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Everpad provider crash #38
Comments
More: No symbol table info available. |
Can you post output of everpad-provider and everpad? |
Both were completely blank. No output from either one. I am running everpad from the PPA. |
Are you tried to remove ~/.everpad/? |
I had not. This issue is no longer occurring. If deleting the ~/.everpad directory is something that should be done after an update, then perhaps the package install script or evernote-provider on first run should do it? |
Ubuntu 12.04 64bit running 1.8.2. Crash happens regularly after system boot up. Have no idea what the cause is. Doing a " killall everpad-provider; everpad-provider" showed nothing. Here is the crash report:
ProblemType: Crash
Architecture: amd64
CrashCounter: 1
Date: Fri Sep 14 21:16:10 2012
DistroRelease: Ubuntu 12.04
ExecutablePath: /usr/bin/everpad-provider
ExecutableTimestamp: 1347626605
InterpreterPath: /usr/bin/python2.7
ProcCmdline: /usr/bin/python2.7 /usr/bin/everpad-provider
ProcCwd: /
ProcEnviron:
SHELL=/bin/bash
PATH=(custom, user)
LANG=en_US.UTF-8
ProcMaps:
00400000-00671000 r-xp 00000000 09:00 398450 /usr/bin/python2.7
00870000-00871000 r--p 00270000 09:00 398450 /usr/bin/python2.7
00871000-008da000 rw-p 00271000 09:00 398450 /usr/bin/python2.7
008da000-008ec000 rw-p 00000000 00:00 0
0217b000-0389c000 rw-p 00000000 00:00 0 [heap]
7f9638000000-7f9638664000 rw-p 00000000 00:00 0
7f9638664000-7f963c000000 ---p 00000000 00:00 0
7f963dce5000-7f963dcec000 r-xp 00000000 09:00 1310757 /lib/x86_64-linux-gnu/libnss_dns-2.15.so
7f963dcec000-7f963deeb000 ---p 00007000 09:00 1310757 /lib/x86_64-linux-gnu/libnss_dns-2.15.so
7f963deeb000-7f963deec000 r--p 00006000 09:00 1310757 /lib/x86_64-linux-gnu/libnss_dns-2.15.so
7f963deec000-7f963deed000 rw-p 00007000 09:00 1310757 /lib/x86_64-linux-gnu/libnss_dns-2.15.so
7f963deed000-7f963deef000 r-xp 00000000 09:00 1317464 /lib/libnss_mdns4_minimal.so.2
7f963deef000-7f963e0ee000 ---p 00002000 09:00 1317464 /lib/libnss_mdns4_minimal.so.2
7f963e0ee000-7f963e0ef000 r--p 00001000 09:00 1317464 /lib/libnss_mdns4_minimal.so.2
7f963e0ef000-7f963e0f0000 rw-p 00002000 09:00 1317464 /lib/libnss_mdns4_minimal.so.2
7f963e0f0000-7f963e0fc000 r-xp 00000000 09:00 1310751 /lib/x86_64-linux-gnu/libnss_files-2.15.so
7f963e0fc000-7f963e2fb000 ---p 0000c000 09:00 1310751 /lib/x86_64-linux-gnu/libnss_files-2.15.so
7f963e2fb000-7f963e2fc000 r--p 0000b000 09:00 1310751 /lib/x86_64-linux-gnu/libnss_files-2.15.so
7f963e2fc000-7f963e2fd000 rw-p 0000c000 09:00 1310751 /lib/x86_64-linux-gnu/libnss_files-2.15.so
7f963e2fd000-7f963e39b000 r-xp 00000000 09:00 393915 /usr/lib/x86_64-linux-gnu/libsqlite3.so.0.8.6
7f963e39b000-7f963e59b000 ---p 0009e000 09:00 393915 /usr/lib/x86_64-linux-gnu/libsqlite3.so.0.8.6
7f963e59b000-7f963e59d000 r--p 0009e000 09:00 393915 /usr/lib/x86_64-linux-gnu/libsqlite3.so.0.8.6
7f963e59d000-7f963e59f000 rw-p 000a0000 09:00 393915 /usr/lib/x86_64-linux-gnu/libsqlite3.so.0.8.6
7f963e59f000-7f963e5a0000 rw-p 00000000 00:00 0
7f963e5a0000-7f963e5b1000 r-xp 00000000 09:00 407875 /usr/lib/python2.7/dist-packages/pysqlite2/_sqlite.so
7f963e5b1000-7f963e7b0000 ---p 00011000 09:00 407875 /usr/lib/python2.7/dist-packages/pysqlite2/_sqlite.so
7f963e7b0000-7f963e7b1000 r--p 00010000 09:00 407875 /usr/lib/python2.7/dist-packages/pysqlite2/_sqlite.so
7f963e7b1000-7f963e7b3000 rw-p 00011000 09:00 407875 /usr/lib/python2.7/dist-packages/pysqlite2/_sqlite.so
7f963e7b3000-7f963e7b4000 ---p 00000000 00:00 0
7f963e7b4000-7f963efb4000 rw-p 00000000 00:00 0
7f963efb4000-7f963efbc000 r-xp 00000000 09:00 923483 /usr/lib/python2.7/dist-packages/Crypto/Cipher/AES.so
7f963efbc000-7f963f1bb000 ---p 00008000 09:00 923483 /usr/lib/python2.7/dist-packages/Crypto/Cipher/AES.so
7f963f1bb000-7f963f1bc000 r--p 00007000 09:00 923483 /usr/lib/python2.7/dist-packages/Crypto/Cipher/AES.so
7f963f1bc000-7f963f1bd000 rw-p 00008000 09:00 923483 /usr/lib/python2.7/dist-packages/Crypto/Cipher/AES.so
7f963f1bd000-7f963f1de000 r-xp 00000000 09:00 1051828 /usr/lib/python2.7/dist-packages/gobject/_gobject.so
7f963f1de000-7f963f3dd000 ---p 00021000 09:00 1051828 /usr/lib/python2.7/dist-packages/gobject/_gobject.so
7f963f3dd000-7f963f3de000 r--p 00020000 09:00 1051828 /usr/lib/python2.7/dist-packages/gobject/_gobject.so
7f963f3de000-7f963f3e1000 rw-p 00021000 09:00 1051828 /usr/lib/python2.7/dist-packages/gobject/_gobject.so
7f963f3e1000-7f963f3e2000 rw-p 00000000 00:00 0
7f963f3e2000-7f963f3e3000 r-xp 00000000 09:00 406035 /usr/lib/x86_64-linux-gnu/libgthread-2.0.so.0.3200.3
7f963f3e3000-7f963f5e2000 ---p 00001000 09:00 406035 /usr/lib/x86_64-linux-gnu/libgthread-2.0.so.0.3200.3
7f963f5e2000-7f963f5e3000 r--p 00000000 09:00 406035 /usr/lib/x86_64-linux-gnu/libgthread-2.0.so.0.3200.3
7f963f5e3000-7f963f5e4000 rw-p 00001000 09:00 406035 /usr/lib/x86_64-linux-gnu/libgthread-2.0.so.0.3200.3
7f963f5e4000-7f963f5e8000 r-xp 00000000 09:00 407780 /usr/lib/libpyglib-2.0-python2.7.so.0.0.0
7f963f5e8000-7f963f7e7000 ---p 00004000 09:00 407780 /usr/lib/libpyglib-2.0-python2.7.so.0.0.0
7f963f7e7000-7f963f7e8000 r--p 00003000 09:00 407780 /usr/lib/libpyglib-2.0-python2.7.so.0.0.0
7f963f7e8000-7f963f7e9000 rw-p 00004000 09:00 407780 /usr/lib/libpyglib-2.0-python2.7.so.0.0.0
7f963f7e9000-7f963f7f9000 r-xp 00000000 09:00 1051830 /usr/lib/python2.7/dist-packages/glib/_glib.so
7f963f7f9000-7f963f9f8000 ---p 00010000 09:00 1051830 /usr/lib/python2.7/dist-packages/glib/_glib.so
7f963f9f8000-7f963f9f9000 r--p 0000f000 09:00 1051830 /usr/lib/python2.7/dist-packages/glib/_glib.so
7f963f9f9000-7f963f9fc000 rw-p 00010000 09:00 1051830 /usr/lib/python2.7/dist-packages/glib/_glib.so
7f963f9fc000-7f963f9ff000 r-xp 00000000 09:00 1311022 /lib/x86_64-linux-gnu/libgpg-error.so.0.8.0
7f963f9ff000-7f963fbfe000 ---p 00003000 09:00 1311022 /lib/x86_64-linux-gnu/libgpg-error.so.0.8.0
7f963fbfe000-7f963fbff000 r--p 00002000 09:00 1311022 /lib/x86_64-linux-gnu/libgpg-error.so.0.8.0
7f963fbff000-7f963fc00000 rw-p 00003000 09:00 1311022 /lib/x86_64-linux-gnu/libgpg-error.so.0.8.0
7f963fc00000-7f963fc7a000 r-xp 00000000 09:00 1318062 /lib/x86_64-linux-gnu/libgcrypt.so.11.7.0
7f963fc7a000-7f963fe7a000 ---p 0007a000 09:00 1318062 /lib/x86_64-linux-gnu/libgcrypt.so.11.7.0
7f963fe7a000-7f963fe7b000 r--p 0007a000 09:00 1318062 /lib/x86_64-linux-gnu/libgcrypt.so.11.7.0
7f963fe7b000-7f963fe7e000 rw-p 0007b000 09:00 1318062 /lib/x86_64-linux-gnu/libgcrypt.so.11.7.0
7f963fe7e000-7f963fe9f000 r-xp 00000000 09:00 405536 /usr/lib/x86_64-linux-gnu/libgnome-keyring.so.0.2.0
7f963fe9f000-7f964009e000 ---p 00021000 09:00 405536 /usr/lib/x86_64-linux-gnu/libgnome-keyring.so.0.2.0
7f964009e000-7f964009f000 r--p 00020000 09:00 405536 /usr/lib/x86_64-linux-gnu/libgnome-keyring.so.0.2.0
7f964009f000-7f96400a0000 rw-p 00021000 09:00 405536 /usr/lib/x86_64-linux-gnu/libgnome-keyring.so.0.2.0
7f96400a0000-7f96400aa000 r-xp 00000000 09:00 1053196 /usr/lib/python2.7/dist-packages/gtk-2.0/gnomekeyring.so
7f96400aa000-7f96402a9000 ---p 0000a000 09:00 1053196 /usr/lib/python2.7/dist-packages/gtk-2.0/gnomekeyring.so
7f96402a9000-7f96402aa000 r--p 00009000 09:00 1053196 /usr/lib/python2.7/dist-packages/gtk-2.0/gnomekeyring.so
7f96402aa000-7f96402ab000 rw-p 0000a000 09:00 1053196 /usr/lib/python2.7/dist-packages/gtk-2.0/gnomekeyring.so
7f96402ab000-7f96402ac000 rw-p 00000000 00:00 0
7f96402ac000-7f964141b000 r-xp 00000000 09:00 395248 /usr/lib/x86_64-linux-gnu/libicudata.so.48.1.1
7f964141b000-7f964161a000 ---p 0116f000 09:00 395248 /usr/lib/x86_64-linux-gnu/libicudata.so.48.1.1
7f964161a000-7f964161b000 r--p 0116e000 09:00 395248 /usr/lib/x86_64-linux-gnu/libicudata.so.48.1.1
7f964161b000-7f964161c000 rw-p 0116f000 09:00 395248 /usr/lib/x86_64-linux-gnu/libicudata.so.48.1.1
7f964161c000-7f9641771000 r-xp 00000000 09:00 395247 /usr/lib/x86_64-linux-gnu/libicuuc.so.48.1.1
7f9641771000-7f9641970000 ---p 00155000 09:00 395247 /usr/lib/x86_64-linux-gnu/libicuuc.so.48.1.1
7f9641970000-7f9641981000 r--p 00154000 09:00 395247 /usr/lib/x86_64-linux-gnu/libicuuc.so.48.1.1
7f9641981000-7f9641982000 rw-p 00165000 09:00 395247 /usr/lib/x86_64-linux-gnu/libicuuc.so.48.1.1
7f9641982000-7f9641986000 rw-p 00000000 00:00 0
7f9641986000-7f9641b41000 r-xp 00000000 09:00 398022 /usr/lib/x86_64-linux-gnu/libicui18n.so.48.1.1
7f9641b41000-7f9641d40000 ---p 001bb000 09:00 398022 /usr/lib/x86_64-linux-gnu/libicui18n.so.48.1.1
7f9641d40000-7f9641d4d000 r--p 001ba000 09:00 398022 /usr/lib/x86_64-linux-gnu/libicui18n.so.48.1.1
7f9641d4d000-7f9641d4e000 rw-p 001c7000 09:00 398022 /usr/lib/x86_64-linux-gnu/libicui18n.so.48.1.1
7f9641d4e000-7f9641d51000 r-xp 00000000 09:00 396156 /usr/lib/x86_64-linux-gnu/gconv/UTF-16.so
7f9641d51000-7f9641f50000 ---p 00003000 09:00 396156 /usr/lib/x86_64-linux-gnu/gconv/UTF-16.so
7f9641f50000-7f9641f51000 r--p 00002000 09:00 396156 /usr/lib/x86_64-linux-gnu/gconv/UTF-16.so
7f9641f51000-7f9641f52000 rw-p 00003000 09:00 396156 /usr/lib/x86_64-linux-gnu/gconv/UTF-16.so
7f9641f52000-7f9641f56000 r-xp 00000000 09:00 398920 /usr/lib/python2.7/lib-dynload/termios.so
7f9641f56000-7f9642155000 ---p 00004000 09:00 398920 /usr/lib/python2.7/lib-dynload/termios.so
7f9642155000-7f9642156000 r--p 00003000 09:00 398920 /usr/lib/python2.7/lib-dynload/termios.so
7f9642156000-7f9642158000 rw-p 00004000 09:00 398920 /usr/lib/python2.7/lib-dynload/termios.so
7f9642158000-7f964215f000 r-xp 00000000 09:00 394661 /usr/lib/x86_64-linux-gnu/libffi.so.6.0.0
7f964215f000-7f964235e000 ---p 00007000 09:00 394661 /usr/lib/x86_64-linux-gnu/libffi.so.6.0.0
7f964235e000-7f964235f000 r--p 00006000 09:00 394661 /usr/lib/x86_64-linux-gnu/libffi.so.6.0.0
7f964235f000-7f9642360000 rw-p 00007000 09:00 394661 /usr/lib/x86_64-linux-gnu/libffi.so.6.0.0
7f9642360000-7f9642378000 r-xp 00000000 09:00 1310745 /lib/x86_64-linux-gnu/libresolv-2.15.so
7f9642378000-7f9642578000 ---p 00018000 09:00 1310745 /lib/x86_64-linux-gnu/libresolv-2.15.so
7f9642578000-7f9642579000 r--p 00018000 09:00 1310745 /lib/x86_64-linux-gnu/libresolv-2.15.so
7f9642579000-7f964257a000 rw-p 00019000 09:00 1310745 /lib/x86_64-linux-gnu/libresolv-2.15.so
7f964257a000-7f964257c000 rw-p 00000000 00:00 0
7f964257c000-7f9642599000 r-xp 00000000 09:00 1310783 /lib/x86_64-linux-gnu/libselinux.so.1
7f9642599000-7f9642798000 ---p 0001d000 09:00 1310783 /lib/x86_64-linux-gnu/libselinux.so.1
7f9642798000-7f9642799000 r--p 0001c000 09:00 1310783 /lib/x86_64-linux-gnu/libselinux.so.1
7f9642799000-7f964279a000 rw-p 0001d000 09:00 1310783 /lib/x86_64-linux-gnu/libselinux.so.1
7f964279a000-7f964279b000 rw-p 00000000 00:00 0
7f964279b000-7f964279e000 r-xp 00000000 09:00 406036 /usr/lib/x86_64-linux-gnu/libgmodule-2.0.so.0.3200.3
7f964279e000-7f964299d000 ---p 00003000 09:00 406036 /usr/lib/x86_64-linux-gnu/libgmodule-2.0.so.0.3200.3
7f964299d000-7f964299e000 r--p 00002000 09:00 406036 /usr/lib/x86_64-linux-gnu/libgmodule-2.0.so.0.3200.3
7f964299e000-7f964299f000 rw-p 00003000 09:00 406036 /usr/lib/x86_64-linux-gnu/libgmodule-2.0.so.0.3200.3
7f964299f000-7f96429ec000 r-xp 00000000 09:00 413886 /usr/lib/x86_64-linux-gnu/libgobject-2.0.so.0.3200.3
7f96429ec000-7f9642bec000 ---p 0004d000 09:00 413886 /usr/lib/x86_64-linux-gnu/libgobject-2.0.so.0.3200.3
7f9642bec000-7f9642bed000 r--p 0004d000 09:00 413886 /usr/lib/x86_64-linux-gnu/libgobject-2.0.so.0.3200.3
7f9642bed000-7f9642bee000 rw-p 0004e000 09:00 413886 /usr/lib/x86_64-linux-gnu/libgobject-2.0.so.0.3200.3
7f9642bee000-7f9642d36000 r-xp 00000000 09:00 413885 /usr/lib/x86_64-linux-gnu/libgio-2.0.so.0.3200.3
7f9642d36000-7f9642f35000 ---p 00148000 09:00 413885 /usr/lib/x86_64-linux-gnu/libgio-2.0.so.0.3200.3
7f9642f35000-7f9642f39000 r--p 00147000 09:00 413885 /usr/lib/x86_64-linux-gnu/libgio-2.0.so.0.3200.3
7f9642f39000-7f9642f3b000 rw-p 0014b000 09:00 413885 /usr/lib/x86_64-linux-gnu/libgio-2.0.so.0.3200.3
7f9642f3b000-7f9642f3d000 rw-p 00000000 00:00 0
7f9642f3d000-7f9642f62000 r-xp 00000000 09:00 404300 /usr/lib/x86_64-linux-gnu/libdbus-glib-1.so.2.2.2
7f9642f62000-7f9643162000 ---p 00025000 09:00 404300 /usr/lib/x86_64-linux-gnu/libdbus-glib-1.so.2.2.2
7f9643162000-7f9643163000 r--p 00025000 09:00 404300 /usr/lib/x86_64-linux-gnu/libdbus-glib-1.so.2.2.2
7f9643163000-7f9643164000 rw-p 00026000 09:00 404300 /usr/lib/x86_64-linux-gnu/libdbus-glib-1.so.2.2.2
7f9643164000-7f9643166000 r-xp 00000000 09:00 404303 /usr/lib/python2.7/dist-packages/_dbus_glib_bindings.so
7f9643166000-7f9643365000 ---p 00002000 09:00 404303 /usr/lib/python2.7/dist-packages/_dbus_glib_bindings.so
7f9643365000-7f9643366000 r--p 00001000 09:00 404303 /usr/lib/python2.7/dist-packages/_dbus_glib_bindings.so
7f9643366000-7f9643367000 rw-p 00002000 09:00 404303 /usr/lib/python2.7/dist-packages/_dbus_glib_bindings.so
7f9643367000-7f96433a3000 r-xp 00000000 09:00 1310807 /lib/x86_64-linux-gnu/libpcre.so.3.12.1
7f96433a3000-7f96435a2000 ---p 0003c000 09:00 1310807 /lib/x86_64-linux-gnu/libpcre.so.3.12.1
7f96435a2000-7f96435a3000 r--p 0003b000 09:00 1310807 /lib/x86_64-linux-gnu/libpcre.so.3.12.1
7f96435a3000-7f96435a4000 rw-p 0003c000 09:00 1310807 /lib/x86_64-linux-gnu/libpcre.so.3.12.1
7f96435a4000-7f9643696000 r-xp 00000000 09:00 1315262 /lib/x86_64-linux-gnu/libglib-2.0.so.0.3200.3
7f9643696000-7f9643896000 ---p 000f2000 09:00 1315262 /lib/x86_64-linux-gnu/libglib-2.0.so.0.3200.3
7f9643896000-7f9643897000 r--p 000f2000 09:00 1315262 /lib/x86_64-linux-gnu/libglib-2.0.so.0.3200.3
7f9643897000-7f9643898000 rw-p 000f3000 09:00 1315262 /lib/x86_64-linux-gnu/libglib-2.0.so.0.3200.3
7f9643898000-7f9643899000 rw-p 00000000 00:00 0
7f9643899000-7f964397b000 r-xp 00000000 09:00 398220 /usr/lib/x86_64-linux-gnu/libstdc++.so.6.0.16
7f964397b000-7f9643b7a000 ---p 000e2000 09:00 398220 /usr/lib/x86_64-linux-gnu/libstdc++.so.6.0.16
7f9643b7a000-7f9643b82000 r--p 000e1000 09:00 398220 /usr/lib/x86_64-linux-gnu/libstdc++.so.6.0.16
7f9643b82000-7f9643b84000 rw-p 000e9000 09:00 398220 /usr/lib/x86_64-linux-gnu/libstdc++.so.6.0.16
7f9643b84000-7f9643b99000 rw-p 00000000 00:00 0
7f9643b99000-7f9643e5f000 r-xp 00000000 09:00 405864 /usr/lib/x86_64-linux-gnu/libQtCore.so.4.8.1
7f9643e5f000-7f964405e000 ---p 002c6000 09:00 405864 /usr/lib/x86_64-linux-gnu/libQtCore.so.4.8.1
7f964405e000-7f9644069000 r--p 002c5000 09:00 405864 /usr/lib/x86_64-linux-gnu/libQtCore.so.4.8.1
7f9644069000-7f964406a000 rw-p 002d0000 09:00 405864 /usr/lib/x86_64-linux-gnu/libQtCore.so.4.8.1
7f964406a000-7f964406b000 rw-p 00000000 00:00 0
7f964406b000-7f9644096000 r-xp 00000000 09:00 398615 /usr/lib/x86_64-linux-gnu/libshiboken-python2.7.so.1.1.0
7f9644096000-7f9644295000 ---p 0002b000 09:00 398615 /usr/lib/x86_64-linux-gnu/libshiboken-python2.7.so.1.1.0
7f9644295000-7f9644296000 r--p 0002a000 09:00 398615 /usr/lib/x86_64-linux-gnu/libshiboken-python2.7.so.1.1.0
7f9644296000-7f9644297000 rw-p 0002b000 09:00 398615 /usr/lib/x86_64-linux-gnu/libshiboken-python2.7.so.1.1.0
7f9644297000-7f9644518000 r-xp 00000000 09:00 404704 /usr/lib/libpython2.7.so.1.0
7f9644518000-7f9644717000 ---p 00281000 09:00 404704 /usr/lib/libpython2.7.so.1.0
7f9644717000-7f9644719000 r--p 00280000 09:00 404704 /usr/lib/libpython2.7.so.1.0
7f9644719000-7f9644782000 rw-p 00282000 09:00 404704 /usr/lib/libpython2.7.so.1.0
7f9644782000-7f9644794000 rw-p 00000000 00:00 0
7f9644794000-7f96447b9000 r-xp 00000000 09:00 398617 /usr/lib/x86_64-linux-gnu/libpyside-python2.7.so.1.1.0
7f96447b9000-7f96449b8000 ---p 00025000 09:00 398617 /usr/lib/x86_64-linux-gnu/libpyside-python2.7.so.1.1.0
7f96449b8000-7f96449b9000 r--p 00024000 09:00 398617 /usr/lib/x86_64-linux-gnu/libpyside-python2.7.so.1.1.0
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ProcStatus:
Name: everpad-provide
State: S (sleeping)
Tgid: 2601
Pid: 2601
PPid: 1
TracerPid: 0
Uid: 1000 1000 1000 1000
Gid: 1000 1000 1000 1000
FDSize: 128
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VmExe: 2500 kB
VmLib: 40960 kB
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VmSwap: 0 kB
Threads: 2
SigQ: 0/63151
SigPnd: 0000000000000000
ShdPnd: 0000000000000000
SigBlk: 0000000000000000
SigIgn: 0000000001001000
SigCgt: 0000000180010000
CapInh: 0000000000000000
CapPrm: 0000000000000000
CapEff: 0000000000000000
CapBnd: ffffffffffffffff
Cpus_allowed: f
Cpus_allowed_list: 0-3
Mems_allowed: 00000000,00000001
Mems_allowed_list: 0
voluntary_ctxt_switches: 1084
nonvoluntary_ctxt_switches: 184
Signal: 6
Uname: Linux 3.2.0-30-generic x86_64
UserGroups: adm cdrom dip lpadmin plugdev sambashare sudo
CoreDump: base64
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