Activity log for bug #80828

Date Who What changed Old value New value Message
2007-01-21 11:11:36 yasser el-hawari bug added bug
2007-03-15 07:45:56 William Grant bug added attachment 'gnuplot.crash' (crash file)
2007-03-15 07:46:35 William Grant description Binary package hint: gnuplot Gnuplot crashed reproducible. Version: gnuplot 4.0 patchlevel 0, Edgy Eft. == The file I was working on: == f(x) = v*x/(k+x) fit f(x) 'gnuplot.data' via v,k plot 'gnuplot.data' with points, f(x) #set terminal postscript #set output "zzz.ps" #replot == The data-file: == 12.5 0.2 25 0.4 50 0.8 100 1.4 200 1.8 400 1.9 = This is the file /var/crash/_usr_bin_gnuplot.1000.crash == ProblemType: Crash CrashCounter: 1 Date: Sun Jan 21 11:56:38 2007 Dependencies: debconf 1.5.2ubuntu2 libx11-data 2:1.0.3-0ubuntu4 libpng12-0 1.2.8rel-5.1ubuntu0.1 lsb-base 3.1-10ubuntu4 libtext-wrapi18n-perl 0.06-5 libfreetype6 2.2.1-5 libtext-iconv-perl 1.4-3 sed 4.1.5-1 mktemp 1.5-2 debconf-i18n 1.5.2ubuntu2 libtext-charwidth-perl 0.04-4 tzdata 2006p-0ubuntu6.10 coreutils 5.96-5ubuntu4 liblocale-gettext-perl 1.05-1 libxau6 1:1.0.1-1 libx11-6 2:1.0.3-0ubuntu4 libsepol1 1.12-1 ncurses-bin 5.5-2ubuntu1 libjpeg62 6b-13 libattr1 2.4.32-1ubuntu1 libacl1 2.2.39-1ubuntu2 zlib1g 1:1.2.3-13ubuntu2 libncurses5 5.5-2ubuntu1 libc6 2.4-1ubuntu12 x11-common 1:7.1.1ubuntu6.2 locales 2.3.22 libxpm4 1:3.5.5-1 perl-base 5.8.8-6 belocs-locales-bin 2.4-1ubuntu6 libselinux1 1.30-1ubuntu1 libgd2-noxpm 2.0.33-4ubuntu2 libxdmcp6 1:1.0.1-1 debianutils 2.16.2 Disassembly: (no debugging symbols found) Using host libthread_db library "/lib/tls/i686/cmov/libthread_db.so.1". (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) Core was generated by `gnuplot'. Program terminated with signal 7, Bus error. #0 0x080dd0e6 in matherr () Dump of assembler code from 0x80dd0e6 to 0x80dd106: 0x080dd0e6 <matherr+425126>: DistroRelease: Ubuntu 6.10 ExecutablePath: /usr/bin/gnuplot Package: gnuplot-nox 4.0.0-3 ProcCmdline: gnuplot ProcCwd: /home/yasser/Gnuplot ProcEnviron: SHELL=/bin/bash PATH=/home/yasser/.local/bin:/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/bin/X11:/usr/games LANG=de_DE.UTF-8 ProcMaps: 08048000-08113000 r-xp 00000000 03:41 240858 /usr/bin/gnuplot 08113000-08124000 rw-p 000cb000 03:41 240858 /usr/bin/gnuplot 08124000-0814e000 rw-p 08124000 00:00 0 [heap] b7bc1000-b7bc2000 rw-p b7bc1000 00:00 0 b7bc2000-b7bc4000 r-xp 00000000 03:41 164168 /lib/tls/i686/cmov/libdl-2.4.so b7bc4000-b7bc6000 rw-p 00001000 03:41 164168 /lib/tls/i686/cmov/libdl-2.4.so b7bc6000-b7bc7000 rw-p b7bc6000 00:00 0 b7bc7000-b7bcb000 r-xp 00000000 03:41 230363 /usr/lib/libXdmcp.so.6.0.0 b7bcb000-b7bcc000 rw-p 00003000 03:41 230363 /usr/lib/libXdmcp.so.6.0.0 b7bcc000-b7bce000 r-xp 00000000 03:41 230361 /usr/lib/libXau.so.6.0.0 b7bce000-b7bcf000 rw-p 00001000 03:41 230361 /usr/lib/libXau.so.6.0.0 b7bcf000-b7cfc000 r-xp 00000000 03:41 164165 /lib/tls/i686/cmov/libc-2.4.so b7cfc000-b7cfe000 r--p 0012c000 03:41 164165 /lib/tls/i686/cmov/libc-2.4.so b7cfe000-b7d00000 rw-p 0012e000 03:41 164165 /lib/tls/i686/cmov/libc-2.4.so b7d00000-b7d03000 rw-p b7d00000 00:00 0 b7d03000-b7d27000 r-xp 00000000 03:41 164169 /lib/tls/i686/cmov/libm-2.4.so b7d27000-b7d29000 rw-p 00023000 03:41 164169 /lib/tls/i686/cmov/libm-2.4.so b7d29000-b7d4c000 r-xp 00000000 03:41 229824 /usr/lib/libpng12.so.0.1.2.8 b7d4c000-b7d4d000 rw-p 00023000 03:41 229824 /usr/lib/libpng12.so.0.1.2.8 b7d4d000-b7db4000 r-xp 00000000 03:41 230199 /usr/lib/libfreetype.so.6.3.10 b7db4000-b7db7000 rw-p 00067000 03:41 230199 /usr/lib/libfreetype.so.6.3.10 b7db7000-b7db8000 rw-p b7db7000 00:00 0 b7db8000-b7dd6000 r-xp 00000000 03:41 232799 /usr/lib/libjpeg.so.62.0.0 b7dd6000-b7dd7000 rw-p 0001d000 03:41 232799 /usr/lib/libjpeg.so.62.0.0 b7dd7000-b7e9d000 r-xp 00000000 03:41 229696 /usr/lib/libX11.so.6.2.0 b7e9d000-b7ea0000 rw-p 000c5000 03:41 229696 /usr/lib/libX11.so.6.2.0 b7ea0000-b7eaf000 r-xp 00000000 03:41 232617 /usr/lib/libXpm.so.4.11.0 b7eaf000-b7eb0000 rw-p 0000e000 03:41 232617 /usr/lib/libXpm.so.4.11.0 b7eb0000-b7ebf000 r-xp 00000000 03:41 164179 /lib/tls/i686/cmov/libpthread-2.4.so b7ebf000-b7ec1000 rw-p 0000f000 03:41 164179 /lib/tls/i686/cmov/libpthread-2.4.so b7ec1000-b7ec3000 rw-p b7ec1000 00:00 0 b7ec3000-b7edf000 r-xp 00000000 03:41 240856 /usr/lib/libgd.so.2.0.33 b7edf000-b7eff000 rw-p 0001b000 03:41 240856 /usr/lib/libgd.so.2.0.33 b7eff000-b7f13000 rw-p b7eff000 00:00 0 b7f13000-b7f26000 r-xp 00000000 03:41 228169 /usr/lib/libz.so.1.2.3 b7f26000-b7f27000 rw-p 00012000 03:41 228169 /usr/lib/libz.so.1.2.3 b7f27000-b7f28000 rw-p b7f27000 00:00 0 b7f3b000-b7f3e000 rw-p b7f3b000 00:00 0 b7f3e000-b7f57000 r-xp 00000000 03:41 162964 /lib/ld-2.4.so b7f57000-b7f59000 rw-p 00018000 03:41 162964 /lib/ld-2.4.so bfa8f000-bfaa5000 rw-p bfa8f000 00:00 0 [stack] ffffe000-fffff000 ---p 00000000 00:00 0 [vdso] ProcStatus: Name: gnuplot State: D (disk sleep) SleepAVG: 97% Tgid: 6064 Pid: 6064 PPid: 5708 TracerPid: 0 Uid: 1000 1000 1000 1000 Gid: 1000 1000 1000 1000 FDSize: 256 Groups: 4 20 24 25 29 30 44 46 106 107 108 1000 VmPeak: 4748 kB VmSize: 4740 kB VmLck: 0 kB VmHWM: 1660 kB VmRSS: 1660 kB VmData: 296 kB VmStk: 88 kB VmExe: 812 kB VmLib: 3252 kB VmPTE: 16 kB Threads: 1 SigQ: 0/4294967295 SigPnd: 0000000000000000 ShdPnd: 0000000000000000 SigBlk: 0000000000000000 SigIgn: 0000000000001000 SigCgt: 0000000180000002 CapInh: 0000000000000000 CapPrm: 0000000000000000 CapEff: 0000000000000000 Registers: (no debugging symbols found) Using host libthread_db library "/lib/tls/i686/cmov/libthread_db.so.1". (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) Core was generated by `gnuplot'. Program terminated with signal 7, Bus error. #0 0x080dd0e6 in matherr () eax 0x120 288 ecx 0x28 40 edx 0x1 1 ebx 0x81133d0 135345104 esp 0xbfaa13bc 0xbfaa13bc ebp 0xbfaa15c8 0xbfaa15c8 esi 0x95c 2396 edi 0x80eee7e 135196286 eip 0x80dd0e6 0x80dd0e6 <matherr+425126> eflags 0x210203 [ CF IF RF ID ] cs 0x73 115 ss 0x7b 123 ds 0x7b 123 es 0x7b 123 fs 0x0 0 gs 0x33 51 Signal: 7 SourcePackage: gnuplot Stacktrace: (no debugging symbols found) Using host libthread_db library "/lib/tls/i686/cmov/libthread_db.so.1". (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) Core was generated by `gnuplot'. Program terminated with signal 7, Bus error. #0 0x080dd0e6 in matherr () #0 0x080dd0e6 in matherr () No symbol table info available. #1 0x08085808 in matherr () No symbol table info available. #2 0x08052827 in ?? () No symbol table info available. #3 0x080fa6e0 in _IO_stdin_used () No symbol table info available. #4 0x00000000 in ?? () No symbol table info available. ThreadStacktrace: (no debugging symbols found) Using host libthread_db library "/lib/tls/i686/cmov/libthread_db.so.1". (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) (no debugging symbols found) Core was generated by `gnuplot'. Program terminated with signal 7, Bus error. #0 0x080dd0e6 in matherr () . Thread 1 (process 6064): #0 0x080dd0e6 in matherr () No symbol table info available. #1 0x08085808 in matherr () No symbol table info available. #2 0x08052827 in ?? () No symbol table info available. #3 0x080fa6e0 in _IO_stdin_used () No symbol table info available. #4 0x00000000 in ?? () No symbol table info available. Uname: Linux europa 2.6.17-10-386 #2 Tue Dec 5 22:26:18 UTC 2006 i686 GNU/Linux CoreDump: base64 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 Binary package hint: gnuplot Gnuplot crashed reproducible. Version: gnuplot 4.0 patchlevel 0, Edgy Eft. == The file I was working on: == f(x) = v*x/(k+x) fit f(x) 'gnuplot.data' via v,k plot 'gnuplot.data' with points, f(x) #set terminal postscript #set output "zzz.ps" #replot == The data-file: == 12.5 0.2 25 0.4 50 0.8 100 1.4 200 1.8 400 1.9
2008-10-11 14:11:39 arno_b gnuplot: status New Fix Released
2008-10-11 14:11:39 arno_b gnuplot: statusexplanation