ProblemType: Crash CrashCounter: 1 Date: Tue Nov 7 16:46:46 2006 ExecutablePath: /bin/cp ProcCmdline: cp -av x3non-desktop-20061030.md5 x3non-desktop-20061031.md5 x3non-desktop-20061101.md5 x3non-desktop-20061102.md5 x3non-desktop-20061103.md5 x3non-desktop-20061104.md5 x3non-desktop-20061105.md5 x3non-desktop-20061106.md5 x3non-desktop-20061107.md5 x3non-desktop-home-x3non.20061103.tar.gz x3non-desktop-home-x3non.20061104.tar.gz x3non-desktop-home-x3non.20061105.tar.gz x3non-desktop-home-x3non.20061106.master.tar.gz x3non-desktop-home-x3non.20061107.tar.gz x3non-desktop-home-x3non.incremental.bin /media/rev/x3non-desktop/ ProcCwd: /var/archives ProcEnviron: SHELL=/bin/bash PATH=/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/X11R6/bin LANG=it_IT.UTF-8 ProcMaps: 08048000-08056000 r-xp 00000000 03:01 147479 /bin/cp 08056000-08057000 rw-p 0000d000 03:01 147479 /bin/cp 08057000-08078000 rw-p 08057000 00:00 0 [heap] b7cde000-b7cdf000 rw-p b7cde000 00:00 0 b7cdf000-b7cf4000 r--p 00000000 03:01 7357307 /usr/share/locale-langpack/it/LC_MESSAGES/coreutils.mo b7cf4000-b7d27000 r--p 00000000 03:01 7177028 /usr/lib/locale/it_IT.utf8/LC_CTYPE b7d27000-b7d28000 r--p 00000000 03:01 7177282 /usr/lib/locale/it_IT.utf8/LC_NUMERIC b7d28000-b7d29000 r--p 00000000 03:01 7243895 /usr/lib/locale/it_IT.utf8/LC_TIME b7d29000-b7e00000 r--p 00000000 03:01 7177027 /usr/lib/locale/it_IT.utf8/LC_COLLATE b7e00000-b7e01000 r--p 00000000 03:01 7177566 /usr/lib/locale/it_IT.utf8/LC_MONETARY b7e01000-b7e02000 r--p 00000000 03:01 7192637 /usr/lib/locale/it_IT.utf8/LC_MESSAGES/SYS_LC_MESSAGES b7e02000-b7e03000 rw-p b7e02000 00:00 0 b7e03000-b7e35000 r-xp 00000000 03:01 4046963 /lib/libsepol.so.1 b7e35000-b7e36000 rw-p 00031000 03:01 4046963 /lib/libsepol.so.1 b7e36000-b7e40000 rw-p b7e36000 00:00 0 b7e40000-b7e42000 r-xp 00000000 03:01 4080286 /lib/tls/i686/cmov/libdl-2.4.so b7e42000-b7e44000 rw-p 00001000 03:01 4080286 /lib/tls/i686/cmov/libdl-2.4.so b7e44000-b7e47000 r-xp 00000000 03:01 4046882 /lib/libattr.so.1.1.0 b7e47000-b7e48000 rw-p 00002000 03:01 4046882 /lib/libattr.so.1.1.0 b7e48000-b7e49000 rw-p b7e48000 00:00 0 b7e49000-b7f76000 r-xp 00000000 03:01 4080280 /lib/tls/i686/cmov/libc-2.4.so b7f76000-b7f78000 r--p 0012c000 03:01 4080280 /lib/tls/i686/cmov/libc-2.4.so b7f78000-b7f7a000 rw-p 0012e000 03:01 4080280 /lib/tls/i686/cmov/libc-2.4.so b7f7a000-b7f7d000 rw-p b7f7a000 00:00 0 b7f7d000-b7f8f000 r-xp 00000000 03:01 4046962 /lib/libselinux.so.1 b7f8f000-b7f91000 rw-p 00011000 03:01 4046962 /lib/libselinux.so.1 b7f91000-b7f96000 r-xp 00000000 03:01 4046876 /lib/libacl.so.1.1.0 b7f96000-b7f97000 rw-p 00005000 03:01 4046876 /lib/libacl.so.1.1.0 b7f97000-b7f98000 r--p 00000000 03:01 7177034 /usr/lib/locale/it_IT.utf8/LC_PAPER b7f98000-b7f99000 r--p 00000000 03:01 7177201 /usr/lib/locale/it_IT.utf8/LC_NAME b7f99000-b7f9a000 r--p 00000000 03:01 7243897 /usr/lib/locale/it_IT.utf8/LC_ADDRESS b7f9a000-b7f9b000 r--p 00000000 03:01 7243898 /usr/lib/locale/it_IT.utf8/LC_TELEPHONE b7f9b000-b7f9c000 r--p 00000000 03:01 7177030 /usr/lib/locale/it_IT.utf8/LC_MEASUREMENT b7f9c000-b7fa3000 r--s 00000000 03:01 6455532 /usr/lib/gconv/gconv-modules.cache b7fa3000-b7fa4000 r--p 00000000 03:01 7243899 /usr/lib/locale/it_IT.utf8/LC_IDENTIFICATION b7fa4000-b7fa6000 rw-p b7fa4000 00:00 0 b7fa6000-b7fbf000 r-xp 00000000 03:01 4046870 /lib/ld-2.4.so b7fbf000-b7fc1000 rw-p 00018000 03:01 4046870 /lib/ld-2.4.so bfb77000-bfb8d000 rw-p bfb77000 00:00 0 [stack] ffffe000-fffff000 ---p 00000000 00:00 0 [vdso] ProcStatus: Name: cp State: D (disk sleep) SleepAVG: 80% Tgid: 17926 Pid: 17926 PPid: 17717 TracerPid: 0 Uid: 0 0 0 0 Gid: 0 0 0 0 FDSize: 256 Groups: 0 VmPeak: 3236 kB VmSize: 3236 kB VmLck: 0 kB VmHWM: 1072 kB VmRSS: 1072 kB VmData: 204 kB VmStk: 88 kB VmExe: 56 kB VmLib: 1616 kB VmPTE: 12 kB Threads: 1 SigQ: 0/4294967295 SigPnd: 0000000000000000 ShdPnd: 0000000000000000 SigBlk: 0000000000000000 SigIgn: 0000000000000000 SigCgt: 0000000000000000 CapInh: 0000000000000000 CapPrm: 00000000fffffeff CapEff: 00000000fffffeff Signal: 25 CoreDump: base64 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