| 2006-11-07 20:22:30 |
Marcos Wasem |
description |
Crash at startup. |
Crash at startup.
ProblemType: Crash
CrashCounter: 1
Date: Tue Nov 7 15:12:06 2006
Dependencies:
libreadline5 5.1-7build1
libsndfile1 1.0.16-1
belocs-locales-bin 2.4-1ubuntu6
readline-common 5.1-7build1
libcap1 1:1.10-14
tzdata 2006m-1ubuntu1
libflac7 1.1.2-5ubuntu1
libjack0.100.0-0 0.101.1-1
libc6 2.4-1ubuntu12
libasound2 1.0.11-7ubuntu3
libncurses5 5.5-2ubuntu1
locales 2.3.22
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)
Core was generated by `jackd -R -p64 -t1000 -dalsa -r44100 -p128 -n2 -D -Chw:1 -Phw:1,2 -S'.
Program terminated with signal 11, Segmentation fault.
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
Dump of assembler code from 0xb7f18640 to 0xb7f18660:
0xb7f18640 <pthread_cancel+16>: mov 0x48(%esi),%eax
0xb7f18643 <pthread_cancel+19>: test %eax,%eax
0xb7f18645 <pthread_cancel+21>: jle 0xb7f1867f <pthread_cancel+79>
0xb7f18647 <pthread_cancel+23>: call 0xb7f1bf90 <pthread_cancel_init>
0xb7f1864c <pthread_cancel+28>: lea 0x0(%esi),%esi
0xb7f18650 <pthread_cancel+32>: mov 0x5c(%esi),%ecx
0xb7f18653 <pthread_cancel+35>: mov %ecx,%edx
0xb7f18655 <pthread_cancel+37>: or $0xc,%edx
0xb7f18658 <pthread_cancel+40>: cmp %edx,%ecx
0xb7f1865a <pthread_cancel+42>: je 0xb7f1867d <pthread_cancel+77>
0xb7f1865c <pthread_cancel+44>: mov %edx,%eax
0xb7f1865e <pthread_cancel+46>: and $0xffffffbb,%eax
End of assembler dump.
DistroRelease: Ubuntu 6.10
ExecutablePath: /usr/bin/jackd
Package: jackd 0.101.1-1
ProcCmdline: jackd -R -p64 -t1000 -dalsa -r44100 -p128 -n2 -D -Chw:1 -Phw:1,2 -S
ProcCwd: /home/favela
ProcEnviron:
LANGUAGE=es_ES.UTF-8
PATH=/usr/local/Trolltech/Qt-4.2.1/bin:/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/bin/X11:/usr/games
LANG=es_ES.UTF-8
SHELL=/bin/bash
ProcMaps:
08048000-08057000 r-xp 00000000 03:01 6064779 /usr/bin/jackd
08057000-08058000 rw-p 0000e000 03:01 6064779 /usr/bin/jackd
08058000-0807a000 rw-p 08058000 00:00 0 [heap]
b6cfa000-b6d04000 r-xp 00000000 03:01 8355864 /lib/libgcc_s.so.1
b6d04000-b6d05000 rw-p 00009000 03:01 8355864 /lib/libgcc_s.so.1
b6d05000-b6db8000 r-xp 00000000 03:01 6062395 /usr/lib/libasound.so.2.0.0
b6db8000-b6dbd000 rw-p 000b2000 03:01 6062395 /usr/lib/libasound.so.2.0.0
b6dd4000-b6dd5000 ---p b6dd4000 00:00 0
b6dd5000-b75d5000 rw-p b6dd5000 00:00 0
b75d5000-b75d6000 ---p b75d5000 00:00 0
b75d6000-b7dd7000 rw-p b75d6000 00:00 0
b7dd7000-b7f04000 r-xp 00000000 03:01 8388636 /lib/tls/i686/cmov/libc-2.4.so
b7f04000-b7f06000 r--p 0012c000 03:01 8388636 /lib/tls/i686/cmov/libc-2.4.so
b7f06000-b7f08000 rw-p 0012e000 03:01 8388636 /lib/tls/i686/cmov/libc-2.4.so
b7f08000-b7f0b000 rw-p b7f08000 00:00 0
b7f0b000-b7f0d000 r-xp 00000000 03:01 8388651 /lib/tls/i686/cmov/libdl-2.4.so
b7f0d000-b7f0f000 rw-p 00001000 03:01 8388651 /lib/tls/i686/cmov/libdl-2.4.so
b7f0f000-b7f1e000 r-xp 00000000 03:01 8388662 /lib/tls/i686/cmov/libpthread-2.4.so
b7f1e000-b7f20000 rw-p 0000f000 03:01 8388662 /lib/tls/i686/cmov/libpthread-2.4.so
b7f20000-b7f23000 rw-p b7f20000 00:00 0
b7f23000-b7f47000 r-xp 00000000 03:01 8388652 /lib/tls/i686/cmov/libm-2.4.so
b7f47000-b7f49000 rw-p 00023000 03:01 8388652 /lib/tls/i686/cmov/libm-2.4.so
b7f49000-b7f4c000 r-xp 00000000 03:01 8355885 /lib/libcap.so.1.10
b7f4c000-b7f4d000 rw-p 00002000 03:01 8355885 /lib/libcap.so.1.10
b7f4d000-b7f59000 r-xp 00000000 03:01 6064686 /usr/lib/libjack-0.100.0.so.0.0.23
b7f59000-b7f5c000 rw-p 0000b000 03:01 6064686 /usr/lib/libjack-0.100.0.so.0.0.23
b7f5c000-b7f64000 rw-p b7f5c000 00:00 0
b7f65000-b7f71000 r-xp 00000000 03:01 6605339 /usr/lib/libjack0.100.0-0/jack_alsa.so
b7f71000-b7f72000 rw-p 0000b000 03:01 6605339 /usr/lib/libjack0.100.0-0/jack_alsa.so
b7f72000-b7f78000 rw-s 00000000 00:07 5111825 /SYSV00000000 (deleted)
b7f78000-b7f7a000 rw-s 00000000 00:07 5079056 /SYSV00282929 (deleted)
b7f7a000-b7f7d000 rw-p b7f7a000 00:00 0
b7f7d000-b7f96000 r-xp 00000000 03:01 8356120 /lib/ld-2.4.so
b7f96000-b7f98000 rw-p 00018000 03:01 8356120 /lib/ld-2.4.so
bf86d000-bf882000 rw-p bf86d000 00:00 0 [stack]
ffffe000-fffff000 ---p 00000000 00:00 0 [vdso]
ProcStatus:
Name: jackd
State: D (disk sleep)
SleepAVG: 72%
Tgid: 6437
Pid: 6437
PPid: 6429
TracerPid: 0
Uid: 1000 1000 1000 1000
Gid: 1000 1000 1000 1000
FDSize: 32
Groups: 4 20 24 25 29 30 44 46 106 110 112 1000
VmPeak: 19344 kB
VmSize: 19252 kB
VmLck: 19252 kB
VmHWM: 19340 kB
VmRSS: 19252 kB
VmData: 16600 kB
VmStk: 84 kB
VmExe: 60 kB
VmLib: 2380 kB
VmPTE: 28 kB
Threads: 3
SigQ: 0/4294967295
SigPnd: 0000000000000000
ShdPnd: 0000000000000000
SigBlk: 0000000000005a07
SigIgn: 0000000020001000
SigCgt: 0000000180000000
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)
Core was generated by `jackd -R -p64 -t1000 -dalsa -r44100 -p128 -n2 -D -Chw:1 -Phw:1,2 -S'.
Program terminated with signal 11, Segmentation fault.
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
eax 0x0 0
ecx 0xb75d4be0 -1218622496
edx 0x3 3
ebx 0x8066238 134636088
esp 0xbf881698 0xbf881698
ebp 0xbf8816a8 0xbf8816a8
esi 0x0 0
edi 0x8066128 134635816
eip 0xb7f18640 0xb7f18640 <pthread_cancel+16>
eflags 0x210292 [ AF SF IF RF ID ]
cs 0x73 115
ss 0x7b 123
ds 0x7b 123
es 0xc010007b -1072693125
fs 0x0 0
gs 0x33 51
Signal: 11
SourcePackage: jack-audio-connection-kit
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)
Core was generated by `jackd -R -p64 -t1000 -dalsa -r44100 -p128 -n2 -D -Chw:1 -Phw:1,2 -S'.
Program terminated with signal 11, Segmentation fault.
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
No symbol table info available.
#1 0x0804e1e6 in ?? ()
No symbol table info available.
#2 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)
Core was generated by `jackd -R -p64 -t1000 -dalsa -r44100 -p128 -n2 -D -Chw:1 -Phw:1,2 -S'.
Program terminated with signal 11, Segmentation fault.
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
.
Thread 3 (process 6440):
#0 0xffffe410 in __kernel_vsyscall ()
No symbol table info available.
#1 0xb7f17816 in pthread_cond_wait@@GLIBC_2.3.2 ()
from /lib/tls/i686/cmov/libpthread.so.0
No symbol table info available.
#2 0xb7f542bd in jack_messagebuffer_init ()
from /usr/lib/libjack-0.100.0.so.0
No symbol table info available.
#3 0xb7f14504 in start_thread () from /lib/tls/i686/cmov/libpthread.so.0
No symbol table info available.
#4 0xb7ea451e in clone () from /lib/tls/i686/cmov/libc.so.6
No symbol table info available.
.
Thread 2 (process 6441):
#0 0xb7f14579 in start_thread () from /lib/tls/i686/cmov/libpthread.so.0
No symbol table info available.
#1 0xb7ea451e in clone () from /lib/tls/i686/cmov/libc.so.6
No symbol table info available.
.
Thread 1 (process 6437):
#0 0xb7f18640 in pthread_cancel () from /lib/tls/i686/cmov/libpthread.so.0
No symbol table info available.
#1 0x0804e1e6 in ?? ()
No symbol table info available.
#2 0x00000000 in ?? ()
No symbol table info available.
Uname: Linux favela-desktop 2.6.17-10-386 #2 Fri Oct 13 18:41:40 UTC 2006 i686 GNU/Linux
CoreDump: base64
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
|
|
