ProblemType: Crash
Architecture: amd64
CrashCounter: 1
Date: Wed Sep  9 23:45:58 2009
DistroRelease: Ubuntu 9.10
ExecutablePath: /usr/bin/pulseaudio
ProcCmdline: /usr/bin/pulseaudio --start
ProcCwd: /
ProcEnviron:
 LANG=ru_RU.UTF-8
 SHELL=/bin/bash
ProcMaps:
 00400000-00411000 r-xp 00000000 08:07 23207                              /usr/bin/pulseaudio
 00610000-00611000 r--p 00010000 08:07 23207                              /usr/bin/pulseaudio
 00611000-00612000 rw-p 00011000 08:07 23207                              /usr/bin/pulseaudio
 016d2000-017f3000 rw-p 00000000 00:00 0                                  [heap]
 7f6d2218e000-7f6d2618f000 r--s 00000000 00:14 14804                      /dev/shm/pulse-shm-3347221395
 7f6d2618f000-7f6d26191000 r-xp 00000000 08:07 7138                       /usr/lib/pulse-0.9.16/modules/module-x11-cork-request.so
 7f6d26191000-7f6d26390000 ---p 00002000 08:07 7138                       /usr/lib/pulse-0.9.16/modules/module-x11-cork-request.so
 7f6d26390000-7f6d26391000 r--p 00001000 08:07 7138                       /usr/lib/pulse-0.9.16/modules/module-x11-cork-request.so
 7f6d26391000-7f6d26392000 rw-p 00002000 08:07 7138                       /usr/lib/pulse-0.9.16/modules/module-x11-cork-request.so
 7f6d26392000-7f6d26395000 r-xp 00000000 08:07 36521                      /usr/lib/pulse-0.9.16/modules/module-x11-publish.so
 7f6d26395000-7f6d26594000 ---p 00003000 08:07 36521                      /usr/lib/pulse-0.9.16/modules/module-x11-publish.so
 7f6d26594000-7f6d26595000 r--p 00002000 08:07 36521                      /usr/lib/pulse-0.9.16/modules/module-x11-publish.so
 7f6d26595000-7f6d26596000 rw-p 00003000 08:07 36521                      /usr/lib/pulse-0.9.16/modules/module-x11-publish.so
 7f6d26596000-7f6d26599000 r-xp 00000000 08:07 52573                      /usr/lib/pulse-0.9.16/modules/module-cork-music-on-phone.so
 7f6d26599000-7f6d26798000 ---p 00003000 08:07 52573                      /usr/lib/pulse-0.9.16/modules/module-cork-music-on-phone.so
 7f6d26798000-7f6d26799000 r--p 00002000 08:07 52573                      /usr/lib/pulse-0.9.16/modules/module-cork-music-on-phone.so
 7f6d26799000-7f6d2679a000 rw-p 00003000 08:07 52573                      /usr/lib/pulse-0.9.16/modules/module-cork-music-on-phone.so
 7f6d2679a000-7f6d2679c000 r-xp 00000000 08:07 33348                      /usr/lib/pulse-0.9.16/modules/module-position-event-sounds.so
 7f6d2679c000-7f6d2699b000 ---p 00002000 08:07 33348                      /usr/lib/pulse-0.9.16/modules/module-position-event-sounds.so
 7f6d2699b000-7f6d2699c000 r--p 00001000 08:07 33348                      /usr/lib/pulse-0.9.16/modules/module-position-event-sounds.so
 7f6d2699c000-7f6d2699d000 rw-p 00002000 08:07 33348                      /usr/lib/pulse-0.9.16/modules/module-position-event-sounds.so
 7f6d2699d000-7f6d269a0000 r-xp 00000000 08:07 23220                      /usr/lib/pulse-0.9.16/modules/module-console-kit.so
 7f6d269a0000-7f6d26ba0000 ---p 00003000 08:07 23220                      /usr/lib/pulse-0.9.16/modules/module-console-kit.so
 7f6d26ba0000-7f6d26ba1000 r--p 00003000 08:07 23220                      /usr/lib/pulse-0.9.16/modules/module-console-kit.so
 7f6d26ba1000-7f6d26ba2000 rw-p 00004000 08:07 23220                      /usr/lib/pulse-0.9.16/modules/module-console-kit.so
 7f6d26ba2000-7f6d26ba5000 r-xp 00000000 08:07 23238                      /usr/lib/pulse-0.9.16/modules/module-intended-roles.so
 7f6d26ba5000-7f6d26da4000 ---p 00003000 08:07 23238                      /usr/lib/pulse-0.9.16/modules/module-intended-roles.so
 7f6d26da4000-7f6d26da5000 r--p 00002000 08:07 23238                      /usr/lib/pulse-0.9.16/modules/module-intended-roles.so
 7f6d26da5000-7f6d26da6000 rw-p 00003000 08:07 23238                      /usr/lib/pulse-0.9.16/modules/module-intended-roles.so
 7f6d26da6000-7f6d26da8000 r-xp 00000000 08:07 23219                      /usr/lib/pulse-0.9.16/modules/module-always-sink.so
 7f6d26da8000-7f6d26fa7000 ---p 00002000 08:07 23219                      /usr/lib/pulse-0.9.16/modules/module-always-sink.so
 7f6d26fa7000-7f6d26fa8000 r--p 00001000 08:07 23219                      /usr/lib/pulse-0.9.16/modules/module-always-sink.so
 7f6d26fa8000-7f6d26fa9000 rw-p 00002000 08:07 23219                      /usr/lib/pulse-0.9.16/modules/module-always-sink.so
 7f6d26fa9000-7f6d26fac000 r-xp 00000000 08:07 36508                      /usr/lib/pulse-0.9.16/modules/module-rescue-streams.so
 7f6d26fac000-7f6d271ab000 ---p 00003000 08:07 36508                      /usr/lib/pulse-0.9.16/modules/module-rescue-streams.so
 7f6d271ab000-7f6d271ac000 r--p 00002000 08:07 36508                      /usr/lib/pulse-0.9.16/modules/module-rescue-streams.so
 7f6d271ac000-7f6d271ad000 rw-p 00003000 08:07 36508                      /usr/lib/pulse-0.9.16/modules/module-rescue-streams.so
 7f6d271ad000-7f6d271af000 r-xp 00000000 08:07 23233                      /usr/lib/pulse-0.9.16/modules/module-default-device-restore.so
 7f6d271af000-7f6d273af000 ---p 00002000 08:07 23233                      /usr/lib/pulse-0.9.16/modules/module-default-device-restore.so
 7f6d273af000-7f6d273b0000 r--p 00002000 08:07 23233                      /usr/lib/pulse-0.9.16/modules/module-default-device-restore.so
 7f6d273b0000-7f6d273b1000 rw-p 00003000 08:07 23233                      /usr/lib/pulse-0.9.16/modules/module-default-device-restore.so
 7f6d273b1000-7f6d273b4000 r-xp 00000000 08:07 50063                      /usr/lib/pulse-0.9.16/modules/module-gconf.so
 7f6d273b4000-7f6d275b3000 ---p 00003000 08:07 50063                      /usr/lib/pulse-0.9.16/modules/module-gconf.so
 7f6d275b3000-7f6d275b4000 r--p 00002000 08:07 50063                      /usr/lib/pulse-0.9.16/modules/module-gconf.so
 7f6d275b4000-7f6d275b5000 rw-p 00003000 08:07 50063                      /usr/lib/pulse-0.9.16/modules/module-gconf.so
 7f6d275b5000-7f6d275b7000 r-xp 00000000 08:07 23244                      /usr/lib/pulse-0.9.16/modules/module-native-protocol-unix.so
 7f6d275b7000-7f6d277b7000 ---p 00002000 08:07 23244                      /usr/lib/pulse-0.9.16/modules/module-native-protocol-unix.so
 7f6d277b7000-7f6d277b8000 r--p 00002000 08:07 23244                      /usr/lib/pulse-0.9.16/modules/module-native-protocol-unix.so
 7f6d277b8000-7f6d277b9000 rw-p 00003000 08:07 23244                      /usr/lib/pulse-0.9.16/modules/module-native-protocol-unix.so
 7f6d277b9000-7f6d277c5000 r-xp 00000000 08:07 49754                      /usr/lib/pulse-0.9.16/modules/libprotocol-esound.so
 7f6d277c5000-7f6d279c4000 ---p 0000c000 08:07 49754                      /usr/lib/pulse-0.9.16/modules/libprotocol-esound.so
 7f6d279c4000-7f6d279c5000 r--p 0000b000 08:07 49754                      /usr/lib/pulse-0.9.16/modules/libprotocol-esound.so
 7f6d279c5000-7f6d279c6000 rw-p 0000c000 08:07 49754                      /usr/lib/pulse-0.9.16/modules/libprotocol-esound.so
 7f6d279c6000-7f6d279c8000 r-xp 00000000 08:07 50044                      /usr/lib/pulse-0.9.16/modules/module-esound-protocol-unix.so
 7f6d279c8000-7f6d27bc7000 ---p 00002000 08:07 50044                      /usr/lib/pulse-0.9.16/modules/module-esound-protocol-unix.so
 7f6d27bc7000-7f6d27bc8000 r--p 00001000 08:07 50044                      /usr/lib/pulse-0.9.16/modules/module-esound-protocol-unix.so
 7f6d27bc8000-7f6d27bc9000 rw-p 00002000 08:07 50044                      /usr/lib/pulse-0.9.16/modules/module-esound-protocol-unix.so
 7f6d27bc9000-7f6d27bd0000 r-xp 00000000 08:07 23173                      /usr/lib/pulse-0.9.16/modules/libbluetooth-util.so
 7f6d27bd0000-7f6d27dcf000 ---p 00007000 08:07 23173                      /usr/lib/pulse-0.9.16/modules/libbluetooth-util.so
 7f6d27dcf000-7f6d27dd0000 r--p 00006000 08:07 23173                      /usr/lib/pulse-0.9.16/modules/libbluetooth-util.so
 7f6d27dd0000-7f6d27dd1000 rw-p 00007000 08:07 23173                      /usr/lib/pulse-0.9.16/modules/libbluetooth-util.so
 7f6d27dd1000-7f6d27dd3000 r-xp 00000000 08:07 23170                      /usr/lib/pulse-0.9.16/modules/module-bluetooth-discover.so
 7f6d27dd3000-7f6d27fd2000 ---p 00002000 08:07 23170                      /usr/lib/pulse-0.9.16/modules/module-bluetooth-discover.so
 7f6d27fd2000-7f6d27fd3000 r--p 00001000 08:07 23170                      /usr/lib/pulse-0.9.16/modules/module-bluetooth-discover.so
 7f6d27fd3000-7f6d27fd4000 rw-p 00002000 08:07 23170                      /usr/lib/pulse-0.9.16/modules/module-bluetooth-discover.so
 7f6d27fd4000-7f6d27fd5000 ---p 00000000 00:00 0 
 7f6d27fd5000-7f6d287d5000 rw-p 00000000 00:00 0 
 7f6d287d5000-7f6d28804000 r-xp 00000000 08:07 23210                      /usr/lib/pulse-0.9.16/modules/libalsa-util.so
 7f6d28804000-7f6d28a04000 ---p 0002f000 08:07 23210                      /usr/lib/pulse-0.9.16/modules/libalsa-util.so
 7f6d28a04000-7f6d28a05000 r--p 0002f000 08:07 23210                      /usr/lib/pulse-0.9.16/modules/libalsa-util.so
 7f6d28a05000-7f6d28a06000 rw-p 00030000 08:07 23210                      /usr/lib/pulse-0.9.16/modules/libalsa-util.so
 7f6d28a06000-7f6d28ae0000 r-xp 00000000 08:07 35335                      /usr/lib/libasound.so.2.0.0
 7f6d28ae0000-7f6d28cdf000 ---p 000da000 08:07 35335                      /usr/lib/libasound.so.2.0.0
 7f6d28cdf000-7f6d28ce5000 r--p 000d9000 08:07 35335                      /usr/lib/libasound.so.2.0.0
 7f6d28ce5000-7f6d28ce6000 rw-p 000df000 08:07 35335                      /usr/lib/libasound.so.2.0.0
 7f6d28ce6000-7f6d28cea000 r-xp 00000000 08:07 51669                      /usr/lib/pulse-0.9.16/modules/module-alsa-card.so
 7f6d28cea000-7f6d28ee9000 ---p 00004000 08:07 51669                      /usr/lib/pulse-0.9.16/modules/module-alsa-card.so
 7f6d28ee9000-7f6d28eea000 r--p 00003000 08:07 51669                      /usr/lib/pulse-0.9.16/modules/module-alsa-card.so
 7f6d28eea000-7f6d28eeb000 rw-p 00004000 08:07 51669                      /usr/lib/pulse-0.9.16/modules/module-alsa-card.so
 7f6d28eeb000-7f6d28ef6000 r-xp 00000000 08:07 1210                       /lib/libudev.so.0.5.0
 7f6d28ef6000-7f6d290f6000 ---p 0000b000 08:07 1210                       /lib/libudev.so.0.5.0
 7f6d290f6000-7f6d290f7000 r--p 0000b000 08:07 1210                       /lib/libudev.so.0.5.0
 7f6d290f7000-7f6d290f8000 rw-p 0000c000 08:07 1210                       /lib/libudev.so.0.5.0
 7f6d290f8000-7f6d290fd000 r-xp 00000000 08:07 50046                      /usr/lib/pulse-0.9.16/modules/module-udev-detect.so
 7f6d290fd000-7f6d292fc000 ---p 00005000 08:07 50046                      /usr/lib/pulse-0.9.16/modules/module-udev-detect.so
 7f6d292fc000-7f6d292fd000 r--p 00004000 08:07 50046                      /usr/lib/pulse-0.9.16/modules/module-udev-detect.so
 7f6d292fd000-7f6d292fe000 rw-p 00005000 08:07 50046                      /usr/lib/pulse-0.9.16/modules/module-udev-detect.so
 7f6d292fe000-7f6d29301000 r-xp 00000000 08:07 51670                      /usr/lib/pulse-0.9.16/modules/module-augment-properties.so
 7f6d29301000-7f6d29500000 ---p 00003000 08:07 51670                      /usr/lib/pulse-0.9.16/modules/module-augment-properties.so
 7f6d29500000-7f6d29501000 r--p 00002000 08:07 51670                      /usr/lib/pulse-0.9.16/modules/module-augment-properties.so
 7f6d29501000-7f6d29502000 rw-p 00003000 08:07 51670                      /usr/lib/pulse-0.9.16/modules/module-augment-properties.so
 7f6d29502000-7f6d29505000 r-xp 00000000 08:07 52572                      /usr/lib/pulse-0.9.16/modules/module-card-restore.so
 7f6d29505000-7f6d29704000 ---p 00003000 08:07 52572                      /usr/lib/pulse-0.9.16/modules/module-card-restore.so
 7f6d29704000-7f6d29705000 r--p 00002000 08:07 52572                      /usr/lib/pulse-0.9.16/modules/module-card-restore.so
 7f6d29705000-7f6d29706000 rw-p 00003000 08:07 52572                      /usr/lib/pulse-0.9.16/modules/module-card-restore.so
 7f6d29706000-7f6d29723000 r-xp 00000000 08:07 23214                      /usr/lib/pulse-0.9.16/modules/libprotocol-native.so
 7f6d29723000-7f6d29922000 ---p 0001d000 08:07 23214                      /usr/lib/pulse-0.9.16/modules/libprotocol-native.so
 7f6d29922000-7f6d29923000 r--p 0001c000 08:07 23214                      /usr/lib/pulse-0.9.16/modules/libprotocol-native.so
 7f6d29923000-7f6d29924000 rw-p 0001d000 08:07 23214                      /usr/lib/pulse-0.9.16/modules/libprotocol-native.so
 7f6d29924000-7f6d2992b000 r-xp 00000000 08:07 23222                      /usr/lib/pulse-0.9.16/modules/module-stream-restore.so
 7f6d2992b000-7f6d29b2a000 ---p 00007000 08:07 23222                      /usr/lib/pulse-0.9.16/modules/module-stream-restore.so
 7f6d29b2a000-7f6d29b2b000 r--p 00006000 08:07 23222                      /usr/lib/pulse-0.9.16/modules/module-stream-restore.so
 7f6d29b2b000-7f6d29b2c000 rw-p 00007000 08:07 23222                      /usr/lib/pulse-0.9.16/modules/module-stream-restore.so
 7f6d29b2c000-7f6d29b30000 r-xp 00000000 08:07 23221                      /usr/lib/pulse-0.9.16/modules/module-device-restore.so
 7f6d29b30000-7f6d29d30000 ---p 00004000 08:07 23221                      /usr/lib/pulse-0.9.16/modules/module-device-restore.so
 7f6d29d30000-7f6d29d31000 r--p 00004000 08:07 23221                      /usr/lib/pulse-0.9.16/modules/module-device-restore.so
 7f6d29d31000-7f6d29d32000 rw-p 00005000 08:07 23221                      /usr/lib/pulse-0.9.16/modules/module-device-restore.so
 7f6d29d32000-7f6d29d37000 r-xp 00000000 08:07 51666                      /usr/lib/pulse-0.9.16/modules/module-suspend-on-idle.so
 7f6d29d37000-7f6d29f36000 ---p 00005000 08:07 51666                      /usr/lib/pulse-0.9.16/modules/module-suspend-on-idle.so
 7f6d29f36000-7f6d29f37000 r--p 00004000 08:07 51666                      /usr/lib/pulse-0.9.16/modules/module-suspend-on-idle.so
 7f6d29f37000-7f6d29f38000 rw-p 00005000 08:07 51666                      /usr/lib/pulse-0.9.16/modules/module-suspend-on-idle.so
 7f6d29f38000-7f6d2df39000 rw-s 00000000 00:14 9819                       /dev/shm/pulse-shm-2711735937
 7f6d2df39000-7f6d2df3a000 ---p 00000000 00:00 0 
 7f6d2df3a000-7f6d2e73a000 rw-p 00000000 00:00 0 
 7f6d2e73a000-7f6d2e73f000 r-xp 00000000 08:07 6298                       /usr/lib/libXdmcp.so.6.0.0
 7f6d2e73f000-7f6d2e93e000 ---p 00005000 08:07 6298                       /usr/lib/libXdmcp.so.6.0.0
 7f6d2e93e000-7f6d2e93f000 rw-p 00004000 08:07 6298                       /usr/lib/libXdmcp.so.6.0.0
 7f6d2e93f000-7f6d2e941000 r-xp 00000000 08:07 6287                       /usr/lib/libXau.so.6.0.0
 7f6d2e941000-7f6d2eb40000 ---p 00002000 08:07 6287                       /usr/lib/libXau.so.6.0.0
 7f6d2eb40000-7f6d2eb41000 r--p 00001000 08:07 6287                       /usr/lib/libXau.so.6.0.0
 7f6d2eb41000-7f6d2eb42000 rw-p 00002000 08:07 6287                       /usr/lib/libXau.so.6.0.0
 7f6d2eb42000-7f6d2eb58000 r-xp 00000000 08:07 1148                       /lib/libnsl-2.10.1.so
 7f6d2eb58000-7f6d2ed58000 ---p 00016000 08:07 1148                       /lib/libnsl-2.10.1.so
 7f6d2ed58000-7f6d2ed59000 r--p 00016000 08:07 1148                       /lib/libnsl-2.10.1.so
 7f6d2ed59000-7f6d2ed5a000 rw-p 00017000 08:07 1148                       /lib/libnsl-2.10.1.so
 7f6d2ed5a000-7f6d2ed5c000 rw-p 00000000 00:00 0 
 7f6d2ed5c000-7f6d2ed6d000 r-xp 00000000 08:07 6300                       /usr/lib/libXext.so.6.4.0
 7f6d2ed6d000-7f6d2ef6c000 ---p 00011000 08:07 6300                       /usr/lib/libXext.so.6.4.0
 7f6d2ef6c000-7f6d2ef6d000 r--p 00010000 08:07 6300                       /usr/lib/libXext.so.6.4.0
 7f6d2ef6d000-7f6d2ef6e000 rw-p 00011000 08:07 6300                       /usr/lib/libXext.so.6.4.0
 7f6d2ef6e000-7f6d2ef71000 r-xp 00000000 08:07 1219                       /lib/libuuid.so.1.3.0
 7f6d2ef71000-7f6d2f171000 ---p 00003000 08:07 1219                       /lib/libuuid.so.1.3.0
 7f6d2f171000-7f6d2f172000 r--p 00003000 08:07 1219                       /lib/libuuid.so.1.3.0
 7f6d2f172000-7f6d2f173000 rw-p 00004000 08:07 1219                       /lib/libuuid.so.1.3.0
 7f6d2f173000-7f6d2f18e000 r-xp 00000000 08:07 7326                       /usr/lib/libxcb.so.1.1.0
 7f6d2f18e000-7f6d2f38d000 ---p 0001b000 08:07 7326                       /usr/lib/libxcb.so.1.1.0
 7f6d2f38d000-7f6d2f38e000 r--p 0001a000 08:07 7326                       /usr/lib/libxcb.so.1.1.0
 7f6d2f38e000-7f6d2f38f000 rw-p 0001b000 08:07 7326                       /usr/lib/libxcb.so.1.1.0
 7f6d2f38f000-7f6d2f394000 r-xp 00000000 08:07 7033                       /usr/lib/libogg.so.0.6.0
 7f6d2f394000-7f6d2f593000 ---p 00005000 08:07 7033                       /usr/lib/libogg.so.0.6.0
 7f6d2f593000-7f6d2f594000 r--p 00004000 08:07 7033                       /usr/lib/libogg.so.0.6.0
 7f6d2f594000-7f6d2f595000 rw-p 00005000 08:07 7033                       /usr/lib/libogg.so.0.6.0
 7f6d2f595000-7f6d2f5b4000 r-xp 00000000 08:07 7285                       /usr/lib/libvorbis.so.0.4.0
 7f6d2f5b4000-7f6d2f7b3000 ---p 0001f000 08:07 7285                       /usr/lib/libvorbis.so.0.4.0
 7f6d2f7b3000-7f6d2f7b4000 r--p 0001e000 08:07 7285                       /usr/lib/libvorbis.so.0.4.0
 7f6d2f7b4000-7f6d2f7c2000 rw-p 0001f000 08:07 7285                       /usr/lib/libvorbis.so.0.4.0
 7f6d2f7c2000-7f6d2f7dc000 r-xp 00000000 08:07 7287                       /usr/lib/libvorbisenc.so.2.0.3
 7f6d2f7dc000-7f6d2f9db000 ---p 0001a000 08:07 7287                       /usr/lib/libvorbisenc.so.2.0.3
 7f6d2f9db000-7f6d2f9dc000 r--p 00019000 08:07 7287                       /usr/lib/libvorbisenc.so.2.0.3
 7f6d2f9dc000-7f6d2fb9b000 rw-p 0001a000 08:07 7287                       /usr/lib/libvorbisenc.so.2.0.3
 7f6d2fb9b000-7f6d2fbe4000 r-xp 00000000 08:07 6229                       /usr/lib/libFLAC.so.8.2.0
 7f6d2fbe4000-7f6d2fde4000 ---p 00049000 08:07 6229                       /usr/lib/libFLAC.so.8.2.0
 7f6d2fde4000-7f6d2fde5000 r--p 00049000 08:07 6229                       /usr/lib/libFLAC.so.8.2.0
 7f6d2fde5000-7f6d2fde6000 rw-p 0004a000 08:07 6229                       /usr/lib/libFLAC.so.8.2.0
 7f6d2fde6000-7f6d2fdef000 r-xp 00000000 08:07 1221                       /lib/libwrap.so.0.7.6
 7f6d2fdef000-7f6d2ffee000 ---p 00009000 08:07 1221                       /lib/libwrap.so.0.7.6
 7f6d2ffee000-7f6d2ffef000 r--p 00008000 08:07 1221                       /lib/libwrap.so.0.7.6
 7f6d2ffef000-7f6d2fff0000 rw-p 00009000 08:07 1221                       /lib/libwrap.so.0.7.6
 7f6d2fff0000-7f6d2fff1000 rw-p 00000000 00:00 0 
 7f6d2fff1000-7f6d2fffe000 r-xp 00000000 08:07 7239                       /usr/lib/libtdb.so.1.1.5
 7f6d2fffe000-7f6d301fd000 ---p 0000d000 08:07 7239                       /usr/lib/libtdb.so.1.1.5
 7f6d301fd000-7f6d301fe000 r--p 0000c000 08:07 7239                       /usr/lib/libtdb.so.1.1.5
 7f6d301fe000-7f6d301ff000 rw-p 0000d000 08:07 7239                       /usr/lib/libtdb.so.1.1.5
 7f6d301ff000-7f6d30204000 r-xp 00000000 08:07 6328                       /usr/lib/libXtst.so.6.1.0
 7f6d30204000-7f6d30404000 ---p 00005000 08:07 6328                       /usr/lib/libXtst.so.6.1.0
 7f6d30404000-7f6d30405000 r--p 00005000 08:07 6328                       /usr/lib/libXtst.so.6.1.0
 7f6d30405000-7f6d30406000 rw-p 00006000 08:07 6328                       /usr/lib/libXtst.so.6.1.0
 7f6d30406000-7f6d3040e000 r-xp 00000000 08:07 6279                       /usr/lib/libSM.so.6.0.0
 7f6d3040e000-7f6d3060d000 ---p 00008000 08:07 6279                       /usr/lib/libSM.so.6.0.0
 7f6d3060d000-7f6d3060e000 r--p 00007000 08:07 6279                       /usr/lib/libSM.so.6.0.0
 7f6d3060e000-7f6d3060f000 rw-p 00008000 08:07 6279                       /usr/lib/libSM.so.6.0.0
 7f6d3060f000-7f6d30626000 r-xp 00000000 08:07 6248                       /usr/lib/libICE.so.6.3.0
 7f6d30626000-7f6d30825000 ---p 00017000 08:07 6248                       /usr/lib/libICE.so.6.3.0
 7f6d30825000-7f6d30826000 r--p 00016000 08:07 6248                       /usr/lib/libICE.so.6.3.0
 7f6d30826000-7f6d30827000 rw-p 00017000 08:07 6248                       /usr/lib/libICE.so.6.3.0
 7f6d30827000-7f6d3082a000 rw-p 00000000 00:00 0 
 7f6d3082a000-7f6d3095b000 r-xp 00000000 08:07 6281                       /usr/lib/libX11.so.6.2.0
 7f6d3095b000-7f6d30b5b000 ---p 00131000 08:07 6281                       /usr/lib/libX11.so.6.2.0
 7f6d30b5b000-7f6d30b5c000 r--p 00131000 08:07 6281                       /usr/lib/libX11.so.6.2.0
 7f6d30b5c000-7f6d30b60000 rw-p 00132000 08:07 6281                       /usr/lib/libX11.so.6.2.0
 7f6d30b60000-7f6d30cc6000 r-xp 00000000 08:07 1106                       /lib/libc-2.10.1.so
 7f6d30cc6000-7f6d30ec5000 ---p 00166000 08:07 1106                       /lib/libc-2.10.1.so
 7f6d30ec5000-7f6d30ec9000 r--p 00165000 08:07 1106                       /lib/libc-2.10.1.so
 7f6d30ec9000-7f6d30eca000 rw-p 00169000 08:07 1106                       /lib/libc-2.10.1.so
 7f6d30eca000-7f6d30ecf000 rw-p 00000000 00:00 0 
 7f6d30ecf000-7f6d30f51000 r-xp 00000000 08:07 1141                       /lib/libm-2.10.1.so
 7f6d30f51000-7f6d31151000 ---p 00082000 08:07 1141                       /lib/libm-2.10.1.so
 7f6d31151000-7f6d31152000 r--p 00082000 08:07 1141                       /lib/libm-2.10.1.so
 7f6d31152000-7f6d31153000 rw-p 00083000 08:07 1141                       /lib/libm-2.10.1.so
 7f6d31153000-7f6d31155000 r-xp 00000000 08:07 1120                       /lib/libdl-2.10.1.so
 7f6d31155000-7f6d31355000 ---p 00002000 08:07 1120                       /lib/libdl-2.10.1.so
 7f6d31355000-7f6d31356000 r--p 00002000 08:07 1120                       /lib/libdl-2.10.1.so
 7f6d31356000-7f6d31357000 rw-p 00003000 08:07 1120                       /lib/libdl-2.10.1.so
 7f6d31357000-7f6d3135e000 r-xp 00000000 08:07 1192                       /lib/librt-2.10.1.so
 7f6d3135e000-7f6d3155d000 ---p 00007000 08:07 1192                       /lib/librt-2.10.1.so
 7f6d3155d000-7f6d3155e000 r--p 00006000 08:07 1192                       /lib/librt-2.10.1.so
 7f6d3155e000-7f6d3155f000 rw-p 00007000 08:07 1192                       /lib/librt-2.10.1.so
 7f6d3155f000-7f6d31576000 r-xp 00000000 08:07 1186                       /lib/libpthread-2.10.1.so
 7f6d31576000-7f6d31775000 ---p 00017000 08:07 1186                       /lib/libpthread-2.10.1.so
 7f6d31775000-7f6d31776000 r--p 00016000 08:07 1186                       /lib/libpthread-2.10.1.so
 7f6d31776000-7f6d31777000 rw-p 00017000 08:07 1186                       /lib/libpthread-2.10.1.so
 7f6d31777000-7f6d3177b000 rw-p 00000000 00:00 0 
 7f6d3177b000-7f6d317b8000 r-xp 00000000 08:07 1118                       /lib/libdbus-1.so.3.4.0
 7f6d317b8000-7f6d319b8000 ---p 0003d000 08:07 1118                       /lib/libdbus-1.so.3.4.0
 7f6d319b8000-7f6d319b9000 r--p 0003d000 08:07 1118                       /lib/libdbus-1.so.3.4.0
 7f6d319b9000-7f6d319ba000 rw-p 0003e000 08:07 1118                       /lib/libdbus-1.so.3.4.0
 7f6d319ba000-7f6d31a16000 r-xp 00000000 08:07 7203                       /usr/lib/libsndfile.so.1.0.20
 7f6d31a16000-7f6d31c15000 ---p 0005c000 08:07 7203                       /usr/lib/libsndfile.so.1.0.20
 7f6d31c15000-7f6d31c17000 r--p 0005b000 08:07 7203                       /usr/lib/libsndfile.so.1.0.20
 7f6d31c17000-7f6d31c18000 rw-p 0005d000 08:07 7203                       /usr/lib/libsndfile.so.1.0.20
 7f6d31c18000-7f6d31c1c000 rw-p 00000000 00:00 0 
 7f6d31c1c000-7f6d31c2e000 r-xp 00000000 08:07 7217                       /usr/lib/libspeexdsp.so.1.5.0
 7f6d31c2e000-7f6d31e2e000 ---p 00012000 08:07 7217                       /usr/lib/libspeexdsp.so.1.5.0
 7f6d31e2e000-7f6d31e2f000 r--p 00012000 08:07 7217                       /usr/lib/libspeexdsp.so.1.5.0
 7f6d31e2f000-7f6d31e30000 rw-p 00013000 08:07 7217                       /usr/lib/libspeexdsp.so.1.5.0
 7f6d31e30000-7f6d31f9b000 r-xp 00000000 08:07 7175                       /usr/lib/libsamplerate.so.0.1.7
 7f6d31f9b000-7f6d3219a000 ---p 0016b000 08:07 7175                       /usr/lib/libsamplerate.so.0.1.7
 7f6d3219a000-7f6d3219b000 r--p 0016a000 08:07 7175                       /usr/lib/libsamplerate.so.0.1.7
 7f6d3219b000-7f6d3219c000 rw-p 0016b000 08:07 7175                       /usr/lib/libsamplerate.so.0.1.7
 7f6d3219c000-7f6d321a4000 r-xp 00000000 08:07 6947                       /usr/lib/libltdl.so.7.2.0
 7f6d321a4000-7f6d323a4000 ---p 00008000 08:07 6947                       /usr/lib/libltdl.so.7.2.0
 7f6d323a4000-7f6d323a5000 r--p 00008000 08:07 6947                       /usr/lib/libltdl.so.7.2.0
 7f6d323a5000-7f6d323a6000 rw-p 00009000 08:07 6947                       /usr/lib/libltdl.so.7.2.0
 7f6d323a6000-7f6d323e4000 r-xp 00000000 08:07 15932                      /usr/lib/libpulse.so.0.9.0
 7f6d323e4000-7f6d325e3000 ---p 0003e000 08:07 15932                      /usr/lib/libpulse.so.0.9.0
 7f6d325e3000-7f6d325e4000 r--p 0003d000 08:07 15932                      /usr/lib/libpulse.so.0.9.0
 7f6d325e4000-7f6d325e5000 rw-p 0003e000 08:07 15932                      /usr/lib/libpulse.so.0.9.0
 7f6d325e5000-7f6d3262f000 r-xp 00000000 08:07 15935                      /usr/lib/libpulsecommon-0.9.16.so
 7f6d3262f000-7f6d3282e000 ---p 0004a000 08:07 15935                      /usr/lib/libpulsecommon-0.9.16.so
 7f6d3282e000-7f6d3282f000 r--p 00049000 08:07 15935                      /usr/lib/libpulsecommon-0.9.16.so
 7f6d3282f000-7f6d32830000 rw-p 0004a000 08:07 15935                      /usr/lib/libpulsecommon-0.9.16.so
 7f6d32830000-7f6d328ab000 r-xp 00000000 08:07 52576                      /usr/lib/libpulsecore-0.9.16.so
 7f6d328ab000-7f6d32aab000 ---p 0007b000 08:07 52576                      /usr/lib/libpulsecore-0.9.16.so
 7f6d32aab000-7f6d32aac000 r--p 0007b000 08:07 52576                      /usr/lib/libpulsecore-0.9.16.so
 7f6d32aac000-7f6d32aad000 rw-p 0007c000 08:07 52576                      /usr/lib/libpulsecore-0.9.16.so
 7f6d32aad000-7f6d32acc000 r-xp 00000000 08:07 1086                       /lib/ld-2.10.1.so
 7f6d32b41000-7f6d32b51000 rw-s 00000000 00:0f 4742                       /dev/snd/pcmC0D0p
 7f6d32b51000-7f6d32b63000 rw-s 00000000 08:07 2836                       /home/kirill/.pulse/ac916f991fe6cb74b8a6ab874aa105dd-stream-volumes.tdb
 7f6d32b63000-7f6d32b72000 rw-s 00000000 08:07 2835                       /home/kirill/.pulse/ac916f991fe6cb74b8a6ab874aa105dd-device-volumes.tdb
 7f6d32b72000-7f6d32bb1000 r--p 00000000 08:07 10783                      /usr/lib/locale/ru_RU.utf8/LC_CTYPE
 7f6d32bb1000-7f6d32c9e000 r--p 00000000 08:07 114864                     /usr/lib/locale/ru_RU.utf8/LC_COLLATE
 7f6d32c9e000-7f6d32cab000 rw-p 00000000 00:00 0 
 7f6d32cad000-7f6d32cae000 rw-s 81000000 00:0f 4742                       /dev/snd/pcmC0D0p
 7f6d32cae000-7f6d32cb4000 rw-s 00000000 08:07 2837                       /home/kirill/.pulse/ac916f991fe6cb74b8a6ab874aa105dd-card-database.tdb
 7f6d32cb4000-7f6d32cb5000 r--s 80000000 00:0f 4742                       /dev/snd/pcmC0D0p
 7f6d32cb5000-7f6d32cb7000 r--p 00000000 08:07 9393                       /usr/share/locale-langpack/ru/LC_MESSAGES/pulseaudio.mo
 7f6d32cb7000-7f6d32cb8000 r--p 00000000 08:07 114862                     /usr/lib/locale/ru_RU.utf8/LC_NUMERIC
 7f6d32cb8000-7f6d32cb9000 r--p 00000000 08:07 114863                     /usr/lib/locale/ru_RU.utf8/LC_TIME
 7f6d32cb9000-7f6d32cba000 r--p 00000000 08:07 114865                     /usr/lib/locale/ru_RU.utf8/LC_MONETARY
 7f6d32cba000-7f6d32cbb000 r--p 00000000 08:07 114867                     /usr/lib/locale/ru_RU.utf8/LC_MESSAGES/SYS_LC_MESSAGES
 7f6d32cbb000-7f6d32cbc000 r--p 00000000 08:07 10789                      /usr/lib/locale/ru_RU.utf8/LC_PAPER
 7f6d32cbc000-7f6d32cbd000 r--p 00000000 08:07 11125                      /usr/lib/locale/ru_RU.utf8/LC_NAME
 7f6d32cbd000-7f6d32cbe000 r--p 00000000 08:07 114868                     /usr/lib/locale/ru_RU.utf8/LC_ADDRESS
 7f6d32cbe000-7f6d32cbf000 r--p 00000000 08:07 114869                     /usr/lib/locale/ru_RU.utf8/LC_TELEPHONE
 7f6d32cbf000-7f6d32cc0000 r--p 00000000 08:07 10785                      /usr/lib/locale/ru_RU.utf8/LC_MEASUREMENT
 7f6d32cc0000-7f6d32cc1000 r--p 00000000 08:07 114870                     /usr/lib/locale/ru_RU.utf8/LC_IDENTIFICATION
 7f6d32cc1000-7f6d32cc8000 r--s 00000000 08:07 9710                       /usr/lib/gconv/gconv-modules.cache
 7f6d32cc8000-7f6d32ccb000 rw-p 00000000 00:00 0 
 7f6d32ccb000-7f6d32ccc000 r--p 0001e000 08:07 1086                       /lib/ld-2.10.1.so
 7f6d32ccc000-7f6d32ccd000 rw-p 0001f000 08:07 1086                       /lib/ld-2.10.1.so
 7fff49559000-7fff4956e000 rw-p 00000000 00:00 0                          [stack]
 7fff4957c000-7fff4957d000 r-xp 00000000 00:00 0                          [vdso]
 ffffffffff600000-ffffffffff601000 r-xp 00000000 00:00 0                  [vsyscall]
ProcStatus:
 Name:	pulseaudio
 State:	D (disk sleep)
 Tgid:	3562
 Pid:	3562
 PPid:	1
 TracerPid:	0
 Uid:	1000	1000	1000	1000
 Gid:	1000	1000	1000	1000
 FDSize:	64
 Groups:	4 20 21 24 29 30 44 46 103 104 113 116 122 1000 
 VmPeak:	  470996 kB
 VmSize:	  274432 kB
 VmLck:	       0 kB
 VmHWM:	    6568 kB
 VmRSS:	    6140 kB
 VmData:	   17692 kB
 VmStk:	      84 kB
 VmExe:	      68 kB
 VmLib:	    9252 kB
 VmPTE:	     300 kB
 Threads:	3
 SigQ:	0/16382
 SigPnd:	0000000000000000
 ShdPnd:	0000000000000000
 SigBlk:	0000000000000000
 SigIgn:	0000000000381000
 SigCgt:	0000000180004a43
 CapInh:	0000000000000000
 CapPrm:	0000000000000000
 CapEff:	0000000000000000
 CapBnd:	ffffffffffffffff
 Cpus_allowed:	3
 Cpus_allowed_list:	0-1
 Mems_allowed:	00000000,00000001
 Mems_allowed_list:	0
 voluntary_ctxt_switches:	1417996
 nonvoluntary_ctxt_switches:	56812
Signal: 6
Uname: Linux 2.6.31-10-generic x86_64
UserGroups: adm admin audio cdrom dialout dip fax fuse lpadmin netdev plugdev sambashare video
CoreDump: base64
 H4sICAAAAAAC/0NvcmVEdW1wAA==
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
AlsaDevices:
 total 0
 drwxr-xr-x  2 root root      60 2009-09-09 19:14 by-path
 crw-rw----+ 1 root audio 116, 6 2009-09-09 19:14 controlC0
 crw-rw----+ 1 root audio 116, 5 2009-09-09 23:46 pcmC0D0c
 crw-rw----+ 1 root audio 116, 4 2009-09-09 23:46 pcmC0D0p
 crw-rw----+ 1 root audio 116, 3 2009-09-09 19:14 seq
 crw-rw----+ 1 root audio 116, 2 2009-09-09 19:14 timer
AplayDevices:
 **** List of PLAYBACK Hardware Devices ****
 card 0: Intel [HDA Intel], device 0: STAC92xx Analog [STAC92xx Analog]
   Subdevices: 1/1
   Subdevice #0: subdevice #0
ArecordDevices:
 **** List of CAPTURE Hardware Devices ****
 card 0: Intel [HDA Intel], device 0: STAC92xx Analog [STAC92xx Analog]
   Subdevices: 1/1
   Subdevice #0: subdevice #0
AudioDevicesInUse:
 USER        PID ACCESS COMMAND
 /dev/snd/controlC0:  kirill     5054 F.... pulseaudio
BootDmesg:
 [    0.000000] Initializing cgroup subsys cpuset
 [    0.000000] Initializing cgroup subsys cpu
 [    0.000000] Linux version 2.6.31-10-generic (buildd@crested) (gcc version 4.4.1 (Ubuntu 4.4.1-3ubuntu3) ) #30-Ubuntu SMP Tue Sep 8 12:32:38 UTC 2009 (Ubuntu 2.6.31-10.30-generic)
 [    0.000000] Command line: BOOT_IMAGE=/vmlinuz-2.6.31-10-generic root=UUID=3f335efe-a898-4e71-8c32-070b8858a481 ro quiet splash
 [    0.000000] KERNEL supported cpus:
 [    0.000000]   Intel GenuineIntel
 [    0.000000]   AMD AuthenticAMD
 [    0.000000]   Centaur CentaurHauls
 [    0.000000] BIOS-provided physical RAM map:
 [    0.000000]  BIOS-e820: 0000000000000000 - 000000000009f800 (usable)
 [    0.000000]  BIOS-e820: 000000000009f800 - 00000000000a0000 (reserved)
 [    0.000000]  BIOS-e820: 00000000000ce000 - 00000000000d0000 (reserved)
 [    0.000000]  BIOS-e820: 00000000000e0000 - 0000000000100000 (reserved)
 [    0.000000]  BIOS-e820: 0000000000100000 - 000000007feb0000 (usable)
 [    0.000000]  BIOS-e820: 000000007feb0000 - 000000007fecb000 (ACPI NVS)
 [    0.000000]  BIOS-e820: 000000007fecb000 - 0000000080000000 (reserved)
 [    0.000000]  BIOS-e820: 00000000e0000000 - 00000000f0000000 (reserved)
 [    0.000000]  BIOS-e820: 00000000fec00000 - 00000000fec10000 (reserved)
 [    0.000000]  BIOS-e820: 00000000fed00000 - 00000000fed00400 (reserved)
 [    0.000000]  BIOS-e820: 00000000fed14000 - 00000000fed1a000 (reserved)
 [    0.000000]  BIOS-e820: 00000000fed1c000 - 00000000fed90000 (reserved)
 [    0.000000]  BIOS-e820: 00000000fee00000 - 00000000fee01000 (reserved)
 [    0.000000]  BIOS-e820: 00000000ff000000 - 0000000100000000 (reserved)
 [    0.000000] DMI present.
 [    0.000000] Phoenix BIOS detected: BIOS may corrupt low RAM, working around it.
 [    0.000000] e820 update range: 0000000000000000 - 0000000000010000 (usable) ==> (reserved)
 [    0.000000] last_pfn = 0x7feb0 max_arch_pfn = 0x400000000
 [    0.000000] MTRR default type: uncachable
 [    0.000000] MTRR fixed ranges enabled:
 [    0.000000]   00000-9FFFF write-back
 [    0.000000]   A0000-BFFFF uncachable
 [    0.000000]   C0000-FFFFF write-protect
 [    0.000000] MTRR variable ranges enabled:
 [    0.000000]   0 base 000000000 mask F80000000 write-back
 [    0.000000]   1 base 07FF00000 mask FFFF00000 uncachable
 [    0.000000]   2 disabled
 [    0.000000]   3 disabled
 [    0.000000]   4 disabled
 [    0.000000]   5 disabled
 [    0.000000]   6 disabled
 [    0.000000]   7 disabled
 [    0.000000] Scanning 0 areas for low memory corruption
 [    0.000000] modified physical RAM map:
 [    0.000000]  modified: 0000000000000000 - 0000000000010000 (reserved)
 [    0.000000]  modified: 0000000000010000 - 000000000009f800 (usable)
 [    0.000000]  modified: 000000000009f800 - 00000000000a0000 (reserved)
 [    0.000000]  modified: 00000000000ce000 - 00000000000d0000 (reserved)
 [    0.000000]  modified: 00000000000e0000 - 0000000000100000 (reserved)
 [    0.000000]  modified: 0000000000100000 - 000000007feb0000 (usable)
 [    0.000000]  modified: 000000007feb0000 - 000000007fecb000 (ACPI NVS)
 [    0.000000]  modified: 000000007fecb000 - 0000000080000000 (reserved)
 [    0.000000]  modified: 00000000e0000000 - 00000000f0000000 (reserved)
 [    0.000000]  modified: 00000000fec00000 - 00000000fec10000 (reserved)
 [    0.000000]  modified: 00000000fed00000 - 00000000fed00400 (reserved)
 [    0.000000]  modified: 00000000fed14000 - 00000000fed1a000 (reserved)
 [    0.000000]  modified: 00000000fed1c000 - 00000000fed90000 (reserved)
 [    0.000000]  modified: 00000000fee00000 - 00000000fee01000 (reserved)
 [    0.000000]  modified: 00000000ff000000 - 0000000100000000 (reserved)
 [    0.000000] initial memory mapped : 0 - 20000000
 [    0.000000] init_memory_mapping: 0000000000000000-000000007feb0000
 [    0.000000] Using x86 segment limits to approximate NX protection
 [    0.000000]  0000000000 - 007fe00000 page 2M
 [    0.000000]  007fe00000 - 007feb0000 page 4k
 [    0.000000] kernel direct mapping tables up to 7feb0000 @ 10000-14000
 [    0.000000] RAMDISK: 378eb000 - 37fef04a
 [    0.000000] ACPI: RSDP 00000000000f76d0 00024 (v02 PTLTD )
 [    0.000000] ACPI: XSDT 000000007febe36f 00094 (v01   Sony     VAIO 20080404 PTL  00000000)
 [    0.000000] ACPI: FACP 000000007fec7bd2 000F4 (v03   Sony     VAIO 20080404 PTL  00000001)
 [    0.000000] ACPI: DSDT 000000007fec03df 0777F (v02   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: FACS 000000007fecafc0 00040
 [    0.000000] ACPI: APIC 000000007fec7cc6 00068 (v01   Sony     VAIO 20080404 PTL  0000005A)
 [    0.000000] ACPI: HPET 000000007fec7d2e 00038 (v01   Sony     VAIO 20080404 PTL  0000005A)
 [    0.000000] ACPI: MCFG 000000007fec7d66 0003C (v01   Sony     VAIO 20080404 PTL  0000005A)
 [    0.000000] ACPI: TCPA 000000007fec7da2 00032 (v01   Sony     VAIO 20080404 PTL  00005A52)
 [    0.000000] ACPI: TMOR 000000007fec7dd4 00026 (v01   Sony     VAIO 20080404 PTL  00000003)
 [    0.000000] ACPI: SLIC 000000007fec7dfa 00176 (v01   Sony     VAIO 20080404 PTL  01000000)
 [    0.000000] ACPI: APIC 000000007fec7f70 00068 (v01   Sony     VAIO 20080404 PTL  00000000)
 [    0.000000] ACPI: BOOT 000000007fec7fd8 00028 (v01   Sony     VAIO 20080404 PTL  00000001)
 [    0.000000] ACPI: SSDT 000000007febfd1e 006C1 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: SSDT 000000007febf610 0070E (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: SSDT 000000007febe98f 0025F (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: SSDT 000000007febe8e9 000A6 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: SSDT 000000007febe403 004E6 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.000000] ACPI: BIOS bug: multiple APIC/MADT found, using 0
 [    0.000000] ACPI: If "acpi_apic_instance=2" works better, notify linux-acpi@vger.kernel.org
 [    0.000000] ACPI: Local APIC address 0xfee00000
 [    0.000000] No NUMA configuration found
 [    0.000000] Faking a node at 0000000000000000-000000007feb0000
 [    0.000000] Bootmem setup node 0 0000000000000000-000000007feb0000
 [    0.000000]   NODE_DATA [0000000000012000 - 0000000000016fff]
 [    0.000000]   bootmap [0000000000017000 -  0000000000026fd7] pages 10
 [    0.000000] (7 early reservations) ==> bootmem [0000000000 - 007feb0000]
 [    0.000000]   #0 [0000000000 - 0000001000]   BIOS data page ==> [0000000000 - 0000001000]
 [    0.000000]   #1 [0000006000 - 0000008000]       TRAMPOLINE ==> [0000006000 - 0000008000]
 [    0.000000]   #2 [0001000000 - 00019babcc]    TEXT DATA BSS ==> [0001000000 - 00019babcc]
 [    0.000000]   #3 [00378eb000 - 0037fef04a]          RAMDISK ==> [00378eb000 - 0037fef04a]
 [    0.000000]   #4 [000009f800 - 0000100000]    BIOS reserved ==> [000009f800 - 0000100000]
 [    0.000000]   #5 [00019bb000 - 00019bb2a4]              BRK ==> [00019bb000 - 00019bb2a4]
 [    0.000000]   #6 [0000010000 - 0000012000]          PGTABLE ==> [0000010000 - 0000012000]
 [    0.000000] found SMP MP-table at [ffff8800000f7700] f7700
 [    0.000000]  [ffffea0000000000-ffffea0001bfffff] PMD -> [ffff880001e00000-ffff8800039fffff] on node 0
 [    0.000000] Zone PFN ranges:
 [    0.000000]   DMA      0x00000010 -> 0x00001000
 [    0.000000]   DMA32    0x00001000 -> 0x00100000
 [    0.000000]   Normal   0x00100000 -> 0x00100000
 [    0.000000] Movable zone start PFN for each node
 [    0.000000] early_node_map[2] active PFN ranges
 [    0.000000]     0: 0x00000010 -> 0x0000009f
 [    0.000000]     0: 0x00000100 -> 0x0007feb0
 [    0.000000] On node 0 totalpages: 523839
 [    0.000000]   DMA zone: 56 pages used for memmap
 [    0.000000]   DMA zone: 101 pages reserved
 [    0.000000]   DMA zone: 3826 pages, LIFO batch:0
 [    0.000000]   DMA32 zone: 7108 pages used for memmap
 [    0.000000]   DMA32 zone: 512748 pages, LIFO batch:31
 [    0.000000] ACPI: PM-Timer IO Port: 0x1008
 [    0.000000] ACPI: Local APIC address 0xfee00000
 [    0.000000] ACPI: LAPIC (acpi_id[0x00] lapic_id[0x00] enabled)
 [    0.000000] ACPI: LAPIC (acpi_id[0x01] lapic_id[0x01] enabled)
 [    0.000000] ACPI: LAPIC_NMI (acpi_id[0x00] high edge lint[0x1])
 [    0.000000] ACPI: LAPIC_NMI (acpi_id[0x01] high edge lint[0x1])
 [    0.000000] ACPI: IOAPIC (id[0x01] address[0xfec00000] gsi_base[0])
 [    0.000000] IOAPIC[0]: apic_id 1, version 32, address 0xfec00000, GSI 0-23
 [    0.000000] ACPI: INT_SRC_OVR (bus 0 bus_irq 0 global_irq 2 dfl dfl)
 [    0.000000] ACPI: INT_SRC_OVR (bus 0 bus_irq 9 global_irq 9 high level)
 [    0.000000] ACPI: IRQ0 used by override.
 [    0.000000] ACPI: IRQ2 used by override.
 [    0.000000] ACPI: IRQ9 used by override.
 [    0.000000] Using ACPI (MADT) for SMP configuration information
 [    0.000000] ACPI: HPET id: 0x8086a201 base: 0xfed00000
 [    0.000000] SMP: Allowing 2 CPUs, 0 hotplug CPUs
 [    0.000000] nr_irqs_gsi: 24
 [    0.000000] PM: Registered nosave memory: 000000000009f000 - 00000000000a0000
 [    0.000000] PM: Registered nosave memory: 00000000000a0000 - 00000000000ce000
 [    0.000000] PM: Registered nosave memory: 00000000000ce000 - 00000000000d0000
 [    0.000000] PM: Registered nosave memory: 00000000000d0000 - 00000000000e0000
 [    0.000000] PM: Registered nosave memory: 00000000000e0000 - 0000000000100000
 [    0.000000] Allocating PCI resources starting at 80000000 (gap: 80000000:60000000)
 [    0.000000] NR_CPUS:64 nr_cpumask_bits:64 nr_cpu_ids:2 nr_node_ids:1
 [    0.000000] PERCPU: Embedded 29 pages at ffff8800019cc000, static data 89952 bytes
 [    0.000000] Built 1 zonelists in Node order, mobility grouping on.  Total pages: 516574
 [    0.000000] Policy zone: DMA32
 [    0.000000] Kernel command line: BOOT_IMAGE=/vmlinuz-2.6.31-10-generic root=UUID=3f335efe-a898-4e71-8c32-070b8858a481 ro quiet splash
 [    0.000000] PID hash table entries: 4096 (order: 12, 32768 bytes)
 [    0.000000] Initializing CPU#0
 [    0.000000] Checking aperture...
 [    0.000000] No AGP bridge found
 [    0.000000] Calgary: detecting Calgary via BIOS EBDA area
 [    0.000000] Calgary: Unable to locate Rio Grande table in EBDA - bailing!
 [    0.000000] Memory: 2049140k/2095808k available (5289k kernel code, 452k absent, 46216k reserved, 2998k data, 664k init)
 [    0.000000] SLUB: Genslabs=14, HWalign=64, Order=0-3, MinObjects=0, CPUs=2, Nodes=1
 [    0.000000] NR_IRQS:4352 nr_irqs:424
 [    0.000000] Extended CMOS year: 2000
 [    0.000000] Fast TSC calibration using PIT
 [    0.000000] Detected 2393.962 MHz processor.
 [    0.001563] Console: colour VGA+ 80x25
 [    0.001565] console [tty0] enabled
 [    0.004000] allocated 20971520 bytes of page_cgroup
 [    0.004000] please try 'cgroup_disable=memory' option if you don't want memory cgroups
 [    0.004000] hpet clockevent registered
 [    0.004000] HPET: 3 timers in total, 0 timers will be used for per-cpu timer
 [    0.004000] Calibrating delay loop (skipped), value calculated using timer frequency.. 4787.92 BogoMIPS (lpj=9575848)
 [    0.004000] Security Framework initialized
 [    0.004000] AppArmor: AppArmor initialized
 [    0.004000] Dentry cache hash table entries: 262144 (order: 9, 2097152 bytes)
 [    0.004000] Inode-cache hash table entries: 131072 (order: 8, 1048576 bytes)
 [    0.004000] Mount-cache hash table entries: 256
 [    0.004000] Initializing cgroup subsys ns
 [    0.004000] Initializing cgroup subsys cpuacct
 [    0.004000] Initializing cgroup subsys memory
 [    0.004000] Initializing cgroup subsys freezer
 [    0.004000] Initializing cgroup subsys net_cls
 [    0.004000] CPU: L1 I cache: 32K, L1 D cache: 32K
 [    0.004000] CPU: L2 cache: 4096K
 [    0.004000] CPU 0/0x0 -> Node 0
 [    0.004000] CPU: Physical Processor ID: 0
 [    0.004000] CPU: Processor Core ID: 0
 [    0.004000] using mwait in idle threads.
 [    0.004000] Performance Counters: Core2 events, Intel PMU driver.
 [    0.004000] ... version:                 2
 [    0.004000] ... bit width:               40
 [    0.004000] ... generic counters:        2
 [    0.004000] ... value mask:              000000ffffffffff
 [    0.004000] ... max period:              000000007fffffff
 [    0.004000] ... fixed-purpose counters:  3
 [    0.004000] ... counter mask:            0000000700000003
 [    0.004015] ACPI: Core revision 20090521
 [    0.016058] Setting APIC routing to flat
 [    0.016420] ..TIMER: vector=0x30 apic1=0 pin1=2 apic2=-1 pin2=-1
 [    0.056529] CPU0: Intel(R) Core(TM)2 Duo CPU     T7700  @ 2.40GHz stepping 0b
 [    0.060001] Booting processor 1 APIC 0x1 ip 0x6000
 [    0.004000] Initializing CPU#1
 [    0.004000] Calibrating delay using timer specific routine.. 4787.96 BogoMIPS (lpj=9575928)
 [    0.004000] CPU: L1 I cache: 32K, L1 D cache: 32K
 [    0.004000] CPU: L2 cache: 4096K
 [    0.004000] CPU 1/0x1 -> Node 0
 [    0.004000] CPU: Physical Processor ID: 0
 [    0.004000] CPU: Processor Core ID: 1
 [    0.144540] CPU1: Intel(R) Core(TM)2 Duo CPU     T7700  @ 2.40GHz stepping 0b
 [    0.144549] checking TSC synchronization [CPU#0 -> CPU#1]: passed.
 [    0.148025] Brought up 2 CPUs
 [    0.148028] Total of 2 processors activated (9575.88 BogoMIPS).
 [    0.148083] CPU0 attaching sched-domain:
 [    0.148085]  domain 0: span 0-1 level MC
 [    0.148088]   groups: 0 1
 [    0.148092] CPU1 attaching sched-domain:
 [    0.148094]  domain 0: span 0-1 level MC
 [    0.148096]   groups: 1 0
 [    0.148165] Booting paravirtualized kernel on bare hardware
 [    0.148165] regulator: core version 0.5
 [    0.148165] Time: 19:14:50  Date: 09/09/09
 [    0.148165] NET: Registered protocol family 16
 [    0.148165] ACPI FADT declares the system doesn't support PCIe ASPM, so disable it
 [    0.148165] ACPI: bus type pci registered
 [    0.148165] PCI: MCFG configuration 0: base e0000000 segment 0 buses 0 - 255
 [    0.148165] PCI: MCFG area at e0000000 reserved in E820
 [    0.150036] PCI: Using MMCONFIG at e0000000 - efffffff
 [    0.150038] PCI: Using configuration type 1 for base access
 [    0.152066] bio: create slab <bio-0> at 0
 [    0.156098] ACPI: EC: Look up EC in DSDT
 [    0.158661] ACPI: BIOS _OSI(Linux) query ignored
 [    0.160394] ACPI: Interpreter enabled
 [    0.160397] ACPI: (supports S0 S3 S4 S5)
 [    0.160415] ACPI: Using IOAPIC for interrupt routing
 [    0.176317] ACPI: EC: GPE = 0x17, I/O: command/status = 0x66, data = 0x62
 [    0.176317] ACPI: EC: driver started in poll mode
 [    0.184077] ACPI: ACPI Dock Station Driver: 1 docks/bays found
 [    0.184708] ACPI: PCI Root Bridge [PCI0] (0000:00)
 [    0.184736] pci 0000:00:01.0: PME# supported from D0 D3hot D3cold
 [    0.184736] pci 0000:00:01.0: PME# disabled
 [    0.184736] pci 0000:00:1a.0: reg 20 io port: [0x1800-0x181f]
 [    0.184736] pci 0000:00:1a.1: reg 20 io port: [0x1820-0x183f]
 [    0.184736] pci 0000:00:1a.7: reg 10 32bit mmio: [0xfc304000-0xfc3043ff]
 [    0.184736] pci 0000:00:1a.7: PME# supported from D0 D3hot D3cold
 [    0.184736] pci 0000:00:1a.7: PME# disabled
 [    0.184736] pci 0000:00:1b.0: reg 10 64bit mmio: [0xfc300000-0xfc303fff]
 [    0.184736] pci 0000:00:1b.0: PME# supported from D0 D3hot D3cold
 [    0.184736] pci 0000:00:1b.0: PME# disabled
 [    0.184736] pci 0000:00:1c.0: PME# supported from D0 D3hot D3cold
 [    0.184736] pci 0000:00:1c.0: PME# disabled
 [    0.184737] pci 0000:00:1c.1: PME# supported from D0 D3hot D3cold
 [    0.184742] pci 0000:00:1c.1: PME# disabled
 [    0.184840] pci 0000:00:1c.2: PME# supported from D0 D3hot D3cold
 [    0.184845] pci 0000:00:1c.2: PME# disabled
 [    0.184942] pci 0000:00:1c.3: PME# supported from D0 D3hot D3cold
 [    0.184947] pci 0000:00:1c.3: PME# disabled
 [    0.185021] pci 0000:00:1d.0: reg 20 io port: [0x1840-0x185f]
 [    0.185094] pci 0000:00:1d.1: reg 20 io port: [0x1860-0x187f]
 [    0.185166] pci 0000:00:1d.2: reg 20 io port: [0x1880-0x189f]
 [    0.185244] pci 0000:00:1d.7: reg 10 32bit mmio: [0xfc304400-0xfc3047ff]
 [    0.185315] pci 0000:00:1d.7: PME# supported from D0 D3hot D3cold
 [    0.185320] pci 0000:00:1d.7: PME# disabled
 [    0.185492] pci 0000:00:1f.0: quirk: region 1000-107f claimed by ICH6 ACPI/GPIO/TCO
 [    0.185497] pci 0000:00:1f.0: quirk: region 1180-11bf claimed by ICH6 GPIO
 [    0.185502] pci 0000:00:1f.0: ICH7 LPC Generic IO decode 2 PIO at 1670 (mask 000f)
 [    0.185558] pci 0000:00:1f.1: reg 10 io port: [0x00-0x07]
 [    0.185567] pci 0000:00:1f.1: reg 14 io port: [0x00-0x03]
 [    0.185575] pci 0000:00:1f.1: reg 18 io port: [0x00-0x07]
 [    0.185583] pci 0000:00:1f.1: reg 1c io port: [0x00-0x03]
 [    0.185591] pci 0000:00:1f.1: reg 20 io port: [0x18a0-0x18af]
 [    0.185653] pci 0000:00:1f.2: reg 10 io port: [0x18f8-0x18ff]
 [    0.185661] pci 0000:00:1f.2: reg 14 io port: [0x18cc-0x18cf]
 [    0.185669] pci 0000:00:1f.2: reg 18 io port: [0x18f0-0x18f7]
 [    0.185677] pci 0000:00:1f.2: reg 1c io port: [0x18c8-0x18cb]
 [    0.185685] pci 0000:00:1f.2: reg 20 io port: [0x18e0-0x18ef]
 [    0.185693] pci 0000:00:1f.2: reg 24 io port: [0x18d0-0x18df]
 [    0.185726] pci 0000:00:1f.2: PME# supported from D3hot
 [    0.185730] pci 0000:00:1f.2: PME# disabled
 [    0.185760] pci 0000:00:1f.3: reg 10 32bit mmio: [0x000000-0x0000ff]
 [    0.185787] pci 0000:00:1f.3: reg 20 io port: [0x1c00-0x1c1f]
 [    0.185868] pci 0000:01:00.0: reg 10 32bit mmio: [0xca000000-0xcaffffff]
 [    0.185884] pci 0000:01:00.0: reg 14 64bit mmio: [0xd0000000-0xdfffffff]
 [    0.185899] pci 0000:01:00.0: reg 1c 64bit mmio: [0xc8000000-0xc9ffffff]
 [    0.185908] pci 0000:01:00.0: reg 24 io port: [0x2000-0x207f]
 [    0.185917] pci 0000:01:00.0: reg 30 32bit mmio: [0x000000-0x01ffff]
 [    0.186027] pci 0000:00:01.0: bridge io port: [0x2000-0x2fff]
 [    0.186030] pci 0000:00:01.0: bridge 32bit mmio: [0xc8000000-0xcaffffff]
 [    0.186034] pci 0000:00:01.0: bridge 64bit mmio pref: [0xd0000000-0xdfffffff]
 [    0.186101] pci 0000:00:1c.0: bridge io port: [0x3000-0x3fff]
 [    0.186106] pci 0000:00:1c.0: bridge 32bit mmio: [0xf6000000-0xf7ffffff]
 [    0.186114] pci 0000:00:1c.0: bridge 64bit mmio pref: [0xf0000000-0xf1ffffff]
 [    0.186207] pci 0000:06:00.0: reg 10 64bit mmio: [0xf8000000-0xf8001fff]
 [    0.186328] pci 0000:06:00.0: PME# supported from D0 D3hot D3cold
 [    0.186336] pci 0000:06:00.0: PME# disabled
 [    0.186426] pci 0000:00:1c.1: bridge io port: [0x4000-0x4fff]
 [    0.186431] pci 0000:00:1c.1: bridge 32bit mmio: [0xf8000000-0xf9ffffff]
 [    0.186439] pci 0000:00:1c.1: bridge 64bit mmio pref: [0xf2000000-0xf3ffffff]
 [    0.186866] pci 0000:07:00.0: reg 10 64bit mmio: [0xfa000000-0xfa003fff]
 [    0.186919] pci 0000:07:00.0: reg 18 io port: [0x5000-0x50ff]
 [    0.187119] pci 0000:07:00.0: reg 30 32bit mmio: [0x000000-0x01ffff]
 [    0.188197] pci 0000:07:00.0: supports D1 D2
 [    0.188199] pci 0000:07:00.0: PME# supported from D0 D1 D2 D3hot D3cold
 [    0.188225] pci 0000:07:00.0: PME# disabled
 [    0.188370] pci 0000:00:1c.2: bridge io port: [0x5000-0x5fff]
 [    0.188375] pci 0000:00:1c.2: bridge 32bit mmio: [0xfa000000-0xfbffffff]
 [    0.188383] pci 0000:00:1c.2: bridge 64bit mmio pref: [0xf4000000-0xf5ffffff]
 [    0.188450] pci 0000:00:1c.3: bridge io port: [0x6000-0x6fff]
 [    0.188455] pci 0000:00:1c.3: bridge 32bit mmio: [0xc4000000-0xc5ffffff]
 [    0.188463] pci 0000:00:1c.3: bridge 64bit mmio pref: [0xcc000000-0xcdffffff]
 [    0.188526] pci 0000:09:04.0: reg 10 32bit mmio: [0xfc004000-0xfc004fff]
 [    0.188557] pci 0000:09:04.0: supports D1 D2
 [    0.188559] pci 0000:09:04.0: PME# supported from D0 D1 D2 D3hot D3cold
 [    0.188565] pci 0000:09:04.0: PME# disabled
 [    0.188618] pci 0000:09:04.1: reg 10 32bit mmio: [0xfc006000-0xfc0067ff]
 [    0.188629] pci 0000:09:04.1: reg 14 32bit mmio: [0xfc000000-0xfc003fff]
 [    0.188700] pci 0000:09:04.1: supports D1 D2
 [    0.188701] pci 0000:09:04.1: PME# supported from D0 D1 D2 D3hot D3cold
 [    0.188707] pci 0000:09:04.1: PME# disabled
 [    0.188760] pci 0000:09:04.2: reg 10 32bit mmio: [0xfc005000-0xfc005fff]
 [    0.188835] pci 0000:09:04.2: supports D1 D2
 [    0.188837] pci 0000:09:04.2: PME# supported from D0 D1 D2 D3hot
 [    0.188843] pci 0000:09:04.2: PME# disabled
 [    0.188921] pci 0000:00:1e.0: transparent bridge
 [    0.188929] pci 0000:00:1e.0: bridge 32bit mmio: [0xfc000000-0xfc0fffff]
 [    0.189001] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0._PRT]
 [    0.189200] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.PEGP._PRT]
 [    0.189279] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP01._PRT]
 [    0.189384] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP02._PRT]
 [    0.189452] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP03._PRT]
 [    0.189519] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP04._PRT]
 [    0.189614] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.PCIB._PRT]
 [    0.196242] ACPI: PCI Interrupt Link [LNKA] (IRQs 1 3 4 5 6 7 *10 12 14 15)
 [    0.196242] ACPI: PCI Interrupt Link [LNKB] (IRQs 1 3 4 5 6 7 11 12 14 15) *10
 [    0.196263] ACPI: PCI Interrupt Link [LNKC] (IRQs 1 3 4 5 6 7 *10 12 14 15)
 [    0.196355] ACPI: PCI Interrupt Link [LNKD] (IRQs 1 3 4 5 6 7 11 12 14 15) *10
 [    0.196447] ACPI: PCI Interrupt Link [LNKE] (IRQs 1 3 4 5 6 7 *10 12 14 15)
 [    0.196543] ACPI: PCI Interrupt Link [LNKF] (IRQs 1 3 4 5 6 7 11 12 14 15) *10
 [    0.196635] ACPI: PCI Interrupt Link [LNKG] (IRQs 1 3 4 5 6 7 *10 12 14 15)
 [    0.196726] ACPI: PCI Interrupt Link [LNKH] (IRQs 1 3 4 5 6 7 11 12 14 15) *10
 [    0.196772] SCSI subsystem initialized
 [    0.196772] libata version 3.00 loaded.
 [    0.196772] usbcore: registered new interface driver usbfs
 [    0.196772] usbcore: registered new interface driver hub
 [    0.196772] usbcore: registered new device driver usb
 [    0.196772] ACPI: WMI: Mapper loaded
 [    0.196772] PCI: Using ACPI for IRQ routing
 [    0.212007] Bluetooth: Core ver 2.15
 [    0.212020] NET: Registered protocol family 31
 [    0.212020] Bluetooth: HCI device and connection manager initialized
 [    0.212020] Bluetooth: HCI socket layer initialized
 [    0.212021] NetLabel: Initializing
 [    0.212023] NetLabel:  domain hash size = 128
 [    0.212024] NetLabel:  protocols = UNLABELED CIPSOv4
 [    0.212036] NetLabel:  unlabeled traffic allowed by default
 [    0.212045] hpet0: at MMIO 0xfed00000, IRQs 2, 8, 0
 [    0.212045] hpet0: 3 comparators, 64-bit 14.318180 MHz counter
 [    0.236007] pnp: PnP ACPI init
 [    0.236016] ACPI: bus type pnp registered
 [    0.241220] pnp 00:09: IRQ 9 override to level, high
 [    0.244777] pnp: PnP ACPI: found 12 devices
 [    0.244779] ACPI: ACPI bus type pnp unregistered
 [    0.244789] system 00:01: iomem range 0xfed1c000-0xfed1ffff has been reserved
 [    0.244791] system 00:01: iomem range 0xfed14000-0xfed17fff has been reserved
 [    0.244794] system 00:01: iomem range 0xfed18000-0xfed18fff has been reserved
 [    0.244796] system 00:01: iomem range 0xfed19000-0xfed19fff has been reserved
 [    0.244799] system 00:01: iomem range 0xe0000000-0xefffffff has been reserved
 [    0.244801] system 00:01: iomem range 0xfed20000-0xfed3ffff has been reserved
 [    0.244804] system 00:01: iomem range 0xfed45000-0xfed8ffff has been reserved
 [    0.244810] system 00:07: ioport range 0x680-0x69f has been reserved
 [    0.244812] system 00:07: ioport range 0x800-0x80f has been reserved
 [    0.244815] system 00:07: ioport range 0x1000-0x107f has been reserved
 [    0.244817] system 00:07: ioport range 0x1180-0x11bf has been reserved
 [    0.244819] system 00:07: ioport range 0x1640-0x164f has been reserved
 [    0.244822] system 00:07: ioport range 0xfe00-0xfe00 has been reserved
 [    0.249709] AppArmor: AppArmor Filesystem Enabled
 [    0.249793] pci 0000:01:00.0: BAR 6: can't allocate mem resource [0xe0000000-0xdfffffff]
 [    0.249795] pci 0000:00:01.0: PCI bridge, secondary bus 0000:01
 [    0.249798] pci 0000:00:01.0:   IO window: 0x2000-0x2fff
 [    0.249802] pci 0000:00:01.0:   MEM window: 0xc8000000-0xcaffffff
 [    0.249805] pci 0000:00:01.0:   PREFETCH window: 0x000000d0000000-0x000000dfffffff
 [    0.249810] pci 0000:00:1c.0: PCI bridge, secondary bus 0000:02
 [    0.249813] pci 0000:00:1c.0:   IO window: 0x3000-0x3fff
 [    0.249820] pci 0000:00:1c.0:   MEM window: 0xf6000000-0xf7ffffff
 [    0.249825] pci 0000:00:1c.0:   PREFETCH window: 0x000000f0000000-0x000000f1ffffff
 [    0.249833] pci 0000:00:1c.1: PCI bridge, secondary bus 0000:06
 [    0.249836] pci 0000:00:1c.1:   IO window: 0x4000-0x4fff
 [    0.249843] pci 0000:00:1c.1:   MEM window: 0xf8000000-0xf9ffffff
 [    0.249848] pci 0000:00:1c.1:   PREFETCH window: 0x000000f2000000-0x000000f3ffffff
 [    0.249857] pci 0000:00:1c.2: PCI bridge, secondary bus 0000:07
 [    0.249860] pci 0000:00:1c.2:   IO window: 0x5000-0x5fff
 [    0.249867] pci 0000:00:1c.2:   MEM window: 0xfa000000-0xfbffffff
 [    0.249872] pci 0000:00:1c.2:   PREFETCH window: 0x000000f4000000-0x000000f5ffffff
 [    0.249880] pci 0000:00:1c.3: PCI bridge, secondary bus 0000:08
 [    0.249883] pci 0000:00:1c.3:   IO window: 0x6000-0x6fff
 [    0.249890] pci 0000:00:1c.3:   MEM window: 0xc4000000-0xc5ffffff
 [    0.249895] pci 0000:00:1c.3:   PREFETCH window: 0x000000cc000000-0x000000cdffffff
 [    0.249905] pci 0000:09:04.0: CardBus bridge, secondary bus 0000:0a
 [    0.249907] pci 0000:09:04.0:   IO window: 0x007000-0x0070ff
 [    0.249912] pci 0000:09:04.0:   IO window: 0x007400-0x0074ff
 [    0.249918] pci 0000:09:04.0:   PREFETCH window: 0x80000000-0x83ffffff
 [    0.249923] pci 0000:09:04.0:   MEM window: 0x88000000-0x8bffffff
 [    0.249929] pci 0000:00:1e.0: PCI bridge, secondary bus 0000:09
 [    0.249932] pci 0000:00:1e.0:   IO window: 0x7000-0x7fff
 [    0.249939] pci 0000:00:1e.0:   MEM window: 0xfc000000-0xfc0fffff
 [    0.249944] pci 0000:00:1e.0:   PREFETCH window: 0x80000000-0x83ffffff
 [    0.249954]   alloc irq_desc for 16 on node 0
 [    0.249956]   alloc kstat_irqs on node 0
 [    0.249960] pci 0000:00:01.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16
 [    0.249964] pci 0000:00:01.0: setting latency timer to 64
 [    0.249972] pci 0000:00:1c.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16
 [    0.249977] pci 0000:00:1c.0: setting latency timer to 64
 [    0.249986]   alloc irq_desc for 17 on node 0
 [    0.249987]   alloc kstat_irqs on node 0
 [    0.249990] pci 0000:00:1c.1: PCI INT B -> GSI 17 (level, low) -> IRQ 17
 [    0.249995] pci 0000:00:1c.1: setting latency timer to 64
 [    0.250003]   alloc irq_desc for 18 on node 0
 [    0.250004]   alloc kstat_irqs on node 0
 [    0.250007] pci 0000:00:1c.2: PCI INT C -> GSI 18 (level, low) -> IRQ 18
 [    0.250012] pci 0000:00:1c.2: setting latency timer to 64
 [    0.250021]   alloc irq_desc for 19 on node 0
 [    0.250022]   alloc kstat_irqs on node 0
 [    0.250025] pci 0000:00:1c.3: PCI INT D -> GSI 19 (level, low) -> IRQ 19
 [    0.250030] pci 0000:00:1c.3: setting latency timer to 64
 [    0.250038] pci 0000:00:1e.0: setting latency timer to 64
 [    0.250048]   alloc irq_desc for 20 on node 0
 [    0.250050]   alloc kstat_irqs on node 0
 [    0.250053] pci 0000:09:04.0: PCI INT A -> GSI 20 (level, low) -> IRQ 20
 [    0.250059] pci_bus 0000:00: resource 0 io:  [0x00-0xffff]
 [    0.250061] pci_bus 0000:00: resource 1 mem: [0x000000-0xffffffffffffffff]
 [    0.250063] pci_bus 0000:01: resource 0 io:  [0x2000-0x2fff]
 [    0.250065] pci_bus 0000:01: resource 1 mem: [0xc8000000-0xcaffffff]
 [    0.250067] pci_bus 0000:01: resource 2 pref mem [0xd0000000-0xdfffffff]
 [    0.250069] pci_bus 0000:02: resource 0 io:  [0x3000-0x3fff]
 [    0.250071] pci_bus 0000:02: resource 1 mem: [0xf6000000-0xf7ffffff]
 [    0.250073] pci_bus 0000:02: resource 2 pref mem [0xf0000000-0xf1ffffff]
 [    0.250076] pci_bus 0000:06: resource 0 io:  [0x4000-0x4fff]
 [    0.250077] pci_bus 0000:06: resource 1 mem: [0xf8000000-0xf9ffffff]
 [    0.250079] pci_bus 0000:06: resource 2 pref mem [0xf2000000-0xf3ffffff]
 [    0.250082] pci_bus 0000:07: resource 0 io:  [0x5000-0x5fff]
 [    0.250084] pci_bus 0000:07: resource 1 mem: [0xfa000000-0xfbffffff]
 [    0.250085] pci_bus 0000:07: resource 2 pref mem [0xf4000000-0xf5ffffff]
 [    0.250087] pci_bus 0000:08: resource 0 io:  [0x6000-0x6fff]
 [    0.250089] pci_bus 0000:08: resource 1 mem: [0xc4000000-0xc5ffffff]
 [    0.250091] pci_bus 0000:08: resource 2 pref mem [0xcc000000-0xcdffffff]
 [    0.250093] pci_bus 0000:09: resource 0 io:  [0x7000-0x7fff]
 [    0.250095] pci_bus 0000:09: resource 1 mem: [0xfc000000-0xfc0fffff]
 [    0.250097] pci_bus 0000:09: resource 2 pref mem [0x80000000-0x83ffffff]
 [    0.250099] pci_bus 0000:09: resource 3 io:  [0x00-0xffff]
 [    0.250101] pci_bus 0000:09: resource 4 mem: [0x000000-0xffffffffffffffff]
 [    0.250103] pci_bus 0000:0a: resource 0 io:  [0x7000-0x70ff]
 [    0.250105] pci_bus 0000:0a: resource 1 io:  [0x7400-0x74ff]
 [    0.250107] pci_bus 0000:0a: resource 2 pref mem [0x80000000-0x83ffffff]
 [    0.250109] pci_bus 0000:0a: resource 3 mem: [0x88000000-0x8bffffff]
 [    0.250138] NET: Registered protocol family 2
 [    0.250256] IP route cache hash table entries: 65536 (order: 7, 524288 bytes)
 [    0.250959] TCP established hash table entries: 262144 (order: 10, 4194304 bytes)
 [    0.252766] TCP bind hash table entries: 65536 (order: 8, 1048576 bytes)
 [    0.253298] TCP: Hash tables configured (established 262144 bind 65536)
 [    0.253301] TCP reno registered
 [    0.253408] NET: Registered protocol family 1
 [    0.253477] Trying to unpack rootfs image as initramfs...
 [    0.399266] Freeing initrd memory: 7184k freed
 [    0.403069] Simple Boot Flag at 0x36 set to 0x1
 [    0.403503] Scanning for low memory corruption every 60 seconds
 [    0.403755] audit: initializing netlink socket (disabled)
 [    0.403771] type=2000 audit(1252523690.400:1): initialized
 [    0.412052] HugeTLB registered 2 MB page size, pre-allocated 0 pages
 [    0.414425] VFS: Disk quotas dquot_6.5.2
 [    0.414496] Dquot-cache hash table entries: 512 (order 0, 4096 bytes)
 [    0.415360] fuse init (API version 7.12)
 [    0.415494] msgmni has been set to 4016
 [    0.415687] alg: No test for stdrng (krng)
 [    0.415695] io scheduler noop registered
 [    0.415698] io scheduler anticipatory registered
 [    0.415700] io scheduler deadline registered
 [    0.415754] io scheduler cfq registered (default)
 [    0.415908] pci 0000:01:00.0: Boot video device
 [    0.416214]   alloc irq_desc for 24 on node 0
 [    0.416216]   alloc kstat_irqs on node 0
 [    0.416225] pcieport-driver 0000:00:01.0: irq 24 for MSI/MSI-X
 [    0.416231] pcieport-driver 0000:00:01.0: setting latency timer to 64
 [    0.416446]   alloc irq_desc for 25 on node 0
 [    0.416448]   alloc kstat_irqs on node 0
 [    0.416457] pcieport-driver 0000:00:1c.0: irq 25 for MSI/MSI-X
 [    0.416468] pcieport-driver 0000:00:1c.0: setting latency timer to 64
 [    0.416712]   alloc irq_desc for 26 on node 0
 [    0.416713]   alloc kstat_irqs on node 0
 [    0.416722] pcieport-driver 0000:00:1c.1: irq 26 for MSI/MSI-X
 [    0.416734] pcieport-driver 0000:00:1c.1: setting latency timer to 64
 [    0.416979]   alloc irq_desc for 27 on node 0
 [    0.416980]   alloc kstat_irqs on node 0
 [    0.416989] pcieport-driver 0000:00:1c.2: irq 27 for MSI/MSI-X
 [    0.417001] pcieport-driver 0000:00:1c.2: setting latency timer to 64
 [    0.417243]   alloc irq_desc for 28 on node 0
 [    0.417245]   alloc kstat_irqs on node 0
 [    0.417254] pcieport-driver 0000:00:1c.3: irq 28 for MSI/MSI-X
 [    0.417265] pcieport-driver 0000:00:1c.3: setting latency timer to 64
 [    0.417489] pci_hotplug: PCI Hot Plug PCI Core version: 0.5
 [    0.417506] Firmware did not grant requested _OSC control
 [    0.417523] Firmware did not grant requested _OSC control
 [    0.417536] Firmware did not grant requested _OSC control
 [    0.417547] Firmware did not grant requested _OSC control
 [    0.417559] Firmware did not grant requested _OSC control
 [    0.417634] Firmware did not grant requested _OSC control
 [    0.417646] Firmware did not grant requested _OSC control
 [    0.417657] Firmware did not grant requested _OSC control
 [    0.417667] Firmware did not grant requested _OSC control
 [    0.417678] Firmware did not grant requested _OSC control
 [    0.417715] pciehp: PCI Express Hot Plug Controller Driver version: 0.4
 [    0.419651] ACPI: AC Adapter [ACAD] (on-line)
 [    0.419783] input: Power Button as /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input0
 [    0.419792] ACPI: Power Button [PWRB]
 [    0.419851] input: Lid Switch as /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input1
 [    0.421556] ACPI: Lid Switch [LID0]
 [    0.422300] ACPI: SSDT 000000007febf28c 002BC (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.422746] ACPI: SSDT 000000007febebee 00619 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.426515] Monitor-Mwait will be used to enter C-1 state
 [    0.426540] Monitor-Mwait will be used to enter C-2 state
 [    0.426545] Marking TSC unstable due to TSC halts in idle
 [    0.426569] Switched to high resolution mode on CPU 0
 [    0.426607] ACPI: CPU0 (power states: C1[C1] C2[C2])
 [    0.426654] processor LNXCPU:00: registered as cooling_device0
 [    0.426657] ACPI: Processor [CPU0] (supports 8 throttling states)
 [    0.426985] ACPI: SSDT 000000007febf548 000C8 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.427274] ACPI: SSDT 000000007febf207 00085 (v01   Sony     VAIO 20080404 PTL  20050624)
 [    0.429521] Switched to high resolution mode on CPU 1
 [    0.429780] ACPI: CPU1 (power states: C1[C1] C2[C2])
 [    0.429824] processor LNXCPU:01: registered as cooling_device1
 [    0.429827] ACPI: Processor [CPU1] (supports 8 throttling states)
 [    0.445305] thermal LNXTHERM:01: registered as thermal_zone0
 [    0.445312] ACPI: Thermal Zone [ATF0] (61 C)
 [    0.446020] thermal LNXTHERM:02: registered as thermal_zone1
 [    0.446027] ACPI: Thermal Zone [DTS0] (65 C)
 [    0.446753] thermal LNXTHERM:03: registered as thermal_zone2
 [    0.446760] ACPI: Thermal Zone [DTS1] (61 C)
 [    0.460440] ACPI: Battery Slot [BAT1] (battery present)
 [    0.462271] Linux agpgart interface v0.103
 [    0.462276] Serial: 8250/16550 driver, 4 ports, IRQ sharing enabled
 [    0.464359] brd: module loaded
 [    0.465237] loop: module loaded
 [    0.465375] input: Macintosh mouse button emulation as /devices/virtual/input/input2
 [    0.465656] ata_piix 0000:00:1f.1: version 2.13
 [    0.465670]   alloc irq_desc for 22 on node 0
 [    0.465672]   alloc kstat_irqs on node 0
 [    0.465678] ata_piix 0000:00:1f.1: PCI INT A -> GSI 22 (level, low) -> IRQ 22
 [    0.465715] ata_piix 0000:00:1f.1: setting latency timer to 64
 [    0.465785] scsi0 : ata_piix
 [    0.465927] scsi1 : ata_piix
 [    0.466550] ata1: PATA max UDMA/100 cmd 0x1f0 ctl 0x3f6 bmdma 0x18a0 irq 14
 [    0.466553] ata2: PATA max UDMA/100 cmd 0x170 ctl 0x376 bmdma 0x18a8 irq 15
 [    0.466849] ata_piix 0000:00:1f.2: PCI INT B -> GSI 22 (level, low) -> IRQ 22
 [    0.466855] ata_piix 0000:00:1f.2: MAP [ P0 P2 P1 P3 ]
 [    0.632056] ata1.00: ATAPI: MATSHITADVD-RAM UJ-852S, 1.01, max UDMA/33
 [    0.632242] ata_piix 0000:00:1f.2: setting latency timer to 64
 [    0.632301] scsi2 : ata_piix
 [    0.632428] scsi3 : ata_piix
 [    0.633496] ata3: SATA max UDMA/133 cmd 0x18f8 ctl 0x18cc bmdma 0x18e0 irq 22
 [    0.633504] ata4: SATA max UDMA/133 cmd 0x18f0 ctl 0x18c8 bmdma 0x18e8 irq 22
 [    0.636094] Fixed MDIO Bus: probed
 [    0.636229] PPP generic driver version 2.4.2
 [    0.636414] ehci_hcd: USB 2.0 'Enhanced' Host Controller (EHCI) Driver
 [    0.636458] ehci_hcd 0000:00:1a.7: PCI INT C -> GSI 20 (level, low) -> IRQ 20
 [    0.636473] ehci_hcd 0000:00:1a.7: setting latency timer to 64
 [    0.636477] ehci_hcd 0000:00:1a.7: EHCI Host Controller
 [    0.636557] ehci_hcd 0000:00:1a.7: new USB bus registered, assigned bus number 1
 [    0.640476] ehci_hcd 0000:00:1a.7: debug port 1
 [    0.640483] ehci_hcd 0000:00:1a.7: cache line size of 32 is not supported
 [    0.640497] ehci_hcd 0000:00:1a.7: irq 20, io mem 0xfc304000
 [    0.652404] ata1.00: configured for UDMA/33
 [    0.654642] scsi 0:0:0:0: CD-ROM            MATSHITA DVD-RAM UJ-852S  1.01 PQ: 0 ANSI: 5
 [    0.656013] ehci_hcd 0000:00:1a.7: USB 2.0 started, EHCI 1.00
 [    0.656106] usb usb1: configuration #1 chosen from 1 choice
 [    0.656169] hub 1-0:1.0: USB hub found
 [    0.656199] hub 1-0:1.0: 4 ports detected
 [    0.656337]   alloc irq_desc for 23 on node 0
 [    0.656339]   alloc kstat_irqs on node 0
 [    0.656344] ehci_hcd 0000:00:1d.7: PCI INT D -> GSI 23 (level, low) -> IRQ 23
 [    0.656353] ehci_hcd 0000:00:1d.7: setting latency timer to 64
 [    0.656357] ehci_hcd 0000:00:1d.7: EHCI Host Controller
 [    0.656416] ehci_hcd 0000:00:1d.7: new USB bus registered, assigned bus number 2
 [    0.660311] ehci_hcd 0000:00:1d.7: debug port 1
 [    0.660318] ehci_hcd 0000:00:1d.7: cache line size of 32 is not supported
 [    0.660330] ehci_hcd 0000:00:1d.7: irq 23, io mem 0xfc304400
 [    0.666368] sr0: scsi3-mmc drive: 24x/24x writer dvd-ram cd/rw xa/form2 cdda tray
 [    0.666371] Uniform CD-ROM driver Revision: 3.20
 [    0.666488] sr 0:0:0:0: Attached scsi CD-ROM sr0
 [    0.666570] sr 0:0:0:0: Attached scsi generic sg0 type 5
 [    0.676012] ehci_hcd 0000:00:1d.7: USB 2.0 started, EHCI 1.00
 [    0.676092] usb usb2: configuration #1 chosen from 1 choice
 [    0.676147] hub 2-0:1.0: USB hub found
 [    0.676153] hub 2-0:1.0: 6 ports detected
 [    0.676236] ohci_hcd: USB 1.1 'Open' Host Controller (OHCI) Driver
 [    0.676276] uhci_hcd: USB Universal Host Controller Interface driver
 [    0.676366] uhci_hcd 0000:00:1a.0: PCI INT A -> GSI 20 (level, low) -> IRQ 20
 [    0.676373] uhci_hcd 0000:00:1a.0: setting latency timer to 64
 [    0.676376] uhci_hcd 0000:00:1a.0: UHCI Host Controller
 [    0.676437] uhci_hcd 0000:00:1a.0: new USB bus registered, assigned bus number 3
 [    0.676465] uhci_hcd 0000:00:1a.0: irq 20, io base 0x00001800
 [    0.676566] usb usb3: configuration #1 chosen from 1 choice
 [    0.676621] hub 3-0:1.0: USB hub found
 [    0.676631] hub 3-0:1.0: 2 ports detected
 [    0.676702] uhci_hcd 0000:00:1a.1: PCI INT B -> GSI 20 (level, low) -> IRQ 20
 [    0.676708] uhci_hcd 0000:00:1a.1: setting latency timer to 64
 [    0.676711] uhci_hcd 0000:00:1a.1: UHCI Host Controller
 [    0.676768] uhci_hcd 0000:00:1a.1: new USB bus registered, assigned bus number 4
 [    0.676794] uhci_hcd 0000:00:1a.1: irq 20, io base 0x00001820
 [    0.676889] usb usb4: configuration #1 chosen from 1 choice
 [    0.676943] hub 4-0:1.0: USB hub found
 [    0.676948] hub 4-0:1.0: 2 ports detected
 [    0.677026] uhci_hcd 0000:00:1d.0: PCI INT A -> GSI 23 (level, low) -> IRQ 23
 [    0.677033] uhci_hcd 0000:00:1d.0: setting latency timer to 64
 [    0.677036] uhci_hcd 0000:00:1d.0: UHCI Host Controller
 [    0.677092] uhci_hcd 0000:00:1d.0: new USB bus registered, assigned bus number 5
 [    0.677118] uhci_hcd 0000:00:1d.0: irq 23, io base 0x00001840
 [    0.677213] usb usb5: configuration #1 chosen from 1 choice
 [    0.677264] hub 5-0:1.0: USB hub found
 [    0.677269] hub 5-0:1.0: 2 ports detected
 [    0.677336] uhci_hcd 0000:00:1d.1: PCI INT B -> GSI 23 (level, low) -> IRQ 23
 [    0.677342] uhci_hcd 0000:00:1d.1: setting latency timer to 64
 [    0.677345] uhci_hcd 0000:00:1d.1: UHCI Host Controller
 [    0.677407] uhci_hcd 0000:00:1d.1: new USB bus registered, assigned bus number 6
 [    0.677433] uhci_hcd 0000:00:1d.1: irq 23, io base 0x00001860
 [    0.677524] usb usb6: configuration #1 chosen from 1 choice
 [    0.677579] hub 6-0:1.0: USB hub found
 [    0.677585] hub 6-0:1.0: 2 ports detected
 [    0.677650] uhci_hcd 0000:00:1d.2: PCI INT C -> GSI 23 (level, low) -> IRQ 23
 [    0.677657] uhci_hcd 0000:00:1d.2: setting latency timer to 64
 [    0.677660] uhci_hcd 0000:00:1d.2: UHCI Host Controller
 [    0.677716] uhci_hcd 0000:00:1d.2: new USB bus registered, assigned bus number 7
 [    0.677742] uhci_hcd 0000:00:1d.2: irq 23, io base 0x00001880
 [    0.677837] usb usb7: configuration #1 chosen from 1 choice
 [    0.677891] hub 7-0:1.0: USB hub found
 [    0.677896] hub 7-0:1.0: 2 ports detected
 [    0.678059] PNP: PS/2 Controller [PNP0303:PS2K,PNP0f13:PS2M] at 0x60,0x64 irq 1,12
 [    0.680597] serio: i8042 KBD port at 0x60,0x64 irq 1
 [    0.680602] serio: i8042 AUX port at 0x60,0x64 irq 12
 [    0.680748] mice: PS/2 mouse device common for all mice
 [    0.680940] rtc_cmos 00:08: RTC can wake from S4
 [    0.681000] rtc_cmos 00:08: rtc core: registered rtc_cmos as rtc0
 [    0.681034] rtc0: alarms up to one month, y3k, 242 bytes nvram, hpet irqs
 [    0.681197] device-mapper: uevent: version 1.0.3
 [    0.681333] device-mapper: ioctl: 4.15.0-ioctl (2009-04-01) initialised: dm-devel@redhat.com
 [    0.681394] device-mapper: multipath: version 1.1.0 loaded
 [    0.681397] device-mapper: multipath round-robin: version 1.0.0 loaded
 [    0.681774] cpuidle: using governor ladder
 [    0.682193] cpuidle: using governor menu
 [    0.682647] TCP cubic registered
 [    0.682933] NET: Registered protocol family 10
 [    0.683338] lo: Disabled Privacy Extensions
 [    0.683554] NET: Registered protocol family 17
 [    0.683646] Bluetooth: L2CAP ver 2.13
 [    0.683648] Bluetooth: L2CAP socket layer initialized
 [    0.683650] Bluetooth: SCO (Voice Link) ver 0.6
 [    0.683651] Bluetooth: SCO socket layer initialized
 [    0.683709] Bluetooth: RFCOMM TTY layer initialized
 [    0.683712] Bluetooth: RFCOMM socket layer initialized
 [    0.683713] Bluetooth: RFCOMM ver 1.11
 [    0.684657] PM: Resume from disk failed.
 [    0.684669] registered taskstats version 1
 [    0.684775]   Magic number: 9:876:242
 [    0.684886] rtc_cmos 00:08: setting system clock to 2009-09-09 19:14:51 UTC (1252523691)
 [    0.684888] BIOS EDD facility v0.16 2004-Jun-25, 0 devices found
 [    0.684890] EDD information not available.
 [    0.708450] input: AT Translated Set 2 keyboard as /devices/platform/i8042/serio0/input/input3
 [    1.076031] usb 1-2: new high speed USB device using ehci_hcd and address 3
 [    1.211550] usb 1-2: configuration #1 chosen from 1 choice
 [    1.283452] ata4.00: SATA link down (SStatus 0 SControl 300)
 [    1.283470] ata4.01: SATA link down (SStatus 0 SControl 0)
 [    1.376019] usb 2-4: new high speed USB device using ehci_hcd and address 3
 [    1.428131] ata3.00: SATA link up 1.5 Gbps (SStatus 113 SControl 300)
 [    1.428149] ata3.01: SATA link down (SStatus 0 SControl 300)
 [    1.436543] ata3.00: ATA-7: ST91608220AS, 3.ALE, max UDMA/133
 [    1.436546] ata3.00: 312581808 sectors, multi 16: LBA48 NCQ (depth 0/32)
 [    1.452450] ata3.00: configured for UDMA/133
 [    1.452550] scsi 2:0:0:0: Direct-Access     ATA      ST91608220AS     3.AL PQ: 0 ANSI: 5
 [    1.452854] sd 2:0:0:0: [sda] 312581808 512-byte logical blocks: (160 GB/149 GiB)
 [    1.452892] sd 2:0:0:0: [sda] Write Protect is off
 [    1.452895] sd 2:0:0:0: [sda] Mode Sense: 00 3a 00 00
 [    1.452914] sd 2:0:0:0: [sda] Write cache: enabled, read cache: enabled, doesn't support DPO or FUA
 [    1.453033]  sda:
 [    1.453263] sd 2:0:0:0: Attached scsi generic sg1 type 0
 [    1.453468]  sda1 sda2 < sda5 sda6 sda7 > sda3
 [    1.486840] sd 2:0:0:0: [sda] Attached SCSI disk
 [    1.486906] Freeing unused kernel memory: 664k freed
 [    1.487148] Write protecting the kernel read-only data: 7544k
 [    1.546645] [Firmware Bug]: ACPI(NGFX) defines _DOD but not _DOS
 [    1.546962] input: Video Bus as /devices/LNXSYSTM:00/device:00/PNP0A08:00/device:02/device:03/input/input4
 [    1.547056] ACPI: Video Device [NGFX] (multi-head: yes  rom: no  post: no)
 [    1.558338] [drm] Initialized drm 1.1.0 20060810
 [    1.581005] usb 2-4: configuration #1 chosen from 1 choice
 [    1.768916] Initializing USB Mass Storage driver...
 [    1.779927] scsi4 : SCSI emulation for USB Mass Storage devices
 [    1.780021] usbcore: registered new interface driver usb-storage
 [    1.780024] USB Mass Storage support registered.
 [    1.780101] usb-storage: device found at 3
 [    1.780102] usb-storage: waiting for device to settle before scanning
 [    1.793165] sky2 driver version 1.23
 [    1.814473] sky2 0000:07:00.0: power state changed by ACPI to D0
 [    1.814507] sky2 0000:07:00.0: PCI INT A -> GSI 18 (level, low) -> IRQ 18
 [    1.814558] sky2 0000:07:00.0: setting latency timer to 64
 [    1.814645] sky2 0000:07:00.0: Yukon-2 EC Ultra chip revision 3
 [    1.815310]   alloc irq_desc for 29 on node 0
 [    1.815312]   alloc kstat_irqs on node 0
 [    1.815406] sky2 0000:07:00.0: irq 29 for MSI/MSI-X
 [    1.816396] sky2 eth0: addr 00:13:a9:fe:9e:7d
 [    1.844043]   alloc irq_desc for 21 on node 0
 [    1.844045]   alloc kstat_irqs on node 0
 [    1.844051] ohci1394 0000:09:04.1: PCI INT B -> GSI 21 (level, low) -> IRQ 21
 [    1.900059] ohci1394: fw-host0: OHCI-1394 1.1 (PCI): IRQ=[21]  MMIO=[fc006000-fc0067ff]  Max Packet=[2048]  IR/IT contexts=[4/8]
 [    1.932025] usb 3-1: new full speed USB device using uhci_hcd and address 2
 [    2.105606] usb 3-1: configuration #1 chosen from 1 choice
 [    2.348152] usb 6-1: new low speed USB device using uhci_hcd and address 2
 [    2.519536] usb 6-1: configuration #1 chosen from 1 choice
 [    2.526341] usbcore: registered new interface driver hiddev
 [    2.539713] input: PS/2+USB Mouse as /devices/pci0000:00/0000:00:1d.1/usb6/6-1/6-1:1.0/input/input5
 [    2.539837] generic-usb 0003:1267:0212.0001: input,hidraw0: USB HID v1.11 Mouse [PS/2+USB Mouse] on usb-0000:00:1d.1-1/input0
 [    2.539856] usbcore: registered new interface driver usbhid
 [    2.539880] usbhid: v2.6:USB HID core driver
 [    2.760046] usb 7-1: new full speed USB device using uhci_hcd and address 2
 [    2.767525] PM: Starting manual resume from disk
 [    2.767527] PM: Resume from partition 8:6
 [    2.767529] PM: Checking hibernation image.
 [    2.767934] PM: Resume from disk failed.
 [    2.795078] EXT4-fs (sda7): barriers enabled
 [    2.812427] kjournald2 starting: pid 1190, dev sda7:8, commit interval 5 seconds
 [    2.812443] EXT4-fs (sda7): delayed allocation enabled
 [    2.812446] EXT4-fs: file extents enabled
 [    2.813058] EXT4-fs: mballoc enabled
 [    2.813070] EXT4-fs (sda7): mounted filesystem with ordered data mode
 [    2.970872] usb 7-1: configuration #1 chosen from 1 choice
 [    3.173112] ieee1394: Host added: ID:BUS[0-00:1023]  GUID[08004603026e0afa]
 [    4.703368] udev: starting version 146
 [    5.491497] Linux video capture interface: v2.00
 [    5.514806] uvcvideo: Found UVC 1.00 device <unnamed> (05ca:183a)
 [    5.515049] uvcvideo: UVC non compliance - GET_DEF(PROBE) not supported. Enabling workaround.
 [    5.515290] uvcvideo: Failed to query (129) UVC probe control : -32 (exp. 26).
 [    5.515293] uvcvideo: Failed to initialize the device (-5).
 [    5.515323] usbcore: registered new interface driver uvcvideo
 [    5.515326] USB Video Class driver (v0.1.0)
 [    6.787104] usb-storage: device scan complete
 [    6.801154] scsi 4:0:0:0: Direct-Access     Sony     USB   HS-CARD    4.82 PQ: 0 ANSI: 0
 [    6.803967] nvidia: module license 'NVIDIA' taints kernel.
 [    6.803971] Disabling lock debugging due to kernel taint
 [    6.804602] sd 4:0:0:0: Attached scsi generic sg2 type 0
 [    6.811919] sd 4:0:0:0: [sdb] Attached SCSI removable disk
 [    7.056617] nvidia 0000:01:00.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16
 [    7.056626] nvidia 0000:01:00.0: setting latency timer to 64
 [    7.057043] NVRM: loading NVIDIA UNIX x86_64 Kernel Module  185.18.36  Fri Aug 14 17:35:21 PDT 2009
 [    7.107256] sony-laptop: Sony Programmable IO Control Driver v0.6.
 [    7.107274] sony-laptop: detected Type3 model
 [    7.110349] tpm_inf_pnp 00:09: Found TPM with ID IFX0102
 [    7.110899] input: Sony Vaio Keys as /devices/LNXSYSTM:00/device:00/PNP0A08:00/device:3b/SNY6001:00/input/input6
 [    7.110963] input: Sony Vaio Jogdial as /devices/virtual/input/input7
 [    7.111022] sony-laptop: device allocated minor is 55
 [    7.118063] Bluetooth: Generic Bluetooth USB driver ver 0.5
 [    7.118159] usbcore: registered new interface driver btusb
 [    7.122304] sony-laptop: Sony Notebook Control Driver v0.6.
 [    7.649077] cfg80211: Calling CRDA to update world regulatory domain
 [    7.945656] tifm_7xx1 0000:09:04.2: PCI INT C -> GSI 22 (level, low) -> IRQ 22
 [    7.949952] cfg80211: World regulatory domain updated:
 [    7.949954] 	(start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp)
 [    7.949957] 	(2402000 KHz - 2472000 KHz @ 40000 KHz), (300 mBi, 2000 mBm)
 [    7.949959] 	(2457000 KHz - 2482000 KHz @ 20000 KHz), (300 mBi, 2000 mBm)
 [    7.949961] 	(2474000 KHz - 2494000 KHz @ 20000 KHz), (300 mBi, 2000 mBm)
 [    7.949963] 	(5170000 KHz - 5250000 KHz @ 40000 KHz), (300 mBi, 2000 mBm)
 [    7.949965] 	(5735000 KHz - 5835000 KHz @ 40000 KHz), (300 mBi, 2000 mBm)
 [    7.958716] yenta_cardbus 0000:09:04.0: CardBus bridge found [104d:9008]
 [    7.958742] yenta_cardbus 0000:09:04.0: Using CSCINT to route CSC interrupts to PCI
 [    7.958744] yenta_cardbus 0000:09:04.0: Routing CardBus interrupts to PCI
 [    7.958750] yenta_cardbus 0000:09:04.0: TI: mfunc 0x01a21b22, devctl 0x64
 [    8.184304] iwlagn: Intel(R) Wireless WiFi Link AGN driver for Linux, 1.3.27k
 [    8.184307] iwlagn: Copyright(c) 2003-2009 Intel Corporation
 [    8.184490] iwlagn 0000:06:00.0: power state changed by ACPI to D0
 [    8.184505] iwlagn 0000:06:00.0: PCI INT A -> GSI 17 (level, low) -> IRQ 17
 [    8.184514] iwlagn 0000:06:00.0: setting latency timer to 64
 [    8.184545] iwlagn 0000:06:00.0: Detected Intel Wireless WiFi Link 4965AGN REV=0x4
 [    8.227620] input: PS/2 Mouse as /devices/platform/i8042/serio1/input/input8
 [    8.228982] yenta_cardbus 0000:09:04.0: ISA IRQ mask 0x0cb8, PCI irq 20
 [    8.228986] yenta_cardbus 0000:09:04.0: Socket status: 30000006
 [    8.228989] pci_bus 0000:09: Raising subordinate bus# of parent bus (#09) from #0a to #0d
 [    8.228997] yenta_cardbus 0000:09:04.0: pcmcia: parent PCI bridge I/O window: 0x7000 - 0x7fff
 [    8.229000] yenta_cardbus 0000:09:04.0: pcmcia: parent PCI bridge Memory window: 0xfc000000 - 0xfc0fffff
 [    8.229005] yenta_cardbus 0000:09:04.0: pcmcia: parent PCI bridge Memory window: 0x80000000 - 0x83ffffff
 [    8.229046] iwlagn 0000:06:00.0: Tunable channels: 11 802.11bg, 13 802.11a channels
 [    8.229110]   alloc irq_desc for 30 on node 0
 [    8.229112]   alloc kstat_irqs on node 0
 [    8.229131] iwlagn 0000:06:00.0: irq 30 for MSI/MSI-X
 [    8.243167] input: AlpsPS/2 ALPS GlidePoint as /devices/platform/i8042/serio1/input/input9
 [    8.296036] phy0: Selected rate control algorithm 'iwl-agn-rs'
 [    8.408256] HDA Intel 0000:00:1b.0: power state changed by ACPI to D0
 [    8.408267] HDA Intel 0000:00:1b.0: PCI INT A -> GSI 21 (level, low) -> IRQ 21
 [    8.408289] HDA Intel 0000:00:1b.0: setting latency timer to 64
 [    8.536410] input: HDA Intel Mic at Ext Left Jack as /devices/pci0000:00/0000:00:1b.0/sound/card0/input10
 [    8.536475] input: HDA Intel HP Out at Ext Left Jack as /devices/pci0000:00/0000:00:1b.0/sound/card0/input11
 [    9.607413] lp: driver loaded but no devices found
 [   10.019139] Adding 2931820k swap on /dev/sda6.  Priority:-1 extents:1 across:2931820k 
 [   10.688939] EXT4-fs (sda7): internal journal on sda7:8
 [   11.891992] kjournald starting.  Commit interval 5 seconds
 [   11.892355] EXT3 FS on sda5, internal journal
 [   11.892360] EXT3-fs: mounted filesystem with writeback data mode.
 [   13.026485] type=1505 audit(1252509303.839:2): operation="profile_load" pid=2032 name=/usr/bin/evince
 [   13.033736] type=1505 audit(1252509303.848:3): operation="profile_load" pid=2032 name=/usr/bin/evince-previewer
 [   13.038123] type=1505 audit(1252509303.852:4): operation="profile_load" pid=2032 name=/usr/bin/evince-thumbnailer
 [   13.060845] type=1505 audit(1252509303.872:5): operation="profile_load" pid=2033 name=/usr/lib/cups/backend/cups-pdf
 [   13.061516] type=1505 audit(1252509303.876:6): operation="profile_load" pid=2033 name=/usr/sbin/cupsd
 [   13.078372] type=1505 audit(1252509303.892:7): operation="profile_load" pid=2034 name=/usr/sbin/tcpdump
 [   13.080095] type=1505 audit(1252509303.892:8): operation="profile_load" pid=2035 name=/usr/share/gdm/guest-session/Xsession
 [   13.093890] type=1505 audit(1252509303.908:9): operation="profile_load" pid=2036 name=/sbin/dhclient3
 [   13.094422] type=1505 audit(1252509303.908:10): operation="profile_load" pid=2036 name=/usr/lib/NetworkManager/nm-dhcp-client.action
 [   13.094725] type=1505 audit(1252509303.908:11): operation="profile_load" pid=2036 name=/usr/lib/connman/scripts/dhclient-script
 [   24.733069] Bluetooth: BNEP (Ethernet Emulation) ver 1.3
 [   24.733072] Bluetooth: BNEP filters: protocol multicast
 [   24.750041] Bridge firewalling registered
 [   27.165762] iwlagn 0000:06:00.0: firmware: requesting iwlwifi-4965-2.ucode
 [   27.372600] iwlagn 0000:06:00.0: loaded firmware version 228.61.2.24
 [   27.583030] Registered led device: iwl-phy0::radio
 [   27.583177] Registered led device: iwl-phy0::assoc
 [   27.583219] Registered led device: iwl-phy0::RX
 [   27.583333] Registered led device: iwl-phy0::TX
 [   27.620903] ADDRCONF(NETDEV_UP): wlan0: link is not ready
 [   27.626092] sky2 eth0: enabling interface
 [   27.626311] ADDRCONF(NETDEV_UP): eth0: link is not ready
 [   28.317079] ppdev: user-space parallel port driver
 
Card0.Amixer.info:
 Card hw:0 'Intel'/'HDA Intel at 0xfc300000 irq 21'
   Mixer name	: 'SigmaTel STAC9872AK'
   Components	: 'HDA:83847662,104d1e00,00100201 HDA:14f12c06,104d1700,00100000'
   Controls      : 13
   Simple ctrls  : 9
Card0.Amixer.values:
 Simple mixer control 'Master',0
   Capabilities: pvolume pvolume-joined pswitch pswitch-joined
   Playback channels: Mono
   Limits: Playback 0 - 64
   Mono: Playback 19 [30%] [-33.75dB] [on]
 Simple mixer control 'Headphone',0
   Capabilities: pvolume pswitch
   Playback channels: Front Left - Front Right
   Limits: Playback 0 - 64
   Mono:
   Front Left: Playback 64 [100%] [0.00dB] [on]
   Front Right: Playback 64 [100%] [0.00dB] [on]
 Simple mixer control 'PCM',0
   Capabilities: pvolume
   Playback channels: Front Left - Front Right
   Limits: Playback 0 - 255
   Mono:
   Front Left: Playback 253 [99%] [0.40dB]
   Front Right: Playback 253 [99%] [0.40dB]
 Simple mixer control 'Mic Jack Mode',0
   Capabilities: enum
   Items: 'Mic In' 'Line In'
   Item0: 'Mic In'
 Simple mixer control 'Capture',0
   Capabilities: cvolume cswitch
   Capture channels: Front Left - Front Right
   Limits: Capture 0 - 15
   Front Left: Capture 0 [0%] [0.00dB] [on]
   Front Right: Capture 0 [0%] [0.00dB] [on]
 Simple mixer control 'Digital',0
   Capabilities: cvolume
   Capture channels: Front Left - Front Right
   Limits: Capture 0 - 120
   Front Left: Capture 60 [50%] [0.00dB]
   Front Right: Capture 60 [50%] [0.00dB]
 Simple mixer control 'Input Source',0
   Capabilities: cenum
   Items: 'Mic' 'Front Mic'
   Item0: 'Front Mic'
 Simple mixer control 'Mux',0
   Capabilities: cvolume
   Capture channels: Front Left - Front Right
   Limits: Capture 0 - 4
   Front Left: Capture 0 [0%] [0.00dB]
   Front Right: Capture 0 [0%] [0.00dB]
 Simple mixer control 'Speaker',0
   Capabilities: pvolume pswitch
   Playback channels: Front Left - Front Right
   Limits: Playback 0 - 64
   Mono:
   Front Left: Playback 64 [100%] [0.00dB] [on]
   Front Right: Playback 64 [100%] [0.00dB] [on]
Card0.Codecs.codec.0:
 Codec: SigmaTel STAC9872AK
 Address: 0
 Function Id: 0x1
 Vendor Id: 0x83847662
 Subsystem Id: 0x104d1e00
 Revision Id: 0x100201
 No Modem Function Group found
 Default PCM:
     rates [0x7e0]: 44100 48000 88200 96000 176400 192000
     bits [0xe]: 16 20 24
     formats [0x1]: PCM
 Default Amp-In caps: ofs=0x00, nsteps=0x0f, stepsize=0x05, mute=1
 Default Amp-Out caps: ofs=0x7f, nsteps=0x7f, stepsize=0x02, mute=1
 GPIO: io=5, o=0, i=0, unsolicited=1, wake=1
   IO[0]: enable=0, dir=0, wake=0, sticky=0, data=0, unsol=0
   IO[1]: enable=0, dir=0, wake=0, sticky=0, data=0, unsol=0
   IO[2]: enable=0, dir=0, wake=0, sticky=0, data=0, unsol=0
   IO[3]: enable=0, dir=0, wake=0, sticky=0, data=0, unsol=0
   IO[4]: enable=0, dir=0, wake=0, sticky=0, data=0, unsol=0
 Node 0x02 [Audio Output] wcaps 0xd0c05: Stereo Amp-Out R/L
   Amp-Out caps: N/A
   Amp-Out vals:  [0x52 0x52]
   Converter: stream=0, channel=0
   Power: setting=D0, actual=D0
   Delay: 13 samples
 Node 0x03 [Audio Output] wcaps 0xd0c05: Stereo Amp-Out R/L
   Amp-Out caps: N/A
   Amp-Out vals:  [0xff 0xff]
   Converter: stream=0, channel=0
   Power: setting=D0, actual=D0
   Delay: 13 samples
 Node 0x04 [Audio Output] wcaps 0xd0c05: Stereo Amp-Out R/L
   Amp-Out caps: N/A
   Amp-Out vals:  [0xff 0xff]
   Converter: stream=0, channel=0
   Power: setting=D0, actual=D0
   Delay: 13 samples
 Node 0x05 [Audio Output] wcaps 0xd0c05: Stereo Amp-Out R/L
   Amp-Out caps: N/A
   Amp-Out vals:  [0x52 0x52]
   Converter: stream=0, channel=0
   Power: setting=D0, actual=D0
   Delay: 13 samples
 Node 0x06 [Audio Input] wcaps 0x1d0541: Stereo
   Converter: stream=0, channel=0
   SDI-Select: 0
   Power: setting=D0, actual=D0
   Delay: 13 samples
   Connection: 1
      0x07
   Processing caps: benign=0, ncoeff=0
 Node 0x07 [Audio Selector] wcaps 0x300903: Stereo Amp-In R/L
   Amp-In caps: N/A
   Amp-In vals:  [0x80 0x80]
   Connection: 1
      0x0e
 Node 0x08 [Audio Input] wcaps 0x1d0541: Stereo
   Converter: stream=0, channel=0
   SDI-Select: 0
   Power: setting=D0, actual=D0
   Delay: 13 samples
   Connection: 1
      0x09
   Processing caps: benign=0, ncoeff=0
 Node 0x09 [Audio Selector] wcaps 0x300903: Stereo Amp-In R/L
   Amp-In caps: N/A
   Amp-In vals:  [0x00 0x00]
   Connection: 1
      0x15
 Node 0x0a [Pin Complex] wcaps 0x400181: Stereo
   Pincap 0x0000173c: IN OUT HP Detect
     Vref caps: HIZ 50 GRD 80
   Pin Default 0x03211020: [Jack] HP Out at Ext Left
     Conn = 1/8, Color = Black
     DefAssociation = 0x2, Sequence = 0x0
   Pin-ctls: 0x00: VREF_HIZ
   Unsolicited: tag=01, enabled=1
   Connection: 1
      0x02
 Node 0x0b [Pin Complex] wcaps 0x400181: Stereo
   Pincap 0x00000014: OUT Detect
   Pin Default 0x411111f0: [N/A] Speaker at Ext Rear
     Conn = 1/8, Color = Black
     DefAssociation = 0xf, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x00:
   Unsolicited: tag=00, enabled=0
   Connection: 1
      0x04
 Node 0x0c [Pin Complex] wcaps 0x400181: Stereo
   Pincap 0x00000014: OUT Detect
   Pin Default 0x411111f0: [N/A] Speaker at Ext Rear
     Conn = 1/8, Color = Black
     DefAssociation = 0xf, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x00:
   Unsolicited: tag=00, enabled=0
   Connection: 1
      0x03
 Node 0x0d [Pin Complex] wcaps 0x400181: Stereo
   Pincap 0x0000173c: IN OUT HP Detect
     Vref caps: HIZ 50 GRD 80
   Pin Default 0x03a15030: [Jack] Mic at Ext Left
     Conn = 1/8, Color = Red
     DefAssociation = 0x3, Sequence = 0x0
   Pin-ctls: 0x24: IN VREF_80
   Unsolicited: tag=02, enabled=1
   Connection: 1
      0x02
 Node 0x0e [Pin Complex] wcaps 0x400081: Stereo
   Pincap 0x00000024: IN Detect
   Pin Default 0x411111f0: [N/A] Speaker at Ext Rear
     Conn = 1/8, Color = Black
     DefAssociation = 0xf, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x00:
   Unsolicited: tag=00, enabled=0
 Node 0x0f [Pin Complex] wcaps 0x400181: Stereo
   Pincap 0x00000014: OUT Detect
   Pin Default 0x90170110: [Fixed] Speaker at Int N/A
     Conn = Analog, Color = Unknown
     DefAssociation = 0x1, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x40: OUT
   Unsolicited: tag=00, enabled=0
   Connection: 1
      0x05
 Node 0x10 [Audio Output] wcaps 0x40211: Stereo Digital
   Converter: stream=0, channel=0
   Digital:
   Digital category: 0x0
   PCM:
     rates [0x3e0]: 44100 48000 88200 96000 176400
     bits [0xe]: 16 20 24
     formats [0x5]: PCM AC3
   Delay: 4 samples
 Node 0x11 [Pin Complex] wcaps 0x400301: Stereo Digital
   Pincap 0x00000010: OUT
   Pin Default 0x411111f0: [N/A] Speaker at Ext Rear
     Conn = 1/8, Color = Black
     DefAssociation = 0xf, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x00:
   Connection: 2
      0x10* 0x09
 Node 0x12 [Audio Input] wcaps 0x140311: Stereo Digital
   Converter: stream=0, channel=0
   SDI-Select: 0
   Digital:
   Digital category: 0x0
   PCM:
     rates [0x160]: 44100 48000 96000
     bits [0xe]: 16 20 24
     formats [0x5]: PCM AC3
   Delay: 4 samples
   Connection: 1
      0x13
 Node 0x13 [Pin Complex] wcaps 0x440381: Stereo Digital
   Pincap 0x00000034: IN OUT Detect
   Pin Default 0x411111f0: [N/A] Speaker at Ext Rear
     Conn = 1/8, Color = Black
     DefAssociation = 0xf, Sequence = 0x0
     Misc = NO_PRESENCE
   Pin-ctls: 0x00:
   Unsolicited: tag=00, enabled=0
   Delay: 4 samples
   Connection: 1
      0x18
 Node 0x14 [Pin Complex] wcaps 0x400001: Stereo
   Pincap 0x00000020: IN
   Pin Default 0x90a7013e: [Fixed] Mic at Int N/A
     Conn = Analog, Color = Unknown
     DefAssociation = 0x3, Sequence = 0xe
     Misc = NO_PRESENCE
   Pin-ctls: 0x20: IN
 Node 0x15 [Audio Selector] wcaps 0x30010d: Stereo Amp-Out
   Amp-Out caps: ofs=0x00, nsteps=0x04, stepsize=0x27, mute=1
   Amp-Out vals:  [0x00 0x00]
   Connection: 4
      0x0a 0x0d 0x14* 0x02
 Node 0x16 [Beep Generator Widget] wcaps 0x70000c: Mono Amp-Out
   Amp-Out caps: ofs=0x03, nsteps=0x03, stepsize=0x17, mute=0
   Amp-Out vals:  [0x00]
 Node 0x17 [Volume Knob Widget] wcaps 0x600000: Mono
   Volume-Knob: delta=1, steps=127, direct=0, val=127
   Connection: 4
      0x02 0x03 0x04 0x05
 Node 0x18 [Audio Output] wcaps 0x40201: Stereo Digital
   Converter: stream=0, channel=0
   Digital:
   Digital category: 0x0
   Delay: 4 samples
Card0.Codecs.codec.1:
 Codec: Conexant ID 2c06
 Address: 1
 Function Id: 0x2
 Vendor Id: 0x14f12c06
 Subsystem Id: 0x104d1700
 Revision Id: 0x100000
 Modem Function Group: 0x2
CurrentDmesg:
 Error: command ['sh', '-c', 'dmesg | comm -13 /var/log/dmesg -'] failed with exit code 1: [   61.368543] Bluetooth: HIDP (Human Interface Emulation) ver 1.2
 [   70.521034] wlan0: authenticate with AP 00:14:d1:51:01:98
 [   70.524906] wlan0: authenticated
 [   70.524911] wlan0: associate with AP 00:14:d1:51:01:98
 [   70.537913] wlan0: RX AssocResp from 00:14:d1:51:01:98 (capab=0x431 status=0 aid=1)
 [   70.537918] wlan0: associated
 [   70.558044] ADDRCONF(NETDEV_CHANGE): wlan0: link becomes ready
 [   70.561927] cfg80211: Calling CRDA for country: DE
 [   70.563558] cfg80211: Received country IE:
 [   70.563561] cfg80211: Regulatory domain: DE
 [   70.563562] 	(start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp)
 [   70.563565] 	(2402000 KHz - 2494000 KHz @ 40000 KHz), (10000 mBi, 10000 mBm)
 [   70.563566] cfg80211: CRDA thinks this should applied:
 [   70.563568] cfg80211: Regulatory domain: DE
 [   70.563569] 	(start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp)
 [   70.563571] 	(2400000 KHz - 2483500 KHz @ 40000 KHz), (N/A, 2000 mBm)
 [   70.563573] 	(5150000 KHz - 5350000 KHz @ 40000 KHz), (N/A, 2000 mBm)
 [   70.563575] 	(5470000 KHz - 5725000 KHz @ 40000 KHz), (N/A, 2698 mBm)
 [   70.563577] cfg80211: We intersect both of these and get:
 [   70.563578] cfg80211: Regulatory domain: 98
 [   70.563579] 	(start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp)
 [   70.563582] 	(2402000 KHz - 2483500 KHz @ 40000 KHz), (N/A, 2000 mBm)
 [   70.563585] cfg80211: Leaving channel 5180 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563587] cfg80211: Leaving channel 5200 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563589] cfg80211: Leaving channel 5220 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563591] cfg80211: Leaving channel 5240 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563593] cfg80211: Leaving channel 5260 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563596] cfg80211: Leaving channel 5280 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563597] cfg80211: Leaving channel 5300 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563599] cfg80211: Leaving channel 5320 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563601] cfg80211: Leaving channel 5745 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563603] cfg80211: Leaving channel 5765 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563605] cfg80211: Leaving channel 5785 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563607] cfg80211: Leaving channel 5805 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563609] cfg80211: Leaving channel 5825 MHz intact on phy0 - no rule found in band on Country IE
 [   70.563613] cfg80211: Current regulatory domain updated by AP to: DE
 [   70.563614] 	(start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp)
 [   70.563616] 	(2402000 KHz - 2483500 KHz @ 40000 KHz), (N/A, 2000 mBm)
 [   71.518344] Intel AES-NI instructions are not detected.
 [   71.552827] padlock: VIA PadLock not detected.
 [   80.801026] wlan0: no IPv6 routers present
 [   93.815726] iwlagn 0000:06:00.0: iwl_tx_agg_start on ra = 00:14:d1:51:01:98 tid = 0
 comm: file 2 is not in sorted order
 [  118.753089] usb 2-1: new high speed USB device using ehci_hcd and address 5
 [  118.884997] usb 2-1: configuration #1 chosen from 1 choice
 [  118.900759] scsi5 : SCSI emulation for USB Mass Storage devices
 [  118.901123] usb-storage: device found at 5
 [  118.901130] usb-storage: waiting for device to settle before scanning
 [  123.904233] usb-storage: device scan complete
 [  123.905294] scsi 5:0:0:0: Direct-Access     JetFlash TS1GJF110        0.00 PQ: 0 ANSI: 2
 [  123.906006] sd 5:0:0:0: Attached scsi generic sg3 type 0
 [  123.908691] sd 5:0:0:0: [sdc] 2048000 512-byte logical blocks: (1.04 GB/1000 MiB)
 [  123.915668] sd 5:0:0:0: [sdc] Write Protect is off
 [  123.915672] sd 5:0:0:0: [sdc] Mode Sense: 00 00 00 00
 [  123.915674] sd 5:0:0:0: [sdc] Assuming drive cache: write through
 [  123.919570] sd 5:0:0:0: [sdc] Assuming drive cache: write through
 [  123.919576]  sdc: sdc1
 [  123.997790] sd 5:0:0:0: [sdc] Assuming drive cache: write through
 [  123.997795] sd 5:0:0:0: [sdc] Attached SCSI removable disk
 [  214.736746] usb 2-1: USB disconnect, address 5
 [ 1682.836103] usb 3-1: USB disconnect, address 2
 [ 1683.817045] usb 3-1: new full speed USB device using uhci_hcd and address 3
 [ 1683.990829] usb 3-1: configuration #1 chosen from 1 choice
 [ 4173.000071] CE: hpet increasing min_delta_ns to 15000 nsec
 [ 8419.008074] usb 3-1: USB disconnect, address 3
 [ 8419.992044] usb 3-1: new full speed USB device using uhci_hcd and address 4
 [ 8420.170663] usb 3-1: configuration #1 chosen from 1 choice
 [11933.726232] gksu[4394]: segfault at 1 ip 00007fac57fdd4d1 sp 00007fff08d88520 error 4 in libgdk-x11-2.0.so.0.1710.0[7fac57f6d000+b2000]
 [12654.604119] usb 3-1: USB disconnect, address 4
 [12655.584047] usb 3-1: new full speed USB device using uhci_hcd and address 5
 [12655.758235] usb 3-1: configuration #1 chosen from 1 choice
 [13443.420046] process `skype' is using obsolete setsockopt SO_BSDCOMPAT
 [13689.893050] CE: hpet increasing min_delta_ns to 22500 nsec
 
Dependencies:
 adduser 3.110ubuntu6
 base-files 5.0.0ubuntu6
 base-passwd 3.5.21
 busybox-initramfs 1:1.13.3-1ubuntu7
 consolekit 0.3.1-0ubuntu2
 coreutils 7.4-2
 cpio 2.10-1ubuntu1
 dbus 1.2.16-0ubuntu2
 debconf 1.5.27ubuntu1
 debconf-i18n 1.5.27ubuntu1
 debianutils 2.30ubuntu3
 dpkg 1.15.3.1ubuntu1
 findutils 4.4.2-1
 gcc-4.4-base 4.4.1-3ubuntu3
 initramfs-tools 0.92bubuntu43
 klibc-utils 1.5.15-1
 libacl1 2.2.47-2
 libasound2 1.0.20-3ubuntu5
 libasound2-plugins 1.0.20-1ubuntu6
 libattr1 1:2.4.43-3
 libblkid1 2.16-1ubuntu1
 libbz2-1.0 1.0.5-3
 libc6 2.10.1-0ubuntu8
 libck-connector0 0.3.1-0ubuntu2
 libdb4.7 4.7.25-7ubuntu2
 libdbus-1-3 1.2.16-0ubuntu2
 libdbus-glib-1-2 0.80-4
 libeggdbus-1-0 0.5-1
 libexpat1 2.0.1-4
 libflac8 1.2.1-2build1
 libgcc1 1:4.4.1-3ubuntu3
 libglib2.0-0 2.21.6-0ubuntu1
 libice6 2:1.0.5-1
 libklibc 1.5.15-1
 liblocale-gettext-perl 1.05-4build1
 libltdl7 2.2.6a-4
 libncurses5 5.7+20090803-2ubuntu1
 libncursesw5 5.7+20090803-2ubuntu1
 libogg0 1.1.4~dfsg-1
 libpam-modules 1.1.0-2ubuntu1
 libpam-runtime 1.1.0-2ubuntu1
 libpam0g 1.1.0-2ubuntu1
 libpcre3 7.8-2ubuntu1
 libpolkit-gobject-1-0 0.94-0ubuntu2
 libpulse0 1:0.9.16~test7-14-g7ca81-0ubuntu1
 libpython2.6 2.6.2-0ubuntu3
 libreadline5 5.2-6
 libsamplerate0 0.1.7-2
 libselinux1 2.0.85-2
 libslang2 2.1.4-3
 libsm6 2:1.1.0-2
 libsndfile1 1.0.20-1ubuntu1
 libspeexdsp1 1.2~rc1-1
 libsqlite3-0 3.6.16-1
 libssl0.9.8 0.9.8g-16ubuntu2
 libstdc++6 4.4.1-3ubuntu3
 libtdb1 1.1.5-1
 libtext-charwidth-perl 0.04-5build1
 libtext-iconv-perl 1.7-1build1
 libtext-wrapi18n-perl 0.06-7
 libudev0 146-1
 libusb-0.1-4 2:0.1.12-13
 libuuid1 2.16-1ubuntu1
 libvorbis0a 1.2.0.dfsg-6
 libvorbisenc2 1.2.0.dfsg-6
 libwrap0 7.6.q-16
 libx11-6 2:1.2.2-1ubuntu1
 libx11-data 2:1.2.2-1ubuntu1
 libxau6 1:1.0.4-2
 libxcb1 1.4-1
 libxdmcp6 1:1.0.2-3
 libxext6 2:1.0.99.1-0ubuntu3
 libxtst6 2:1.0.3-1ubuntu2
 lsb-base 4.0-0ubuntu3
 lzma 4.43-14ubuntu1
 mime-support 3.46-1
 module-init-tools 3.10-2
 ncurses-bin 5.7+20090803-2ubuntu1
 passwd 1:4.1.4.1-1ubuntu2
 perl-base 5.10.0-24ubuntu2
 procps 1:3.2.8-1ubuntu2
 pulseaudio 1:0.9.16~test7-14-g7ca81-0ubuntu1
 pulseaudio-module-udev 1:0.9.16~test7-14-g7ca81-0ubuntu1
 python2.6 2.6.2-0ubuntu3
 python2.6-minimal 2.6.2-0ubuntu3
 readline-common 6.0-2ubuntu2
 sed 4.2.1-1
 tzdata 2009l-1
 udev 146-1
 util-linux 2.16-1ubuntu1
 x11-common 1:7.4+3ubuntu5
 zlib1g 1:1.2.3.3.dfsg-13ubuntu3
Disassembly:
 0x7f6d30b934b5 <raise+53>:	cmp    $0xfffffffffffff000,%rax
 0x7f6d30b934bb <raise+59>:	ja     0x7f6d30b934d2 <raise+82>
 0x7f6d30b934bd <raise+61>:	repz retq 
 0x7f6d30b934bf <raise+63>:	nop
 0x7f6d30b934c0 <raise+64>:	test   %eax,%eax
 0x7f6d30b934c2 <raise+66>:	jg     0x7f6d30b934a5 <raise+37>
 0x7f6d30b934c4 <raise+68>:	test   $0x7fffffff,%eax
 0x7f6d30b934c9 <raise+73>:	jne    0x7f6d30b934e2 <raise+98>
 0x7f6d30b934cb <raise+75>:	mov    %esi,%eax
 0x7f6d30b934cd <raise+77>:	nopl   (%rax)
 0x7f6d30b934d0 <raise+80>:	jmp    0x7f6d30b934a5 <raise+37>
 0x7f6d30b934d2 <raise+82>:	
     mov    0x335abf(%rip),%rdx        # 0x7f6d30ec8f98
 0x7f6d30b934d9 <raise+89>:	neg    %eax
 0x7f6d30b934db <raise+91>:	mov    %eax,%fs:(%rdx)
 0x7f6d30b934de <raise+94>:	or     $0xffffffffffffffff,%eax
 0x7f6d30b934e1 <raise+97>:	retq
NonfreeKernelModules: nvidia
Package: pulseaudio 1:0.9.16~test7-14-g7ca81-0ubuntu1
PackageArchitecture: amd64
PciMultimedia:
 00:1b.0 Audio device [0403]: Intel Corporation 82801H (ICH8 Family) HD Audio Controller [8086:284b] (rev 03)
 	Subsystem: Sony Corporation Device [104d:9008]
 	Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx-
 	Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- <TAbort- <MAbort- >SERR- <PERR- INTx-
 	Latency: 0, Cache Line Size: 64 bytes
 	Interrupt: pin A routed to IRQ 21
 	Region 0: Memory at fc300000 (64-bit, non-prefetchable) [size=16K]
 	Capabilities: <access denied>
 	Kernel driver in use: HDA Intel
 	Kernel modules: snd-hda-intel
ProcVersionSignature: Ubuntu 2.6.31-10.30-generic
Registers:
 rax            0x0	0
 rbx            0x178b0b0	24686768
 rcx            0xffffffffffffffff	-1
 rdx            0x6	6
 rsi            0xdf1	3569
 rdi            0xdea	3562
 rbp            0x177de20	0x177de20
 rsp            0x7f6d2e736528	0x7f6d2e736528
 r8             0x0	0
 r9             0x0	0
 r10            0x8	8
 r11            0x202	514
 r12            0x17cae80	24948352
 r13            0x0	0
 r14            0x7f6d2e736830	140106907478064
 r15            0x178e190	24699280
 rip            0x7f6d30b934b5	0x7f6d30b934b5 <raise+53>
 eflags         0x202	[ IF ]
 cs             0x33	51
 ss             0x2b	43
 ds             0x0	0
 es             0x0	0
 fs             0x0	0
 gs             0x0	0
 fctrl          0x37f	895
 fstat          0x0	0
 ftag           0xffff	65535
 fiseg          0x0	0
 fioff          0x0	0
 foseg          0x0	0
 fooff          0x0	0
 fop            0x0	0
 mxcsr          0x9fe0	[ PE DAZ IM DM ZM OM UM PM FZ ]
SourcePackage: pulseaudio
Stacktrace:
 #0  0x00007f6d30b934b5 in raise () from /lib/libc.so.6
 #1  0x00007f6d30b96f50 in abort () from /lib/libc.so.6
 #2  0x00007f6d32605014 in pa_memblock_unref ()
    from /usr/lib/libpulsecommon-0.9.16.so
 #3  0x00007f6d3260767d in ?? () from /usr/lib/libpulsecommon-0.9.16.so
 #4  0x00007f6d32608c45 in pa_memblockq_drop ()
    from /usr/lib/libpulsecommon-0.9.16.so
 #5  0x00007f6d328771c8 in inputs_drop (s=0x171e930, info=0x7f6d2e736830, n=1, 
     result=<value optimized out>) at pulsecore/sink.c:813
         j = <value optimized out>
         m = 0x7f6d2e736830
         i = <value optimized out>
         state = 0xffffffffffffffff
         p = 0
         n_unreffed = 0
         __func__ = "inputs_drop"
         __PRETTY_FUNCTION__ = "inputs_drop"
 #6  0x00007f6d32879310 in pa_sink_render_into (s=0x171e930, 
     target=0x7f6d2e738f40) at pulsecore/sink.c:1042
         info = {{chunk = {memblock = 0x17b6710, index = 4988, length = 3204}, 
             volume = {channels = 2 '\2', values = {65536, 65536, 
                 0 <repeats 30 times>}}, userdata = 0x178e190, 
             ptr = 0x7f6d221df09c, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d29fd8d24, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d161fcee4, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d161fc864, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 16 times>, {i = 779321488, 
                 f = 5.53659896e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779321472, f = 5.53659341e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}, {i = 779321792, f = 5.53670443e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 682315225, f = 1.90185748e-14}, {
                 i = 32621, f = 4.57117572e-41}, {i = 817517381, 
                 f = 1.35569478e-09}, {i = 32621, f = 4.57117572e-41}, {
                 i = 682315225, f = 1.90185748e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}}}, {chunk = {memblock = 0x0, index = 0, length = 0}, 
             volume = {channels = 0 '\0', values = {0, 779321584, 32621, 
                 779321568, 32621, 18, 0, 779321888, 32621, 682305596, 32621, 
                 817517381, 32621, 682305596, 32621, 1, 0, 0, 0, 0, 0, 0, 0, 
                 779320160, 32621, 779321296, 32621, 779321160, 32621, 0, 0, 
                 779321464}}, userdata = 0x7f6d2e738058, ptr = 0x7f6d28ab2829, 
             linear = {{i = 779321404, f = 5.53656981e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 779320256, 
                 f = 5.53617152e-11}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 779321256, f = 5.53651847e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 779321392, f = 5.53656565e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779321255, f = 5.53651812e-11}, {
                 i = 4339, f = 6.08023404e-42}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = -1, f = -nan(0x7fffff)}, {i = -1, 
                 f = -nan(0x7fffff)}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {
                 i = 0, f = 0}}}, {chunk = {memblock = 0x0, index = 32, 
               length = 779321159}, volume = {channels = 168 '\250', values = {
                 10, 0 <repeats 12 times>, 779321255, 32621, 0, 0, 0, 0, 0, 0, 
                 779321255, 32621, 779321256, 32621, 779321984, 32621, 
                 779321968, 32621, 1, 0, 779322288}}, 
             userdata = 0x7f6d28ab4dd9, ptr = 0x7f6d30ba5345, linear = {{
                 i = 682315225, f = 1.90185748e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 1, 
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                 f = 4.57117572e-41}, {i = 24242592, f = 4.44323269e-38}, {
                 i = 0, f = 0}, {i = 842817154, f = 1.09645288e-08}, {
                 i = 32621, f = 4.57117572e-41}, {i = 24648992, 
                 f = 4.55713023e-38}, {i = 62585, f = 8.77002644e-41}, {
                 i = 2469, f = 3.45980591e-42}, {i = 0, f = 0}, {i = 24120032, 
                 f = 4.40888406e-38}, {i = 0, f = 0}, {i = 779325280, 
                 f = 5.53791457e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 9876, f = 1.38392236e-41}, {i = 0, f = 0}, {
                 i = 679354403, f = 1.4106801e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 24114768, f = 4.40740877e-38}, {
                 i = 0, f = 0}, {i = 779325136, f = 5.53786461e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779325148, 
                 f = 5.53786877e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 847517294, f = 1.53770223e-08}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779325088, f = 5.53784796e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 1174553344, 
                 f = 8336.75}, {i = -1930158735, f = -3.76118719e-31}}}}
         n = 1
         length = 3204
         block_size_max = <value optimized out>
         __func__ = "pa_sink_render_into"
         __PRETTY_FUNCTION__ = "pa_sink_render_into"
 #7  0x00007f6d3287983f in pa_sink_render_into_full (s=0x171e930, 
     target=0x7f6d2e738ff0) at pulsecore/sink.c:1077
         chunk = {memblock = 0x17ca770, index = 0, length = 3204}
         l = 3456
         d = 0
         __func__ = "pa_sink_render_into_full"
         __PRETTY_FUNCTION__ = "pa_sink_render_into_full"
 #8  0x00007f6d287f13e2 in mmap_write (userdata=<value optimized out>)
     at modules/alsa/alsa-sink.c:606
         chunk = {memblock = 0x17ca770, index = 0, length = 3456}
         err = <value optimized out>
         frames = 864
         sframes = <value optimized out>
         areas = 0x178bd60
         offset = 2093
         n = <value optimized out>
         n_bytes = 3456
         after_avail = true
         process_usec = 36417
         left_to_play = <value optimized out>
         max_sleep_usec = 19583
         j = 1
 #9  thread_func (userdata=<value optimized out>)
     at modules/alsa/alsa-sink.c:1364
         work_done = <value optimized out>
         sleep_usec = 0
         on_timeout = <value optimized out>
         ret = <value optimized out>
         u = 0x1700ae0
         revents = 0
         __func__ = "thread_func"
         __PRETTY_FUNCTION__ = "thread_func"
 #10 0x00007f6d3261c040 in ?? () from /usr/lib/libpulsecommon-0.9.16.so
 #11 0x00007f6d31565a04 in start_thread () from /lib/libpthread.so.0
 #12 0x00007f6d30c3f64d in clone () from /lib/libc.so.6
 #13 0x0000000000000000 in ?? ()
StacktraceTop:
 raise () from /lib/libc.so.6
 abort () from /lib/libc.so.6
 pa_memblock_unref ()
 ?? () from /usr/lib/libpulsecommon-0.9.16.so
 pa_memblockq_drop ()
ThreadStacktrace:
 .
 Thread 3 (Thread 3562):
 #0  0x00007f6d30c33203 in poll () from /lib/libc.so.6
 #1  0x00007f6d323c112f in pa_mainloop_poll () from /usr/lib/libpulse.so.0
 #2  0x00007f6d323c29a9 in pa_mainloop_iterate () from /usr/lib/libpulse.so.0
 #3  0x00007f6d323c2a60 in pa_mainloop_run () from /usr/lib/libpulse.so.0
 #4  0x000000000040a136 in main (argc=<value optimized out>, 
     argv=<value optimized out>) at daemon/main.c:924
         c = <value optimized out>
         buf = <value optimized out>
         conf = <value optimized out>
         mainloop = <value optimized out>
         s = <value optimized out>
         r = <value optimized out>
         retval = 0
         d = 2
         valid_pid_file = true
         ltdl_init = <value optimized out>
         passed_fd = <value optimized out>
         e = <value optimized out>
         daemon_pipe = {-1, -1}
         autospawn_fd = -1
         autospawn_locked = false
         dbus = <value optimized out>
         __func__ = "main"
         __PRETTY_FUNCTION__ = "main"
 .
 Thread 2 (Thread 3570):
 #0  0x00007f6d30c33437 in ppoll () from /lib/libc.so.6
 #1  0x00007f6d328612a4 in pa_rtpoll_run (p=0x17051c0, wait_op=true)
     at pulsecore/rtpoll.c:304
         ts = {tv_sec = 0, tv_nsec = 0}
         i = 0x0
         r = <value optimized out>
         timeout = {tv_sec = 0, tv_usec = 0}
         __func__ = "pa_rtpoll_run"
         __PRETTY_FUNCTION__ = "pa_rtpoll_run"
 #2  0x00007f6d287f5de0 in thread_func (userdata=<value optimized out>)
     at modules/alsa/alsa-source.c:1272
         ret = <value optimized out>
         u = 0x172f6a0
         revents = 0
         __func__ = "thread_func"
         __PRETTY_FUNCTION__ = "thread_func"
 #3  0x00007f6d3261c040 in ?? () from /usr/lib/libpulsecommon-0.9.16.so
 #4  0x00007f6d31565a04 in start_thread () from /lib/libpthread.so.0
 #5  0x00007f6d30c3f64d in clone () from /lib/libc.so.6
 #6  0x0000000000000000 in ?? ()
 .
 Thread 1 (Thread 3569):
 #0  0x00007f6d30b934b5 in raise () from /lib/libc.so.6
 #1  0x00007f6d30b96f50 in abort () from /lib/libc.so.6
 #2  0x00007f6d32605014 in pa_memblock_unref ()
    from /usr/lib/libpulsecommon-0.9.16.so
 #3  0x00007f6d3260767d in ?? () from /usr/lib/libpulsecommon-0.9.16.so
 #4  0x00007f6d32608c45 in pa_memblockq_drop ()
    from /usr/lib/libpulsecommon-0.9.16.so
 #5  0x00007f6d328771c8 in inputs_drop (s=0x171e930, info=0x7f6d2e736830, n=1, 
     result=<value optimized out>) at pulsecore/sink.c:813
         j = <value optimized out>
         m = 0x7f6d2e736830
         i = <value optimized out>
         state = 0xffffffffffffffff
         p = 0
         n_unreffed = 0
         __func__ = "inputs_drop"
         __PRETTY_FUNCTION__ = "inputs_drop"
 #6  0x00007f6d32879310 in pa_sink_render_into (s=0x171e930, 
     target=0x7f6d2e738f40) at pulsecore/sink.c:1042
         info = {{chunk = {memblock = 0x17b6710, index = 4988, length = 3204}, 
             volume = {channels = 2 '\2', values = {65536, 65536, 
                 0 <repeats 30 times>}}, userdata = 0x178e190, 
             ptr = 0x7f6d221df09c, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d29fd8d24, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d161fcee4, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 2 '\2', values = {
                 65536, 65536, 0 <repeats 30 times>}}, userdata = 0x0, 
             ptr = 0x7f6d161fc864, linear = {{i = 65536, f = 9.18354962e-41}, {
                 i = 65536, f = 9.18354962e-41}, {i = 0, 
                 f = 0} <repeats 30 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 32 times>}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 16 times>, {i = 779321488, 
                 f = 5.53659896e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779321472, f = 5.53659341e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}, {i = 779321792, f = 5.53670443e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 682315225, f = 1.90185748e-14}, {
                 i = 32621, f = 4.57117572e-41}, {i = 817517381, 
                 f = 1.35569478e-09}, {i = 32621, f = 4.57117572e-41}, {
                 i = 682315225, f = 1.90185748e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}}}, {chunk = {memblock = 0x0, index = 0, length = 0}, 
             volume = {channels = 0 '\0', values = {0, 779321584, 32621, 
                 779321568, 32621, 18, 0, 779321888, 32621, 682305596, 32621, 
                 817517381, 32621, 682305596, 32621, 1, 0, 0, 0, 0, 0, 0, 0, 
                 779320160, 32621, 779321296, 32621, 779321160, 32621, 0, 0, 
                 779321464}}, userdata = 0x7f6d2e738058, ptr = 0x7f6d28ab2829, 
             linear = {{i = 779321404, f = 5.53656981e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 779320256, 
                 f = 5.53617152e-11}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 779321256, f = 5.53651847e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 779321392, f = 5.53656565e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779321255, f = 5.53651812e-11}, {
                 i = 4339, f = 6.08023404e-42}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = -1, f = -nan(0x7fffff)}, {i = -1, 
                 f = -nan(0x7fffff)}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {
                 i = 0, f = 0}}}, {chunk = {memblock = 0x0, index = 32, 
               length = 779321159}, volume = {channels = 168 '\250', values = {
                 10, 0 <repeats 12 times>, 779321255, 32621, 0, 0, 0, 0, 0, 0, 
                 779321255, 32621, 779321256, 32621, 779321984, 32621, 
                 779321968, 32621, 1, 0, 779322288}}, 
             userdata = 0x7f6d28ab4dd9, ptr = 0x7f6d30ba5345, linear = {{
                 i = 682315225, f = 1.90185748e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 779322048, f = 5.53679325e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779322080, f = 5.53680435e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779322064, 
                 f = 5.5367988e-11}, {i = 32621, f = 4.57117572e-41}, {i = 18, 
                 f = 2.52233724e-44}, {i = 0, f = 0}, {i = 779322384, 
                 f = 5.53690982e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 682305596, f = 1.90022626e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 817517381, f = 1.35569478e-09}, {
                 i = 32621, f = 4.57117572e-41}, {i = 682305596, 
                 f = 1.90022626e-14}, {i = 32621, f = 4.57117572e-41}, {i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}}}, {chunk = {
               memblock = 0x7f6d00000000, index = 140106907483472, 
               length = 140106907484608}, volume = {channels = 56 '8', 
               values = {32621, 0, 0, 779321960, 32621, 779321928, 32621, 
                 682305577, 32621, 779321900, 32621, 817568730, 0, 0, 0, 0, 0, 
                 0, 32621, 779320752, 32621, 16, 0, 779321752, 32621, 0, 0, 
                 779321888, 32621, 779321751, 4339, 1}}, 
             userdata = 0xffffffffffffffff, ptr = 0x2e7381c8, linear = {{
                 i = 0, f = 0}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 779321968, f = 5.53676549e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779321632, 
                 f = 5.53664892e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779321655, f = 5.5366569e-11}, {i = 0, f = 0}, {
                 i = 779321752, f = 5.53669055e-11}, {i = 10, 
                 f = 1.40129846e-44}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 682337563, f = 1.90564168e-14}, {i = 0, f = 0}, {
                 i = 779322076, f = 5.53680296e-11}, {i = 0, f = 0}, {
                 i = 682307872, f = 1.90061183e-14}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 779321751, f = 5.5366902e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 779321928, f = 5.53675161e-11}, {
                 i = 32621, f = 4.57117572e-41}}}, {chunk = {
               memblock = 0x7f6d2e738197, index = 140106907484568, 
               length = 140106810468410}, volume = {channels = 0 '\0', 
               values = {0, 779322496, 32621, 779322480, 32621, 18, 0, 
                 779322800, 32621, 682305596, 32621, 817517381, 32621, 
                 682305596, 32621, 1, 0, 0, 0, 817517381, 32621, 682305596, 
                 32621, 1, 0, 779322208, 32621, 779322072, 0, 779321927, 0, 
                 779322376}}, userdata = 0x7f6d2e7383e8, ptr = 0x7f6d28ab2829, 
             linear = {{i = 779322316, f = 5.53688623e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779322088, f = 5.53680712e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 684591856, 
                 f = 2.28753377e-14}, {i = 32621, f = 4.57117572e-41}, {
                 i = 681940375, f = 1.83835542e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 16384, f = 2.2958874e-41}, {
                 i = 16384, f = 2.2958874e-41}, {i = 779321168, 
                 f = 5.53648793e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779324112, f = 5.53750934e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 14, f = 1.96181785e-44}, {i = 0, 
                 f = 0}, {i = 14, f = 1.96181785e-44}, {i = 0, f = 0}, {
                 i = 681944550, f = 1.83906269e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779322167, f = 5.53683453e-11}, {
                 i = 4339, f = 6.08023404e-42}, {i = 0, f = 0}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}}}, {chunk = {memblock = 0x0, 
               index = 0, length = 0}, volume = {channels = 0 '\0', values = {
                 0 <repeats 25 times>, 9, 0, 0, 0, 0, 0, 0}}, 
             userdata = 0x7f6d2e737fc0, ptr = 0x7f6d2e738ad0, linear = {{
                 i = 24696448, f = 4.57043023e-38}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 779321280, f = 5.53652679e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 682171696, 
                 f = 1.87754272e-14}, {i = 32621, f = 4.57117572e-41}, {
                 i = 681978112, f = 1.84474831e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 681945168, f = 1.83916738e-14}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779322192, 
                 f = 5.53684321e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 682166672, f = 1.87669162e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = -1, f = -nan(0x7fffff)}, {
                 i = 524039, f = 7.34335046e-40}, {i = 682171776, 
                 f = 1.87755627e-14}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 1, f = 1.40129846e-45}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 4, f = 5.60519386e-45}, {
                 i = 0, f = 0}, {i = 0, f = 0}}}, {chunk = {memblock = 0x0, 
               index = 0, length = 4294967296}, volume = {channels = 0 '\0', 
               values = {0 <repeats 32 times>}}, userdata = 0x0, ptr = 0x0, 
             linear = {{i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 16, f = 2.24207754e-44}, {
                 i = 16, f = 2.24207754e-44}, {i = 4, f = 5.60519386e-45}, {
                 i = 32, f = 4.48415509e-44}, {i = 32, f = 4.48415509e-44}, {
                 i = 4, f = 5.60519386e-45}, {i = 2, f = 2.80259693e-45}, {
                 i = 2, f = 2.80259693e-45}, {i = 4, f = 5.60519386e-45}, {
                 i = 44100, f = 6.17972623e-41}, {i = 44100, 
                 f = 6.17972623e-41}, {i = 4, f = 5.60519386e-45}, {
                 i = 185759, f = 2.60303801e-40}, {i = 185760, 
                 f = 2.60305203e-40}, {i = 3, f = 4.20389539e-45}, {i = 8192, 
                 f = 1.1479437e-41}, {i = 8192, f = 1.1479437e-41}, {i = 4, 
                 f = 5.60519386e-45}, {i = 32768, f = 4.59177481e-41}, {
                 i = 32768, f = 4.59177481e-41}, {i = 4, f = 5.60519386e-45}, {
                 i = 2, f = 2.80259693e-45}, {i = 2, f = 2.80259693e-45}}}, {
             chunk = {memblock = 0x5ab3f00000004, index = 12885273408, 
               length = 70368744194048}, volume = {channels = 4 '\4', 
               values = {65536, 65536, 4, 0, 4294967295, 
                 0 <repeats 27 times>}}, userdata = 0x7ff0700000000, 
             ptr = 0x1080490103, linear = {{i = 44100, f = 6.17972623e-41}, {
                 i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0} <repeats 18 times>, {i = 24696448, 
                 f = 4.57043023e-38}, {i = 0, f = 0}, {i = 1174553344, 
                 f = 8336.75}, {i = -1930158735, f = -3.76118719e-31}, {
                 i = 779321968, f = 5.53676549e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779324112, f = 5.53750934e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 17, f = 2.38220739e-44}, {i = 0, f = 0}}}, {
             chunk = {memblock = 0x7f6d2e738574, index = 140106907485564, 
               length = 24696448}, volume = {channels = 64 '@', values = {
                 32621, 681978112, 32621, 17, 0, 779322740, 32621, 681946675, 
                 32621, 0, 4, 0, 0, 0, 0, 0, 0, 0, 1, 0 <repeats 13 times>}}, 
             userdata = 0x0, ptr = 0x0, linear = {{i = 0, 
                 f = 0} <repeats 29 times>, {i = 16, f = 2.24207754e-44}, {
                 i = 16, f = 2.24207754e-44}, {i = 4, f = 5.60519386e-45}}}, {
             chunk = {memblock = 0x2000000020, index = 8589934596, 
               length = 17179869186}, volume = {channels = 68 'D', values = {
                 44100, 4, 725, 185760, 3, 32, 8192, 4, 128, 32768, 0, 2, 2, 
                 4, 1451, 371520, 3, 64, 16384, 4, 256, 65536, 4, 0, 
                 4294967295, 0, 0, 0, 0, 0, 0, 0}}, userdata = 0x0, ptr = 0x0, 
             linear = {{i = 0, f = 0} <repeats 17 times>, {i = 524039, 
                 f = 7.34335046e-40}, {i = -2142699261, f = -6.70435416e-39}, {
                 i = 16, f = 2.24207754e-44}, {i = 44100, f = 6.17972623e-41}, 
               {i = 1, f = 1.40129846e-45}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}}}, {chunk = {memblock = 0x0, index = 0, 
               length = 0}, volume = {channels = 0 '\0', values = {0, 
                 779322672, 32621, 1174553344, 2364808561, 24696448, 0, 
                 779324112, 32621, 15, 0, 24696448, 0, 779324820, 32621, 
                 1174553344, 2364808561, 24696448, 0, 16384, 0, 0, 0, 
                 779324112, 32621, 17, 0, 0, 0, 24696448, 0, 681952945}}, 
             userdata = 0x7f6d2e738d94, ptr = 0xf, linear = {{i = 779323360, 
                 f = 5.53724844e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779324060, f = 5.5374913e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = -1, f = -nan(0x7fffff)}, {i = 0, 
                 f = 0}, {i = 16384, f = 2.2958874e-41}, {i = 16384, 
                 f = 2.2958874e-41}, {i = 15, f = 2.1019477e-44}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 272, f = 3.81153182e-43}, {i = 0, 
                 f = 0}, {i = -1, f = -nan(0x7fffff)}, {i = 0, f = 0}, {
                 i = 817912477, f = 1.39955925e-09}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 1, 
                 f = 1.40129846e-45}, {i = 24694576, f = 4.56990558e-38}, {
                 i = 0, f = 0}, {i = 32, f = 4.48415509e-44}, {i = 0, f = 0}, {
                 i = 820817472, f = 1.72207848e-09}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 14048, f = 1.96854408e-41}, {i = 0, 
                 f = 0}, {i = 24697120, f = 4.57061856e-38}, {i = 0, f = 0}, {
                 i = 820817472, f = 1.72207848e-09}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 681958761, f = 1.84147013e-14}, {
                 i = 32621, f = 4.57117572e-41}}}, {chunk = {
               memblock = 0x10000, index = 24696896, length = 1}, volume = {
               channels = 126 '~', values = {32621, 682171696, 32621, 
                 681973625, 32621, 24694576, 0, 681975480, 32621, 0, 0, 
                 24694576, 0, 779322992, 32621, 24694576, 0, 779323168, 32621, 
                 682171776, 32621, 682171696, 32621, 779324960, 32621, 
                 681978096, 32621, 681950024, 32621, 0, 1, 0}}, 
             userdata = 0x2000, ptr = 0x1, linear = {{i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0}, {i = 16384, 
                 f = 2.2958874e-41}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 1073741824, f = 2}, {i = 0, f = 0} <repeats 16 times>, {
                 i = 1174553344, f = 8336.75}, {i = -1930158735, 
                 f = -3.76118719e-31}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 24696448, f = 4.57043023e-38}, {i = 0, f = 0}}}, {
             chunk = {memblock = 0x7f6d2e738ad0, index = 140106810101117, 
               length = 4294967296}, volume = {channels = 0 '\0', values = {0, 
                 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 1, 
                 0 <repeats 17 times>}}, userdata = 0x0, ptr = 0x0, linear = {{
                 i = 0, f = 0} <repeats 25 times>, {i = 16, 
                 f = 2.24207754e-44}, {i = 16, f = 2.24207754e-44}, {i = 4, 
                 f = 5.60519386e-45}, {i = 32, f = 4.48415509e-44}, {i = 32, 
                 f = 4.48415509e-44}, {i = 4, f = 5.60519386e-45}, {i = 2, 
                 f = 2.80259693e-45}}}, {chunk = {memblock = 0x400000002, 
               index = 189408057797700, length = 797828829937668}, volume = {
               channels = 160 '\240', values = {3, 8192, 8192, 4, 32768, 
                 32768, 4, 2, 2, 4, 371519, 371520, 3, 16384, 16384, 4, 65536, 
                 65536, 4, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}}, 
             userdata = 0x0, ptr = 0x0, linear = {{i = 0, 
                 f = 0} <repeats 13 times>, {i = 1048327, f = 1.46901902e-39}, 
               {i = -2142699261, f = -6.70435416e-39}, {i = 16, 
                 f = 2.24207754e-44}, {i = 44100, f = 6.17972623e-41}, {i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0} <repeats 14 times>}}, {
             chunk = {memblock = 0x0, index = 0, length = 0}, volume = {
               channels = 48 '0', values = {0, 779323888, 32621, 681974502, 
                 32621, 24696448, 0, 681901422, 32621, 779323868, 32621, 
                 24696448, 0, 779324112, 32621, 779324112, 32621, 24696448, 0, 
                 779324960, 32621, 779324984, 32621, 681950024, 32621, 24, 1, 
                 779323984, 32621, 779323920, 32621, 1}}, userdata = 0x1, 
             ptr = 0x4000, linear = {{i = 34818, f = 4.87904099e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 1073741824, f = 2}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 0, f = 0}, {i = 0, f = 0}, {i = 681956582, 
                 f = 1.84110099e-14}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 24694576, f = 4.56990558e-38}, {
                 i = 0, f = 0}, {i = 1, f = 1.40129846e-45}, {i = 0, f = 0}, {
                 i = 681915305, f = 1.83410839e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779324060, f = 5.5374913e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 24696448, 
                 f = 4.57043023e-38}, {i = 0, f = 0}, {i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0}, {i = 681915305, 
                 f = 1.83410839e-14}, {i = 32621, f = 4.57117572e-41}, {
                 i = 779324836, f = 5.53776053e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, f = 0}}}, {
             chunk = {memblock = 0x7f6d2e738de0, index = 140106807520455, 
               length = 24690064}, volume = {channels = 176 '\260', values = {
                 0, 24120112, 0, 24478880, 0, 1, 1, 0, 0, 0, 0, 0, 0, 0, 4, 
                 24694576, 0, 779324288, 32621, 779324288, 32621, 24696448, 0, 
                 681901422, 32621, 0, 0, 24696448, 0, 779324288, 32621, 
                 24694576}}, userdata = 0x7f6d2e738bc0, ptr = 0x7f6d2e738bc0, 
             linear = {{i = 24696448, f = 4.57043023e-38}, {i = 0, f = 0}, {
                 i = 681901422, f = 1.83175652e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779324320, f = 5.5375815e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 24696448, 
                 f = 4.57043023e-38}, {i = 0, f = 0}, {i = 779324352, 
                 f = 5.53759261e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 681901422, f = 1.83175652e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1, f = 1.40129846e-45}, {i = 1, 
                 f = 1.40129846e-45}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 779324560, f = 5.53766477e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 679355891, f = 1.41080613e-14}, {
                 i = 32621, f = 4.57117572e-41}, {i = 6361152, 
                 f = 8.91387253e-39}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 845161082, 
                 f = 1.30463551e-08}, {i = 32621, f = 4.57117572e-41}, {i = 1, 
                 f = 1.40129846e-45}, {i = 1, f = 1.40129846e-45}, {i = 0, 
                 f = 0}, {i = 0, f = 0}}}, {chunk = {memblock = 0x39bb, 
               index = 1, length = 18446744073709551615}, volume = {
               channels = 0 '\0', values = {1073741824, 0, 0, 0, 0, 0, 
                 1073741824, 0 <repeats 12 times>, 842874842, 32621, 
                 847820972, 32621, 847757668, 32621, 24867200, 0, 842816633, 
                 32621, 779324560, 32621, 1230489474}}, userdata = 0x1, 
             ptr = 0x7, linear = {{i = 779324920, f = 5.53778967e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 0, f = 0}, {i = 0, 
                 f = 0}, {i = 779324576, f = 5.53767032e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 1230489672, f = 883844.5}, {
                 i = 32767, f = 4.59163468e-41}, {i = 779324656, 
                 f = 5.53769808e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 825602015, f = 2.64389377e-09}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779324704, f = 5.53771473e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779324656, 
                 f = 5.53769808e-11}, {i = 32621, f = 4.57117572e-41}, {i = 7, 
                 f = 9.80908925e-45}, {i = 0, f = 0}, {i = 845106669, 
                 f = 1.29980267e-08}, {i = 32621, f = 4.57117572e-41}, {i = 0, 
                 f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {i = 0, f = 0}, {
                 i = 847444456, f = 1.5247636e-08}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 845184080, f = 1.30667814e-08}, {
                 i = 32621, f = 4.57117572e-41}, {i = 8192, 
                 f = 1.1479437e-41}, {i = 0, f = 0}, {i = 845190695, 
                 f = 1.30726567e-08}, {i = 32621, f = 4.57117572e-41}}}, {
             chunk = {memblock = 0x0, index = 24120032, length = 0}, volume = {
               channels = 149 '\225', values = {3, 16267, 0, 24941200, 0, 
                 24966720, 0, 845185703, 32621, 24680256, 0, 8192, 0, 7, 0, 
                 845162539, 32621, 24943424, 0, 682173411, 32621, 0, 0, 
                 24695024, 0, 24696448, 0, 681980531, 32621, 2, 872, 
                 681957791}}, userdata = 0x7f6d000004c5, ptr = 0x178d0f0, 
             linear = {{i = 24696448, f = 4.57043023e-38}, {i = 0, f = 0}, {
                 i = 779325280, f = 5.53791457e-11}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 24242592, f = 4.44323269e-38}, {
                 i = 0, f = 0}, {i = 842817154, f = 1.09645288e-08}, {
                 i = 32621, f = 4.57117572e-41}, {i = 24648992, 
                 f = 4.55713023e-38}, {i = 62585, f = 8.77002644e-41}, {
                 i = 2469, f = 3.45980591e-42}, {i = 0, f = 0}, {i = 24120032, 
                 f = 4.40888406e-38}, {i = 0, f = 0}, {i = 779325280, 
                 f = 5.53791457e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 9876, f = 1.38392236e-41}, {i = 0, f = 0}, {
                 i = 679354403, f = 1.4106801e-14}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 24114768, f = 4.40740877e-38}, {
                 i = 0, f = 0}, {i = 779325136, f = 5.53786461e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 779325148, 
                 f = 5.53786877e-11}, {i = 32621, f = 4.57117572e-41}, {
                 i = 847517294, f = 1.53770223e-08}, {i = 32621, 
                 f = 4.57117572e-41}, {i = 779325088, f = 5.53784796e-11}, {
                 i = 32621, f = 4.57117572e-41}, {i = 1174553344, 
                 f = 8336.75}, {i = -1930158735, f = -3.76118719e-31}}}}
         n = 1
         length = 3204
         block_size_max = <value optimized out>
         __func__ = "pa_sink_render_into"
         __PRETTY_FUNCTION__ = "pa_sink_render_into"
 #7  0x00007f6d3287983f in pa_sink_render_into_full (s=0x171e930, 
     target=0x7f6d2e738ff0) at pulsecore/sink.c:1077
         chunk = {memblock = 0x17ca770, index = 0, length = 3204}
         l = 3456
         d = 0
         __func__ = "pa_sink_render_into_full"
         __PRETTY_FUNCTION__ = "pa_sink_render_into_full"
 #8  0x00007f6d287f13e2 in mmap_write (userdata=<value optimized out>)
     at modules/alsa/alsa-sink.c:606
         chunk = {memblock = 0x17ca770, index = 0, length = 3456}
         err = <value optimized out>
         frames = 864
         sframes = <value optimized out>
         areas = 0x178bd60
         offset = 2093
         n = <value optimized out>
         n_bytes = 3456
         after_avail = true
         process_usec = 36417
         left_to_play = <value optimized out>
         max_sleep_usec = 19583
         j = 1
 #9  thread_func (userdata=<value optimized out>)
     at modules/alsa/alsa-sink.c:1364
         work_done = <value optimized out>
         sleep_usec = 0
         on_timeout = <value optimized out>
         ret = <value optimized out>
         u = 0x1700ae0
         revents = 0
         __func__ = "thread_func"
         __PRETTY_FUNCTION__ = "thread_func"
 #10 0x00007f6d3261c040 in ?? () from /usr/lib/libpulsecommon-0.9.16.so
 #11 0x00007f6d31565a04 in start_thread () from /lib/libpthread.so.0
 #12 0x00007f6d30c3f64d in clone () from /lib/libc.so.6
 #13 0x0000000000000000 in ?? ()
Title: pulseaudio crashed with SIGABRT in raise()
UnreportableReason: The program crashed on an assertion failure, but the message could not be retrieved. Apport does not support reporting these crashes.