[Bug 121130] Re: closed clear_console
JC Hulce
gecko at teampr0xy.net
Mon Mar 12 08:06:02 UTC 2012
Thank you for reporting this bug to Ubuntu. The version of Ubuntu referenced in this issue has reached end of life, and the issue is fixed in newer versions of Ubuntu. Therefore, I am closing the Dapper task.
Please see this document for currently supported Ubuntu releases:
https://wiki.ubuntu.com/Releases
** Changed in: bash (Ubuntu Dapper)
Status: New => Invalid
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https://bugs.launchpad.net/bugs/121130
Title:
closed clear_console
Status in “bash” package in Ubuntu:
Fix Released
Status in “bash” source package in Dapper:
Invalid
Bug description:
Binary package hint: bash
ProblemType: Crash
Date: Mon Jun 18 19:16:57 2007
Dependencies:
libpam-runtime 0.79-3.1ubuntu1
libdb4.3 4.3.29-5build1
libsepol1 1.12-1
libpam-modules 0.79-3.1ubuntu1
libncurses5 5.5-2ubuntu1
mktemp 1.5-2
libattr1 2.4.32-1ubuntu1
libselinux1 1.30-1ubuntu1
base-files 3.1.13ubuntu2
tzdata 2006m-1ubuntu1
coreutils 5.96-5ubuntu4
libacl1 2.2.39-1ubuntu2
libpam0g 0.79-3.1ubuntu1
belocs-locales-bin 2.4-1ubuntu6
libc6 2.4-1ubuntu12
libpam-foreground 0.3
libcap1 1:1.10-14
base-passwd 3.5.11
locales 2.3.22
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)
Core was generated by `/usr/bin/clear_console -q'.
Program terminated with signal 11, Segmentation fault.
#0 0x08048879 in ?? ()
Dump of assembler code from 0x8048879 to 0x8048899:
0x08048879 <__gmon_start__ at plt+329>: repz cmpsb %es:(%edi),%ds:(%esi)
0x0804887b <__gmon_start__ at plt+331>: mov $0x1,%ecx
0x08048880 <__gmon_start__ at plt+336>: seta %dl
0x08048883 <__gmon_start__ at plt+339>: setb %al
0x08048886 <__gmon_start__ at plt+342>: cmp %al,%dl
0x08048888 <__gmon_start__ at plt+344>: jne 0x80488a0 <__gmon_start__ at plt+368>
0x0804888a <__gmon_start__ at plt+346>: mov 0xfffffff4(%ebp),%ebx
0x0804888d <__gmon_start__ at plt+349>: mov %ecx,%eax
0x0804888f <__gmon_start__ at plt+351>: mov 0xfffffff8(%ebp),%esi
0x08048892 <__gmon_start__ at plt+354>: mov 0xfffffffc(%ebp),%edi
0x08048895 <__gmon_start__ at plt+357>: mov %ebp,%esp
0x08048897 <__gmon_start__ at plt+359>: pop %ebp
0x08048898 <__gmon_start__ at plt+360>: ret
End of assembler dump.
DistroRelease: Ubuntu 6.10
ExecutablePath: /usr/bin/clear_console
Package: bash 3.1-5ubuntu3
ProcCmdline: /usr/bin/clear_console -q
ProcCwd: /home/ace
ProcEnviron:
SHELL=/bin/bash
PATH=/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/bin/X11:/usr/games
LANG=ru_RU.UTF-8
ProcMaps:
08048000-0804a000 r-xp 00000000 03:05 64151 /usr/bin/clear_console
0804a000-0804b000 rwxp 00001000 03:05 64151 /usr/bin/clear_console
0804b000-0806c000 rwxp 0804b000 00:00 0 [heap]
b7dda000-b7ddb000 rwxp b7dda000 00:00 0
b7ddb000-b7ddd000 r-xp 00000000 03:05 48436 /lib/tls/i686/cmov/libdl-2.4.so
b7ddd000-b7ddf000 rwxp 00001000 03:05 48436 /lib/tls/i686/cmov/libdl-2.4.so
b7ddf000-b7f0c000 r-xp 00000000 03:05 48430 /lib/tls/i686/cmov/libc-2.4.so
b7f0c000-b7f0e000 r-xp 0012c000 03:05 48430 /lib/tls/i686/cmov/libc-2.4.so
b7f0e000-b7f10000 rwxp 0012e000 03:05 48430 /lib/tls/i686/cmov/libc-2.4.so
b7f10000-b7f13000 rwxp b7f10000 00:00 0
b7f13000-b7f4a000 r-xp 00000000 03:05 16077 /lib/libncurses.so.5.5
b7f4a000-b7f52000 rwxp 00037000 03:05 16077 /lib/libncurses.so.5.5
b7f52000-b7f54000 rwxp b7f52000 00:00 0
b7f5f000-b7f61000 rwxp b7f5f000 00:00 0
b7f61000-b7f7a000 r-xp 00000000 03:05 16022 /lib/ld-2.4.so
b7f7a000-b7f7c000 rwxp 00018000 03:05 16022 /lib/ld-2.4.so
bf9f7000-bfa0c000 rw-p bf9f7000 00:00 0 [stack]
ffffe000-fffff000 ---p 00000000 00:00 0 [vdso]
ProcStatus:
Name: clear_console
State: D (disk sleep)
SleepAVG: 78%
Tgid: 5258
Pid: 5258
PPid: 4483
TracerPid: 0
Uid: 1000 1000 1000 1000
Gid: 1000 1000 1000 1000
FDSize: 256
Groups: 4 20 24 25 29 30 44 46 109 111 114 1000
VmPeak: 1856 kB
VmSize: 1856 kB
VmLck: 0 kB
VmHWM: 788 kB
VmRSS: 788 kB
VmData: 164 kB
VmStk: 84 kB
VmExe: 8 kB
VmLib: 1540 kB
VmPTE: 12 kB
Threads: 1
SigQ: 2/4294967295
SigPnd: 0000000000000000
ShdPnd: 0000000000000000
SigBlk: 0000000000000000
SigIgn: 0000000000000000
SigCgt: 0000000000000000
CapInh: 0000000000000000
CapPrm: 0000000000000000
CapEff: 0000000000000000
Cpus_allowed: ff
Mems_allowed: 1
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)
Core was generated by `/usr/bin/clear_console -q'.
Program terminated with signal 11, Segmentation fault.
#0 0x08048879 in ?? ()
eax 0x0 0
ecx 0x9 9
edx 0x0 0
ebx 0x0 0
esp 0xbfa0abf0 0xbfa0abf0
ebp 0xbfa0ac08 0xbfa0ac08
esi 0x0 0
edi 0x8048e88 134516360
eip 0x8048879 0x8048879 <__gmon_start__ at plt+329>
eflags 0x210246 [ PF ZF IF RF ID ]
cs 0x73 115
ss 0x7b 123
ds 0x7b 123
es 0xc010007b -1072693125
fs 0x0 0
gs 0x33 51
Signal: 11
SourcePackage: bash
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)
Core was generated by `/usr/bin/clear_console -q'.
Program terminated with signal 11, Segmentation fault.
#0 0x08048879 in ?? ()
#0 0x08048879 in ?? ()
No symbol table info available.
#1 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)
Core was generated by `/usr/bin/clear_console -q'.
Program terminated with signal 11, Segmentation fault.
#0 0x08048879 in ?? ()
.
Thread 1 (process 5258):
#0 0x08048879 in ?? ()
No symbol table info available.
#1 0x00000000 in ?? ()
No symbol table info available.
Uname: Linux barbadian 2.6.17-10-generic #2 SMP Fri Oct 13 18:45:35 UTC 2006 i686 GNU/Linux
CoreDump: base64
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