH9uk<'Hc,'HIHH5!#Hf*Gs /H-s DhA HEILHD$EHUHLrH\0I(L9M.MtLL@(Lh"D)Dž~H1L H!%tDHJHDщ H9f uLH!%tDHWHD@IvHI(% L9f>HH;l$H= HKLHL[]A\A]A^A_U%HH=6[]A\A]A^A_#'@S'e%HHH GRPN 1 H{HHCfS H(H5(HC.4.1H)HSH*H)ƉHH<DHً1H! t€DHAHDȉи HfuH= HAHH[K$[H=B"f.@} f t+tH=) %f.} D} D=} f~} f=j} fZ} fHN}  H M} H=h)&} @H= HHH! t€DHAHDȉHPolar HH)HH| ARfDH=I HH H!%tDHJHDщHDecimalHH)H_fH Radians HՀ | @H= HHH!ʁ t€DHHHDѹ HH)HHRectanguH0@lar fH @Gf.H DegreesD H5 YH { H='C$M{ zyH= HHH!%tDHQHDʉ¸lHH)HOctafAH HfD=u`H=q HHH!%tDHQHDʉHDecimal-HH)HHAEngH qz H=&+#H~ HH=~ HHH!ʁ t€DHHHDHH)HHHexadeciH0@malfDH=y~ HHH!%tDHQHDʉºryHH)HBinafQAS1H`H=} HHH[DUSHH= HHH} \HHQHHE111H=}  1|Hu} H[]f.@z~ ATUH- StLHHHL9uH5H H A H 0~ 1fDHDHH(u[Ճ σ ]A\  ATUS H- HNщ T~$11HvHcW 9\Hj H- D$1踷Hc=1 HDHHHc= HHܹHc []A\f C@H=#\ff.Hc= H҂ H HHhHc ATL% USHHL=o ~H1HcZ HHLHi ,1迶HH[]A\@f.USH7 HHc <1H|H5U HHH[]鲷fHc ف 5ׁ H complex Error: Bad Argument Type.complex Error: Bad Argument Type.matrix Error: Bad Argument Type.4@-DT! @f@ 2 x Square. x y Power. x 10 tenxTen to the power. x e e to the power.123SqrtSquare root.NrootN-th root.LogLog base 10.Natural log (log base e).451/xinvInverse.AsinAcosAtan789PipiThe constant PI.SinTrigonometric function Sin.CosTrigonometric function Cos.TanTrigonometric function Tan.EnterdupnegChange sign.EEXDELMouse input: backspace.dropSwapModuloRemainder of division.HexhexHexadecimal display mode.DecdecEngengENG Decimal display mode.OctoctOctal display mode.BinbinBinary display mode.RectrectRectangular display mode.PolarpolPolar display mode.DegdegAngles in degree.RadradAngles in radian.Db10Convert to dB (Power).Db20Convert to dB (Voltage).RipResistors in parallel.CplxcomplexMtrxmtrxCreate or decompose a matrix.LShift<<Left Shift StackRShift>>Right Shift StackUndoundoClearclearQuitquitQuit GRPN.Trigonometric function Arc-sin.Trigonometric function Arc-cos.Trigonometric function Arc-tan.Copy the number on the top of the stack.Mouse input: enter an exponent.Delete the number on the top of the stack.Swap 2 numbers on the top of the stack.Create or decompose a complex number.Undo last command. Up to 10 commands can be undone.Clears and removes all numbers on the stack.%s: Ambigious command name.%s: Unrecognized command.Error: %s C-btn-fn-disp-fn-rows-cols-b-bmUnknown Argument.Unable to load font %s. grpndelete_eventdestroyUsage: grpn [-fn font] [-btn-fn font] [-disp-fn font] [-bm basemode] [-rows n] [-cols n] [-b] -b: Don't draw the buttons. -rows: Display (a minimum of) "n" rows. -cols: Display (a minimum of) "n" columns. -btn-fn: Use "font" for the buttons and menu-bar. -disp-fn: Use "font" for the main display. -fn: Specifies both -btn-fn and -disp-fn. -bm: basemode: dec, eng, bin, oct or hex. Missing required argument for -fn.Missing required argument for -btn-fn.Missing required argument for -disp-fn.Missing required argument for -rows.Unable to read number or rows.Missing required argument for -cols.Unable to read number or cols.Missing required argument for -m.Specify dec, eng, bin, oct or hex for -m.Error: Could not initalize data structures. copyStack: Error copying stack. convertSelection called, but no selection.Error: can not determine font dimentions. CLIPBOARDLiberation Mono 16expose_eventconfigure_eventselection_receivedselection_clear_eventselection_getmotion_notify_eventbutton_press_eventbutton_release_eventkey_press_eventkey_release_event%d: setShortLCD invalid modefailed to gain selection STRINGCOMPOUND_TEXTactivateOptionsHelpLicenseAboutFileError: cmodeCB: i shouldn't get here ,BasetoggledRadixDegreesRadiansCoordinate ModeRectangularDisplay ModeShortLongDismissclicked?Sorry: Unimpilmented feature%s Error: Too few Arguments.%s Error: Invalid Type.license_popup: mallochelp_popup: mallocabout_popup: malloc Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. GRPN is a graphical reverse polish notation (RPN) calculator. GRPN works with real numbers, complex numbers, matrices, and complex matrices. Numbers can be displayed in 4 different radix modes, and complex numbers can be displayed in either Cartesian or polar form. GRPN uses a stack and reverse polish notation to evaluate expressions. The stack in GRPN is infinite and limited only by available memory. Expressions are evaluated in reverse polish notation. Unlike conventional (prefix) notation, RPN requires that all arguments to a command are entered prior to execution of the command. For example to add 6.7 to 3.2 you would push both numbers onto the stack, then press the add (+) button: 3.2 6.7 + The result is left on the stack. Cntr-c copies the result to the clipboard for use in other applications. Note that GRPN uses a shorthand for all commands that causes an automatic before executing a command. The previous example could then be done as: 3.2 6.7+ Input is accepted from both the keyboard and the mouse. When entering a command from the keyboard, the command may be abbreviated to the shortest set of letters which uniquely identifies the command. Input may be forced to be interpreted as a command by prefixing the command with double or single quotes. This is useful, for example when in Hexadecimal mode and you would like to switch to decimal mode by typing: dec Mouse input simply requires pressing the button with the desired command. To enter a matrix first push its data on the stack as you would lines, f. ex.: 1 2 3 4 5 6 Then you can enter the dimension of the matrix f. ex.: 3 2 matrix As you can see in the following output, the command 'matrix' creates (or decomposes) the matrix: 1: [1 2 3 4 5 6] Complex numbers are entered in a similar way: 3 7 complex 1: (3,7) Note that the complex-command also decomposes complex numbers: complex 2: 3 1: 7 The 'undo' command allows you to undo up to the last 10 operations. Available commands: + Add. - Subtract. * Multiply. / Divide. ^ Power. Push a number onto the top of the stack. Push a number onto the top of the stack. GRPN is a graphical reverse polish notation (RPN) calculator. By: Paul Wilkins paul.wilkins at analog com Fix_locale.dpatch by Wartan Hachaturow Add_includes.dpatch by Michael Bienia gtk2.dpatch by Barry deFreese Support for Pango-fonts by Jean-Pierre Demailly. Shift operators by Nathaniel Clark. 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BBB B(A0A8D`p 8A0A(B BBBH D 8A0A(B BBBJ HhIp?xIW`hIpxIW`hIpxIW`hIpxIW`hIpxIW` hIpxIW`ghIpPhH`L.+BBE B(D0A8G`hBpe8D0A(B BBBL4/BBB B(A0A8GP< 8D0A(B BBBF / "AX G A/0 /,_A^ Q hH/lBBD B(A0A8D@ 8C0A(B BBBK $0 80,L08?`0dt0p0|/Hf0u0U0H0D0@'1\!1x41H1| \1xp1t$NU$1>AAK lCA1p1BBE B(D0A8GPh 8A0A(B BBBG D 8A0A(B BBBJ XI`yhIpTP82̕A E A`X2lBBB B(A0A8DP 8D0A(B BBBE D 8H0A(B BBBE 2A E A22;3 3,3@3 T3D} G  H x3ܜ+Ae$3bAAN OAA(38HAH pUB03VAA  ABJ X4x((04bIHA HAB$\4؞>AAM `IA4CD4(eBBE B(H0H8M@r8A0A(B BBB4PPPu  + U i z     A $+!!o ! 5X ooooo!BB&B6BFBVBfBvBBBBBBBBBCC&C6CFCVCfCvCCCCCCCCCDD&D6DFDVDfDvDDDDDDDDDEE&E6EFEVEfEvEEEEEEEEEFF&F6FFFVFfFvFFFFFFFFFGG&G6GFGVGfGvGGGGGGGGGHH&H6HFHVHfHvHHHHHHHHHII&I6IFIVIfIvIIIIIIII(!!`! !!!!|50x3.1212202P22203_03&31(32*331`,3113>31D3O3J0S36060`3Pz34|35<62~3333v0h6`306306@373839.33303333333334!461%4)40646e:4>41V47[41H7 `4.g4p~44444444444444455 5`@'5-515`E5I5M5_5c5g5 y51~5`515515`52p755p75555256 6 66@1 66%6(606[1(60:6?67(D6J67@P6U6Z6``pphhddbbaa``````>   @ <       p===`!`!@ GCC: (Debian 7.2.0-14) 7.2.0,P ,7;pR,y@,n`",P3,7u,{7u<^P%J,*v,p,K,P,_  ,f5 ,j,,50m,,Y`R,=", ' xe>/int`i.Q(p`V- 4/rB/ / L  6 U N ! )6 W*K.,07162G6/87h h6nKMW  7%$<r <,)$w])\+D-2.GD /J^/V\k 3v:p=i>6HpKiL7 WpZJ:[d\ h  / /+ /@  -+  .+l $Zk 3j0 X Y Z \ ^  `  a(      o iR j m'_3RB  %M 'r4 ) *rBe 0d @` < !  ;8 hp$  ) G(b h, h0 r8r @ H# ͷPw X= AG< MW ҈ref ԡ| աget 6e d 0  a  v E   ; <(d -Lx< 0   0  DR[  [GGRv gR   |    l * m > n 0 p  q  GO6#kYZR[RY\R]R ^R_RN`( #a6$su%sd&sw's(s'n+,=;<<$ >/ ?@ @U A@ B@ Cf (RDw 0Ew 8F @H H Kw PL XM `cN hP, p XDx0YZD[B ].^\ ) k$ @ ) 5 RU ) F ` [ w ` l ` ) } R ` )       , K  ] R R    B  2 R\  H bcRRe x R~- ,  H G   VD  G  ;8x   "_ 9G6NL6P6I a6U  c(0z 8"@HPXF ` L h6p 6t;xpKZR b ?!) *+,!.$L/6L1h F F L &6  b / x /D (;x <x =x L L UL 6   8wsxsysQz)   TKh3 AK2 EdE G q Qo@p!Ns!Os !Ps!Qs!Rs,d xP &n>?V .inteppI ai    U  c( 0 z 8 "@ H P X V` \h ip  it ;wx M [ Zb r ?! ) * + , !.4 L/i L1x V V \ &i% r ?  ?D(;<=\\U\i `n7?6 ii\[ C   p  b. g[1 ~0    $ok %num &-iQ (M -T 4?r B?  ?L  iU pN ! )iW *pK .B 0p7 1i 2] 6?8 7T~~K M WM% $   R r RB)$])\+L - 2.] D /R^/^ds3~:p=i>6HpKiL7 WpZ J:[ d\ ~ ? # ? 3 ?@#-3.3l$[k3k0X Y Z \ ^  ` a( oihjm(`4hC %N's 4) *sCe0d@`=  !   ;8~ p$ )]( b~, ~0 s8 r @  H #͏P w X=AH<MX҉refԩ |թget7 e d 0 b w    E   ;= (d.My=1  1  Lh\  \ ]H hw  h h  }    l*m>n0 pq GP6$  Y Zh [h Y\h ]h ^h _hN`)  #a   6$u%d&w'( T' n+, =; <<% >0 ?A  @V  AA  BA Cg ( RDx 0 Ex 8 F @ H H Kx P L X M ` cN h P- p XLx 0Y ZL  ] .^] !* s% A * 6 hV * G !a \ x a m  a * ~ h a *           - Sshh   C  3 h] I b ch!Re y h~- ,  H G   VL H  ;8   "`!9!GiN!Li!Pi8"w"x"yQ"z#* # # T$K~3%A2%E E%G q%Qp&N&O &P&Q&R 'a 'aw 'a 'a- 'a 'a 'a ' a '!aF '"s"5 ao.J#aa#ba$paP%4*=p <&@*'o(" |an.#a|aF#b|a$p}aP%4* oP &@*V'n(" oans#aoa(boaT)4*:n s*@*P" `a`m#a`a#b`aJ$paaP%4*mf*@*P'sm("S Rals#aRa(bRaT)4*mV*@*P"( Ca@lf#aCa#bCa$pDaP%4*lIX*@*P'Sl("i !ak#a!a#b!aQ%4*k`,&@*+1l[+,U +,T1,QJ-8lj+,U0" aj#aa#ba".pa%4*+k0q&@*'j(+j[+,U ,,T1,QJ+kj+,U0'+kv+"] a@i#aa#ba.pa%4*i:&@*7'Si(+i[+p,U +,T1,QJ-ij+,U0"] ahs#aaZ(baT)4*h*@*P" agU#aa#ba $paP%4*g@G*@*P'g(" aPgM#aa %4*^g&@* '^g+"K afm0#aa2 .pa %4*g&@* 'f('g+" afM#aa# %4*f&@* 'f+"N a fm #aa .pa %4*Cf@&@*p '0f('Cf+" zaeMk#aza %4*e|]&@* 'e+"~ qa`em#aqa8 .pra %4*eu&@* 'pe('e+" jaeMF#aja)%4*el8&@*'e+" Yapd#aYa#bYaC.pZa%4*dP^*@*P'd('d+"J PadmH#aPa.pQat%4*#dT-&@*'d('#d+" IacM#aIa%4*cK&@*b'c+"M @a@ce##a@a.pAa%4*ccD&@*S'Pc('cc+" 9abM#a9a%4*bP;u&@*'b+"} 0abm#a0a.p1az%4*b4&@*'b('b+" (a0bM^#a(a %4*>b*P&@*h'>b+" aae#aa.p a%4*a#&@*Y'a('a+" a`#aa%4*a@+&@*~+Ma[+T,U +,T1,QL+Taj+k,U0'ba++a+,U +-aj+,U0" a`#aa.pa<%4*` &@*'`(+>`[+A,U +,T1,QJ+E`j+X,U0'`++`+,U +-`j+,U0"g a _j#aa%4*W_&@*+_[+,U +,T1,QI+_j+*,U0'_++_+V,U +-_j+,U0" a@^W#aa.pa|%4*^&@*'O^(+~^[+,U +,T1,QI+^j+,U0'^++ _+C,U u+-_j+,U0"5 a]u#aa#bin.pa%4*]P&@*)'](']+" a ]L #aa_#ba%4*p]> *@*P'p]+"F la\ #ala#blaj.pma%4*\r *@*P'\('\+" `a \\"!#a`a<)4*@\f&@*r" Qa[m!#aQa$pRaP%4*[pY!&@* '[("s JaP[T!(aJaU)4*\[0L&@*-" AaZ]G"#aAac$pBaP%4* [E9"&@*'Z(" 8aZU"#a8a$p9aP%4*Z<"&@*'Z(" 0iPZ:"(a0aU"U #iZN#(a#aU(b#aT/ R";'0aa1c$!1p!1ii%2 i'1dd-(1nn-(1fm-*3buf;'o4pR%5 -o5 io1pchȏ*+T ,$,Us,T @+,Q?+T,?$,Us,T E++T!,e$,T H+,Qo+T,$,U0,T E++T!,$,T i+,Qo+eU ,$,Us,T l+,Q<+U ,%,Us,T ;+,Q<+eX[+,%,U ,,T1,QN-X[+,U L+,T1,QL+R1,k%,U +)S[+%,U ,,T1,QO+0Sj+%,U0'7S=,+S+%,a - @+Sv+%,aw-,bo-+TTH,&,U 4++[Tj+4&,U0+ V+U&,a -0@+4Vv+z&,aw-,bo-+V+&,a -@+Vv+&,aw-,bo-+WT,&,Us,T|,Qv $ &+Wc,',Us,T|,Qv $ &-WT,,Us,Tv,Q| $ & L'6?7 zao'8aza8bza/ raRD'9araU0dr-Z+:4*Ru&@*+/ [-`Q(0a[a++Q[+(,U ,,T1,Q#+Qj+5(,U0+Q[+_(,U X,,T1,Q#-Q[+,U 0,,T1,Q#;w WPQ(0aWa},pKa/' ;a0ju)0a;a,1r1U xpRn>?V .inteppI ai    U  c( 0 z 8 "@ H P X V` \h ip  it ;wx M [ Zb r ?! ) * + , !.4 L/i L1x V V \ &i% r ?  ?D(;<=\\U\i `6 ii\P C   p  b# gP1 s0  re im    $ok %num &-  w  -     !F "9hiQ (MF -T 4?r B?  ?L w iU pN !w )iW *pK.0p71i26?87T  KMW6<G G%^$  r  )$V])\+ - 2. 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1tt$Do<N 8 V ^okoPzXXB55 AAAAIIJJ"$+$+ 0+0+ "H@@0.+ 2 x sqrSquare. x y powPower. x 10 tenxTen to the power. x e expe to the power.123-SqrtsqrtSquare root.NrootnrootN-th root.LoglogLog base 10.lnNatural log (log base e).456x1/xinvInverse.AsinasinAcosacosAtanatan789/PipiThe constant PI.SinsinTrigonometric function Sin.CoscosTrigonometric function Cos.TantanTrigonometric function Tan.Enterdup+/-negChange sign.EEXDELMouse input: backspace.DropdropSwapswapModulomodRemainder of division.HexhexHexadecimal display mode.DecdecDecimal display mode.EngengENG Decimal display mode.OctoctOctal display mode.BinbinBinary display mode.RectrectRectangular display mode.PolarpolPolar display mode.DegdegAngles in degree.RadradAngles in radian.Db10db10Convert to dB (Power).Db20db20Convert to dB (Voltage).RipripResistors in parallel.CplxcplxcomplexMtrxmtrxCreate or decompose a matrix.matrixLShift<<Left Shift StacklshiftRShift>>Right Shift StackrshiftUndoundoClearclearQuitquitQuit GRPN.0.123456789e@ Trigonometric function Arc-sin.Trigonometric function Arc-cos.Trigonometric function Arc-tan.Copy the number on the top of the stack.Mouse input: enter an exponent.Delete the number on the top of the stack.Swap 2 numbers on the top of the stack.Create or decompose a complex number.Undo last command. 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H, 7 B M  X d p k}   5   t     8 ( 5 B O g\ Qi v      ( /  3   q   &   D, 9 y F T _ cl x L        ? #   ) } 4 A CN 5[ h u L    x f   $ % U, mW bb n f {   q   ?  :    )% L= T a l x  o <  S  g  C %> JS !_h t}  .symtab.strtab.shstrtab.text.data.bss.rela.data.rel.local.rodata.str1.1.rela.data.rel.rodata.str1.8.rela.debug_info.debug_abbrev.rela.debug_aranges.debug_line.debug_str.comment.note.GNU-stack@!@'H1`` ,@MA2,U P@ N_2sUn@e+ *+ @X ,b0{00GEeEhE0 Kp./grpn-1.4.1/help.o0000644000175000017500000014460013202005246012443 0ustar wartwartELF>@@AWAVIAUATIUSHHH/IHtAHL@H;tH[]A\A]A^A_fH[]A\A]A^A_D1IHLHHLHH;LHjH5jE11IHH;HIHH;HLHH;11H;ILLHL11LHHHHHHD$HLHIE1HHHLILH1HLL$HLLHLH=H;HLHLIHjH5jE1M1HH LLE111HHHLH HH+f.S'HHH5YHHËfG<Hً1H! t€DHAHDȉи HfuH=HHH[[H=@f.AWAVAUATUSHHJHPHH1DHH9uk<'HcHIHH5#HfG/H-DhA HEILHD$EHUHLrH\0I(L9M.MtLLLD)Dž~H1L H!%tDHJHDщ H9f uLH!%tDHWHD@IvHI( L9f>HH;l$H=HLHL[]A\A]A^A_HH=[]A\A]A^A_'@S'HHH GRPN 1 H{HHCfS HH5HC.4.1H)HSHH)ƉHH<DHً1H! t€DHAHDȉи HfuH=HHH[[H=destroyDismissclickedlicense_popup: mallocLicensehelp_popup: mallocHelpabout_popup: mallocAbout Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. GRPN is a graphical reverse polish notation (RPN) calculator. GRPN works with real numbers, complex numbers, matrices, and complex matrices. Numbers can be displayed in 4 different radix modes, and complex numbers can be displayed in either Cartesian or polar form. GRPN uses a stack and reverse polish notation to evaluate expressions. The stack in GRPN is infinite and limited only by available memory. Expressions are evaluated in reverse polish notation. Unlike conventional (prefix) notation, RPN requires that all arguments to a command are entered prior to execution of the command. For example to add 6.7 to 3.2 you would push both numbers onto the stack, then press the add (+) button: 3.2 6.7 + The result is left on the stack. Cntr-c copies the result to the clipboard for use in other applications. Note that GRPN uses a shorthand for all commands that causes an automatic before executing a command. The previous example could then be done as: 3.2 6.7+ Input is accepted from both the keyboard and the mouse. When entering a command from the keyboard, the command may be abbreviated to the shortest set of letters which uniquely identifies the command. Input may be forced to be interpreted as a command by prefixing the command with double or single quotes. This is useful, for example when in Hexadecimal mode and you would like to switch to decimal mode by typing: dec Mouse input simply requires pressing the button with the desired command. To enter a matrix first push its data on the stack as you would lines, f. ex.: 1 2 3 4 5 6 Then you can enter the dimension of the matrix f. ex.: 3 2 matrix As you can see in the following output, the command 'matrix' creates (or decomposes) the matrix: 1: [1 2 3 4 5 6] Complex numbers are entered in a similar way: 3 7 complex 1: (3,7) Note that the complex-command also decomposes complex numbers: complex 2: 3 1: 7 The 'undo' command allows you to undo up to the last 10 operations. Available commands: + Add. - Subtract. * Multiply. / Divide. ^ Power. Push a number onto the top of the stack. Push a number onto the top of the stack. GRPN is a graphical reverse polish notation (RPN) calculator. By: Paul Wilkins paul.wilkins at analog com Fix_locale.dpatch by Wartan Hachaturow Add_includes.dpatch by Michael Bienia gtk2.dpatch by Barry deFreese Support for Pango-fonts by Jean-Pierre Demailly. Shift operators by Nathaniel Clark. 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" o # ##29#NF#cS#oj#zw######$$0$H$`$$$$*$2$;%I%V5%[B%kb%}~%%%%%& &%&<&\&t&&&&& &B&'Q.'cU'ns'}' ' ' (' (' ' ' J' J' ' '  ' '  ' ' '  '  ' ' ' #' #( / ( /( # ( # (  !(  (( ,( 3( 7( >( B( I( M( U(  Y(  `(  d(  k( o( v( z( ( }( }( Q( Q( 0( 0( ( ( x( x( ;( ;( ( ( ( ( (  K P`.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rodata.str1.8.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @R@s&,12h@2 T(O@{PF`=$n@Q~F0y@@0 EFC@p 0L0i%i(i0@`Xjx p%./grpn-1.4.1/version.h0000644000175000017500000000150513201550431013165 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #ifndef __VERSION_H #define __VERSION_H // used in help.c #define GRPN_VERSION \ "\n\ GRPN 1.4.1\n\ \n\ " #endif ./grpn-1.4.1/undo.c0000644000175000017500000000623513201550431012445 0ustar wartwart/* Copyright (C) 2000 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* undo.c by Paul Wilkins */ #include #include "undo.h" #include "error.h" #include "stack.h" #include "number.h" /* must be at least 2 */ #define MAX_UNDO_LEVELS 10 int nSavedItems[MAX_UNDO_LEVELS]; int nUndoItems[MAX_UNDO_LEVELS]; struct Stack undoStacks[MAX_UNDO_LEVELS]; int ringIndx; int undoLevel; void initUndoSystem(){ int i; static int initialized = 0; if(initialized != 0){ for(i=0; i= MAX_UNDO_LEVELS){ clearNamedStack(&(undoStacks[ringIndx])); } /* save the new info */ nSavedItems[ringIndx] = args; copyStack(getStack(), &(undoStacks[ringIndx]), args); } void AddStackState(int args){ /* save the new info */ nSavedItems[ringIndx] += args; copyStack(getStack(), &(undoStacks[ringIndx]), args); } /* Called after anything that modifies the stack. * Records the number of stack elements that must be poped * from the stack to undo the last operation if UndoStack * is called. */ void UndoStackState(int args){ nUndoItems[ringIndx] = args; undoLevel++; if(undoLevel >= MAX_UNDO_LEVELS) undoLevel = MAX_UNDO_LEVELS; ringIndx++; if(ringIndx >= MAX_UNDO_LEVELS) ringIndx = 0; } ./grpn-1.4.1/stack.o0000644000175000017500000004112013202005244012607 0ustar wartwartELF>P<@@HfHHtMHHHHHǀf.HHBHHH9uHH=1f.USHHu@HtHcЃHlx HH[]ÐHu1HHHt7@HH9rHH9wQHcH|HHuÐf.AVAUAATUSHoHIE1 HtJ1H}HHxID$HCHHHtHXAA$I\$E9HmE9tH H= 1[]A\A]A^E1H1HHHDf.USHHH_HtifDH{H{HHt=f.HH9rHH9wQHcH\HHuHHuHEEH[]Df.H=T@USHHHu 9@HHHuDH{HHHH[HuH[]ff.x,9=~$H~1H9uHBÐ1f.USH1HHHhHHHCHHHtHXHH[]fUSHHHHHtrH@HHkHHHt6HH9rHH9wH HcH\HHu̓-HH[]@H1MalloccopyStack: Error copying stack.  8intii b     ( 0 8 @ H P X O` Uh bp  bt px F T [ k !{ ) * + , .- /b 1q O O U b k 8  8;<=UUUb "F #b $b % k b t b! 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This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* options.c by Paul Wilkins 1/17/99 */ #include #include #include "options.h" #include "mode.h" #include "lcd.h" extern void baseToggleCB(GtkWidget *, gpointer); extern void radixToggleCB(gpointer); extern void cmodeToggleCB(gpointer); extern void dmodeToggleCB(gpointer); GtkWidget *optBinBtn; GtkWidget *optOctBtn; GtkWidget *optDecBtn; GtkWidget *optDecEngBtn; GtkWidget *optHexBtn; GtkWidget *optWindow = NULL; /* pops up a new window with all the options in it */ void optionsCB(gpointer data){ GSList *group; GtkWidget *button; GtkWidget *frame; GtkWidget *hbox, *vbox; if (!optWindow) { optWindow = gtk_window_new (GTK_WINDOW_TOPLEVEL); gtk_window_set_title (GTK_WINDOW (optWindow), "Options"); gtk_signal_connect(GTK_OBJECT(optWindow), "destroy", GTK_SIGNAL_FUNC(gtk_widget_destroyed), &optWindow); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(optWindow), 5); #else gtk_container_border_width(GTK_CONTAINER(optWindow), 5); #endif /* all the sections go in the vbox */ vbox = gtk_vbox_new(FALSE, 0); gtk_container_add(GTK_CONTAINER(optWindow), vbox); gtk_widget_show(vbox); /************************************************************/ frame = gtk_frame_new("Base"); gtk_box_pack_start(GTK_BOX(vbox), frame, TRUE, TRUE, 0); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(frame), 5); #else gtk_container_border_width(GTK_CONTAINER(frame), 5); #endif gtk_widget_show(frame); hbox = gtk_hbox_new(TRUE, 0); gtk_container_add(GTK_CONTAINER(frame), hbox); gtk_widget_show(hbox); button = gtk_radio_button_new_with_label(NULL, "Bin"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(baseToggleCB), (gpointer)BINARY); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getBaseMode() == BINARY ? TRUE : FALSE); gtk_widget_show(button); optBinBtn = button; group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Oct"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(baseToggleCB), (gpointer)OCTAL); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getBaseMode() == OCTAL ? TRUE : FALSE); gtk_widget_show(button); optOctBtn = button; group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Dec"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(baseToggleCB), (gpointer)DECIMAL); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getBaseMode() == DECIMAL ? TRUE : FALSE); gtk_widget_show(button); optDecBtn = button; group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Eng"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(baseToggleCB), (gpointer)DECIMAL_ENG); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getBaseMode() == DECIMAL_ENG ? TRUE : FALSE); gtk_widget_show(button); optDecEngBtn = button; group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Hex"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(baseToggleCB), (gpointer)HEXADECIMAL); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getBaseMode() == HEXADECIMAL ? TRUE : FALSE); gtk_widget_show(button); optHexBtn = button; /************************************************************/ frame = gtk_frame_new("Radix"); gtk_box_pack_start(GTK_BOX(vbox), frame, TRUE, TRUE, 0); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(frame), 5); #else gtk_container_border_width(GTK_CONTAINER(frame), 5); #endif gtk_widget_show(frame); hbox = gtk_hbox_new(TRUE, 0); gtk_container_add(GTK_CONTAINER(frame), hbox); gtk_widget_show(hbox); button = gtk_radio_button_new_with_label(NULL, "Degrees"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(radixToggleCB), (gpointer)DEGREES); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getRadixMode() == DEGREES ? TRUE : FALSE); gtk_widget_show(button); group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Radians"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(radixToggleCB), (gpointer)RADIANS); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getRadixMode() == RADIANS ? TRUE : FALSE); gtk_widget_show(button); /************************************************************/ frame = gtk_frame_new("Coordinate Mode"); gtk_box_pack_start(GTK_BOX(vbox), frame, TRUE, TRUE, 0); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(frame), 5); #else gtk_container_border_width(GTK_CONTAINER(frame), 5); #endif gtk_widget_show(frame); hbox = gtk_hbox_new(TRUE, 0); gtk_container_add(GTK_CONTAINER(frame), hbox); gtk_widget_show(hbox); button = gtk_radio_button_new_with_label(NULL, "Rectangular"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(cmodeToggleCB), (gpointer)RECTANGULAR); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getPolarMode() == RECTANGULAR ? TRUE : FALSE); gtk_widget_show(button); group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Polar"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(cmodeToggleCB), (gpointer)POLAR); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getPolarMode() == POLAR ? TRUE : FALSE); gtk_widget_show(button); /************************************************************/ frame = gtk_frame_new("Display Mode"); gtk_box_pack_start(GTK_BOX(vbox), frame, TRUE, TRUE, 0); #ifdef GTK_VER_1_1 gtk_container_set_border_width(GTK_CONTAINER(frame), 5); #else gtk_container_border_width(GTK_CONTAINER(frame), 5); #endif gtk_widget_show(frame); hbox = gtk_hbox_new(TRUE, 0); gtk_container_add(GTK_CONTAINER(frame), hbox); gtk_widget_show(hbox); button = gtk_radio_button_new_with_label(NULL, "Short"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(dmodeToggleCB), (gpointer)SHORT_DISPLAY); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getLCDDispMode() == SHORT_DISPLAY ? TRUE : FALSE); gtk_widget_show(button); group = gtk_radio_button_group(GTK_RADIO_BUTTON(button)); button = gtk_radio_button_new_with_label(group, "Long"); gtk_box_pack_start(GTK_BOX(hbox), button, TRUE, TRUE, 0); gtk_signal_connect(GTK_OBJECT(button), "toggled", GTK_SIGNAL_FUNC(dmodeToggleCB), (gpointer)LONG_DISPLAY); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(button), getLCDDispMode() == LONG_DISPLAY ? TRUE : FALSE); gtk_widget_show(button); /************************************************************/ button = gtk_button_new_with_label("Dismiss"); gtk_signal_connect_object(GTK_OBJECT(button), "clicked", GTK_SIGNAL_FUNC(gtk_widget_destroy), GTK_OBJECT(optWindow)); gtk_box_pack_start(GTK_BOX(vbox), button, TRUE, TRUE, 0); GTK_WIDGET_SET_FLAGS(button, GTK_CAN_DEFAULT); gtk_widget_show(button); } if (!GTK_WIDGET_VISIBLE(optWindow)) { gtk_widget_show(optWindow); } else { gtk_widget_destroy(optWindow); } } ./grpn-1.4.1/icon.png0000644000175000017500000000344613201550431012773 0ustar wartwartPNG  IHDR<CffsRGBbKGD pHYs  tIME*eIDAThZmHSmξl_V.ݦ}b( "D~dAab?W E2L"HbISCWfA\ss?^n|y9ysu݇"AMqb*A ޽ pqTTT8::: gϞ*X ݎh4tLN&ÇhmmE(Js,0XMsp$A{{; P( eY !d2A$J/Ka|zׯEQ߿G[[PSSoh~b $# ౱1ȑ#غukPccc0 jlߏet<44'O0 LNNǏ0JaqݻӉ .@`Y^P:n|b1b1*[M͛7aX  q\x)(¾}`0m6,aKKKKSYFܹŐd%K@CVǏxk.דH$-mpt:b,˂i0 25 4MJVnN20 N:ڔH+'|=xֆj޽z?@ @OOnwV^r%݋x]> Ο?wށ8gffrBA0p8 N\.GyyO v׋@T* hjj~%h""X,&EQD"$mܸ|)\{pplٲBH]]O<*++q ktwwCR6jO雓0hll1002Z޾}HRRRRBl6[T0پ};[RYxH A4d2JeaI;˗3TWWJ2{3#ʗ/_ ɄzՖqQjayn]]]Xncǎ^pʥe1Q,қ' bafa``A*6mJIeBaqpΝCEA @R 6-+*~^w؊+PXX~dz_M4@&&&0==+JqW\A__[,\z53੩<ұX p\l4aXbX{ |,IENDB`./grpn-1.4.1/README0000644000175000017500000000165313201550431012213 0ustar wartwart GRPN Version 1.1.2 By Paul Wilkins GRPN is a RPN calculator for the X Window system built using the GIMP Toolkit (GTK). GRPN works with real numbers, complex numbers, matrices, and complex matrices. Numbers can be displayed in 4 different radix modes, and complex numbers can be displayed in either Cartesian or polar form. GRPN is copyrighted under the terms of the GNU General Public License. See the file LICENSE for more details. To build GRPN: 1) Edit the Makefile to tell the compiler where to find the X and GTK headers and libraries if you do not have the gtk-config script properly installed. Most systems will not need this. 2) Run make. 3) Copy the executable, grpn, to it's final installation directory, for example /usr/local/bin. GRPN can be found (ftp) at the following locations: ibiblio.org /pub/Linux/apps/math/calc lashwhip.com /pub That's it. Good Luck. Paul paul.wilkins@analog.com ./grpn-1.4.1/typedefs.h0000644000175000017500000000166513201550431013332 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* typedefs.h by Paul Wilkins 3/16/97 */ #ifndef __TYPEDEFS_H #define __TYPEDEFS_H #undef Cmplx typedef struct _Number Number; typedef struct _Matrix Matrix; typedef struct _Cmplx Cmplx; typedef struct _Real Real; #endif ./grpn-1.4.1/complex.c0000644000175000017500000003445313201550431013152 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* complex.c by Paul Wilkins */ #include #include #include #include #include "complex.h" #include "real.h" #include "number.h" #include "constant.h" #include "mode.h" #include "lcd.h" /* we need to know the display size */ /* create a new complex number */ Cmplx * newCmplx(){ Cmplx *p; if(NULL == (p = (Cmplx *)malloc(sizeof(Cmplx)))){ perror("Malloc"); exit(0); } p->re = NULL; p->im = NULL; return p; } void freeCmplx(Cmplx *a){ if(a){ if(a->re) freeReal(a->re); if(a->im) freeReal(a->im); free((char *)a); a = NULL; /* make sure we die... */ } } /* assumes data in in rectangular form */ Cmplx * setCmplxReal(Cmplx *a, Real *rp, Real *ip){ if(a == NULL || rp == NULL || ip == NULL) { fprintf(stderr, "setCmplxReal(NULL)\n"); exit(0); } if(a->re) free((char *)a->re); if(a->im) free((char *)a->im); a->re = setRealReal(newReal(), rp); a->im = setRealReal(newReal(), ip); return a; } /* assumes data in in form defined by getRadixMode() and getPolarMode() */ Cmplx * inputCmplxReal(Cmplx *a, Real *rp, Real *ip){ Cmplx *c1, *c2; if(a == NULL || rp == NULL || ip == NULL) { fprintf(stderr, "setCmplxReal(NULL)\n"); exit(0); } if(a->re) free((char *)a->re); if(a->im) free((char *)a->im); if(getPolarMode() == POLAR){ c1 = newCmplx(); c1->re = setRealReal(newReal(), rp); if(getRadixMode() == DEGREES) c1->im = divReal(ip, real180Pi); else c1->im = setRealReal(newReal(), ip); c2 = rectCmplx(c1); setCmplxCmplx(a, c2); freeCmplx(c1); freeCmplx(c2); } else { a->re = setRealReal(newReal(), rp); a->im = setRealReal(newReal(), ip); } return a; } Cmplx * setCmplxCmplx(Cmplx *a, Cmplx *b){ if(a == NULL || b == NULL) { fprintf(stderr, "setCmplxCmplx(NULL)\n"); exit(0); } if(a->re) free((char *)a->re); if(a->im) free((char *)a->im); a->re = setRealReal(newReal(), b->re); a->im = setRealReal(newReal(), b->im); return a; } #define COMPLEX_PRINT_SIZE 90 char * printCmplxShort(Cmplx *a){ char *c; char *p1; char *p2; Cmplx *c1; if(NULL == (c=(char *)malloc(COMPLEX_PRINT_SIZE))) { perror("Malloc"); exit(0); } if(getPolarMode() == POLAR){ c1 = polarCmplx(a); p1 = printReal(c1->re); if(getRadixMode() == DEGREES){ mulEqReal(c1->im, real180Pi); p2 = printReal(c1->im); } else { p2 = printReal(c1->im); } freeCmplx(c1); sprintf(c, "(%s< %s)", p1, p2); } else { p1 = printReal(a->re); p2 = printReal(a->im); sprintf(c, "(%s; %s)", p1, p2); } free(p1); free(p2); return c; } char * printCmplx(Cmplx *a){ char *c; char *p1; char *p2; Cmplx *c1; if(NULL == (c=(char *)malloc(COMPLEX_PRINT_SIZE))) { perror("Malloc"); exit(0); } *c = '\0'; if(getPolarMode() == POLAR){ c1 = polarCmplx(a); p1 = printReal(c1->re); if(getRadixMode() == DEGREES){ mulEqReal(c1->im, real180Pi); p2 = printReal(c1->im); } else { p2 = printReal(c1->im); } freeCmplx(c1); sprintf(c, "(%s< %s)", p1, p2); } else { p1 = printReal(a->re); p2 = printReal(a->im); sprintf(c, "(%s; %s)", p1, p2); } if(strlen(p1)+strlen(p2)+4 > lcdWidth-4) *(c+strlen(p1)+2) = '\n'; free(p1); free(p2); return c; } Cmplx * negCmplx(Cmplx *a){ Cmplx *p = newCmplx(); p->re = negReal(a->re); p->im = negReal(a->im); return p; } Cmplx * negEqCmplx(Cmplx *a){ negEqReal(a->re); negEqReal(a->im); return a; } /* calculate 1/(re+im) */ Cmplx * invCmplx(Cmplx *a){ Real *r1, *r2, *r3; Cmplx *p = newCmplx(); /* r1 = re^2 + im^2 */ r1 = mulReal(a->re, a->re); r2 = mulReal(a->im, a->im); addEqReal(r1, r2); p->re = divReal(a->re, r1); r3 = divReal(a->im, r1); p->im = negEqReal(r3); freeReal(r1); freeReal(r2); return p; } /* calculate 1/(re+im) */ Cmplx * invEqCmplx(Cmplx *a){ Real *r1, *r2; /* r1 = re^2 + im^2 */ r1 = mulReal(a->re, a->re); r2 = mulReal(a->im, a->im); addEqReal(r1, r2); divEqReal(a->re, r1); divEqReal(a->im, r1); negEqReal(a->im); freeReal(r1); freeReal(r2); return a; } Cmplx * powCmplxInt(Cmplx *a, int b){ int i; Cmplx *c1, *c2; c1 = setCmplxCmplx(newCmplx(), a);; for(i=1; ire = absCmplx(a); p->im = thetaCmplx(a); return p; } Real * absCmplx(Cmplx *a){ Real *re, *ri; Real *r1, *r2; /* Implements re = re^2 + im^2 but without the range problem */ re = absReal(a->re); ri = absReal(a->im); if(1 == cmpReal(re, ri)){ r2 = re; /* bigger */ r1 = ri; /* smaller */ } else { r2 = ri; r1 = re; } divEqReal(r1, r2); mulEqReal(r1, r1); addEqReal(r1, realOne); powEqReal(r1, realHalf); mulEqReal(r1, r2); freeReal(r2); return r1; } Real * thetaCmplx(Cmplx *a){ int sign_re; Real *r1, *r2; Real *theta; r2 = atanEqReal(divReal(a->im, a->re)); sign_re = cmpReal(a->re, realZero); if(0 == sign_re){ /* -90 deg */ if(-1 == cmpReal(a->im, realZero)) theta = setRealDouble(newReal(), -M_PI/2.0); else /* 90 deg */ theta = setRealDouble(newReal(), M_PI/2.0); freeReal(r2); } /* quadrant 2 and 3 */ else if(-1 == sign_re){ /* quad 3 */ if(-1 == cmpReal(a->im, realZero)) theta = subEqReal(r2, realPi); else /* quad 2 */ theta = addEqReal(r2, realPi); } /* quadrant 1 and 4 */ else{ theta = r2; } return theta; } Cmplx * rectCmplx(Cmplx *a){ Real *r1, *r2; Cmplx *p = newCmplx(); r1 = cosReal(a->im); r2 = sinReal(a->im); p->re = mulEqReal(r1, a->re); p->im = mulEqReal(r2, a->re); return p; } Cmplx * lnCmplx(Cmplx *a){ Cmplx *p; p = polarCmplx(a); lnEqReal(p->re); return p; } /* Note: instead of doing lnCmplx(a)/lnReal(10.0) I did it * like this. Hopefully this way is a little faster??? */ Cmplx * logCmplx(Cmplx *a){ Real *r1; Cmplx *p; p = polarCmplx(a); r1 = lnReal(realTen); logEqReal(p->re); divEqReal(p->im, r1); freeReal(r1); return p; } Cmplx * expCmplx(Cmplx *a){ Real *rr, *ri, *re; Cmplx *p = newCmplx(); rr = cosReal(a->im); ri = sinReal(a->im); re = expReal(a->re); p->re = mulEqReal(rr, re); p->im = mulEqReal(ri, re); freeReal(re); return p; } Cmplx * expEqCmplx(Cmplx *a){ Real *r1, *r2; r1 = expReal(a->re); /* res.re = e^re * cos(im) */ mulEqReal(expEqReal(a->re), (r2=cosReal(a->im))); /* res.im = e^re * sin(im) */ mulEqReal(sinEqReal(a->im), r1); freeReal(r1); freeReal(r2); return a; } /***************** TRIG *************************/ Cmplx * sinCmplx(Cmplx *a){ Real *r1; Cmplx *p; Cmplx *c1, *c2, *c3, *c4, *c5; c1 = mulCmplx(cmplxI, a); c2 = expCmplx(c1); negEqCmplx(c1); c4 = expCmplx(c1); c5 = subCmplx(c2, c4); freeCmplx(c1); freeCmplx(c2); freeCmplx(c4); r1 = setRealDouble(newReal(), 2.0); c1 = setCmplxReal(newCmplx(), realZero, r1); freeReal(r1); p = divCmplx(c5, c1); freeCmplx(c1); freeCmplx(c5); return p; } Cmplx * cosCmplx(Cmplx *a){ Cmplx *p; Cmplx *c1, *c2, *c4; c1 = mulCmplx(cmplxI, a); c2 = expCmplx(c1); negEqCmplx(c1); c4 = expCmplx(c1); p = addCmplx(c2, c4); freeCmplx(c1); freeCmplx(c2); freeCmplx(c4); mulEqReal(p->re, realHalf); mulEqReal(p->im, realHalf); return p; } Cmplx * tanCmplx(Cmplx *a){ Cmplx *p; Cmplx *c1, *c2; c1 = sinCmplx(a); c2 = cosCmplx(a); p = divCmplx(c1, c2); freeCmplx(c1); freeCmplx(c2); return p; } Cmplx * asinCmplx(Cmplx *a){ Real *r1; Cmplx *z, *sqzp1, *sqzm1; Cmplx *c1, *c2, *c3, *c4, *c5, *c6, *c7; z = newCmplx(); setCmplxCmplx(z, a); if(1 == cmpReal(realZero, a->re)) negEqCmplx(z); /* sqrt(z + 1) */ c1 = addCmplxReal(z, realOne); sqzp1 = powCmplxReal(c1, realHalf); freeCmplx(c1); /* sqrt(z - 1) */ c1 = subCmplxReal(z, realOne); sqzm1 = powCmplxReal(c1, realHalf); freeCmplx(c1); /* if imag_part(sqzp1) < 0.0 then sqzp1 = -sqzp1 */ if(1 == cmpReal(realZero, sqzp1->im)) negEqCmplx(sqzp1); c2 = mulCmplx(sqzp1, sqzm1); c3 = addCmplx(c2, z); c4 = lnCmplx(c3); c5 = mulCmplx(c4, cmplxI); c6 = subRealCmplx(realPi2, c5); if(1 == cmpReal(c6->re, realPi2)){ c7 = subRealCmplx(realPi, c6); freeCmplx(c6); c6 = c7; } r1 = negReal(realPi); if(-1 == cmpReal(c6->re, r1)){ c7 = subRealCmplx(r1, c6); freeCmplx(c6); c6 = c7; } freeReal(r1); if(1 == cmpReal(realZero, a->re)) negEqCmplx(c6); freeCmplx(sqzp1); freeCmplx(sqzm1); freeCmplx(z); freeCmplx(c2); freeCmplx(c3); freeCmplx(c4); freeCmplx(c5); return c6; } Cmplx * acosCmplx(Cmplx *a){ Cmplx *p, *c1; c1 = asinCmplx(a); p = subRealCmplx(realPi2, c1); freeCmplx(c1); return p; } Cmplx * atanCmplx(Cmplx *a){ Real *r, *x, *y, *rsq; Real *r1, *r2, *r3, *r4, *r5, *r6, *r7; Cmplx *p = newCmplx(); r = absCmplx(a); x = a->re; y = a->im; rsq = mulReal(r, r); freeReal(r); r1 = mulReal(x, realTwo); r2 = subReal(realOne, rsq); r3 = atan2Real(r1, r2); p->re = mulReal(r3, realHalf); freeReal(r1); freeReal(r2); freeReal(r3); r1 = mulReal(y, realTwo); r2 = addReal(rsq, realOne); r3 = addReal(r2, r1); r4 = subReal(r2, r1); r5 = divReal(r3, r4); r6 = lnReal(r5); r7 = mulReal(realHalf, realHalf); p->im = mulReal(r6, r7); freeReal(r1); freeReal(r2); freeReal(r3); freeReal(r4); freeReal(r5); freeReal(r6); freeReal(r7); freeReal(rsq); return p; } /*************** MULTIPLY **********************/ /* multiply 2 Cmplx numbers */ Cmplx * mulCmplx(Cmplx *a, Cmplx *b){ Real *r1, *r2, *r3, *r4, *r5, *r6; Cmplx *p = newCmplx(); r1 = mulReal(a->re, b->re); r2 = mulReal(a->im, b->im); r3 = mulReal(a->re, b->im); r4 = mulReal(a->im, b->re); p->re = subEqReal(r1, r2); p->im = addEqReal(r3, r4); freeReal(r2); freeReal(r4); return p; } /* multiply a Cmplx by a Real number */ Cmplx * mulCmplxReal(Cmplx *a, Real *b){ Cmplx *p = newCmplx(); p->re = mulReal(a->re, b); p->im = mulReal(a->im, b); return p; } /***************** DIVIDE ***********************/ /* divide 2 Cmplx numbers */ Cmplx * divCmplx(Cmplx *a, Cmplx *b){ Real *r2, *r3; Real *r5, *r6; Real *r8, *r9; Cmplx *p = newCmplx(); /* r3 = bre^2 + bim^2 */ r3 = mulReal(b->re, b->re); r2 = mulReal(b->im, b->im); addEqReal(r3, r2); /* r6 = bre*are + bim*aim */ r6 = mulReal(b->re, a->re); r5 = mulReal(b->im, a->im); addEqReal(r6, r5); /* r9 = bre*aim - bim*are */ r9 = mulReal(b->re, a->im); r8 = mulReal(b->im, a->re); subEqReal(r9, r8); p->re = divEqReal(r6, r3); p->im = divEqReal(r9, r3); freeReal(r2); freeReal(r3); freeReal(r5); freeReal(r8); return p; } /* divide a Cmplx by a Real number */ Cmplx * divCmplxReal(Cmplx *a, Real *b){ Cmplx *p = newCmplx(); p->re = divReal(a->re, b); p->im = divReal(a->im, b); return p; } /* divide a Real by a Cmplx number */ Cmplx * divRealCmplx(Real *a, Cmplx *b){ Real *r2, *r3, *r4, *r5, *r6; Cmplx *p = newCmplx(); /* r3 = bre^2 + bim^2 */ r3 = mulReal(b->re, b->re); r2 = mulReal(b->im, b->im); addEqReal(r3, r2); r4 = divReal(b->re, r3); r5 = divReal(b->im, r3); r6 = negReal(a); p->re = mulEqReal(r4, a); p->im = mulEqReal(r5, r6); freeReal(r2); freeReal(r3); freeReal(r6); return p; } /***************** ADD ***************************/ /* add 2 Cmplx numbers */ Cmplx * addCmplx(Cmplx *a, Cmplx *b){ Cmplx *p = newCmplx(); p->re = addReal(a->re, b->re); p->im = addReal(a->im, b->im); return p; } /* add a Cmplx and a Real number */ Cmplx * addCmplxReal(Cmplx *a, Real *b){ Cmplx *p = newCmplx(); p->re = addReal(a->re, b); p->im = setRealReal(newReal(), a->im); return p; } /******************* SUBTRACT *******************/ /* subtract 2 Cmplx numbers */ Cmplx * subCmplx(Cmplx *a, Cmplx *b){ Cmplx *p = newCmplx(); p->re = subReal(a->re, b->re); p->im = subReal(a->im, b->im); return p; } /* subtract a Real from a Cmplx */ Cmplx * subCmplxReal(Cmplx *a, Real *b){ Cmplx *p = newCmplx(); p->re = subReal(a->re, b); p->im = setRealReal(newReal(), a->im); return p; } /* subtract a Cmplx from a Real */ Cmplx * subRealCmplx(Real *a, Cmplx *b){ Cmplx *p = newCmplx(); p->re = subReal(a, b->re); p->im = negReal(b->im); return p; } ./grpn-1.4.1/test_gtk_ver.c0000644000175000017500000000237013201550431014174 0ustar wartwart/* Copyright (C) 2000 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See theGNU General Public License for more details. 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. */ /* test_gtk_ver.c by Paul Wilkins 1/30/99 */ #include /* * This will test to make sure you have the correct #define set * in the makefile for your version of GTK. * * if you get an error when compiling this file, then uncomment * the line #define GTK_VER_1_1 in the Makefile, and recompile. * * GTK version == 1.0 unset GTK_VER_1_1 * GTK version == 1.1 set GTK_VER_1_1 * GTK version == 1.2 set GTK_VER_1_1 */ #ifdef GTK_VER_1_1 typedef GtkTargetEntry WRONG_VERSION_OF_GTK_PLEASE_UNSET_GTK_VER_1_1_IN_MAKEFILE; #endif ./grpn-1.4.1/error.c0000644000175000017500000000262213201550431012625 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* error.c by Paul Wilkins 3/30/97 */ #include #include #include "error.h" #include "stack.h" char ErrorString[MAX_ERROR_SIZE] = { 0 }; void resetError(){ *ErrorString = '\0'; } int isError(){ return *ErrorString == '\0' ? 0 : 1; } char *getStringError(){ return ErrorString; } void setStringError(char *error){ strncpy(ErrorString, error, MAX_ERROR_SIZE); ErrorString[MAX_ERROR_SIZE-1] = '\0'; } int checkArgs(char *name, int args){ if(stackLen() < args){ sprintf(ErrorString, "%s Error: Too few Arguments.", name); return 1; } return 0; } void invalidTyprError(char *name){ sprintf(ErrorString, "%s Error: Invalid Type.", name); } ./grpn-1.4.1/real.o0000644000175000017500000022544013202005242012434 0ustar wartwartELF>$@@Gf.z%fT f.s HGfHG@HHtH@HDH=1Df.Ht;H<tp<t4<t@H H=#1@fGHfDH H=#fHfH H=#fHf.f.HGz'fT f.s HG@HGff.HHtHt>tHGFf.Gz(fT f.sHGfDHG@ATUHSH HWHE<0<t,<H H=11A-VeƄ$L$$$%@@7$^f.If*f(D$$ ID$T$Yf.s Yf.@6DHInfinityCHH H[]A\NaNH H[]A\H=1DW=uEH5H߸H5HHHT$ H5H1H51HuHT$H5H1L$v~ȺVUUUD$ )R)ƃt tu  YYL$D$ H5 H߸fDEH5 H߸D Yf.@5fmƄ$L$,$*@f$U^f.If*f(D$$ ID$T$Yf.s Yf.r @e Yf.@d]/0x0u@]Ƅ$H$$ @AHfA*f(D$$T$HU Yf.$^0BAD$f.s0f @u[00Cff. Yf.@c] Yf.rf@4DHcLHVD0xIt$CfHcH0HuIcH@ Yf.rx@3aD Yf.rs@bDH H=fDH H=* Yf.r:@2 Yf.r=@a$ bn Yf.ƒ0P Yf.r @9 Yf.r @8 Yf.r @7 Yf.r @6 Yf.r @5i Yf.r @4N Yf.r @33 Yf.r @2 Yf.ƒ0P@f.tt@1>>uGf.Fztvøf1?t Of,*1^ f.DfDS1HCfTf.@z  f.s H@[DH@[Ðf.S1HCf(f.fW Hz$fT f.s H@[ÐH@[GHf(f.fW Oz)fT f.s HGfDHGff.S1HKf. zt?^f.@z(fT f.s H@[DH@[OHf. zt<^f.@z%fT f.s H@fH@@US1HHHt=t UtH@H[]DH@H[]fDUuHD$CMf.HD$@zfT f.sHt%ttfDH@uHNH|$Gf.HD$@z&fT f.s H@HH@f.ATU1SHAfHEA*̈Ef.Cz0fT f.s HCH[]A\HCf.S1HHtYt,t:H H=1Cf.w1zgueH@H[@H@H[HD$f.HD$@zfT f.sH=1f.H<|E<HGHHÐ<u,Gf.wEz{uyHGHHfDH H=1@H|$f.H|$Gz6fT f.kfH=1DHG?S1HHtYt,t:H H=1Cf.w1zgueH@H[@H@H[HD$f.HD$@zfT f.sH=1f.H<|E<HGHHÐ<u,Gf.wEz{uyHGHHfDH H=1@H|$f.H|$Gz6fT f.kfH=1DHG?USH1HHEEf.Cz* f.s HCHH[]HCf.SGHf.Cz' f.s HCH[fHCUSH1HHEEf.Cz2fT f.s HCHH[]HCSGHf.Cz'fT f.s HCH[ÐHCUSH1HHEEf.Cz* f.s HCHH[]HCf.SGHf.Cz' f.s HCH[fHCUSH1HHEEf.Cz2fT f.s HCHH[]HCUS1HHHt=t UtH@H[]DH@H[]fDUuHD$CMf.HD$@zfT f.sSGHf.Cz'fT f.s HCH[ÐHCUSH1HHEEf.Cz2fT f.s HCHH[]HCSGHf.Cz'fT f.s HCH[ÐHCUSH1HHEEf.Cz2fT f.s HCHH[]HCSGHf.Cz'fT f.s HCH[ÐHCUSH1HHEEf.Cz2fT f.s HCHH[]HCSGHf.Cz'fT f.s HCH[ÐHCUS1HHHt-tUtH[]DH[]fDUuCYEf.@z#fT f.sH@H@S1Ht@1HH@f.z;fT f.s H@[H5HH@[Ðf.Httt@uGYFf.Gz"fT f.sHGHGf.US1HHHtsH H=1Mf. ztfC^f.@zOfT f.sf.H@H[]fDUtt^H@H[]Df.S1Ht@1HH@f.z;fT f.s H@[H5HH@[Ðf.US1HHHt{H H=1Mf. ztnHD$Cf.HD$@zLfT f.sH@H[]fDUttVH@H[]?u<|d<HGHÐ<uLNf. ztG^f.GzfT f.sHG@HH H=1US1HHHt-tUtH[]DH[]fDUuCXEf.@z#fT f.sH@H@Httt@uGXFf.Gz"fT f.sHGHGf.US1HHHt-tUtH[]DH[]fDUuC\Ef.@z#fT f.sH@H@Httt@uG\Ff.Gz"fT f.sHGHGf.US1HHHt-tUtH[]DH[]fDUu Cf.sYH,Ef.siH,HHx|fH*f.@ f.sH@rfD\HH,H1\HH,H1HfHH H*XoH@fUS1HHHt-tUtH[]DH[]fDUu Cf.sYH,Ef.siH,HHx|fH*f.@ f.sH@rfD\HH,H1\HH,H1HfHH H*XoH@Malloc%.*g%.*eeE%lgError: printReal: no mumber %d%.*ge%+dlnReal(<0)lnReal unknown real type lnEqReal(<0)logReal(<0)logReal unknown real type logEqReal(<0)logEqReal unknown real type divReal unknown real type modReal unknown real type setDoubleReal trying to return NAN setDoubleReal trying to return INF Error: setDoubleReal: invalid type Error: printReal: no exponent Error: printReal: invalid type @? @??????$@0@?????????C,  ?intpp i     ( 0 8 @ H P X V` \h ip  it wx M [ b r ! ) * + , .4 /i 1x V V \ i% r ?  ?;<=\\\i ?ii\[b.g[ ~  $ok %num &- (M -T 4? 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int_old_offsetGNU C11 7.2.0 -mtune=generic -march=x86-64 -g -O2_IO_2_1_stdin__GErrorfloattest_initializedatan2gdk_threads_lockgbooleangdk_pixbuf_major_versionunsigned char__tzname_sbufGQuark_GSourceFuncscmplxIGErrorthread_selfacosRealgtk_major_versionstrtokfinalize_IO_write_ptrgetBaseModedivEqReal_GMutex_AtkMiscsinEqRealdaylightprivate_getg_unix_fd_source_funcstest_verbosereallocnegEqRealasinRealfwritegchar__off_tguint16gtk_micro_versionrealTwosigned charshort unsigned intg_thread_gettimeglib_major_versionglib_binary_ageasinEqRealdoublesscanfGThreadFunctions_chainnegReallogEqReal_flags2gintthread_yield__daylight_next_IO_2_1_stderr__XOPEN__unused2_IO_buf_baseGSourceref_countatk_misc_instanceGCC: (Debian 7.2.0-14) 7.2.0zRx <0;D^ F L(`IwHI G e C eDl@"BAD L=  DABI M  DABD N : UAA F L@]AM B L`TtmAY F L\4AAL0j AAF O AAG | I A ,uBAC W ABH (,AI ` AE O AH XD Z B i G (xAI ` AE O AH D Z B i G (eAAI @ DAH MAu J ( mAAI H DAH 8MA} B (TeAAI @ DAH MAu J (mAAI H DAH 4AAL0j AAF O AAG MA} B (mAAI H DAH HMA} B (dmAAI H DAH MA} B (mAAI H DAH MA} B 4AAL b AAF G AAG ,uAN A dLs0`AAL  AAG fAAuAN A d0AAL0 AAG fAAt4AAL b AAF G AAG 8s4LAAL b AAF G AAG s4.AAL b AAF G AAG 8.AAL b AAF G AAG      P(!&,P2 7(=0C IOU5[Xa8gm8sy`hp@xxHLAfs <$@;,BIPU^cqx@Dl"0 N : U ]  T mP \% -P 7 uBp IMRP[0cise{`Mm MpeM0m@MmMPmMmMpusp!`u/7ApIsS[0se.p.real.c.LC1.LC2.LC3.LC6.LC5.LC4.LC34.LC15.LC9.LC10.LC11.LC17.LC18.LC19.LC21.LC23.LC24.LC16.LC12.LC33.LC25.LC26.LC27.LC7.LC8.LC13.LC28.LC22.LC20.LC14.LC29.LC30.LC31.LC32.LC35.LC36.LC0.LC38.LC37.LC39.LC41.LC40.LC43.LC42.LC44.LC45.LC46checkFinitenewReal_GLOBAL_OFFSET_TABLE_mallocperrorexitfreeRealfreesetDoubleRealstderrfwritesetRealDoublesetRealRealprintRealgetBaseModepowfmodsprintfstrtok__isoc99_sscanfstrncpystrncatcmpRealisIntRealabsRealnegRealnegEqRealinvRealinvEqRealpowRealpowEqRealpowRealIntlnReallogputslnEqReallogReallog10logEqRealexpRealexpexpEqRealasinRealasinasinEqRealacosRealacosacosEqRealatanRealatanatan2Realatan2atanEqRealmulRealtoRadixRealgetRadixModereal180PimulEqRealdivRealfromRadixRealmodRealdivEqRealaddRealaddEqRealsubRealsubEqReallshiftRealrshiftRealJEkpFwGKLGKLK)LU]E?KFUL\GcPQR{FGSTUT  UQ!`!"S#S$,%C&LQ`Rh'()Q$R6*]**VW+V<+\,{K-LK.L/$!00K*f1+2/3 % 4 C  ' CA 5P X  5   C 6 4 $ \ 6h 4   C$ Q< D  Q   C Q, 4 { C K 7 L G 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This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* run_cmd.h by Paul Wilkins 3/30/97 */ #ifndef __RUN_CMD_H #define __RUN_CMD_H void runCmd(char *); #endif ./grpn-1.4.1/number.c0000644000175000017500000007620413201550431012773 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* number.c by Paul Wilkins 3/15/97 */ #include #include #include "number.h" #include "matrix.h" #include "complex.h" #include "real.h" #include "mode.h" #include "constant.h" #include "error.h" Number * newNumber(){ Number *p; if(NULL == (p = (Number *)malloc(sizeof(Number)))){ perror("Malloc"); exit(0); } p->refCnt = 0; return p; } void freeNumber(Number *a){ if(a == NULL) return; if(a->refCnt != 0){ return; } switch(a->type){ case REAL: freeReal(a->data); break; case COMPLEX: freeCmplx(a->data); break; case MATRIX: freeMatrix(a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } free(a); } void clrRefcntNumber(Number *a){ if(a == NULL){ fprintf(stderr, "clrRefcntNumber(NULL)\n"); exit(0); } a->refCnt = 0; } void incRefcntNumber(Number *a){ if(a == NULL){ fprintf(stderr, "incRefcntNumber(NULL)\n"); exit(0); } a->refCnt++; } void decRefcntNumber(Number *a){ if(a == NULL){ fprintf(stderr, "decRefcntNumber(NULL)\n"); exit(0); } a->refCnt--; } char * printNumber(Number *a){ if(a == NULL){ fprintf(stderr, "printNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: return printReal(a->data); break; case COMPLEX: return printCmplx(a->data); break; case MATRIX: return printMatrix(a->data); break; default: fprintf(stderr, "Error: printNumber(): Unknown number type: 0x%x\n", a->type); exit(0); } } char * printNumberShort(Number *a){ if(a == NULL){ fprintf(stderr, "printNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: return printReal(a->data); break; case COMPLEX: return printCmplxShort(a->data); break; case MATRIX: return printMatrixShort(a->data); break; default: fprintf(stderr, "Error: printNumber(): Unknown number type\n"); exit(0); } } Number * setNumberReal(Number *a, Real *b){ a->type = REAL; a->data = setRealReal(newReal(), b); return a; } Number * setNumberCmplx(Number *a, Cmplx *b){ a->type = COMPLEX; a->data = setCmplxCmplx(newCmplx(), b); return a; } Number * setNumberMatrix(Number *a, Matrix *b){ a->type = MATRIX; a->data = setMatrixMatrix(newMatrix(), b); return a; } Number * setNumberNumber(Number *a, Number *b){ a->type = b->type; switch(b->type){ case REAL: a->data = setRealReal(newReal(), b->data); break; case COMPLEX: a->data = setCmplxCmplx(newCmplx(), b->data); break; case MATRIX: a->data = setMatrixMatrix(newMatrix(), b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } return a; } Number * negNumber(Number *a){ Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "negNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; c->data = negReal(a->data); break; case COMPLEX: c->type = COMPLEX; c->data = negCmplx(a->data); break; case MATRIX: c->type = MATRIX; c->data = negMatrix(a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * invNumber(Number *a){ Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "invNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; c->data = invReal(a->data); break; case COMPLEX: c->type = COMPLEX; c->data = invCmplx(a->data); break; case MATRIX: c->type = MATRIX; c->data = invMatrix(a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * lnNumber(Number *a){ Real *r1; Cmplx *c1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "lnNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: if(-1 == cmpReal(a->data, realZero)){ /* ln(<0) is complex ! */ c1 = setCmplxReal(newCmplx(), a->data, realZero); c->type = COMPLEX; c->data = lnCmplx(c1); freeCmplx(c1); } else { c->type = REAL; c->data = lnReal(a->data); } break; case COMPLEX: c->type = COMPLEX; c->data = lnCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("ln"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * logNumber(Number *a){ Real *r1; Cmplx *c1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "logNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: if(-1 == cmpReal(a->data, realZero)){ /* log(<0) is complex ! */ c1 = setCmplxReal(newCmplx(), a->data, realZero); c->type = COMPLEX; c->data = logCmplx(c1); freeCmplx(c1); } else { c->type = REAL; c->data = logReal(a->data); } break; case COMPLEX: c->type = COMPLEX; c->data = logCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("log"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * expNumber(Number *a){ Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "expNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; c->data = expReal(a->data); break; case COMPLEX: c->type = COMPLEX; c->data = expCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("exp"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } /* note that complex numbers take care of degree/radian conversions, * but we have to deal with that for real numbers here. */ Number * sinNumber(Number *a){ Real *r1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "sin Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; r1 = fromRadixReal(a->data); c->data = sinReal(r1); freeReal(r1); break; case COMPLEX: c->type = COMPLEX; c->data = sinCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("sin"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * cosNumber(Number *a){ Real *r1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "cos Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; r1 = fromRadixReal(a->data); c->data = cosReal(r1); freeReal(r1); break; case COMPLEX: c->type = COMPLEX; c->data = cosCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("cos"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * tanNumber(Number *a){ Real *r1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "tan Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; r1 = fromRadixReal(a->data); c->data = tanReal(r1); freeReal(r1); break; case COMPLEX: c->type = COMPLEX; c->data = tanCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("tan"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * asinNumber(Number *a){ Real *r1; Cmplx *c1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "asin Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: if(1 == cmpReal(a->data, realOne) || -1 == cmpReal(a->data, realMOne)){ /* asin(>1 or <-1) is complex ! */ c1 = setCmplxReal(newCmplx(), a->data, realZero); c->type = COMPLEX; c->data = asinCmplx(c1); freeCmplx(c1); } else { c->type = REAL; r1 = asinReal(a->data); c->data = toRadixReal(r1); freeReal(r1); } break; case COMPLEX: c->type = COMPLEX; c->data = asinCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("asin"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * acosNumber(Number *a){ Real *r1; Cmplx *c1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "acos Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: if(1 == cmpReal(a->data, realOne) || -1 == cmpReal(a->data, realMOne)){ /* acos(>1 or <-1) is complex ! */ c1 = setCmplxReal(newCmplx(), a->data, realZero); c->type = COMPLEX; c->data = acosCmplx(c1); freeCmplx(c1); } else { c->type = REAL; r1 = acosReal(a->data); c->data = toRadixReal(r1); freeReal(r1); } break; case COMPLEX: c->type = COMPLEX; c->data = acosCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("acos"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * atanNumber(Number *a){ Real *r1; Number *c = newNumber(); if(a == NULL){ fprintf(stderr, "atan Number(NULL)\n"); exit(0); } switch(a->type){ case REAL: c->type = REAL; r1 = atanReal(a->data); c->data = toRadixReal(r1); freeReal(r1); break; case COMPLEX: c->type = COMPLEX; c->data = atanCmplx(a->data); break; case MATRIX: c->type = MATRIX; invalidTyprError("atan"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * powNumber(Number *a, Number *b){ Cmplx *c1; Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "powNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: if(-1 == cmpReal(a->data, realZero) && 0 == isIntReal(b->data)){ /* do complex math */ c->type = COMPLEX; c1 = setCmplxReal(newCmplx(), a->data, realZero); c->data = powCmplxReal(c1, b->data); freeCmplx(c1); } else { c->type = REAL; c->data = powReal(a->data, b->data); } break; case COMPLEX: c->type = COMPLEX; if(-1 == cmpReal(a->data, realZero)){ c1 = setCmplxReal(newCmplx(), a->data, realZero); c->data = powCmplx(c1, b->data); freeCmplx(c1); } else { c->data = powRealCmplx(a->data, b->data); } break; case MATRIX: invalidTyprError("pow"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case REAL: c->type = COMPLEX; c->data = powCmplxReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; c->data = powCmplx(a->data, b->data); break; case MATRIX: invalidTyprError("pow"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: invalidTyprError("pow"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * ripNumber(Number *a, Number *b){ Number *c; Number *num; Number *den; if(a == NULL || b == NULL) { fprintf(stderr, "ripNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: case COMPLEX: switch(b->type){ case REAL: case COMPLEX: num = mulNumber(a,b); den = addNumber(a,b); c = divNumber(num,den); freeNumber(num); freeNumber(den); break; case MATRIX: invalidTyprError("rip"); return NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: invalidTyprError("rip"); return NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } return c; } Number * dbNumber(Number *a, double sf){ Real *r1; Number *c; Number *n1, *n2; if(a == NULL) { fprintf(stderr, "dbNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: case COMPLEX: n1 = logNumber(a); n2 = setNumberReal(newNumber(), setRealDouble((r1=newReal()), sf)); c = mulNumber(n1, n2); freeNumber(n1); freeNumber(n2); freeReal(r1); break; case MATRIX: invalidTyprError("db"); return NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } return c; } Number * mulNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "mulNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = mulReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; c->data = mulCmplxReal(b->data, a->data); break; case MATRIX: c->type = MATRIX; c->data = mulMatrixReal(b->data, a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; c->data = mulCmplx(a->data, b->data); break; case REAL: c->type = COMPLEX; c->data = mulCmplxReal(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = mulMatrixCmplx(b->data, a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; c->data = mulMatrix(a->data, b->data); c->type = MATRIX; break; case COMPLEX: c->type = MATRIX; c->data = mulMatrixCmplx(a->data, b->data); break; case REAL: c->type = MATRIX; c->data = mulMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * divNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "mulNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = divReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; c->data = divRealCmplx(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = divRealMatrix(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; c->data = divCmplx(a->data, b->data); break; case REAL: c->type = COMPLEX; c->data = divCmplxReal(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = divCmplxMatrix(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; c->data = divMatrix(a->data, b->data); break; case COMPLEX: c->type = MATRIX; c->data = divMatrixCmplx(a->data, b->data); break; case REAL: c->type = MATRIX; c->data = divMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * modNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "modNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = modReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; invalidTyprError("mod"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("mod"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; invalidTyprError("mod"); c->data = NULL; break; case REAL: c->type = COMPLEX; invalidTyprError("mod"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("mod"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; invalidTyprError("mod"); c->data = NULL; break; case COMPLEX: c->type = MATRIX; invalidTyprError("mod"); c->data = NULL; break; case REAL: c->type = MATRIX; c->data = modMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * addNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "addNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = addReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; c->data = addCmplxReal(b->data, a->data); break; case MATRIX: c->type = MATRIX; c->data = addMatrixReal(b->data, a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; c->data = addCmplx(a->data, b->data); break; case REAL: c->type = COMPLEX; c->data = addCmplxReal(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = addMatrixCmplx(b->data, a->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; c->data = addMatrix(a->data, b->data); break; case COMPLEX: c->type = MATRIX; c->data = addMatrixCmplx(a->data, b->data); break; case REAL: c->type = MATRIX; c->data = addMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * subNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "subNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = subReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; c->data = subRealCmplx(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = subRealMatrix(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; c->data = subCmplx(a->data, b->data); break; case REAL: c->type = COMPLEX; c->data = subCmplxReal(a->data, b->data); break; case MATRIX: c->type = MATRIX; c->data = subCmplxMatrix(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; c->data = subMatrix(a->data, b->data); break; case COMPLEX: c->type = MATRIX; c->data = subMatrixCmplx(a->data, b->data); break; case REAL: c->type = MATRIX; c->data = subMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * lShiftNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "lShiftNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = lshiftReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; invalidTyprError("lshift"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("lshift"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; invalidTyprError("lshift"); c->data = NULL; break; case REAL: c->type = COMPLEX; invalidTyprError("lshift"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("lshift"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; invalidTyprError("lshift"); c->data = NULL; break; case COMPLEX: c->type = MATRIX; invalidTyprError("lshift"); c->data = NULL; break; case REAL: c->type = MATRIX; c->data = lshiftMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } Number * rShiftNumber(Number *a, Number *b){ Number *c = newNumber(); if(a == NULL || b == NULL) { fprintf(stderr, "rShiftNumber(NULL)\n"); exit(0); } switch(a->type){ case REAL: switch(b->type){ case REAL: c->type = REAL; c->data = rshiftReal(a->data, b->data); break; case COMPLEX: c->type = COMPLEX; invalidTyprError("rshift"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("rshift"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case COMPLEX: switch(b->type){ case COMPLEX: c->type = COMPLEX; invalidTyprError("rshift"); c->data = NULL; break; case REAL: c->type = COMPLEX; invalidTyprError("rshift"); c->data = NULL; break; case MATRIX: c->type = MATRIX; invalidTyprError("rshift"); c->data = NULL; break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; case MATRIX: switch(b->type){ case MATRIX: c->type = MATRIX; invalidTyprError("rshift"); c->data = NULL; break; case COMPLEX: c->type = MATRIX; invalidTyprError("rshift"); c->data = NULL; break; case REAL: c->type = MATRIX; c->data = rshiftMatrixReal(a->data, b->data); break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); break; } break; default: fprintf(stderr, "Error: Unknown number type\n"); exit(0); } if(c->data == NULL){ free(c); c = NULL; } return c; } ./grpn-1.4.1/constant.h0000644000175000017500000000205013201550431013325 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* constant.h by Paul Wilkins 3/29/97 */ #ifndef __CONSTANT_H #define __CONSTANT_H extern Real *realPi; extern Real *realPi2; extern Real *realZero; extern Real *realHalf; extern Real *realTen; extern Real *realOne; extern Real *realTwo; extern Real *realMOne; extern Real *real180Pi; extern Cmplx *cmplxI; void setup_constant(); #endif ./grpn-1.4.1/LICENSE0000644000175000017500000004307613201550431012345 0ustar wartwart GNU GENERAL PUBLIC LICENSE Version 2, June 1991 Copyright (C) 1989, 1991 Free Software Foundation, Inc. 675 Mass Ave, Cambridge, MA 02139, USA Everyone is permitted to copy and distribute verbatim copies of this license document, but changing it is not allowed. Preamble The licenses for most software are designed to take away your freedom to share and change it. By contrast, the GNU General Public License is intended to guarantee your freedom to share and change free software--to make sure the software is free for all its users. This General Public License applies to most of the Free Software Foundation's software and to any other program whose authors commit to using it. (Some other Free Software Foundation software is covered by the GNU Library General Public License instead.) You can apply it to your programs, too. When we speak of free software, we are referring to freedom, not price. Our General Public Licenses are designed to make sure that you have the freedom to distribute copies of free software (and charge for this service if you wish), that you receive source code or can get it if you want it, that you can change the software or use pieces of it in new free programs; and that you know you can do these things. To protect your rights, we need to make restrictions that forbid anyone to deny you these rights or to ask you to surrender the rights. These restrictions translate to certain responsibilities for you if you distribute copies of the software, or if you modify it. For example, if you distribute copies of such a program, whether gratis or for a fee, you must give the recipients all the rights that you have. You must make sure that they, too, receive or can get the source code. And you must show them these terms so they know their rights. We protect your rights with two steps: (1) copyright the software, and (2) offer you this license which gives you legal permission to copy, distribute and/or modify the software. Also, for each author's protection and ours, we want to make certain that everyone understands that there is no warranty for this free software. If the software is modified by someone else and passed on, we want its recipients to know that what they have is not the original, so that any problems introduced by others will not reflect on the original authors' reputations. Finally, any free program is threatened constantly by software patents. We wish to avoid the danger that redistributors of a free program will individually obtain patent licenses, in effect making the program proprietary. To prevent this, we have made it clear that any patent must be licensed for everyone's free use or not licensed at all. The precise terms and conditions for copying, distribution and modification follow. GNU GENERAL PUBLIC LICENSE TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION 0. This License applies to any program or other work which contains a notice placed by the copyright holder saying it may be distributed under the terms of this General Public License. The "Program", below, refers to any such program or work, and a "work based on the Program" means either the Program or any derivative work under copyright law: that is to say, a work containing the Program or a portion of it, either verbatim or with modifications and/or translated into another language. (Hereinafter, translation is included without limitation in the term "modification".) Each licensee is addressed as "you". Activities other than copying, distribution and modification are not covered by this License; they are outside its scope. The act of running the Program is not restricted, and the output from the Program is covered only if its contents constitute a work based on the Program (independent of having been made by running the Program). Whether that is true depends on what the Program does. 1. You may copy and distribute verbatim copies of the Program's source code as you receive it, in any medium, provided that you conspicuously and appropriately publish on each copy an appropriate copyright notice and disclaimer of warranty; keep intact all the notices that refer to this License and to the absence of any warranty; and give any other recipients of the Program a copy of this License along with the Program. You may charge a fee for the physical act of transferring a copy, and you may at your option offer warranty protection in exchange for a fee. 2. You may modify your copy or copies of the Program or any portion of it, thus forming a work based on the Program, and copy and distribute such modifications or work under the terms of Section 1 above, provided that you also meet all of these conditions: a) You must cause the modified files to carry prominent notices stating that you changed the files and the date of any change. b) You must cause any work that you distribute or publish, that in whole or in part contains or is derived from the Program or any part thereof, to be licensed as a whole at no charge to all third parties under the terms of this License. c) If the modified program normally reads commands interactively when run, you must cause it, when started running for such interactive use in the most ordinary way, to print or display an announcement including an appropriate copyright notice and a notice that there is no warranty (or else, saying that you provide a warranty) and that users may redistribute the program under these conditions, and telling the user how to view a copy of this License. (Exception: if the Program itself is interactive but does not normally print such an announcement, your work based on the Program is not required to print an announcement.) These requirements apply to the modified work as a whole. If identifiable sections of that work are not derived from the Program, and can be reasonably considered independent and separate works in themselves, then this License, and its terms, do not apply to those sections when you distribute them as separate works. But when you distribute the same sections as part of a whole which is a work based on the Program, the distribution of the whole must be on the terms of this License, whose permissions for other licensees extend to the entire whole, and thus to each and every part regardless of who wrote it. Thus, it is not the intent of this section to claim rights or contest your rights to work written entirely by you; rather, the intent is to exercise the right to control the distribution of derivative or collective works based on the Program. In addition, mere aggregation of another work not based on the Program with the Program (or with a work based on the Program) on a volume of a storage or distribution medium does not bring the other work under the scope of this License. 3. You may copy and distribute the Program (or a work based on it, under Section 2) in object code or executable form under the terms of Sections 1 and 2 above provided that you also do one of the following: a) Accompany it with the complete corresponding machine-readable source code, which must be distributed under the terms of Sections 1 and 2 above on a medium customarily used for software interchange; or, b) Accompany it with a written offer, valid for at least three years, to give any third party, for a charge no more than your cost of physically performing source distribution, a complete machine-readable copy of the corresponding source code, to be distributed under the terms of Sections 1 and 2 above on a medium customarily used for software interchange; or, c) Accompany it with the information you received as to the offer to distribute corresponding source code. (This alternative is allowed only for noncommercial distribution and only if you received the program in object code or executable form with such an offer, in accord with Subsection b above.) The source code for a work means the preferred form of the work for making modifications to it. For an executable work, complete source code means all the source code for all modules it contains, plus any associated interface definition files, plus the scripts used to control compilation and installation of the executable. However, as a special exception, the source code distributed need not include anything that is normally distributed (in either source or binary form) with the major components (compiler, kernel, and so on) of the operating system on which the executable runs, unless that component itself accompanies the executable. If distribution of executable or object code is made by offering access to copy from a designated place, then offering equivalent access to copy the source code from the same place counts as distribution of the source code, even though third parties are not compelled to copy the source along with the object code. 4. You may not copy, modify, sublicense, or distribute the Program except as expressly provided under this License. Any attempt otherwise to copy, modify, sublicense or distribute the Program is void, and will automatically terminate your rights under this License. However, parties who have received copies, or rights, from you under this License will not have their licenses terminated so long as such parties remain in full compliance. 5. You are not required to accept this License, since you have not signed it. However, nothing else grants you permission to modify or distribute the Program or its derivative works. These actions are prohibited by law if you do not accept this License. Therefore, by modifying or distributing the Program (or any work based on the Program), you indicate your acceptance of this License to do so, and all its terms and conditions for copying, distributing or modifying the Program or works based on it. 6. Each time you redistribute the Program (or any work based on the Program), the recipient automatically receives a license from the original licensor to copy, distribute or modify the Program subject to these terms and conditions. You may not impose any further restrictions on the recipients' exercise of the rights granted herein. You are not responsible for enforcing compliance by third parties to this License. 7. If, as a consequence of a court judgment or allegation of patent infringement or for any other reason (not limited to patent issues), conditions are imposed on you (whether by court order, agreement or otherwise) that contradict the conditions of this License, they do not excuse you from the conditions of this License. If you cannot distribute so as to satisfy simultaneously your obligations under this License and any other pertinent obligations, then as a consequence you may not distribute the Program at all. For example, if a patent license would not permit royalty-free redistribution of the Program by all those who receive copies directly or indirectly through you, then the only way you could satisfy both it and this License would be to refrain entirely from distribution of the Program. If any portion of this section is held invalid or unenforceable under any particular circumstance, the balance of the section is intended to apply and the section as a whole is intended to apply in other circumstances. It is not the purpose of this section to induce you to infringe any patents or other property right claims or to contest validity of any such claims; this section has the sole purpose of protecting the integrity of the free software distribution system, which is implemented by public license practices. Many people have made generous contributions to the wide range of software distributed through that system in reliance on consistent application of that system; it is up to the author/donor to decide if he or she is willing to distribute software through any other system and a licensee cannot impose that choice. This section is intended to make thoroughly clear what is believed to be a consequence of the rest of this License. 8. If the distribution and/or use of the Program is restricted in certain countries either by patents or by copyrighted interfaces, the original copyright holder who places the Program under this License may add an explicit geographical distribution limitation excluding those countries, so that distribution is permitted only in or among countries not thus excluded. In such case, this License incorporates the limitation as if written in the body of this License. 9. The Free Software Foundation may publish revised and/or new versions of the General Public License from time to time. Such new versions will be similar in spirit to the present version, but may differ in detail to address new problems or concerns. Each version is given a distinguishing version number. If the Program specifies a version number of this License which applies to it and "any later version", you have the option of following the terms and conditions either of that version or of any later version published by the Free Software Foundation. If the Program does not specify a version number of this License, you may choose any version ever published by the Free Software Foundation. 10. If you wish to incorporate parts of the Program into other free programs whose distribution conditions are different, write to the author to ask for permission. For software which is copyrighted by the Free Software Foundation, write to the Free Software Foundation; we sometimes make exceptions for this. Our decision will be guided by the two goals of preserving the free status of all derivatives of our free software and of promoting the sharing and reuse of software generally. NO WARRANTY 11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW. EXCEPT WHEN OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE. THE ENTIRE RISK AS TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU. SHOULD THE PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING, REPAIR OR CORRECTION. 12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES, INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES. END OF TERMS AND CONDITIONS Appendix: How to Apply These Terms to Your New Programs If you develop a new program, and you want it to be of the greatest possible use to the public, the best way to achieve this is to make it free software which everyone can redistribute and change under these terms. To do so, attach the following notices to the program. It is safest to attach them to the start of each source file to most effectively convey the exclusion of warranty; and each file should have at least the "copyright" line and a pointer to where the full notice is found. Copyright (C) 19yy 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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., 675 Mass Ave, Cambridge, MA 02139, USA. Also add information on how to contact you by electronic and paper mail. If the program is interactive, make it output a short notice like this when it starts in an interactive mode: Gnomovision version 69, Copyright (C) 19yy name of author Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'. This is free software, and you are welcome to redistribute it under certain conditions; type `show c' for details. The hypothetical commands `show w' and `show c' should show the appropriate parts of the General Public License. Of course, the commands you use may be called something other than `show w' and `show c'; they could even be mouse-clicks or menu items--whatever suits your program. You should also get your employer (if you work as a programmer) or your school, if any, to sign a "copyright disclaimer" for the program, if necessary. Here is a sample; alter the names: Yoyodyne, Inc., hereby disclaims all copyright interest in the program `Gnomovision' (which makes passes at compilers) written by James Hacker. , 1 April 1989 Ty Coon, President of Vice This General Public License does not permit incorporating your program into proprietary programs. If your program is a subroutine library, you may consider it more useful to permit linking proprietary applications with the library. If this is what you want to do, use the GNU Library General Public License instead of this License. ./grpn-1.4.1/pi.xbm0000644000175000017500000000130013201550431012440 0ustar wartwart#define pi_width 25 #define pi_height 25 static unsigned char pi_bits[] = { 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0xff, 0x07, 0x00, 0xc0, 0x84, 0x00, 0x00, 0x00, 0x84, 0x00, 0x00, 0x00, 0x84, 0x00, 0x00, 0x00, 0x42, 0x00, 0x00, 0x00, 0x42, 0x00, 0x00, 0x00, 0x42, 0x00, 0x00, 0x00, 0x21, 0x00, 0x00, 0x00, 0x21, 0x00, 0x00, 0x00, 0x21, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00}; ./grpn-1.4.1/undo.h0000644000175000017500000000027713201550431012452 0ustar wartwart#ifndef __UNDO_H #define __UNDO_H void initUndoSystem(); void UndoStack(); void CancelStackState(); void SaveStackState(int); void AddStackState(int); void UndoStackState(int); #endif ./grpn-1.4.1/error.h0000644000175000017500000000173113201550431012632 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ #ifndef __ERROR_H #define __ERROR_H #define MAX_ERROR_SIZE 1024 extern char ErrorString[MAX_ERROR_SIZE]; void resetError(); int isError(); char *getStringError(); void setStringError(char *); int checkArgs(char *, int); void invalidTyprError(char *); #endif ./grpn-1.4.1/mode.h0000644000175000017500000000245613201550431012432 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* mode.h by Paul Wilkins 2/8/98 */ #ifndef __MODE_H #define __MODE_H #include #define BINARY 0x1 #define OCTAL 0x2 #define DECIMAL 0x4 #define HEXADECIMAL 0x8 #define DEGREES 0x10 #define RADIANS 0x20 #define RECTANGULAR 0x40 #define POLAR 0x80 #define LONG_DISPLAY 0x100 #define SHORT_DISPLAY 0x200 #define DECIMAL_ENG 0x400 void setPolarMode(int); int getPolarMode(); void setRadixMode(int); int getRadixMode(); void setBaseMode(int); int getBaseMode(); /* the mode display window */ void refreshModeDisplay(); GtkWidget *setupModeDisplay(GtkWidget *); #endif ./grpn-1.4.1/mode.c0000644000175000017500000000562513201550431012426 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* setup mode.c by Paul Wilkins 2/8/98 */ #include #include #include #include "mode.h" #include "number.h" #include "complex.h" GtkWidget *ModeDisplay = NULL; int radixMode = RADIANS; int polarMode = RECTANGULAR; int baseMode = DECIMAL; int getRadixMode(){ return radixMode; } void setRadixMode(int mode){ if(mode == RADIANS) radixMode = RADIANS; else if(mode == DEGREES) radixMode = DEGREES; else printf("setRadixMode invalid mode\n"); } void setPolarMode(int val){ polarMode = val; } int getPolarMode(){ return polarMode; } void setBaseMode(int val){ baseMode = val; } int getBaseMode(){ return baseMode; } char *getModeDisplayString(){ int rad_mode, pol_mode, base_mode; static char buf[256]; rad_mode = getRadixMode(); switch(rad_mode){ case DEGREES: strcpy(buf, " Degrees "); break; case RADIANS: strcpy(buf, " Radians "); break; default: fprintf(stderr, "invalid Radix mode\n"); break; } pol_mode = getPolarMode(); switch(pol_mode){ case RECTANGULAR: strcat(buf, "Rectangular "); break; case POLAR: strcat(buf, "Polar "); break; default: fprintf(stderr, "invalid Polar mode\n"); break; } base_mode = getBaseMode(); switch(base_mode){ case BINARY: strcat(buf, "Binary"); break; case OCTAL: strcat(buf, "Octal"); break; case DECIMAL: strcat(buf, "Decimal"); break; case DECIMAL_ENG: strcat(buf, "Decimal-Eng"); break; case HEXADECIMAL: strcat(buf, "Hexadecimal"); break; default: fprintf(stderr, "invalid Base mode\n"); break; } return buf; } void refreshModeDisplay(){ char *str; str = getModeDisplayString(); gtk_label_set(GTK_LABEL(ModeDisplay), str); } GtkWidget *setupModeDisplay(GtkWidget *parent){ ModeDisplay = gtk_label_new(" "); gtk_box_pack_start(GTK_BOX(parent), ModeDisplay, FALSE, FALSE, 0); gtk_widget_show(ModeDisplay); /* set the string */ refreshModeDisplay(); return ModeDisplay; } ./grpn-1.4.1/number.h0000644000175000017500000000442113201550431012770 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* number.h by Paul Wilkins 3/15/97 */ #ifndef __NUMBER_H #define __NUMBER_H #include "typedefs.h" /* types of numbers */ #define REAL 0x1 #define COMPLEX 0x2 #define MATRIX 0x4 /* a number */ struct _Number { int refCnt; /* refference count. used to implement undo */ int type; /* the type of number data pointe to */ void *data; /* the data (Real, complex, etc.) */ }; #include "real.h" #include "complex.h" #include "matrix.h" Number * newNumber(); void freeNumber(Number *); void clrRefcntNumber(Number *); void incRefcntNumber(Number *); void decRefcntNumber(Number *); Number * setNumberReal(Number *, Real *); Number * setNumberCmplx(Number *, Cmplx *); Number * setNumberMatrix(Number *, Matrix *); Number * setNumberNumber(Number *, Number *); char * printNumber(Number *); char * printNumberShort(Number *); Number * negNumber(Number *); Number * invNumber(Number *); Number * lnNumber(Number *); Number * logNumber(Number *); Number * expNumber(Number *); Number * powNumber(Number *, Number *); Number * dbNumber(Number *, double); Number * ripNumber(Number *, Number *); Number * sinNumber(Number *); Number * cosNumber(Number *); Number * tanNumber(Number *); Number * asinNumber(Number *); Number * acosNumber(Number *); Number * atanNumber(Number *); Number * mulNumber(Number *, Number *); Number * divNumber(Number *, Number *); Number * modNumber(Number *, Number *); Number * addNumber(Number *, Number *); Number * subNumber(Number *, Number *); Number * lShiftNumber(Number *, Number *); Number * rShiftNumber(Number *, Number *); #endif ./grpn-1.4.1/callback_menu.o0000644000175000017500000016257013202005245014300 0ustar wartwartELF>@@1f.f.f.H11Hf.1f1f1fH11HDUSHH~ 11H=1H=HH1H@1H=H1H@1H=H1H@1H=H1H@1H=H1H@H[]H[]fUSHHHHHu H[]@1H1[]DH11HDHH~ 11HUSHHHHHu H[]@1H1[]DH@tOǀu"11HfDH H=%1@@ff.H~ f.USHHHHHu H[]@HH[]BfH1Hff.USHHHHHu H[]@H1[]Error: cmodeCB: i shouldn't get here 3 8intii b     ( 0 8 @ H P X O` Uh bp  bt px F T [ k !{ ) * + , .- /b 1q O O U b k 8  8;<=UUUb %T&?'[(F2-M48B8 s 8cbi!c)b*i . /[ 0i 1b 2 5F 68 7M   :4 M WQWb;b y    % ) +len , ; $B ) +$ - . /* /6<;K; 3V :up =;i > 6 Hp K;i L 7 Wp Z; [F \  8 ; 8   8@- . $33C0X Y Z \Q ^ ` a(;X;;X;XXim8%'B ); *B +BN];%h' ); *]0@`W ;        (  ,  0 ȍ8 % @ % H ͈P + XAbMrңrefQ QgetQ 0 |        W (HgWK ;% K  1 $v % v b  %   %  ;  %  lmnpqh G(6> =8 Y Z [ \ ] ^ _`C  a   $%&'(M' , ;6 J ?[  @p  A[  B[ C ( D 0 E 8 F @ H H K P L X M ` N h PG p X$x YQ Z$ [] ]Q ^w D K? 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It works with real and complex numbers, has 4 different radix modes, supports general math functions along with logarithmic and trigonometric functions. Calculator stack is only limited by free memory. %prep %setup -q -n %{name} %build cd src make %{?_smp_mflags} %install rm -rf $RPM_BUILD_ROOT cd src %make_install PREFIX=%{_prefix} MANDIR=%{_mandir} %{__install} -D debian/grpn.desktop %{?buildroot}/%{_desktopdir}/grpn.desktop %{__install} -D debian/grpn.xpm %{?buildroot}/%{_pixmapsdir}/grpn.xpm %files %doc src/LICENSE src/CHANGES src/README %{_bindir}/%{name} %{_mandir}/*/%{name}* %{_desktopdir}/grpn.desktop %{_pixmapsdir}/grpn.xpm %changelog * Sat Oct 26 2013 Nathaniel Clark - 1.3.4-1 - Initial Spec File ./grpn-1.4.1/sqrt.xbm0000644000175000017500000000130613201550431013027 0ustar wartwart#define sqrt_width 25 #define sqrt_height 25 static unsigned char sqrt_bits[] = { 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0xfe, 0x1f, 0x00, 0x00, 0x02, 0x00, 0x00, 0x00, 0x02, 0x00, 0x00, 0x00, 0x21, 0x02, 0x00, 0x00, 0x21, 0x02, 0x00, 0x00, 0x41, 0x01, 0x00, 0x90, 0x40, 0x01, 0x00, 0x90, 0x80, 0x00, 0x00, 0xa0, 0x40, 0x01, 0x00, 0x60, 0x40, 0x01, 0x00, 0x40, 0x20, 0x02, 0x00, 0x40, 0x20, 0x02, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00}; ./grpn-1.4.1/stack.c0000644000175000017500000001206213201550431012600 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* stack.c by Paul Wilkins */ #include #include #include "stack.h" #include "number.h" #define STACK_CHUNK_SIZE 20 /* a stack element */ struct StackElem { struct StackElem *t; /* the node above us */ struct StackElem *b; /* the node below us */ Number *data; /* the data */ }; /* we build the stack in these arrays */ struct StackChunk { int freeIndx; struct StackElem *freeList[STACK_CHUNK_SIZE]; struct StackChunk *next; struct StackElem ary[STACK_CHUNK_SIZE]; }; /* The main stack of GRPN. This is where we store the numbers */ struct Stack stack; struct StackChunk *stackChunkHead = NULL; struct Stack *getStack(){ return &stack; } /* get the length of the stack */ int stackLen(){ return stack.length; } /* malloc a new stack chunk */ struct StackChunk * newStackChunk(){ int i; struct StackChunk *c; /* malloc a new chunk */ if(NULL == (c=(struct StackChunk *)malloc(sizeof(struct StackChunk)))){ perror("Malloc"); exit(0); } /* initalize stuff */ c->freeIndx = STACK_CHUNK_SIZE - 1; c->next = NULL; for(i=0; ifreeList[i] = &((c->ary)[i]); c->ary[i].data = NULL; } return c; } /* malloc a new stack element */ struct StackElem * newStackEle(){ struct StackElem *s; struct StackChunk *c; /* find the first stack chunk with free elements */ for(c=stackChunkHead; c->freeIndx==-1; c=c->next); /* get the StackEle */ s = c->freeList[c->freeIndx]; c->freeIndx--; /* if there are no more free elements */ if(c->freeIndx < 0){ c->freeIndx = -1; if(c->next == NULL) c->next = newStackChunk(); } return s; } void stackAddToFreeList(struct StackElem *s){ struct StackChunk *c; for(c=stackChunkHead; c!=NULL; c=c->next) if(s >= c->ary && s <= &((c->ary)[STACK_CHUNK_SIZE])) c->freeList[++(c->freeIndx)] = s; } int copyStack(struct Stack *srcStack, struct Stack *dstStack, int nelts){ int i; struct StackElem *dst, *src; for(i=0, src=srcStack->head; it){ /* set the stuff in the newly created stack element */ dst = newStackEle(); dst->data = src->data; dst->t = dstStack->head; dst->b = NULL; incRefcntNumber(dst->data); /* update the stuff in the ele above us */ if(dst->t) dst->t->b = dst; /* update the dest stack */ dstStack->head = dst; dstStack->length++; } if(i != nelts){ fprintf(stderr, "copyStack: Error copying stack.\n"); return 0; } return 1; } int setup_stack(){ stack.head = NULL; stack.length = 0; stackChunkHead = newStackChunk(); return 1; } void clearNamedStack(struct Stack *stk){ struct StackElem *s; for(s=stk->head; s; s=s->t){ decRefcntNumber(s->data); freeNumber(s->data); stackAddToFreeList(s); } stk->head = NULL; stk->length = 0; } void clearStack(){ clearNamedStack(&stack); } void printStack(){ char *c; struct StackElem *s = NULL; struct StackElem *p = NULL; /* find the top of the stack */ for(s=stack.head; s; s=s->t) p = s; /* print the numbers starting from the top */ for(s=p; p; p=p->b){ c = printNumber(p->data); printf("%s\n", c); free(c); } } Number * getStackEle(int which){ int i; struct StackElem *s = NULL; if(which < 0 || which >= stack.length) return NULL; s = stack.head; for(i=0; it; return s->data; } int Push(Number *data){ struct StackElem *s; /* set the stuff in the newly created stack element */ s = newStackEle(); s->data = data; s->t = stack.head; s->b = NULL; /* increment the ref count of the number */ incRefcntNumber(data); /* update the stuff in the ele above us */ if(s->t) s->t->b = s; /* update the head */ stack.head = s; stack.length++; return 1; /* success */ } Number * Pop(){ Number *ptr; struct StackElem *s; s = stack.head; /* nothing to pop */ if(s == NULL) return NULL; /* update the stuff in the ele above us */ if(s->t){ s->t->b = NULL; stack.head = s->t; } else stack.head = NULL; ptr = s->data; /* decrement the ref count of the number */ decRefcntNumber(ptr); stackAddToFreeList(s); stack.length--; return ptr; } ./grpn-1.4.1/.gitignore0000644000175000017500000000001713201550431013314 0ustar wartwart*.o core* grpn ./grpn-1.4.1/nroot.xbm0000644000175000017500000000131113201550431013173 0ustar wartwart#define nroot_width 25 #define nroot_height 25 static unsigned char nroot_bits[] = { 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x88, 0x00, 0x00, 0x00, 0x88, 0x00, 0x00, 0x00, 0x50, 0x00, 0x00, 0x00, 0x50, 0x00, 0x00, 0x00, 0x20, 0xf8, 0x7f, 0x00, 0x50, 0x08, 0x00, 0x00, 0x50, 0x08, 0x00, 0x00, 0x88, 0x44, 0x10, 0x00, 0x88, 0x44, 0x10, 0x00, 0x00, 0x84, 0x08, 0x00, 0x40, 0x02, 0x05, 0x00, 0x40, 0x02, 0x02, 0x00, 0x80, 0x02, 0x02, 0x00, 0x80, 0x01, 0x02, 0x00, 0x00, 0x01, 0x02, 0x00, 0x00, 0x01, 0x02, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00}; ./grpn-1.4.1/Makefile0000644000175000017500000000254013201550431012767 0ustar wartwart# Makefile by Paul Wilkins # this will compile the program 'grpn' # Please read the next few lines and enter the correct values. # where to install GRPN PREFIX = /usr/local MANDIR = ${PREFIX}/man # What compiler should be used CC = gcc # NOTE: # # add -DGTK_VER_1_1 to the CFLAGS if you are using GTK version 1.1.0 or higher # # add -DUSE_GNOME if you want to make grpn GNOME compliant. CFLAGS = -g -O2 -I/usr/X11/include -DUSE_PANGO `pkg-config --cflags gtk+-2.0` -DGTK_VER_1_1 DFLAGS = -L/usr/X11/lib # end of user configurable section OBJS = test_gtk_ver.o real.o complex.o matrix.o number.o \ funcs.o constant.o button_def.o run_cmd.o \ main.o stack.o lcd.o setup_menu.o callback_menu.o \ process_input.o options.o \ setup_buttons.o callback_buttons.o editor.o \ error.o help.o mode.o undo.o LIBS = `pkg-config --libs gtk+-2.0` -lX11 -lm grpn: $(OBJS) $(CC) $(DFLAGS) -o $@ $(OBJS) $(LIBS) pure: $(OBJS) $(PURIFY) $(CC) $(DFLAGS) -o $@ $(OBJS) $(LIBS) install: grpn mkdir -p $(DESTDIR)$(PREFIX)/bin cp grpn $(DESTDIR)$(PREFIX)/bin chmod 755 $(DESTDIR)$(PREFIX)/bin/grpn mkdir -p $(DESTDIR)$(MANDIR)/man1 cp grpn.1 $(DESTDIR)$(MANDIR)/man1 chmod 644 $(DESTDIR)$(MANDIR)/man1/grpn.1 .c.o: $(CC) -c -o $@ $(CFLAGS) $*.c depend: rm -f .depend $(CC) -MM $(CFLAGS) *.c >> .depend clean: rm -f core* grpn *~ *.o include .depend ./grpn-1.4.1/complex.h0000644000175000017500000000441113201550431013146 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* complex.h by Paul Wilkins */ /* Here we set up the complex numbers */ #ifndef __COMPLEX_H #define __COMPLEX_H #include "typedefs.h" struct _Cmplx { Real *re; Real *im; }; Cmplx * newCmplx(); void freeCmplx(Cmplx *); char * printCmplx(Cmplx *); char * printCmplxShort(Cmplx *); Cmplx * inputCmplxReal(Cmplx *, Real *, Real *); Cmplx * setCmplxReal(Cmplx *, Real *, Real *); Cmplx * setCmplxCmplx(Cmplx *, Cmplx *); Real * absCmplx(Cmplx *); Real * thetaCmplx(Cmplx *); Cmplx * polarCmplx(Cmplx *); Cmplx * rectCmplx(Cmplx *); Cmplx * negCmplx(Cmplx *); Cmplx * negEqCmplx(Cmplx *); Cmplx * invCmplx(Cmplx *); Cmplx * invEqCmplx(Cmplx *); Cmplx * powCmplxInt(Cmplx *, int); Cmplx * powCmplx(Cmplx *, Cmplx *); Cmplx * powCmplxReal(Cmplx *, Real *); Cmplx * powRealCmplx(Real *, Cmplx *); Cmplx * lnCmplx(Cmplx *); Cmplx * logCmplx(Cmplx *); Cmplx * expCmplx(Cmplx *); Cmplx * expEqCmplx(Cmplx *); Cmplx * sinCmplx(Cmplx *); Cmplx * cosCmplx(Cmplx *); Cmplx * tanCmplx(Cmplx *); Cmplx * asinCmplx(Cmplx *); Cmplx * acosCmplx(Cmplx *); Cmplx * atanCmplx(Cmplx *); Cmplx * mulCmplx(Cmplx *, Cmplx *); Cmplx * mulCmplxReal(Cmplx *, Real *); Cmplx * divCmplx(Cmplx *, Cmplx *); Cmplx * divCmplxReal(Cmplx *, Real *); Cmplx * divRealCmplx(Real *, Cmplx *); Cmplx * modCmplx(Cmplx *, Cmplx *); Cmplx * modCmplxReal(Cmplx *, Real *); Cmplx * modRealCmplx(Real *, Cmplx *); Cmplx * addCmplx(Cmplx *, Cmplx *); Cmplx * addCmplxReal(Cmplx *, Real *); Cmplx * subCmplx(Cmplx *, Cmplx *); Cmplx * subCmplxReal(Cmplx *, Real *); Cmplx * subRealCmplx(Real *a, Cmplx *b); #endif ./grpn-1.4.1/setup_menu.o0000644000175000017500000012350013202005244013671 0ustar wartwartELF>@@AWAVIAUATUSHH=IILHHLHLLHHHjH5jE1E11HH=HILLHLHLHjH5jE1E11HH=H HILLHLHLHjH5jE1E11HH=IHILLHLHLHjH5jE1E11HH=H 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Y4 : @  F vL LR X a l = 2      W    D    '       ' 2 = U [ a g wm <s y g  Y    |  `  y ^       ) =4 ? [ ^gp |   xP ,  `    z p< B Hr Kx ~ Q  @ "  , B 6I M  u 4 H@\pp P.symtab.strtab.shstrtab.rela.text.data.bss.rela.data.rel.local.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @m@1&,61@50KTF@5 WCeWu0p@T0 @ U 00+++(@8U8-  0pV./grpn-1.4.1/matrix.h0000644000175000017500000000430213201550431013002 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* matrix.h by Paul Wilkins */ /* Here we set up the matrix numbers */ #ifndef __MATRIX_H #define __MATRIX_H #include "typedefs.h" /* index like: ptr = (data + (row_indx * cols) + col_indx) */ struct _Matrix { int rows, cols; Number **data; }; Matrix * newMatrix(); void freeMatrix(Matrix *); char * printMatrix(Matrix *); char * printMatrixShort(Matrix *); void setMatrix(Matrix *, Number *, int, int); Matrix * setMatrixMatrix(Matrix *, Matrix *); Matrix * negMatrix(Matrix *); Matrix * invMatrix(Matrix *); Matrix * mulMatrix(Matrix *, Matrix *); Matrix * mulMatrixCmplx(Matrix *, Cmplx *); Matrix * mulMatrixReal(Matrix *, Real *); Matrix * divMatrix(Matrix *, Matrix *); Matrix * divMatrixCmplx(Matrix *, Cmplx *); Matrix * divMatrixReal(Matrix *, Real *); Matrix * divCmplxMatrix(Cmplx *, Matrix *); Matrix * divRealMatrix(Real *, Matrix *); Matrix * modMatrix(Matrix *, Matrix *); Matrix * modMatrixCmplx(Matrix *, Cmplx *); Matrix * modMatrixReal(Matrix *, Real *); Matrix * modCmplxMatrix(Cmplx *, Matrix *); Matrix * modRealMatrix(Real *, Matrix *); Matrix * addMatrix(Matrix *, Matrix *); Matrix * addMatrixCmplx(Matrix *, Cmplx *); Matrix * addMatrixReal(Matrix *, Real *); Matrix * subMatrix(Matrix *, Matrix *); Matrix * subMatrixCmplx(Matrix *, Cmplx *); Matrix * subMatrixReal(Matrix *, Real *); Matrix * subCmplxMatrix(Cmplx *, Matrix *); Matrix * subRealMatrix(Real *, Matrix *); Matrix * lshiftMatrixReal(Matrix *, Real *); Matrix * rshiftMatrixReal(Matrix *, Real *); #endif ./grpn-1.4.1/process_input.h0000644000175000017500000000160713201550431014400 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* process_input.h by Paul Wilkins 3/21/97 */ #ifndef __PROCESS_INPUT_H #define __PROCESS_INPUT_H /* process keyboard input */ void processInput(int, int, char, char); #endif ./grpn-1.4.1/constant.c0000644000175000017500000000306713201550431013331 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* constant.c by Paul Wilkins 3/27/97 */ #include #include "real.h" #include "complex.h" Real *realPi; Real *realPi2; Real *realZero; Real *realHalf; Real *realTen; Real *realOne; Real *realTwo; Real *realMOne; Real *real180Pi; Cmplx *cmplxI; void setup_constant(){ Real *tmp; realPi = setRealDouble(newReal(), M_PI); realPi2 = setRealDouble(newReal(), M_PI/2.0); realZero = setRealDouble(newReal(), 0.0); realHalf = setRealDouble(newReal(), 0.5); realTen = setRealDouble(newReal(), 10.0); realOne = setRealDouble(newReal(), 1.0); realTwo = setRealDouble(newReal(), 2.0); realMOne = setRealDouble(newReal(), -1.0); tmp = setRealDouble(newReal(), 180.0); real180Pi = divReal(tmp, realPi); freeReal(tmp); tmp = setRealDouble(newReal(), 1.0); cmplxI = setCmplxReal(newCmplx(), realZero, tmp); freeReal(tmp); } ./grpn-1.4.1/grpn-1.1.lsm0000644000175000017500000000103313201550431013303 0ustar wartwartBegin4 Title: grpn Version: 1.1.2 Entered-date: Apr. 3, 2002 Description: A RPN calcuator for real and complex numbers with a GTK / X11 GUI. Keywords: math RPN calculator Author: paul.wilkins@analog.com (Paul Wilkins) Maintained-by: paul.wilkins@analog.com (Paul Wilkins) Primary-site: ftp://lashwhip.com/pub 45kB grpn-1.1.2.tar.gz Alternate-site: ftp://ibiblio.org/pub/Linux/apps/math/calc 45kB grpn-1.1.2.tar.gz Copying-policy: GPL End ./grpn-1.4.1/editor.h0000644000175000017500000000211613201550431012765 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* editor.h by Paul Wilkins 3/24/97 */ #ifndef __EDITOR_H #define __EDITOR_H int isEditingEditor(); int cursorPosEditor(); char getPrevEditor(); char *getLineEditor(); void finishEditor(); void insertEditor(char c); void deleteEditor(); void homeEditor(); void endEditor(); void rightEditor(); void leftEditor(); void cancelEditor(); void setCursorPosEditor(int pos); #endif ./grpn-1.4.1/callback_buttons.c0000644000175000017500000000722513201550431015012 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* callback_buttons.c by Paul Wilkins */ #include #include #include "buttons.h" #include "funcs.h" #include "editor.h" #include "error.h" #include "lcd.h" #include /* the generic button callback function */ void genericButtonCB(GtkWidget *w, gpointer clientData){ FuncInfo *fi = (FuncInfo *)clientData; void (*func)(); /* reset any error string */ resetError(); /* call the real work function */ if(fi->data){ func = fi->data; func(); redrawLCD(); } } /* the null button callback function */ void nullButtonCB(GtkWidget *w, gpointer clientData){ printf("Sorry: Unimpilmented feature\n"); } /* inserts a char into the edit buffer */ void enterNumCB(GtkWidget *w, gpointer clientData){ FuncInfo *fi = (FuncInfo *)clientData; /* reset any error string */ resetError(); int digit = (int)fi->data; if (digit=='.') { //is the locale decimal seperator a comma? struct lconv * lc; lc=localeconv(); if (strcmp(lc->decimal_point,",")==0) { // then turn the . from the button to a , digit=','; } } insertEditor(digit); redrawLCD(); } /* the +/- key needs a special callback */ /* this is unnessisarily complicated */ void plusMinusCB(GtkWidget *w, gpointer clientData){ char *p, *line; int i, pos, foundE; /* reset any error string */ resetError(); if(isEditingEditor()){ line = getLineEditor(); /* look for an 'e' or 'E' */ foundE = 0; for(p=line; *p!='\0'; p++){ if(*p == 'e' || *p == 'E'){ foundE = 1; break; } } pos = cursorPosEditor(); /* if we found an exponent */ if(foundE){ p++; /* put the cursor after the 'e' or 'E' */ for(i=(p-line)-pos; i>0; i--) rightEditor(); for(i=pos-(p-line); i>0; i--) leftEditor(); if(*p == '+'){ rightEditor(); deleteEditor(); insertEditor('-'); if(pos-(p-line) > 0) pos--; } else if(*p == '-'){ rightEditor(); deleteEditor(); insertEditor('+'); if(pos-(p-line) > 0) pos--; } else { insertEditor('-'); pos++; } /* restore the cursor to where it should be */ for(i=(p-line)-pos+1; i>0; i--) leftEditor(); for(i=pos-(p-line); i>0; i--) rightEditor(); } /* we didn't find an exponent */ else { homeEditor(); if(*line == '+'){ rightEditor(); deleteEditor(); insertEditor('-'); pos--; } else if(*line == '-'){ rightEditor(); deleteEditor(); insertEditor('+'); pos--; } else { insertEditor('-'); } for(i=0; i #include #include #include "menu.h" #include "lcd.h" #include "mode.h" #include "funcs.h" #include "help.h" #include "complex.h" #include "number.h" #include "options.h" gint delete_event(GtkWidget *w, GdkEvent *e, gpointer d){ return FALSE; /* will call our destroy function */ } void destroy(GtkWidget *widget, gpointer data){ gtk_main_quit(); } /* quit the program */ void quitCB(gpointer data){ gtk_main_quit(); } /* clear the stack */ void clearCB(gpointer data){ clearLCD(); /* refresh the display */ redrawLCD(); } void aboutCB(gpointer data){ about_popup(); } void licenseCB(gpointer data){ license_popup(); } void helpCB(gpointer data){ help_popup(); } /* change the base we use to display the numbers */ void baseCB(gpointer clientData){ setBaseMode((int)clientData); /* refresh the display */ redrawLCD(); refreshModeDisplay(); } void baseCmdCB(GtkWidget *w, gpointer clientData){ FuncInfo *fi = (FuncInfo *)clientData; /* store the mode */ baseCB(fi->data); /* TODO: set the toggles in the buttons */ if(optWindow){ gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(optHexBtn), getBaseMode() == HEXADECIMAL ? TRUE : FALSE); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(optDecBtn), getBaseMode() == DECIMAL ? TRUE : FALSE); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(optDecEngBtn), getBaseMode() == DECIMAL_ENG ? TRUE : FALSE); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(optOctBtn), getBaseMode() == OCTAL ? TRUE : FALSE); gtk_toggle_button_set_state(GTK_TOGGLE_BUTTON(optBinBtn), getBaseMode() == BINARY ? TRUE : FALSE); } } void baseToggleCB(GtkWidget *widget, gpointer data){ if(GTK_TOGGLE_BUTTON(widget)->active){ baseCB(data); } } /* change the radix mode we use to display the numbers */ void radixCB(gpointer clientData){ setRadixMode((int)clientData); /* refresh the display */ redrawLCD(); refreshModeDisplay(); } void radixCmdCB(GtkWidget *w, gpointer clientData){ FuncInfo *fi = (FuncInfo *)clientData; /* store the mode */ radixCB(fi->data); } void radixToggleCB(GtkWidget *widget, gpointer data){ if(GTK_TOGGLE_BUTTON(widget)->active){ radixCB(data); } } /* change the coordinate mode we use to display the numbers */ void cmodeCB(gpointer clientData){ switch((int)clientData){ case RECTANGULAR: setPolarMode(RECTANGULAR); break; case POLAR: setPolarMode(POLAR); break; default: fprintf(stderr, "Error: cmodeCB: i shouldn't get here\n"); exit(0); } /* refresh the display */ redrawLCD(); refreshModeDisplay(); } void cmodeCmdCB(GtkWidget *w, gpointer clientData){ FuncInfo *fi = (FuncInfo *)clientData; /* store the mode */ cmodeCB(fi->data); } void cmodeToggleCB(GtkWidget *widget, gpointer data){ if(GTK_TOGGLE_BUTTON(widget)->active){ cmodeCB(data); } } /* change the display mode we use to display the numbers */ void dmodeCB(gpointer clientData){ setLCDDispMode((int)clientData); /* refresh the display */ redrawLCD(); } void dmodeToggleCB(GtkWidget *widget, gpointer data){ if(GTK_TOGGLE_BUTTON(widget)->active){ dmodeCB(data); } } ./grpn-1.4.1/editor.c0000644000175000017500000000441713201550431012766 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* editor.c by Paul Wilkins 3/24/97 */ #include #include "editor.h" #include "funcs.h" #include "mode.h" #define EDIT_BUF_LEN 1024 char Ebuf[EDIT_BUF_LEN]; /* the edit buffer */ char * Epos = Ebuf; /* current cursor position */ char * Eend = Ebuf; /* end of the line */ int isEditingEditor(){ if(Ebuf == Eend) return 0; return 1; } int cursorPosEditor(){ return (int)(Epos-Ebuf); } void setCursorPosEditor(int pos){ if(pos < 0){ Epos = Ebuf; } else if(pos > Eend-Ebuf){ Epos = Eend; } else { Epos = Ebuf + pos; } } char getPrevEditor(){ if(Epos < Ebuf+1) return '\0'; return *(Epos-1); } char * getLineEditor(){ *Eend = '\0'; return Ebuf; } /* process anything in the edit buffer */ void finishEditor(){ if(Eend > Ebuf){ *Eend = '\0'; readLine(Ebuf); } Epos = Eend = Ebuf; } void insertEditor(char c){ char *p; for(p=Eend; p>=Epos; p--) *(p+1) = *p; *Epos = c; Epos++; Eend++; /* check for buffer overrun- leave 1 byte for '\0' */ if(Eend >= Ebuf + EDIT_BUF_LEN - 2) Eend = Ebuf + EDIT_BUF_LEN - 2; if(Epos >= Ebuf + EDIT_BUF_LEN - 2) Epos = Ebuf + EDIT_BUF_LEN - 3; } void deleteEditor(){ char *p; if(Epos == Ebuf) return; for(p=Epos; p Eend) Epos = Eend; } void leftEditor(){ Epos--; if(Epos < Ebuf) Epos = Ebuf; } void cancelEditor(){ Eend = Epos = Ebuf; *Ebuf = '\0'; } ./grpn-1.4.1/setup_buttons.c0000644000175000017500000000601313201550431014410 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* setup_buttons.c by Paul Wilkins */ #include #include #include "buttons.h" #include "funcs.h" #include "editor.h" /* create the button widgets */ GtkWidget *createButton( GtkWidget *parent, int leftPos, int rightPos, int topPos, int bottomPos, FuncInfo *fi) { GtkWidget *btn, *label; void (*callBack)(GtkWidget *, gpointer); /* btn = gtk_button_new_with_label(fi->name); */ btn = gtk_button_new(); label = gtk_label_new(fi->name); gtk_misc_set_alignment(GTK_MISC(label), 0.5, 0.5); gtk_misc_set_padding(GTK_MISC(label), 0, 0); gtk_container_add(GTK_CONTAINER(btn), label); gtk_widget_show(label); /* the space around the button gtk_container_border_width(GTK_CONTAINER(btn), 10); */ /* when the button is clicked, we call the "callback" function */ callBack = fi->CB; gtk_signal_connect(GTK_OBJECT (btn), "clicked", GTK_SIGNAL_FUNC(callBack), (gpointer)fi); gtk_table_attach_defaults(GTK_TABLE(parent), btn, leftPos, rightPos, topPos, bottomPos); gtk_widget_show(btn); GTK_WIDGET_UNSET_FLAGS(btn, GTK_CAN_FOCUS); return btn; } /* setup the buttons */ GtkWidget *setupButtons(GtkWidget *parent){ int i, j; int good; int numRows, numCols; int tWidth; GtkWidget *table; /* get the number of rows and columns */ numRows = NumButtonRows; numCols = 0; for(i=0; i numCols) numCols = rowinf[i].numBtns; } /* find the width of the table we need to fit out different sized buttons */ for(tWidth=numCols; tWidth<100; tWidth++){ good = 1; for(j=0; jx7@@ /int(p`-4/B/ /  6  ! )6 *.,0162G6/7h hMW  7<<,$w)+D-.G/J/V\k 3v:p=i>6HpKiL7 WpZ[\ h  / /+ /@ -+ .+ $Z 3j0 X Y Z \ ^  `  a(      iR m'_3RB  %M 'r ) *rB 0 @` <    h   G( h, h0 r8 @ H ͷP X AG MW ҈ref ԡ աget 6 0  a v     <( -Lx< 0   0  DR[  [GGRv gR   |   l m n p q  GO6#kYZR[R\R]R ^R_R`( a$s%s&s's(s',;<$ >/ ?@ @U A@ B@ Cf (Dw 0Ew 8F @H HKw PL XM `N hP, pXDxYZD[B ]^\ ) k$ @ ) 5 RU ) F ` [ w ` l ` ) } R ` )       , K  ] R R    B  2 R\  H bcRe x R~       VD  G  x   "_ 9G6L6P6 6 (08@HPXF `L h6p 6txpKR b !)*+,.$/61h F F L 6  b / x / ;x <x =x L L L 6   wsxsysz)   Kh AK Ed G  Qo@!Ns!Os!Ps!Qs!Rs% $ > : ; I$ > &I  II !I/ 4: ;I?< 5I ' I: ;I : ; : ;I8  : ;  : ; I8 ''I : ;  : ; I : ; I8 <4: ; I?< : ;> I: ; ( 'I: ; !" /usr/lib/gcc/x86_64-linux-gnu/7/include/usr/lib/x86_64-linux-gnu/glib-2.0/include/usr/include/x86_64-linux-gnu/bits/usr/include/usr/include/glib-2.0/glib/usr/include/glib-2.0/glib/deprecated/usr/include/glib-2.0/gobject/usr/include/gdk-pixbuf-2.0/gdk-pixbuf/usr/include/gtk-2.0/gdk/usr/include/gtk-2.0/gtk/usr/include/atk-1.0/atkstddef.hglibconfig.htypes.htime.hgtypes.hgquark.hgerror.hgthread.hsignal.hgdataset.hgmem.hgslist.hgmain.hgunicode.hgiochannel.hgstrfuncs.hgtestutils.hgversion.hgthread.hgtype.hgclosure.hgobject.hgparamspecs.hunistd.hgetopt.hlibio.hstdio.hsys_errlist.hgdk-pixbuf-features.hgdk.h gtkdebug.h atkmisc.h gtkmain.h __off_t_GSList_IO_read_ptrmallocGDestroyNotify_GTypeClassguintsize_tnextfinalizeGTestConfig_shortbuf_GMainContextsigned charprevprivunrefmutex_freeGThreadFunctionslong int_IO_2_1_stderr_GThreadPrioritygdk_pixbuf_minor_version_GPrivateGNU C11 7.2.0 -mtune=generic -march=x86-64 -g -O2long long unsigned intGSourceCallbackFuncs_IO_backup_baseGQuarkfreethread_join_GThreadFunctionsopterr__timezonelong long intG_THREAD_PRIORITY_LOWG_THREAD_PRIORITY_HIGHcond_broadcastg_param_spec_typespreparepoll_fds_filenodispatchparentsource_funcsg_threads_got_initializedclosure_callbackchecksource_id_flagsguint64_IO_buf_endthread_equalGSourcePrivatedouble_old_offset_offsetGSourceFuncsGMemVTablerealloc_GTypeInstanceshort unsigned intlong doubleglib_minor_versiontest_verbose__off64_ttimezone_nextGCondcallback_datatest_quick_GMemVTableg_thread_functions_for_glib_use_IO_markerstdinGMainContextg_typeunsigned inttry_reallocgdk_threads_lockthread_exitGTimeValG_THREAD_PRIORITY_NORMAL_IO_FILE_plusg_thread_gettime_IO_write_ptratk_misc_instancesys_nerr_sbufnameqdatacontextcond_timed_waitoptargdatatest_undefinedGPrivateg_type_instanceg_utf8_skipmutex_newprioritymutex_unlock_IO_lock_tGError_locktest_quiet_flags2_modeg_classstdoutthread_set_priority_AtkMiscsys_siglistGMutexclosure_marshalgcharguint16test_perfprivate_setg_mem_gc_friendlytry_malloc_IO_read_endGDatagboolean_GSourceCallbackFuncsgtk_minor_version_GObjecttv_secgdk_threads_unlock_IO_write_endg_thread_use_default_implg_ascii_tableg_test_config_varsglib_major_version_IO_FILEcond_signalGThreadFuncglib_mem_profiler_tableGSList__environ__daylightgulong_GCondgdk_pixbuf_micro_versionfloat_possys_errlisttest_gtk_ver.c_markersAtkMiscGCallback_IO_save_baseunsigned charprivate_getglib_binary_age_GTimeValshort intgdk_pixbuf_major_version_chainGObjectgdk_pixbuf_versionglib_micro_versionglib_interface_agemutex_lock_vtable_offset_IO_2_1_stdout_g_io_watch_funcsthread_selfoptindcond_newmutex_trylockGSourceoptoptthread_createdaylightcond_waitg_timeout_funcslong unsigned intprivate_newnotifycharg_child_watch_funcsg_idle_funcsgpointergtk_debug_flagsfuture_GDatagsize/home/wart/Projects/grpn/grpn-git/grpn/srcg_unix_fd_source_funcsGTypeInstanceref_countguint32_cur_column_IO_read_basegtk_binary_age_IO_save_end_sys_siglist__pad1__pad2__pad3__pad4__pad5_IO_2_1_stdin_gint_GSourcePrivate_unused2stderrcode_GErrorGSourceFuncgtk_major_versionGTypecalloc_GSourceG_THREAD_PRIORITY_URGENTGTypeClass_GMutexgdk_threads_mutexglongflagsGSourceDummyMarshaldomaingtk_interface_agetest_initializedgtk_micro_versioncallback_funcsg_unix_signal_funcsmessage__tzname_IO_write_base_GSourceFuncstv_usec_IO_buf_basetznamecond_freethread_yieldGCC: (Debian 7.2.0-14) 7.2.0    test_gtk_ver.c      % E2 @ G N ~U ;\ oa rs x Q    :     4  \! D- l= r H S ^ i ?    $  e    p    , 8 L l Uw X  S     1 = IK 4P [ ` k rx   w $     C N Z f Ly  p ? +  Y  2 G  t  x  p    L$ i0 = H M KX p      j " Q Y \ = ~  o    "    <2 ? gL zY -f s  Z J ]    U    4    ( 4 @ 1L X d (p y|  e | ;   I  N E  |  ,  c ~n "~ ) ?  M 3  9   #  # / G ; nH T f q !|  G p z   e  :  '  - `$ 1 > K X e r Y   f      " M. c: y ~   % Z  y    `  + 6 A L @X +e Hv    s   .symtab.strtab.shstrtab.text.data.bss.rela.debug_info.debug_abbrev.rela.debug_aranges.debug_line.debug_str.comment.note.GNU-stack@!@'@1@,@8  =dPQ K@6 _q&k0R v0   ( 6./grpn-1.4.1/test.c0000644000175000017500000000755713201550431012467 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* test.c by Paul Wilkins 3/15/97 */ #include #include #include "test.h" #include "number.h" #include "complex.h" #include "real.h" void test(){ char *c; int i, j; Number *a, *b; Real *ra, *rb; Cmplx *ca, *cb; Matrix *ma, *mb; Number *p1; printf("test()\n"); ra = setRealDouble(newReal(), 3.0); rb = setRealDouble(newReal(), 9.0); ca = setCmplxReal(newCmplx(), setRealDouble(newReal(), 3.0), setRealDouble(newReal(), 2.0)); cb = setCmplxReal(newCmplx(), setRealDouble(newReal(), 0.0), setRealDouble(newReal(), 0.0)); ma = newMatrix(); /* setMatrix(ma, setNumberCmplx(newNumber(), ca), 0, 0); setMatrix(ma, setNumberCmplx(newNumber(), cb), 0, 1); setMatrix(ma, setNumberCmplx(newNumber(), cb), 1, 0); setMatrix(ma, setNumberCmplx(newNumber(), ca), 1, 1); */ setMatrix(ma, setNumberReal(newNumber(), ra), 0, 0); setMatrix(ma, setNumberReal(newNumber(), rb), 0, 1); setMatrix(ma, setNumberReal(newNumber(), rb), 0, 2); setMatrix(ma, setNumberReal(newNumber(), rb), 1, 0); setMatrix(ma, setNumberCmplx(newNumber(), ca), 1, 1); setMatrix(ma, setNumberReal(newNumber(), ra), 1, 2); mb = newMatrix(); setMatrix(mb, setNumberReal(newNumber(), ra), 0, 0); setMatrix(mb, setNumberReal(newNumber(), ra), 0, 1); setMatrix(mb, setNumberReal(newNumber(), ra), 1, 0); setMatrix(mb, setNumberReal(newNumber(), ra), 1, 1); setMatrix(mb, setNumberReal(newNumber(), rb), 2, 0); setMatrix(mb, setNumberReal(newNumber(), rb), 2, 1); /* a = setNumberReal(newNumber(), ra); */ /* a = setNumberCmplx(newNumber(), ca); */ a = setNumberMatrix(newNumber(), ma); /* b = setNumberReal(newNumber(), ra); */ /* b = setNumberCmplx(newNumber(), cb); */ b = setNumberMatrix(newNumber(), mb); c = printNumber(a); printf("a = %s\n", c); free(c); c = printNumber(b); printf("b = %s\n", c); free(c); p1 = negNumber(a); c = printNumber(p1); printf("-a = %s\n", c); free(c); freeNumber(p1); p1 = mulNumber(a, b); if(p1){ c = printNumber(p1); printf("a * b = %s\n", c); free(c); freeNumber(p1); } p1 = addNumber(a, b); if(p1){ c = printNumber(p1); printf("a + b = %s\n", c); free(c); freeNumber(p1); } p1 = subNumber(a, b); if(p1){ c = printNumber(p1); printf("a - b = %s\n", c); free(c); freeNumber(p1); } p1 = subNumber(b, a); if(p1){ c = printNumber(p1); printf("b - a = %s\n", c); free(c); freeNumber(p1); } p1 = divNumber(a, b); if(p1){ c = printNumber(p1); printf("a / b = %s\n", c); free(c); freeNumber(p1); } p1 = divNumber(b, a); if(p1){ c = printNumber(p1); printf("b / a = %s\n", c); free(c); freeNumber(p1); } p1 = modNumber(a, b); if(p1){ c = printNumber(p1); printf("a mod b = %s\n", c); free(c); freeNumber(p1); } p1 = modNumber(b, a); if(p1){ c = printNumber(p1); printf("b mod a = %s\n", c); free(c); freeNumber(p1); } printf("done testing...\n"); } ./grpn-1.4.1/run_cmd.o0000644000175000017500000006453013202005244013143 0ustar wartwartELF>c@@AWAVAUATUSH8H|$<"<' H|$AċH D$HHQH $HHD$(IcHD$H$~hH $HLyI\(MwLMt 6B Hcp Ki L 7n Wp Z [ \  8  8  8@-.$3 0Xh Yw Z \ ^ `w a(w;h;};;im%' ) *0%@5`     ¦ Ĺ( , 0 8 ʬ@ ˬH ͈P ϲXAM*ref get:*0    7  H   (5*  7  H = l*m*n*p*q** G*6   Y" Z [ \ ] ^ _` " aE . ? $%&'(M' , ; < > ?  @  A  B C ( D 0 E 8 F/ @ HT H K P Lo X M ` N h P p Xx Y Z [ ] ^           7    /    N   N /5 i i cZ  i u  i           b c0e*  c~;Z u B    N VB   u     "9GbLbPb(OD Ee Ȟx ʹy ˹ ̹ ͹  f !. !0%red!1 !2 !3 g8!D: !G !J !K !N( !P0 iE "1v "3f "4 "5 j0# # # #¹ #ù #Ĺ$ #F( mP$M $O $Q $R $S $T$ $U( $W%, $X0 $Y4 $[%8 $\< $]@ $_%D $`H $aL%5 %7  q rM w zv&w&x&y&z:M",f"/LM$8$?q' ' ' (1 )k )m )t%*K+6 +I +K fg+OFbg+PFT +QF +RF!mid+SF"+TFD"+UF"+VF"+X"+Y"+ZT"+\"+]"+_V "+`VH"+aVp"+bV"+cV"+dV"+eV"+fV8"+g`"+hh"+jfp"+n"+p"+qF"+r:"+sT"+vv"+x"+y< "+z+9 ,< ,> ,B ,C ,DTH ,FPfg,GFdbg,HF ,IF",JF",LT",MX",P< `",Sh",Up#,Wx+E`-F - -! -& " -. # -6( -?|0 -C8 -GB@ -MP 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  e  a o   & 1 /< W c o +{ 8 X     :  !   ~   (0 / < I ; V Qd o { T      | H  ^ =8 C ld o G R  # o  U       ' 4 YA N [ y m  s    T   & F+ 36 B N Z  f ;r ~  W        > T   '+ ; G S M_ -k w    O [ g s q m ^      # D 4 NK ;V a B l Dw N  +      7   Y     * 6 B WN 1 Z af r ~  \  #    *1 C SO [ jh pv V  K ? v ; s 8  0  f $ / : PE P s [ 0f       / m  +  ,    q  i " . ; CF R ^ j w  7    Y   E      I  E* 6 iB `N Z f r h~ N  7 d  6  A r  K % 0 ( Z ` eg     '          W   v # E p Q wj Jw  '  @ :     j     v  - : G @ T a bn { E  @  r  P         A JM Z g t  |     : , *     , 9 =  _      $ E =  S  ]( 5 C e p {      5 T  z    0 ; F b m ,s   M q O     { c   K  0&>fs)B\u           G .symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @u@9&,126E@@:(Qg_5oF0j@b0 v~@b 0$e0|555@b 6p 8|c./grpn-1.4.1/button_def.c0000644000175000017500000001435513201550431013633 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /*button_def.c by Paul Wilkins 3/30/97 */ #include #include #include #include "buttons.h" #include "editor.h" #include "lcd.h" #include "funcs.h" #include "mode.h" #include "undo.h" extern void baseCmdCB(GtkWidget *, gpointer); extern void cmodeCmdCB(GtkWidget *, gpointer); extern void radixCmdCB(GtkWidget *, gpointer); FuncInfo invisible1[] = { { "Modulo", "mod", "Remainder of division.", genericButtonCB, (void *)ModStack }, { "Hex", "hex", "Hexadecimal display mode.", baseCmdCB, (void *)HEXADECIMAL }, { "Dec", "dec", "Decimal display mode.", baseCmdCB, (void *)DECIMAL }, { "Eng", "eng", "ENG Decimal display mode.", baseCmdCB, (void *)DECIMAL_ENG }, { "Oct", "oct", "Octal display mode.", baseCmdCB, (void *)OCTAL }, { "Bin", "bin", "Binary display mode.", baseCmdCB, (void *)BINARY }, { "Rect", "rect", "Rectangular display mode.", cmodeCmdCB, (void *)RECTANGULAR }, { "Polar", "pol", "Polar display mode.", cmodeCmdCB, (void *)POLAR }, { "Deg", "deg", "Angles in degree.", radixCmdCB, (void *)DEGREES }, { "Rad", "rad", "Angles in radian.", radixCmdCB, (void *)RADIANS }, { "Db10", "db10", "Convert to dB (Power).", genericButtonCB, (void *)Db10Stack }, { "Db20", "db20", "Convert to dB (Voltage).", genericButtonCB, (void *)Db20Stack }, { "Rip", "rip", "Resistors in parallel.", genericButtonCB, (void *)RipStack }, { "Cplx", "cplx", "Create or decompose a complex number.", genericButtonCB, (void *)CplxStack }, { "Cplx", "complex", "Create or decompose a complex number.", genericButtonCB, (void *)CplxStack }, { "Mtrx", "mtrx", "Create or decompose a matrix.", genericButtonCB, (void *)MtrxStack }, { "Mtrx", "matrix", "Create or decompose a matrix.", genericButtonCB, (void *)MtrxStack }, { "LShift", "<<", "Left Shift Stack", genericButtonCB, (void *)LShiftStack }, { "LShift", "lshift", "Left Shift Stack", genericButtonCB, (void *)LShiftStack }, { "RShift", ">>", "Right Shift Stack", genericButtonCB, (void *)RShiftStack }, { "RShift", "rshift", "Right Shift Stack", genericButtonCB, (void *)RShiftStack }, { "Undo", "undo", "Undo last command. Up to 10 commands can be undone.", genericButtonCB, (void *)UndoStack }, { "Clear", "clear", "Clears and removes all numbers on the stack.", genericButtonCB, (void *)clearLCD }, { "Quit", "quit", "Quit GRPN.", genericButtonCB, (void *)exit } }; FuncInfo row2[] = { { "Enter", "dup", "Copy the number on the top of the stack.", genericButtonCB, (void *)PushStack }, { "+/-", "neg", "Change sign.", plusMinusCB, NULL }, { "EEX", NULL, "Mouse input: enter an exponent.", enterNumCB, (void *)'e' }, { "DEL", NULL, "Mouse input: backspace.", genericButtonCB, (void *)deleteEditor }, { "Drop", "drop", "Delete the number on the top of the stack.", genericButtonCB, (void *)PopStack }, { "Swap", "swap", "Swap 2 numbers on the top of the stack.", genericButtonCB, (void *)SwapStack } }; FuncInfo num789[] = { { "7", NULL, NULL, enterNumCB, (void *)'7' }, { "8", NULL, NULL, enterNumCB, (void *)'8' }, { "9", NULL, NULL, enterNumCB, (void *)'9' }, { "/", NULL, NULL, genericButtonCB, (void *)DivStack }, { "Pi", "pi", "The constant PI.", genericButtonCB, (void *)PiStack }, { "Sin", "sin", "Trigonometric function Sin.", genericButtonCB, (void *)SinStack }, { "Cos", "cos", "Trigonometric function Cos.", genericButtonCB, (void *)CosStack }, { "Tan", "tan", "Trigonometric function Tan.", genericButtonCB, (void *)TanStack } }; FuncInfo num456[] = { { "4", NULL, NULL, enterNumCB, (void *)'4' }, { "5", NULL, NULL, enterNumCB, (void *)'5' }, { "6", NULL, NULL, enterNumCB, (void *)'6' }, { "x", NULL, NULL, genericButtonCB, (void *)MulStack }, { "1/x", "inv", "Inverse.", genericButtonCB, (void *)InvStack }, { "Asin", "asin", "Trigonometric function Arc-sin.", genericButtonCB, (void *)AsinStack }, { "Acos", "acos", "Trigonometric function Arc-cos.", genericButtonCB, (void *)AcosStack }, { "Atan", "atan", "Trigonometric function Arc-tan.", genericButtonCB, (void *)AtanStack } }; FuncInfo num123[] = { { "1", NULL, NULL, enterNumCB, (void *)'1' }, { "2", NULL, NULL, enterNumCB, (void *)'2' }, { "3", NULL, NULL, enterNumCB, (void *)'3' }, { "-", NULL, NULL, genericButtonCB, (void *)SubStack }, { "Sqrt", "sqrt", "Square root.", genericButtonCB, (void *)SqrtStack }, { "Nroot", "nroot", "N-th root.", genericButtonCB, (void *)NrootStack }, { "Log", "log", "Log base 10.", genericButtonCB, (void *)LogStack }, { "ln", "ln", "Natural log (log base e).", genericButtonCB, (void *)LnStack } }; FuncInfo num0[] = { { "0", NULL, NULL, enterNumCB, (void *)'0' }, { ".", NULL, NULL, enterNumCB, (void *)'.' }, { NULL, NULL, NULL, NULL, NULL }, { "+", NULL, NULL, genericButtonCB, (void *)AddStack }, { " 2\nx ", "sqr", "Square.", genericButtonCB, (void *)SqrStack }, { " x\ny ", "pow", "Power.", genericButtonCB, (void *)PowStack }, { " x\n10 ", "tenx", "Ten to the power.", genericButtonCB, (void *)TenxStack }, { " x\ne ", "exp", "e to the power.", genericButtonCB, (void *)ExpStack } }; int NumButtonRows = 5; int NumFunctionRows = 6; struct RowInfo rowinf[] = { { 6, 6, row2 }, { 8, 8, num789 }, { 8, 8, num456 }, { 8, 8, num123 }, { 8, 8, num0 }, { sizeof(invisible1)/sizeof(*invisible1), 0, invisible1 } }; ./grpn-1.4.1/lcd.c0000644000175000017500000006347313201550431012251 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* lcd.c by Paul Wilkins 3/22/97 */ #include #include #include #include #include #include #include "lcd.h" #include "mode.h" #include "number.h" #include "stack.h" #include "process_input.h" #include "editor.h" #include "error.h" #include "undo.h" /* the amount of spacing we want around the display */ #define BORDER 2 GtkWidget *lcdDA = NULL; char **lcdText = NULL; GdkGC *lcdGC = 0; GdkGC *lcdHighlightGC = 0; /* the last area highlighted */ int dataSelected = 0; int hiX0, hiX1, hiY1; int hiY0, hiX2, hiY2; /* font stuff */ #ifdef USE_PANGO PangoLayout *pango_layout; PangoFontDescription *pango_desc; PangoFontMetrics *pango_metrics; PangoFontMap *pango_fontmap; PangoContext *pango_context; PangoFont *pango_font; PangoFontMetrics *pango_metrics; #define SHIFT 3 #else GdkFont *lcdFont; #define SHIFT -1 #define FONT1 "12x24" #define FONT2 "-*-courier-medium-r-*-*-24-*" #define FONT3 "-misc-fixed-medium-r-normal-*-20-*" #define FONT4 "10x20" #define FONT5 "-*-courier-medium-r-*-*-12-*" #define FONT6 "fixed" #endif int fontW; int fontH; int fontD; int lcdWidth = 0; int lcdHeight = 0; int lcdDisplayMode = LONG_DISPLAY; int lcdInitialized = 0; /* some callbacks */ static gint lcdExposeCB(GtkWidget *widget, GdkEventExpose *event); static gint lcdResizeCB(GtkWidget *widget, GdkEventConfigure *event); /* local functions */ void calcStackLCD(); void drawStackLCD(); /* this stuff for cut & paste */ #define START_SELECTING 0x1 #define NONE_SELECTED 0x2 #define DATA_SELECTED 0x4 static gint lcdButtonPressEvnt(GtkWidget *widget, GdkEventButton *event); static gint lcdButtonReleaseEvnt(GtkWidget *widget, GdkEventButton *event); static gint lcdMotionEvnt(GtkWidget *widget, GdkEventMotion *event); static gint lcdKeyPressEvnt(GtkWidget *widget, GdkEventKey *event); static gint lcdKeyReleaseEvnt(GtkWidget *widget, GdkEventKey *event); void lcdPasteCB(GtkWidget *, GtkSelectionData *, gpointer); gint loseSelection(GtkWidget *, GdkEventSelection *); #ifdef GTK_VER_1_1 void convertSelection(GtkWidget *, GtkSelectionData *, guint, guint, gpointer); #else void convertSelection(GtkWidget *, GtkSelectionData *, gpointer); #endif void lcdGetSelection(int time); void lcdStartHighlight(int x, int y, int time); void lcdStopHighlight(int x, int y, int time); void lcdContinueHighlight(int x, int y); #define TARGET_STRING 0x1 #define TARGET_TEXT 0x2 #define TARGET_COMPOUND_TEXT 0x4 GtkWidget *setupLCD(GtkWidget *parent, int rows, int cols, char *font){ int i; int width; int wid, hgt; #ifdef GTK_VER_1_1 static GtkTargetEntry targetlist[] = { /* Target Flags Info */ { "STRING", 0, TARGET_STRING }, { "TEXT", 0, TARGET_TEXT }, { "COMPOUND_TEXT", 0, TARGET_COMPOUND_TEXT } }; static gint ntargets = sizeof(targetlist) / sizeof(targetlist[0]); #endif /* store arguments */ lcdWidth = cols; lcdHeight = rows; #ifdef USE_PANGO lcdDA = gtk_drawing_area_new(); pango_layout = gtk_widget_create_pango_layout(lcdDA, NULL); pango_desc = pango_font_description_from_string(font?font:"Liberation Mono 16"); pango_fontmap = pango_cairo_font_map_get_default(); pango_context = pango_cairo_font_map_create_context( (PangoCairoFontMap *)pango_fontmap ); pango_font = pango_context_load_font(pango_context, pango_desc); pango_metrics = pango_context_get_metrics(pango_context, pango_desc, pango_language_get_default()); fontW = (pango_font_metrics_get_approximate_digit_width(pango_metrics))/PANGO_SCALE; fontH = (pango_font_metrics_get_ascent(pango_metrics) + pango_font_metrics_get_descent(pango_metrics))/PANGO_SCALE; fontD = pango_font_metrics_get_descent(pango_metrics)/PANGO_SCALE; gtk_widget_modify_font(lcdDA, pango_desc); #else fontW = 0; fontH = 0; fontD = 0; /* get a font for the main window */ if(font != NULL){ if(NULL == (lcdFont = gdk_font_load(font))){ fprintf(stderr, "Unable to load font %s.\n", font); exit(0); } } else if(NULL == (lcdFont = gdk_font_load(FONT1)) && NULL == (lcdFont = gdk_font_load(FONT2)) && NULL == (lcdFont = gdk_font_load(FONT3)) && NULL == (lcdFont = gdk_font_load(FONT4)) && NULL == (lcdFont = gdk_font_load(FONT5)) && NULL == (lcdFont = gdk_font_load(FONT6))){ fprintf(stderr, "Unable to load a font.\n"); exit(0); } /* find max font width */ for(i=0; i<256; i++){ width = gdk_char_width(lcdFont, (gchar)i); if(width < 50 && width > fontW) fontW = width; } /* globals we use all over the place */ fontH = lcdFont->ascent + lcdFont->descent; fontD = lcdFont->descent; #endif if(fontW == 0 || fontH == 0){ fprintf(stderr, "Error: can not determine font dimentions.\n"); exit(0); } wid = (2 * BORDER) + (lcdWidth * fontW); hgt = (2 * BORDER) + (lcdHeight * fontH); #ifndef USE_PANGO lcdDA = gtk_drawing_area_new(); #endif gtk_drawing_area_size(GTK_DRAWING_AREA(lcdDA), wid, hgt); gtk_box_pack_start(GTK_BOX(parent), lcdDA, TRUE, TRUE, 0); /* Signals used to handle window ops */ gtk_signal_connect(GTK_OBJECT(lcdDA), "expose_event", (GtkSignalFunc)lcdExposeCB, NULL); gtk_signal_connect(GTK_OBJECT(lcdDA),"configure_event", (GtkSignalFunc)lcdResizeCB, NULL); /* Event signals (Selection) */ gtk_signal_connect(GTK_OBJECT(lcdDA), "selection_received", (GtkSignalFunc)lcdPasteCB, NULL); gtk_signal_connect(GTK_OBJECT(lcdDA), "selection_clear_event", (GtkSignalFunc)loseSelection, NULL); /* gtk_signal_connect(GTK_OBJECT(lcdDA), "selection_request_event", (GtkSignalFunc)convertSelection, NULL); */ #ifdef GTK_VER_1_1 gtk_selection_add_targets(lcdDA, GDK_SELECTION_PRIMARY, targetlist, ntargets); gtk_signal_connect(GTK_OBJECT(lcdDA), "selection_get", (GtkSignalFunc)convertSelection, NULL); #else gtk_selection_add_handler(lcdDA, GDK_SELECTION_PRIMARY, GDK_SELECTION_TYPE_STRING, convertSelection, NULL); #endif /* Event signals (Input) */ gtk_signal_connect(GTK_OBJECT(lcdDA), "motion_notify_event", (GtkSignalFunc)lcdMotionEvnt, NULL); gtk_signal_connect(GTK_OBJECT(lcdDA), "button_press_event", (GtkSignalFunc)lcdButtonPressEvnt, NULL); gtk_signal_connect(GTK_OBJECT(lcdDA), "button_release_event", (GtkSignalFunc)lcdButtonReleaseEvnt, NULL); gtk_signal_connect_after(GTK_OBJECT(lcdDA), "key_press_event", (GtkSignalFunc)lcdKeyPressEvnt, NULL); gtk_signal_connect_after(GTK_OBJECT(lcdDA), "key_release_event", (GtkSignalFunc)lcdKeyReleaseEvnt, NULL); gtk_widget_set_events(lcdDA, GDK_EXPOSURE_MASK | GDK_LEAVE_NOTIFY_MASK | GDK_BUTTON_PRESS_MASK | GDK_BUTTON_RELEASE_MASK | GDK_KEY_PRESS_MASK | GDK_KEY_RELEASE_MASK | GDK_POINTER_MOTION_MASK | GDK_POINTER_MOTION_HINT_MASK); GTK_WIDGET_SET_FLAGS(lcdDA, GTK_CAN_FOCUS); gtk_widget_show(lcdDA); gtk_widget_grab_focus(lcdDA); return lcdDA; } void clearLCD(){ /* clear the stack */ clearStack(); /* reset any error string */ resetError(); /* clear the entry buffer */ cancelEditor(); /* re-initialize (and clear) the undo system */ initUndoSystem(); /* redraw the window */ calcStackLCD(); drawStackLCD(); } void clearLCDwindow(){ gdk_window_clear(lcdDA->window); } /* Recalculate the contents of the lcd display. * note: we don't redraw the lcd here, that is done by drawStackLCD(). */ void calcStackLCD(){ int i, j; int strLen, pLen, curPos; char *c, *p; char *txt; /* the number */ char label[16]; /* the stack number label */ int height; int indx; int row; /* the row to start print the current number */ int txtPos; /* which col do we start printing in */ int lines; /* the number of lines this number has */ int top; /* which row is the top for drawing the stack */ int bottom; /* which row is the current bottom for drawing the stack */ int labelLen; /* the stack number label length */ Number *num; if(isEditingEditor()){ height = lcdHeight - 1; } else { height = lcdHeight; } if(height <= 0) return; /* clear the old display */ for(i=0; i lcdWidth) strLen = lcdWidth; strncpy(lcdText[0], c, strLen); } else { top = 0; } bottom = height; /* print all of the numbers */ for(indx=0; indx lcdWidth) labelLen = lcdWidth; strncpy(lcdText[row], label, labelLen); /* print the number */ p = txt; for(j=0, i=row; i lcdWidth) break; strncpy(&(lcdText[i][txtPos]), p, lcdWidth-txtPos); p = p + pLen + 1; } /* free the mem used to print the number */ free(txt); bottom = bottom - j; if(bottom == top) break; } /* fill in the rest of the indexes */ for(i=indx, j=bottom; j>top; i++, j--){ sprintf(label, "%d: ", i+1); labelLen = strlen(label); if(labelLen > lcdWidth) labelLen = lcdWidth; strncpy(lcdText[j-1], label, labelLen); } if(isEditingEditor()){ txt = getLineEditor(); curPos = cursorPosEditor(); if(curPos > lcdWidth){ txt += (curPos - lcdWidth); } strLen = strlen(txt); if(strLen > lcdWidth) strLen = lcdWidth; strncpy(lcdText[lcdHeight-1], txt, strLen); } } /* Redraw the contents of the lcd display. * note: start BORDER pixels down and to the right. * TODO: we could be smart and only redraw what has changed. * This does this work correctly with varriable sized fonts. */ void drawStackLCD(){ int i; int curPos; int strt, stop; GdkGC *drawgc; #ifdef USE_PANGO PangoRectangle rect; int pango_pos; #endif /* draw the stack */ for(i=0; i=hiY1 && i<=hiY2){ stop = hiX1; if(stop > lcdWidth) stop = lcdWidth; } else { stop = lcdWidth; } if(stop-strt){ #ifdef USE_PANGO pango_layout_index_to_pos(pango_layout, strt, &rect); pango_pos = rect.x / PANGO_SCALE; gdk_window_clear_area(lcdDA->window, pango_pos + BORDER, i*fontH + BORDER, 2*fontW*(stop-strt), fontH); pango_layout_set_text(pango_layout, &lcdText[i][strt], stop-strt); gdk_draw_layout(lcdDA->window, lcdGC, pango_pos + BORDER + SHIFT, i*fontH + BORDER, pango_layout); #else gdk_window_clear_area(lcdDA->window, strt*fontW + BORDER, i*fontH + BORDER, fontW*(stop-strt), fontH); gdk_draw_text(lcdDA->window, lcdFont, lcdGC, strt*fontW + BORDER, (i+1)*fontH - fontD + BORDER, &lcdText[i][strt], stop-strt); #endif } /* draw the highlighted section of the line */ if(dataSelected == DATA_SELECTED && i>=hiY1 && i<=hiY2){ strt = hiX1; if(strt > lcdWidth) strt = lcdWidth; stop = hiX2+1; if(stop > lcdWidth) stop = lcdWidth; if(stop-strt){ #ifdef USE_PANGO pango_layout_index_to_pos(pango_layout, strt, &rect); pango_pos = rect.x / PANGO_SCALE; gdk_window_clear_area(lcdDA->window, pango_pos + BORDER, i*fontH + BORDER, 2*fontW*(stop-strt), fontH); gdk_draw_rectangle(lcdDA->window, lcdGC, TRUE, pango_pos + BORDER + SHIFT, i*fontH + BORDER, fontW*(stop-strt), fontH); pango_layout_set_text(pango_layout, &lcdText[i][strt], stop-strt); gdk_draw_layout(lcdDA->window, lcdHighlightGC, strt*fontW + BORDER + SHIFT, i*fontH + BORDER, pango_layout); #else gdk_draw_rectangle(lcdDA->window, lcdGC, TRUE, strt*fontW + BORDER, i*fontH + BORDER, fontW*(stop-strt), fontH); gdk_draw_text(lcdDA->window, lcdFont, lcdHighlightGC, strt*fontW + BORDER, (i+1)*fontH - fontD + BORDER, &lcdText[i][strt], stop-strt); #endif } } /* draw the last unhighlighted section of the line */ stop = lcdWidth; if(dataSelected == DATA_SELECTED && i>=hiY1 && i<=hiY2){ strt = hiX2+1; if(strt > lcdWidth) strt = lcdWidth; } else { strt = lcdWidth; } if(stop-strt){ #ifdef USE_PANGO pango_layout_index_to_pos(pango_layout, strt, &rect); pango_pos = rect.x / PANGO_SCALE; gdk_window_clear_area(lcdDA->window, pango_pos + BORDER, i*fontH + BORDER, 2*fontW*(stop-strt), fontH); pango_layout_set_text(pango_layout, &lcdText[i][strt], stop-strt); gdk_draw_layout(lcdDA->window, lcdGC, pango_pos + BORDER + SHIFT, i*fontH + BORDER, pango_layout); #else gdk_window_clear_area(lcdDA->window, strt*fontW + BORDER, i*fontH + BORDER, fontW*(stop-strt), fontH); gdk_draw_text(lcdDA->window, lcdFont, lcdGC, strt*fontW + BORDER, (i+1)*fontH - fontD + BORDER, &lcdText[i][strt], stop-strt); #endif } } /* draw the cursor */ if(isEditingEditor()){ curPos = cursorPosEditor(); if(curPos > lcdWidth){ curPos = lcdWidth; } if(dataSelected == DATA_SELECTED && curPos>=hiX1 && curPos<=hiX2 && lcdHeight-1>=hiY1 && lcdHeight-1<=hiY2) { drawgc = lcdHighlightGC; } else { drawgc = lcdGC; } /* hack: draw a white line to erase any old cursor in position 0. XDrawImageString dosen't cover this up like it does with an old cursor in any other position */ if(!(dataSelected == DATA_SELECTED && 0==hiX1 && lcdHeight-1>=hiY1 && lcdHeight-1<=hiY2)) { gdk_draw_line(lcdDA->window, lcdHighlightGC, BORDER + SHIFT, (lcdHeight-1) * fontH + BORDER, BORDER + SHIFT, lcdHeight * fontH - 1 + BORDER); } /* draw the cursor */ #ifdef USE_PANGO pango_layout_index_to_pos(pango_layout, curPos, &rect); pango_pos = rect.x / PANGO_SCALE + SHIFT + BORDER; gdk_draw_line(lcdDA->window, drawgc, pango_pos, (lcdHeight-1) * fontH + BORDER, pango_pos, lcdHeight * fontH - 1 + BORDER); /* Flush GDK display, seems to be needed in certain environments */ gdk_flush(); } else { pango_layout_index_to_pos(pango_layout, strt, &rect); pango_pos = rect.x / PANGO_SCALE + SHIFT + BORDER; if (pango_pos > lcdDA->allocation.width - BORDER && lcdWidth > 6) { lcdWidth -= 1; clearLCDwindow(); calcStackLCD(); drawStackLCD(); } } #else gdk_draw_line(lcdDA->window, drawgc, fontW * curPos + SHIFT + BORDER, (lcdHeight-1) * fontH + BORDER, fontW * curPos + SHIFT + BORDER, lcdHeight * fontH - 1 + BORDER); } #endif } /* redraw what we need to */ void redrawLCD(){ calcStackLCD(); drawStackLCD(); } void lcdResize(){ int i; char *buf; int width, height; width = lcdDA->allocation.width; height = lcdDA->allocation.height; lcdWidth = (width - 2 * BORDER) / fontW; if(lcdWidth < 0) lcdWidth = 0; lcdHeight = (height - 2 * BORDER) / fontH; if(lcdHeight < 0) lcdHeight = 0; /* free the old mem */ if(lcdText){ free(lcdText[0]); free(lcdText); } /* get the new mem. note: add 1 bec size could otherwize be 0. */ if(NULL == (lcdText=(char**)malloc((1+lcdHeight)*sizeof(char *)))){ perror("malloc"); exit(0); } if(NULL == (buf=(char*)malloc(1+lcdHeight*lcdWidth*sizeof(char)))){ perror("malloc"); exit(0); } lcdText[0] = buf; /* in case lcdHeight == 0 */ for(i=0; ifg_gc[GTK_STATE_NORMAL]; lcdHighlightGC = style->bg_gc[GTK_STATE_NORMAL]; lcdResize(); lcdInitialized = 1; } clearLCDwindow(); drawStackLCD(); return FALSE; } static gint lcdResizeCB(GtkWidget *widget, GdkEventConfigure *event){ if(lcdInitialized != 0) lcdResize(); return TRUE; } static gint lcdKeyPressEvnt(GtkWidget *widget, GdkEventKey *event){ char c; if(event->string) c = *(event->string); else c = 'd'; /* just pick something */ processInput( event->keyval, event->state & GDK_CONTROL_MASK ? 1 : 0, c, 'd'); return TRUE; } static gint lcdKeyReleaseEvnt(GtkWidget *widget, GdkEventKey *event){ return TRUE; } static gint lcdButtonPressEvnt(GtkWidget *widget, GdkEventButton *event) { gtk_widget_grab_focus(lcdDA); if(event->button == 1){ lcdStartHighlight(event->x, event->y, event->time); } } static gint lcdButtonReleaseEvnt(GtkWidget *widget, GdkEventButton *event) { switch(event->button){ case 1: /* stop highlighting an area */ lcdStopHighlight(event->x, event->y, event->time); break; case 2: /* paste data */ lcdGetSelection(event->time); break; case 3: /* might be used to continue highlighting */ if(dataSelected == DATA_SELECTED){ lcdContinueHighlight(event->x, event->y); lcdStopHighlight(event->x, event->y, event->time); } break; } } static gint lcdMotionEvnt(GtkWidget *widget, GdkEventMotion *event) { int x, y; GdkModifierType state; if(event->is_hint){ gdk_window_get_pointer(event->window, &x, &y, &state); } else { x = event->x; y = event->y; state = event->state; } if(state & GDK_BUTTON1_MASK){ /* highlighting with button 1 */ lcdContinueHighlight(x, y); } else if(state & GDK_BUTTON3_MASK && dataSelected == DATA_SELECTED){ /* continuing a highlight with button 3 */ lcdContinueHighlight(x, y); } return TRUE; } #ifdef GTK_VER_1_1 void convertSelection( GtkWidget *widget, GtkSelectionData *selection, guint info, guint time, gpointer data) #else void convertSelection( GtkWidget *widget, GtkSelectionData *selection, gpointer data) #endif { int i; int width, height; char *str; guchar *text; gint len; gint format; GdkAtom type; /* no highlight */ if(dataSelected != DATA_SELECTED){ printf("convertSelection called, but no selection.\n"); } else { width = hiX2 - hiX1 + 1; height = hiY2 - hiY1 + 1; len = (width + 1) * height; str = (char *)malloc(len * sizeof(char)); for(i=0; itarget){ #endif /* case GDK_TARGET_STRING: */ case TARGET_STRING: gtk_selection_data_set( selection, GDK_SELECTION_TYPE_STRING, 8, str, len-1); break; case TARGET_TEXT: case TARGET_COMPOUND_TEXT: gdk_string_to_compound_text(str, &type, &format, &text, &len); gtk_selection_data_set( selection, type, format, text, len); gdk_free_compound_text(text); break; } } } gint loseSelection( GtkWidget *widget, GdkEventSelection *event) { /* if there is a current (old) selection, then clear it */ if(dataSelected == DATA_SELECTED){ dataSelected = NONE_SELECTED; drawStackLCD(); } return TRUE; } void lcdStartHighlight(int x, int y, int time){ int xx, yy; /* if there is a current (old) selection, then clear it */ if(dataSelected == DATA_SELECTED){ dataSelected = NONE_SELECTED; drawStackLCD(); /* ... and tell GDK */ if(gdk_selection_owner_get(GDK_SELECTION_PRIMARY) == lcdDA->window){ gtk_selection_owner_set(NULL, GDK_SELECTION_PRIMARY, GDK_CURRENT_TIME); } } xx = (x - BORDER) / fontW; if(xx < 0) xx = 0; if(xx >= lcdWidth) xx = lcdWidth - 1; yy = (y - BORDER) / fontH; if(yy < 0) yy = 0; if(yy >= lcdHeight) yy = lcdHeight - 1; hiX0 = hiX1 = hiX2 = xx; hiY0 = hiY1 = hiY2 = yy; dataSelected = START_SELECTING; } void lcdStopHighlight(int x, int y, int time){ int reCalc, curPos; int xx, yy; /* if the user started to select something, but didn't actually select anything, then reset stuff */ if(dataSelected == START_SELECTING){ dataSelected = NONE_SELECTED; /* user may have been positioning the edit cursor */ if(isEditingEditor()){ xx = (x - BORDER) / fontW; if(xx < 0) xx = 0; if(xx >= lcdWidth) xx = lcdWidth - 1; yy = (y - BORDER) / fontH; if(yy == lcdHeight-1){ curPos = cursorPosEditor(); if(curPos > lcdWidth){ reCalc = 1; xx += (curPos - lcdWidth); } else { reCalc = 0; } setCursorPosEditor(xx); /* need to recalc since cursor may have moved out of the visable part of the editor */ if(reCalc) calcStackLCD(); } } /* clear any old highlights */ drawStackLCD(); } /* if data is now selected */ if(dataSelected == DATA_SELECTED){ if(0 == gtk_selection_owner_set( lcdDA, GDK_SELECTION_PRIMARY, GDK_CURRENT_TIME)) { fprintf(stderr, "failed to gain selection\n"); dataSelected = NONE_SELECTED; drawStackLCD(); } } } void lcdContinueHighlight(int x, int y){ int xx, yy; int lastx1, lastx2, lasty1, lasty2; xx = (x - BORDER) / fontW; if(xx < 0) xx = 0; if(xx >= lcdWidth) xx = lcdWidth - 1; yy = (y - BORDER) / fontH; if(yy < 0) yy = 0; if(yy >= lcdHeight) yy = lcdHeight - 1; lastx1 = hiX1; lastx2 = hiX2; lasty1 = hiY1; lasty2 = hiY2; if(xx < hiX0){ hiX1 = xx; hiX2 = hiX0 + 0; } else { hiX1 = hiX0; hiX2 = xx + 0; } if(yy < hiY0){ hiY1 = yy; hiY2 = hiY0 + 0; } else { hiY1 = hiY0; hiY2 = yy + 0; } /* if the highlight area changed */ if(lastx1 != hiX1 || lastx2 != hiX2 || lasty1 != hiY1 || lasty2 != hiY2){ dataSelected = DATA_SELECTED; /* repaint the display */ drawStackLCD(); } } /* ask for data */ void lcdGetSelection(int time){ /* And request the primary selection */ gtk_selection_convert(lcdDA, GDK_SELECTION_PRIMARY, /* GdkAtom selection */ GDK_TARGET_STRING, /* GdkAtom target */ GDK_CURRENT_TIME); /* guint32 time */ } void lcdPasteCB( GtkWidget *widget, GtkSelectionData *selection, gpointer data) { int i; char *str; static GdkAtom clipboard_atom = GDK_NONE; if(selection->length <= 0 || selection->type != GDK_SELECTION_TYPE_STRING){ /* printf("length is zero or did not get a string.\n"); */ if(selection->selection != GDK_SELECTION_PRIMARY) return; /* selection failed. 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C J ,N ,U Y ` d k _o _v  z      p0.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rodata.cst4.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @@K`&<,<12<@DRHM@hN4^"zlN%*|x*0w@00 *@` 0/B0D EE@x0E pI./grpn-1.4.1/funcs.h0000644000175000017500000000314613201550431012621 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins 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 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. 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. */ /* funcs.h by Paul Willkins 3/20/97 */ #ifndef __FUNCS_H #define __FUNCS_H #include struct _FuncInfo { char *name; char *cmd; char *help; void (*CB)(GtkWidget *, gpointer); void *data; }; typedef struct _FuncInfo FuncInfo; /* functions to manipulate the stack */ void readLine(char *); void DupStack(); void PopStack(); void PushStack(); void PiStack(); void NegStack(); void InvStack(); void LogStack(); void TenxStack(); void ExpStack(); void LnStack(); void PowStack(); void NrootStack(); void RipStack(); void Db10Stack(); void Db20Stack(); void SqrStack(); void SqrtStack(); void SinStack(); void CosStack(); void TanStack(); void AsinStack(); void AcosStack(); void AtanStack(); void AddStack(); void SubStack(); void MulStack(); void DivStack(); void ModStack(); void SwapStack(); void CplxStack(); void MtrxStack(); void LShiftStack(); void RShiftStack(); #endif ./grpn-1.4.1/error.o0000644000175000017500000002142013202005246012636 0ustar wartwartELF>@@1=HHH=HHff.US1HH19}H5H=H1H[]fHH5H=1%s Error: Too few Arguments.%s Error: Invalid Type. 8intii b     ( 0 8 @ H P X O` Uh bp  bt px F T [ k !{ ) * + , .- /b 1q O O U b k 8  8;<=UUUb  8  99U T QU1b>11bU T Qv+$V+U TUQ '#b n$ % : ; I$ > $ >   I&I : ;  : ; I8 : ;I8 : ; I !I/ <4: ;I?<4: ; I?<!!I/4G: ; .?: ; '@B: ; IB1B.?: ; 'I@B11.?: ; I@B.?: ; @B.?<n: ;.?<n: ; .?<n: ; nUQU`qUqVU`qTqST0:U:GTGTU,  /usr/lib/gcc/x86_64-linux-gnu/7/include/usr/include/x86_64-linux-gnu/bits/usr/includeerror.cstddef.htypes.hlibio.hstdio.hsys_errlist.herror.hstack.h uL=sKu/-u[=_IO_buf_end_old_offsetsys_nerr/home/wart/Projects/grpn/grpn-git/grpn/srcshort intsize_t_offsetErrorString_IO_write_ptr_flagscheckArgs_IO_buf_base_markers_IO_read_endinvalidTyprErrorerror.cstderr_locklong intGNU C11 7.2.0 -mtune=generic -march=x86-64 -g -O2_cur_column_IO_2_1_stderr__IO_FILE_plus_posname_sbuf_IO_FILEsprintfunsigned charstackLensigned char_IO_2_1_stdin_unsigned int_IO_marker_shortbufargs_IO_write_base_unused2_IO_read_ptrshort unsigned intstrncpysetStringErrorcharisError__builtin_strncpy_next__pad1__pad2__pad3__pad4__pad5long unsigned int_IO_save_end_IO_write_end__off64_t__off_t_chainresetError_IO_backup_basestdin_flags2_mode_IO_read_basegetStringError_vtable_offseterror_IO_save_basesys_errlist_filenostdout_IO_2_1_stdout__IO_lock_tGCC: (Debian 7.2.0-14) 7.2.0zRx 0 DX$NU$p>AAK lCA    * 2 A0$Pfn`>xerror.c.LC0.LC1resetErrorErrorStringisErrorgetStringErrorsetStringError_GLOBAL_OFFSET_TABLE_strncpycheckArgsstackLensprintfinvalidTyprError#6DJn{    !) . V; OB _I P W v^ Ll q | |  N     q n     - a: G T a n {     ] , 3 : A H    / + &7 HC > 0         e!* 0G CQ Vgt ` C L  r 0 ( -H>W a t ~  W W m m     4H \0t`.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rela.debug_info.debug_abbrev.debug_loc.rela.debug_aranges.rela.debug_line.debug_str.comment.note.GNU-stack.rela.eh_frame @@p8&, 125E5@@H Q_0o0j@0  ~@  0) :0c   @80 ./grpn-1.4.1/circle.c0000644000175000017500000000206613201550431012737 0ustar wartwart/* Copyright (C) 2002 Paul Wilkins This program is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA. */ #include typedef struct _A A; typedef struct _B B; struct _A { int a; B *b; }; struct _B { int b; A *a; }; main(){ A a; B b; a.a = 5; b.b = 9; a.b = &b; b.a = &a; printf("a.a = %d\n", a.a); printf("b.b = %d\n", b.b); printf("a.b->b = %d\n", a.b->b); printf("b.a->a = %d\n", b.a->a); } ./grpn-1.4.1/matrix.o0000644000175000017500000016136013202005243013016 0ustar wartwartELF>0@@HHtHcHt4HHcH<HuH=1H=1f.HHtHH@HfH=1f.ATIUSHHtTA$~GAD$11ۅ~0f.HHH<AD$SHI|$9ڃA9,$[L]A\AWAVAAUATAUSHIrQHHDm]HD9~w9ډuwUHE1UDD)McJU} gU T1QD U0, a,b,i-bj-bn1.//p0_y6 U0  ] T u T} U} U T1QE U0& a&b&  a b &, abibjbp_y U0   U T1Q@  U0 { abibjbn1p_y U0   T!& T} > U} g U T1QD U0 abibjbn1p_y6 U0  ] T!u T} U} U T1QE U0&abibjbp_yU0! 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