ProblemType: Crash
Architecture: i386
CrashCounter: 1
Date: Tue Jan 29 10:24:52 2013
DistroRelease: Ubuntu 12.04
ExecutablePath: /usr/lib/cups/backend/usb
ExecutableTimestamp: 1355350942
ProcAttrCurrent: /usr/sbin/cupsd (enforce)
ProcCmdline: usb
ProcCwd: /
ProcEnviron:
 PATH=(custom, no user)
 LANG=de_DE.UTF8
ProcMaps:
 00110000-00127000 r-xp 00000000 08:01 1401074    /lib/i386-linux-gnu/libpthread-2.15.so
 00127000-00128000 r--p 00016000 08:01 1401074    /lib/i386-linux-gnu/libpthread-2.15.so
 00128000-00129000 rw-p 00017000 08:01 1401074    /lib/i386-linux-gnu/libpthread-2.15.so
 00129000-0012b000 rw-p 00000000 00:00 0 
 0012b000-00132000 r-xp 00000000 08:01 1401070    /lib/i386-linux-gnu/librt-2.15.so
 00132000-00133000 r--p 00006000 08:01 1401070    /lib/i386-linux-gnu/librt-2.15.so
 00133000-00134000 rw-p 00007000 08:01 1401070    /lib/i386-linux-gnu/librt-2.15.so
 00134000-001f3000 r-xp 00000000 08:01 590073     /usr/lib/i386-linux-gnu/libgnutls.so.26.21.8
 001f3000-001f7000 r--p 000be000 08:01 590073     /usr/lib/i386-linux-gnu/libgnutls.so.26.21.8
 001f7000-001f8000 rw-p 000c2000 08:01 590073     /usr/lib/i386-linux-gnu/libgnutls.so.26.21.8
 001f8000-00222000 r-xp 00000000 08:01 1401078    /lib/i386-linux-gnu/libm-2.15.so
 00222000-00223000 r--p 00029000 08:01 1401078    /lib/i386-linux-gnu/libm-2.15.so
 00223000-00224000 rw-p 0002a000 08:01 1401078    /lib/i386-linux-gnu/libm-2.15.so
 00224000-002ec000 r-xp 00000000 08:01 590177     /usr/lib/i386-linux-gnu/libkrb5.so.3.3
 002ec000-002f2000 r--p 000c7000 08:01 590177     /usr/lib/i386-linux-gnu/libkrb5.so.3.3
 002f2000-002f3000 rw-p 000cd000 08:01 590177     /usr/lib/i386-linux-gnu/libkrb5.so.3.3
 002f3000-00303000 r-xp 00000000 08:01 590355     /usr/lib/i386-linux-gnu/libtasn1.so.3.1.12
 00303000-00304000 r--p 0000f000 08:01 590355     /usr/lib/i386-linux-gnu/libtasn1.so.3.1.12
 00304000-00305000 rw-p 00010000 08:01 590355     /usr/lib/i386-linux-gnu/libtasn1.so.3.1.12
 00305000-00315000 r-xp 00000000 08:01 590242     /usr/lib/i386-linux-gnu/libp11-kit.so.0.0.0
 00315000-00316000 r--p 0000f000 08:01 590242     /usr/lib/i386-linux-gnu/libp11-kit.so.0.0.0
 00316000-00317000 rw-p 00010000 08:01 590242     /usr/lib/i386-linux-gnu/libp11-kit.so.0.0.0
 00317000-0035e000 r-xp 00000000 08:01 1400858    /lib/i386-linux-gnu/libdbus-1.so.3.5.8
 0035e000-0035f000 r--p 00047000 08:01 1400858    /lib/i386-linux-gnu/libdbus-1.so.3.5.8
 0035f000-00360000 rw-p 00048000 08:01 1400858    /lib/i386-linux-gnu/libdbus-1.so.3.5.8
 00360000-00363000 r-xp 00000000 08:01 1401086    /lib/i386-linux-gnu/libdl-2.15.so
 00363000-00364000 r--p 00002000 08:01 1401086    /lib/i386-linux-gnu/libdl-2.15.so
 00364000-00365000 rw-p 00003000 08:01 1401086    /lib/i386-linux-gnu/libdl-2.15.so
 00365000-00378000 r-xp 00000000 08:01 1401066    /lib/i386-linux-gnu/libresolv-2.15.so
 00378000-00379000 ---p 00013000 08:01 1401066    /lib/i386-linux-gnu/libresolv-2.15.so
 00379000-0037a000 r--p 00013000 08:01 1401066    /lib/i386-linux-gnu/libresolv-2.15.so
 0037a000-0037b000 rw-p 00014000 08:01 1401066    /lib/i386-linux-gnu/libresolv-2.15.so
 0037b000-0037d000 rw-p 00000000 00:00 0 
 0040b000-0040d000 r-xp 00000000 08:01 1401792    /lib/i386-linux-gnu/libkeyutils.so.1.4
 0040d000-0040e000 r--p 00002000 08:01 1401792    /lib/i386-linux-gnu/libkeyutils.so.1.4
 0040e000-0040f000 rw-p 00003000 08:01 1401792    /lib/i386-linux-gnu/libkeyutils.so.1.4
 00517000-0051e000 r-xp 00000000 08:01 590179     /usr/lib/i386-linux-gnu/libkrb5support.so.0.1
 0051e000-0051f000 r--p 00006000 08:01 590179     /usr/lib/i386-linux-gnu/libkrb5support.so.0.1
 0051f000-00520000 rw-p 00007000 08:01 590179     /usr/lib/i386-linux-gnu/libkrb5support.so.0.1
 005f7000-005fa000 r-xp 00000000 08:01 1401788    /lib/i386-linux-gnu/libgpg-error.so.0.8.0
 005fa000-005fb000 r--p 00002000 08:01 1401788    /lib/i386-linux-gnu/libgpg-error.so.0.8.0
 005fb000-005fc000 rw-p 00003000 08:01 1401788    /lib/i386-linux-gnu/libgpg-error.so.0.8.0
 005fe000-0060c000 r-xp 00000000 08:01 1401864    /lib/i386-linux-gnu/libusb-1.0.so.0.1.0
 0060c000-0060d000 r--p 0000d000 08:01 1401864    /lib/i386-linux-gnu/libusb-1.0.so.0.1.0
 0060d000-0060e000 rw-p 0000e000 08:01 1401864    /lib/i386-linux-gnu/libusb-1.0.so.0.1.0
 00631000-006b3000 r-xp 00000000 08:01 1401784    /lib/i386-linux-gnu/libgcrypt.so.11.7.0
 006b3000-006b4000 r--p 00081000 08:01 1401784    /lib/i386-linux-gnu/libgcrypt.so.11.7.0
 006b4000-006b6000 rw-p 00082000 08:01 1401784    /lib/i386-linux-gnu/libgcrypt.so.11.7.0
 0070c000-00732000 r-xp 00000000 08:01 590173     /usr/lib/i386-linux-gnu/libk5crypto.so.3.1
 00732000-00733000 r--p 00025000 08:01 590173     /usr/lib/i386-linux-gnu/libk5crypto.so.3.1
 00733000-00734000 rw-p 00026000 08:01 590173     /usr/lib/i386-linux-gnu/libk5crypto.so.3.1
 007b9000-007ba000 r-xp 00000000 00:00 0          [vdso]
 007c3000-007e3000 r-xp 00000000 08:01 1401080    /lib/i386-linux-gnu/ld-2.15.so
 007e3000-007e4000 r--p 0001f000 08:01 1401080    /lib/i386-linux-gnu/ld-2.15.so
 007e4000-007e5000 rw-p 00020000 08:01 1401080    /lib/i386-linux-gnu/ld-2.15.so
 007ed000-00990000 r-xp 00000000 08:01 1401032    /lib/i386-linux-gnu/libc-2.15.so
 00990000-00991000 ---p 001a3000 08:01 1401032    /lib/i386-linux-gnu/libc-2.15.so
 00991000-00993000 r--p 001a3000 08:01 1401032    /lib/i386-linux-gnu/libc-2.15.so
 00993000-00994000 rw-p 001a5000 08:01 1401032    /lib/i386-linux-gnu/libc-2.15.so
 00994000-00997000 rw-p 00000000 00:00 0 
 009b6000-00a05000 r-xp 00000000 08:01 1220801    /usr/lib/i386-linux-gnu/libcups.so.2
 00a05000-00a08000 r--p 0004e000 08:01 1220801    /usr/lib/i386-linux-gnu/libcups.so.2
 00a08000-00a09000 rw-p 00051000 08:01 1220801    /usr/lib/i386-linux-gnu/libcups.so.2
 00a8b000-00a9f000 r-xp 00000000 08:01 1401872    /lib/i386-linux-gnu/libz.so.1.2.3.4
 00a9f000-00aa0000 r--p 00013000 08:01 1401872    /lib/i386-linux-gnu/libz.so.1.2.3.4
 00aa0000-00aa1000 rw-p 00014000 08:01 1401872    /lib/i386-linux-gnu/libz.so.1.2.3.4
 00ba4000-00bab000 r-xp 00000000 08:01 1228893    /usr/lib/cups/backend/usb
 00bab000-00bac000 r--p 00006000 08:01 1228893    /usr/lib/cups/backend/usb
 00bac000-00bad000 rw-p 00007000 08:01 1228893    /usr/lib/cups/backend/usb
 00cd9000-00ce9000 r-xp 00000000 08:01 589917     /usr/lib/i386-linux-gnu/libavahi-client.so.3.2.9
 00ce9000-00cea000 r--p 0000f000 08:01 589917     /usr/lib/i386-linux-gnu/libavahi-client.so.3.2.9
 00cea000-00ceb000 rw-p 00010000 08:01 589917     /usr/lib/i386-linux-gnu/libavahi-client.so.3.2.9
 00dbd000-00df8000 r-xp 00000000 08:01 590086     /usr/lib/i386-linux-gnu/libgssapi_krb5.so.2.2
 00df8000-00df9000 ---p 0003b000 08:01 590086     /usr/lib/i386-linux-gnu/libgssapi_krb5.so.2.2
 00df9000-00dfa000 r--p 0003b000 08:01 590086     /usr/lib/i386-linux-gnu/libgssapi_krb5.so.2.2
 00dfa000-00dfb000 rw-p 0003c000 08:01 590086     /usr/lib/i386-linux-gnu/libgssapi_krb5.so.2.2
 00e12000-00e1e000 r-xp 00000000 08:01 589919     /usr/lib/i386-linux-gnu/libavahi-common.so.3.5.3
 00e1e000-00e1f000 r--p 0000b000 08:01 589919     /usr/lib/i386-linux-gnu/libavahi-common.so.3.5.3
 00e1f000-00e20000 rw-p 0000c000 08:01 589919     /usr/lib/i386-linux-gnu/libavahi-common.so.3.5.3
 00ed4000-00ed7000 r-xp 00000000 08:01 1401768    /lib/i386-linux-gnu/libcom_err.so.2.1
 00ed7000-00ed8000 r--p 00002000 08:01 1401768    /lib/i386-linux-gnu/libcom_err.so.2.1
 00ed8000-00ed9000 rw-p 00003000 08:01 1401768    /lib/i386-linux-gnu/libcom_err.so.2.1
 21ee8000-21f09000 rw-p 00000000 00:00 0          [heap]
 b77b1000-b77b8000 rw-p 00000000 00:00 0 
 b77c7000-b77c9000 rw-p 00000000 00:00 0 
 bf945000-bf966000 rw-p 00000000 00:00 0          [stack]
ProcStatus:
 Name:	usb
 State:	S (sleeping)
 Tgid:	11765
 Pid:	11765
 PPid:	11753
 TracerPid:	0
 Uid:	0	0	0	0
 Gid:	7	7	7	7
 FDSize:	32
 Groups:	7 
 VmPeak:	    6312 kB
 VmSize:	    6312 kB
 VmLck:	       0 kB
 VmPin:	       0 kB
 VmHWM:	    1136 kB
 VmRSS:	    1136 kB
 VmData:	     200 kB
 VmStk:	     136 kB
 VmExe:	      28 kB
 VmLib:	    5688 kB
 VmPTE:	      28 kB
 VmSwap:	       0 kB
 Threads:	1
 SigQ:	3/7833
 SigPnd:	0000000000000000
 ShdPnd:	0000000000000000
 SigBlk:	0000000000000000
 SigIgn:	0000000000001000
 SigCgt:	0000000180000000
 CapInh:	0000000000000000
 CapPrm:	ffffffffffffffff
 CapEff:	ffffffffffffffff
 CapBnd:	ffffffffffffffff
 Cpus_allowed:	1
 Cpus_allowed_list:	0
 Mems_allowed:	1
 Mems_allowed_list:	0
 voluntary_ctxt_switches:	2
 nonvoluntary_ctxt_switches:	4
Signal: 11
Uname: Linux 3.2.0-36-generic i686
UserGroups: 
CoreDump: base64
 H4sICAAAAAAC/0NvcmVEdW1wAA==
 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
ApportVersion: 2.0.1-0ubuntu17.1
Disassembly:
 => 0x8a03bf:	cmpb   $0x0,(%edx)
    0x8a03c2:	je     0x8a03ff
    0x8a03c4:	movl   $0x0,0xc(%esp)
    0x8a03cc:	movl   $0x98800,0x8(%esp)
    0x8a03d4:	mov    %edx,0x4(%esp)
    0x8a03d8:	mov    %eax,(%esp)
    0x8a03db:	call   0x8cb000
    0x8a03e0:	test   %eax,%eax
    0x8a03e2:	js     0x8a0417
    0x8a03e4:	xor    %ecx,%ecx
    0x8a03e6:	mov    $0x1,%edx
    0x8a03eb:	movl   $0x0,(%esp)
    0x8a03f2:	call   0x8a0280
    0x8a03f7:	sub    $0x4,%esp
    0x8a03fa:	add    $0x18,%esp
    0x8a03fd:	pop    %ebx
InstallationMedia: Xubuntu 12.04.1 LTS "Precise Pangolin" - Release i386 (20120817.3)
MarkForUpload: True
ProcVersionSignature: Ubuntu 3.2.0-36.57-generic 3.2.35
Registers:
 eax            0xffffff9c	-100
 ecx            0x20fb1	135089
 edx            0x0	0
 ebx            0x992ff4	10039284
 esp            0xbf962730	0xbf962730
 ebp            0xbf9641d8	0xbf9641d8
 esi            0x0	0
 edi            0xbf9637b8	-1080674376
 eip            0x8a03bf	0x8a03bf
 eflags         0x10212	[ AF IF RF ]
 cs             0x73	115
 ss             0x7b	123
 ds             0x7b	123
 es             0x7b	123
 fs             0x0	0
 gs             0x33	51
SegvAnalysis:
 Segfault happened at: 0x8a03bf:	cmpb   $0x0,(%edx)
 PC (0x008a03bf) ok
 source "$0x0" ok
 destination "(%edx)" (0x00000000) not located in a known VMA region (needed writable region)!
SegvReason: writing NULL VMA
Stacktrace:
 #0  0x008a03bf in ?? () from /lib/i386-linux-gnu/libc.so.6
 No symbol table info available.
 #1  0x008a043d in opendir () from /lib/i386-linux-gnu/libc.so.6
 No symbol table info available.
 #2  0x00607c2e in ?? () from /lib/i386-linux-gnu/libusb-1.0.so.0
 No symbol table info available.
 #3  0x0060004c in libusb_get_device_list () from /lib/i386-linux-gnu/libusb-1.0.so.0
 No symbol table info available.
 #4  0x00ba6bea in ?? ()
 No symbol table info available.
 #5  0x00ba5957 in main ()
 No symbol table info available.
StacktraceAddressSignature: /usr/lib/cups/backend/usb:11:i686:/lib/i386-linux-gnu/libc-2.15.so+b33bf:/lib/i386-linux-gnu/libc-2.15.so+b343d:/lib/i386-linux-gnu/libusb-1.0.so.0.1.0+9c2e:/lib/i386-linux-gnu/libusb-1.0.so.0.1.0+204c:/usr/lib/cups/backend/usb+2bea:/usr/lib/cups/backend/usb+1957
StacktraceTop:
 ?? () from /lib/i386-linux-gnu/libc.so.6
 opendir () from /lib/i386-linux-gnu/libc.so.6
 ?? () from /lib/i386-linux-gnu/libusb-1.0.so.0
 libusb_get_device_list () from /lib/i386-linux-gnu/libusb-1.0.so.0
 ?? ()
Tags:  precise
ThreadStacktrace:
 .
 Thread 1 (Thread 0xb77b1700 (LWP 11765)):
 #0  0x008a03bf in ?? () from /lib/i386-linux-gnu/libc.so.6
 No symbol table info available.
 #1  0x008a043d in opendir () from /lib/i386-linux-gnu/libc.so.6
 No symbol table info available.
 #2  0x00607c2e in ?? () from /lib/i386-linux-gnu/libusb-1.0.so.0
 No symbol table info available.
 #3  0x0060004c in libusb_get_device_list () from /lib/i386-linux-gnu/libusb-1.0.so.0
 No symbol table info available.
 #4  0x00ba6bea in ?? ()
 No symbol table info available.
 #5  0x00ba5957 in main ()
 No symbol table info available.
Title: usb crashed with SIGSEGV in opendir()
UnreportableReason: Dieses Paket scheint nicht richtig installiert zu sein
UpgradeStatus: No upgrade log present (probably fresh install)