ProblemType: Crash Architecture: i386 CrashCounter: 1 Date: Sun Dec 11 08:03:56 2011 DistroRelease: Ubuntu 11.10 ExecutablePath: /usr/bin/compiz ProcCmdline: compiz ProcCwd: /home/chamila ProcEnviron: PATH=(custom, no user) LANG=en_US.UTF-8 SHELL=/bin/bash ProcMaps: 00110000-00121000 r-xp 00000000 08:08 1184894 /usr/lib/i386-linux-gnu/libXext.so.6.4.0 00121000-00122000 r--p 00010000 08:08 1184894 /usr/lib/i386-linux-gnu/libXext.so.6.4.0 00122000-00123000 rw-p 00011000 08:08 1184894 /usr/lib/i386-linux-gnu/libXext.so.6.4.0 00123000-0012b000 r-xp 00000000 08:08 1183073 /usr/lib/libstartup-notification-1.so.0.0.0 0012b000-0012c000 r--p 00007000 08:08 1183073 /usr/lib/libstartup-notification-1.so.0.0.0 0012c000-0012d000 rw-p 00008000 08:08 1183073 /usr/lib/libstartup-notification-1.so.0.0.0 0012d000-00130000 r-xp 00000000 08:08 1835952 /lib/i386-linux-gnu/libdl-2.13.so 00130000-00131000 r--p 00002000 08:08 1835952 /lib/i386-linux-gnu/libdl-2.13.so 00131000-00132000 rw-p 00003000 08:08 1835952 /lib/i386-linux-gnu/libdl-2.13.so 00133000-00135000 r-xp 00000000 08:08 1184902 /usr/lib/i386-linux-gnu/libXinerama.so.1.0.0 00135000-00136000 r--p 00001000 08:08 1184902 /usr/lib/i386-linux-gnu/libXinerama.so.1.0.0 00136000-00137000 rw-p 00002000 08:08 1184902 /usr/lib/i386-linux-gnu/libXinerama.so.1.0.0 00137000-0013b000 r-xp 00000000 08:08 1184896 /usr/lib/i386-linux-gnu/libXfixes.so.3.1.0 0013b000-0013c000 r--p 00003000 08:08 1184896 /usr/lib/i386-linux-gnu/libXfixes.so.3.1.0 0013c000-0013d000 rw-p 00004000 08:08 1184896 /usr/lib/i386-linux-gnu/libXfixes.so.3.1.0 0013f000-00140000 r-xp 00000000 00:00 0 [vdso] 00140000-001a2000 r-xp 00000000 08:08 1182661 /usr/lib/libglibmm-2.4.so.1.3.0 001a2000-001a3000 r--p 00061000 08:08 1182661 /usr/lib/libglibmm-2.4.so.1.3.0 001a3000-001a4000 rw-p 00062000 08:08 1182661 /usr/lib/libglibmm-2.4.so.1.3.0 001a4000-0029b000 r-xp 00000000 08:08 1835966 /lib/i386-linux-gnu/libglib-2.0.so.0.3000.0 0029b000-0029c000 r--p 000f6000 08:08 1835966 /lib/i386-linux-gnu/libglib-2.0.so.0.3000.0 0029c000-0029d000 rw-p 000f7000 08:08 1835966 /lib/i386-linux-gnu/libglib-2.0.so.0.3000.0 0029d000-002b4000 r-xp 00000000 08:08 1836001 /lib/i386-linux-gnu/libpthread-2.13.so 002b4000-002b5000 r--p 00016000 08:08 1836001 /lib/i386-linux-gnu/libpthread-2.13.so 002b5000-002b6000 rw-p 00017000 08:08 1836001 /lib/i386-linux-gnu/libpthread-2.13.so 002b6000-002b8000 rw-p 00000000 00:00 0 002b8000-002d4000 r-xp 00000000 08:08 1835962 /lib/i386-linux-gnu/libgcc_s.so.1 002d4000-002d5000 r--p 0001b000 08:08 1835962 /lib/i386-linux-gnu/libgcc_s.so.1 002d5000-002d6000 rw-p 0001c000 08:08 1835962 /lib/i386-linux-gnu/libgcc_s.so.1 002d6000-002f3000 r-xp 00000000 08:08 1185180 /usr/lib/i386-linux-gnu/libxcb.so.1.1.0 002f3000-002f4000 r--p 0001c000 08:08 1185180 /usr/lib/i386-linux-gnu/libxcb.so.1.1.0 002f4000-002f5000 rw-p 0001d000 08:08 1185180 /usr/lib/i386-linux-gnu/libxcb.so.1.1.0 002f7000-00300000 r-xp 00000000 08:08 1184906 /usr/lib/i386-linux-gnu/libXrender.so.1.3.0 00300000-00301000 r--p 00008000 08:08 1184906 /usr/lib/i386-linux-gnu/libXrender.so.1.3.0 00301000-00302000 rw-p 00009000 08:08 1184906 /usr/lib/i386-linux-gnu/libXrender.so.1.3.0 00302000-00378000 r-xp 00000000 08:08 1189383 /usr/lib/libgdk-3.so.0.200.0 00378000-0037a000 r--p 00075000 08:08 1189383 /usr/lib/libgdk-3.so.0.200.0 0037a000-0037b000 rw-p 00077000 08:08 1189383 /usr/lib/libgdk-3.so.0.200.0 0037b000-00386000 r-xp 00000000 08:08 1185088 /usr/lib/i386-linux-gnu/libpangocairo-1.0.so.0.2903.0 00386000-00387000 r--p 0000a000 08:08 1185088 /usr/lib/i386-linux-gnu/libpangocairo-1.0.so.0.2903.0 00387000-00388000 rw-p 0000b000 08:08 1185088 /usr/lib/i386-linux-gnu/libpangocairo-1.0.so.0.2903.0 00388000-003a5000 r-xp 00000000 08:08 1184920 /usr/lib/i386-linux-gnu/libatk-1.0.so.0.20209.1 003a5000-003a7000 r--p 0001c000 08:08 1184920 /usr/lib/i386-linux-gnu/libatk-1.0.so.0.20209.1 003a7000-003a8000 rw-p 0001e000 08:08 1184920 /usr/lib/i386-linux-gnu/libatk-1.0.so.0.20209.1 003a8000-003ab000 r-xp 00000000 08:08 1185006 /usr/lib/i386-linux-gnu/libgmodule-2.0.so.0.3000.0 003ab000-003ac000 r--p 00002000 08:08 1185006 /usr/lib/i386-linux-gnu/libgmodule-2.0.so.0.3000.0 003ac000-003ad000 rw-p 00003000 08:08 1185006 /usr/lib/i386-linux-gnu/libgmodule-2.0.so.0.3000.0 003ad000-003b4000 r-xp 00000000 08:08 1836005 /lib/i386-linux-gnu/librt-2.13.so 003b4000-003b5000 r--p 00006000 08:08 1836005 /lib/i386-linux-gnu/librt-2.13.so 003b5000-003b6000 rw-p 00007000 08:08 1836005 /lib/i386-linux-gnu/librt-2.13.so 003b6000-003bb000 r-xp 00000000 08:08 1183183 /usr/lib/libxcb-util.so.0.0.0 003bb000-003bc000 r--p 00004000 08:08 1183183 /usr/lib/libxcb-util.so.0.0.0 003bc000-003bd000 rw-p 00005000 08:08 1183183 /usr/lib/libxcb-util.so.0.0.0 003bd000-003c4000 r-xp 00000000 08:08 1184878 /usr/lib/i386-linux-gnu/libSM.so.6.0.1 003c4000-003c5000 r--p 00006000 08:08 1184878 /usr/lib/i386-linux-gnu/libSM.so.6.0.1 003c5000-003c6000 rw-p 00007000 08:08 1184878 /usr/lib/i386-linux-gnu/libSM.so.6.0.1 003c6000-00840000 r-xp 00000000 08:08 1189382 /usr/lib/libgtk-3.so.0.200.0 00840000-00844000 r--p 00479000 08:08 1189382 /usr/lib/libgtk-3.so.0.200.0 00844000-00846000 rw-p 0047d000 08:08 1189382 /usr/lib/libgtk-3.so.0.200.0 00846000-00848000 rw-p 00000000 00:00 0 00848000-00873000 r-xp 00000000 08:08 1185090 /usr/lib/i386-linux-gnu/libpangoft2-1.0.so.0.2903.0 00873000-00874000 r--p 0002a000 08:08 1185090 /usr/lib/i386-linux-gnu/libpangoft2-1.0.so.0.2903.0 00874000-00875000 rw-p 0002b000 08:08 1185090 /usr/lib/i386-linux-gnu/libpangoft2-1.0.so.0.2903.0 00875000-008bc000 r-xp 00000000 08:08 1185086 /usr/lib/i386-linux-gnu/libpango-1.0.so.0.2903.0 008bc000-008bd000 r--p 00047000 08:08 1185086 /usr/lib/i386-linux-gnu/libpango-1.0.so.0.2903.0 008bd000-008be000 rw-p 00048000 08:08 1185086 /usr/lib/i386-linux-gnu/libpango-1.0.so.0.2903.0 008be000-008bf000 r-xp 00000000 08:08 1184880 /usr/lib/i386-linux-gnu/libX11-xcb.so.1.0.0 008bf000-008c0000 r--p 00000000 08:08 1184880 /usr/lib/i386-linux-gnu/libX11-xcb.so.1.0.0 008c0000-008c1000 rw-p 00001000 08:08 1184880 /usr/lib/i386-linux-gnu/libX11-xcb.so.1.0.0 008c1000-008c3000 r-xp 00000000 08:08 1184884 /usr/lib/i386-linux-gnu/libXau.so.6.0.0 008c3000-008c4000 r--p 00001000 08:08 1184884 /usr/lib/i386-linux-gnu/libXau.so.6.0.0 008c4000-008c5000 rw-p 00002000 08:08 1184884 /usr/lib/i386-linux-gnu/libXau.so.6.0.0 008c7000-008dd000 r-xp 00000000 08:08 1184839 /usr/lib/i386-linux-gnu/libICE.so.6.3.0 008dd000-008de000 r--p 00015000 08:08 1184839 /usr/lib/i386-linux-gnu/libICE.so.6.3.0 008de000-008df000 rw-p 00016000 08:08 1184839 /usr/lib/i386-linux-gnu/libICE.so.6.3.0 008df000-008e1000 rw-p 00000000 00:00 0 008e1000-008e6000 r-xp 00000000 08:08 1184892 /usr/lib/i386-linux-gnu/libXdmcp.so.6.0.0 008e6000-008e7000 r--p 00004000 08:08 1184892 /usr/lib/i386-linux-gnu/libXdmcp.so.6.0.0 008e7000-008e8000 rw-p 00005000 08:08 1184892 /usr/lib/i386-linux-gnu/libXdmcp.so.6.0.0 008eb000-00909000 r-xp 00000000 08:08 1184998 /usr/lib/i386-linux-gnu/libgdk_pixbuf-2.0.so.0.2400.0 00909000-0090a000 r--p 0001d000 08:08 1184998 /usr/lib/i386-linux-gnu/libgdk_pixbuf-2.0.so.0.2400.0 0090a000-0090b000 rw-p 0001e000 08:08 1184998 /usr/lib/i386-linux-gnu/libgdk_pixbuf-2.0.so.0.2400.0 0090b000-0093d000 r-xp 00000000 08:08 1184985 /usr/lib/i386-linux-gnu/libfontconfig.so.1.4.4 0093d000-0093e000 ---p 00032000 08:08 1184985 /usr/lib/i386-linux-gnu/libfontconfig.so.1.4.4 0093e000-0093f000 r--p 00032000 08:08 1184985 /usr/lib/i386-linux-gnu/libfontconfig.so.1.4.4 0093f000-00940000 rw-p 00033000 08:08 1184985 /usr/lib/i386-linux-gnu/libfontconfig.so.1.4.4 00943000-00947000 r-xp 00000000 08:08 1183058 /usr/lib/libsigc-2.0.so.0.0.0 00947000-00948000 r--p 00003000 08:08 1183058 /usr/lib/libsigc-2.0.so.0.0.0 00948000-00949000 rw-p 00004000 08:08 1183058 /usr/lib/libsigc-2.0.so.0.0.0 00949000-00957000 r-xp 00000000 08:08 1184900 /usr/lib/i386-linux-gnu/libXi.so.6.1.0 00957000-00958000 r--p 0000d000 08:08 1184900 /usr/lib/i386-linux-gnu/libXi.so.6.1.0 00958000-00959000 rw-p 0000e000 08:08 1184900 /usr/lib/i386-linux-gnu/libXi.so.6.1.0 00959000-0095b000 r-xp 00000000 08:08 1184886 /usr/lib/i386-linux-gnu/libXcomposite.so.1.0.0 0095b000-0095c000 r--p 00001000 08:08 1184886 /usr/lib/i386-linux-gnu/libXcomposite.so.1.0.0 0095c000-0095d000 rw-p 00002000 08:08 1184886 /usr/lib/i386-linux-gnu/libXcomposite.so.1.0.0 0095d000-0095f000 r-xp 00000000 08:08 1184890 /usr/lib/i386-linux-gnu/libXdamage.so.1.1.0 0095f000-00960000 r--p 00001000 08:08 1184890 /usr/lib/i386-linux-gnu/libXdamage.so.1.1.0 00960000-00961000 rw-p 00002000 08:08 1184890 /usr/lib/i386-linux-gnu/libXdamage.so.1.1.0 00961000-00965000 r-xp 00000000 08:08 1836020 /lib/i386-linux-gnu/libuuid.so.1.3.0 00965000-00966000 r--p 00003000 08:08 1836020 /lib/i386-linux-gnu/libuuid.so.1.3.0 00966000-00967000 rw-p 00004000 08:08 1836020 /lib/i386-linux-gnu/libuuid.so.1.3.0 00967000-009b4000 r-xp 00000000 08:08 1185014 /usr/lib/i386-linux-gnu/libgobject-2.0.so.0.3000.0 009b4000-009b5000 r--p 0004d000 08:08 1185014 /usr/lib/i386-linux-gnu/libgobject-2.0.so.0.3000.0 009b5000-009b6000 rw-p 0004e000 08:08 1185014 /usr/lib/i386-linux-gnu/libgobject-2.0.so.0.3000.0 009b6000-009de000 r-xp 00000000 08:08 1835971 /lib/i386-linux-gnu/libm-2.13.so 009de000-009df000 r--p 00028000 08:08 1835971 /lib/i386-linux-gnu/libm-2.13.so 009df000-009e0000 rw-p 00029000 08:08 1835971 /lib/i386-linux-gnu/libm-2.13.so 009e0000-009e9000 r-xp 00000000 08:08 1184888 /usr/lib/i386-linux-gnu/libXcursor.so.1.0.2 009e9000-009ea000 r--p 00008000 08:08 1184888 /usr/lib/i386-linux-gnu/libXcursor.so.1.0.2 009ea000-009eb000 rw-p 00009000 08:08 1184888 /usr/lib/i386-linux-gnu/libXcursor.so.1.0.2 009eb000-00a09000 r-xp 00000000 08:08 1835928 /lib/i386-linux-gnu/ld-2.13.so 00a09000-00a0a000 r--p 0001d000 08:08 1835928 /lib/i386-linux-gnu/ld-2.13.so 00a0a000-00a0b000 rw-p 0001e000 08:08 1835928 /lib/i386-linux-gnu/ld-2.13.so 00a0b000-00a0d000 r-xp 00000000 08:08 1185178 /usr/lib/i386-linux-gnu/libxcb-shm.so.0.0.0 00a0d000-00a0e000 r--p 00001000 08:08 1185178 /usr/lib/i386-linux-gnu/libxcb-shm.so.0.0.0 00a0e000-00a0f000 rw-p 00002000 08:08 1185178 /usr/lib/i386-linux-gnu/libxcb-shm.so.0.0.0 00a0f000-00a17000 r-xp 00000000 08:08 1185174 /usr/lib/i386-linux-gnu/libxcb-render.so.0.0.0 00a17000-00a18000 r--p 00007000 08:08 1185174 /usr/lib/i386-linux-gnu/libxcb-render.so.0.0.0 00a18000-00a19000 rw-p 00008000 08:08 1185174 /usr/lib/i386-linux-gnu/libxcb-render.so.0.0.0 00a19000-00a2c000 r-xp 00000000 08:08 1836024 /lib/i386-linux-gnu/libz.so.1.2.3.4 00a2c000-00a2d000 r--p 00012000 08:08 1836024 /lib/i386-linux-gnu/libz.so.1.2.3.4 00a2d000-00a2e000 rw-p 00013000 08:08 1836024 /lib/i386-linux-gnu/libz.so.1.2.3.4 00a2f000-00a36000 r-xp 00000000 08:08 1184904 /usr/lib/i386-linux-gnu/libXrandr.so.2.2.0 00a36000-00a37000 r--p 00006000 08:08 1184904 /usr/lib/i386-linux-gnu/libXrandr.so.2.2.0 00a37000-00a38000 rw-p 00007000 08:08 1184904 /usr/lib/i386-linux-gnu/libXrandr.so.2.2.0 00a38000-00aff000 r-xp 00000000 08:08 1184946 /usr/lib/i386-linux-gnu/libcairo.so.2.11000.2 00aff000-00b00000 r--p 000c7000 08:08 1184946 /usr/lib/i386-linux-gnu/libcairo.so.2.11000.2 00b00000-00b01000 rw-p 000c8000 08:08 1184946 /usr/lib/i386-linux-gnu/libcairo.so.2.11000.2 00b01000-00b03000 rw-p 00000000 00:00 0 00b03000-00b16000 r-xp 00000000 08:08 1836003 /lib/i386-linux-gnu/libresolv-2.13.so 00b16000-00b17000 r--p 00012000 08:08 1836003 /lib/i386-linux-gnu/libresolv-2.13.so 00b17000-00b18000 rw-p 00013000 08:08 1836003 /lib/i386-linux-gnu/libresolv-2.13.so 00b18000-00b1a000 rw-p 00000000 00:00 0 00b1b000-00c4c000 r-xp 00000000 08:08 1184882 /usr/lib/i386-linux-gnu/libX11.so.6.3.0 00c4c000-00c4d000 ---p 00131000 08:08 1184882 /usr/lib/i386-linux-gnu/libX11.so.6.3.0 00c4d000-00c4e000 r--p 00131000 08:08 1184882 /usr/lib/i386-linux-gnu/libX11.so.6.3.0 00c4e000-00c50000 rw-p 00132000 08:08 1184882 /usr/lib/i386-linux-gnu/libX11.so.6.3.0 00c50000-00c51000 rw-p 00000000 00:00 0 00c51000-00c55000 r-xp 00000000 08:08 1185020 /usr/lib/i386-linux-gnu/libgthread-2.0.so.0.3000.0 00c55000-00c56000 r--p 00003000 08:08 1185020 /usr/lib/i386-linux-gnu/libgthread-2.0.so.0.3000.0 00c56000-00c57000 rw-p 00004000 08:08 1185020 /usr/lib/i386-linux-gnu/libgthread-2.0.so.0.3000.0 00c57000-00c5b000 r-xp 00000000 08:08 1184230 /usr/lib/gtk-3.0/modules/libcanberra-gtk3-module.so 00c5b000-00c5c000 r--p 00004000 08:08 1184230 /usr/lib/gtk-3.0/modules/libcanberra-gtk3-module.so 00c5c000-00c5d000 rw-p 00005000 08:08 1184230 /usr/lib/gtk-3.0/modules/libcanberra-gtk3-module.so 00c5d000-00c62000 r-xp 00000000 08:08 1184944 /usr/lib/i386-linux-gnu/libcairo-gobject.so.2.11000.2 00c62000-00c63000 r--p 00005000 08:08 1184944 /usr/lib/i386-linux-gnu/libcairo-gobject.so.2.11000.2 00c63000-00c64000 rw-p 00006000 08:08 1184944 /usr/lib/i386-linux-gnu/libcairo-gobject.so.2.11000.2 00c64000-00da6000 r-xp 00000000 08:08 1185002 /usr/lib/i386-linux-gnu/libgio-2.0.so.0.3000.0 00da6000-00da8000 r--p 00142000 08:08 1185002 /usr/lib/i386-linux-gnu/libgio-2.0.so.0.3000.0 00da8000-00da9000 rw-p 00144000 08:08 1185002 /usr/lib/i386-linux-gnu/libgio-2.0.so.0.3000.0 00da9000-00daa000 rw-p 00000000 00:00 0 00daa000-00daf000 r-xp 00000000 08:08 1184983 /usr/lib/i386-linux-gnu/libffi.so.6.0.0 00daf000-00db0000 r--p 00004000 08:08 1184983 /usr/lib/i386-linux-gnu/libffi.so.6.0.0 00db0000-00db1000 rw-p 00005000 08:08 1184983 /usr/lib/i386-linux-gnu/libffi.so.6.0.0 00db1000-00e8f000 r-xp 00000000 08:08 1185147 /usr/lib/i386-linux-gnu/libstdc++.so.6.0.16 00e8f000-00e90000 ---p 000de000 08:08 1185147 /usr/lib/i386-linux-gnu/libstdc++.so.6.0.16 00e90000-00e94000 r--p 000de000 08:08 1185147 /usr/lib/i386-linux-gnu/libstdc++.so.6.0.16 00e94000-00e95000 rw-p 000e2000 08:08 1185147 /usr/lib/i386-linux-gnu/libstdc++.so.6.0.16 00e95000-00e9c000 rw-p 00000000 00:00 0 00e9c000-01012000 r-xp 00000000 08:08 1835941 /lib/i386-linux-gnu/libc-2.13.so 01012000-01014000 r--p 00176000 08:08 1835941 /lib/i386-linux-gnu/libc-2.13.so 01014000-01015000 rw-p 00178000 08:08 1835941 /lib/i386-linux-gnu/libc-2.13.so 01015000-01018000 rw-p 00000000 00:00 0 01018000-01029000 r-xp 00000000 08:08 1185153 /usr/lib/i386-linux-gnu/libtdb.so.1.2.9 01029000-0102a000 r--p 00010000 08:08 1185153 /usr/lib/i386-linux-gnu/libtdb.so.1.2.9 0102a000-0102b000 rw-p 00011000 08:08 1185153 /usr/lib/i386-linux-gnu/libtdb.so.1.2.9 0102b000-01040000 r-xp 00000000 08:08 1184800 /usr/lib/gvfs/libgvfscommon.so 01040000-01041000 r--p 00015000 08:08 1184800 /usr/lib/gvfs/libgvfscommon.so 01041000-01042000 rw-p 00016000 08:08 1184800 /usr/lib/gvfs/libgvfscommon.so 01042000-0112e000 r-xp 00000000 08:08 1183005 /usr/lib/libprotobuf.so.7.0.0 0112e000-0112f000 ---p 000ec000 08:08 1183005 /usr/lib/libprotobuf.so.7.0.0 0112f000-01131000 r--p 000ec000 08:08 1183005 /usr/lib/libprotobuf.so.7.0.0 01131000-01132000 rw-p 000ee000 08:08 1183005 /usr/lib/libprotobuf.so.7.0.0 01132000-01169000 r-xp 00000000 08:08 1183495 /usr/lib/compiz/libopengl.so 01169000-0116a000 r--p 00037000 08:08 1183495 /usr/lib/compiz/libopengl.so 0116a000-0116b000 rw-p 00038000 08:08 1183495 /usr/lib/compiz/libopengl.so 0116b000-011b8000 r-xp 00000000 08:08 1185563 /usr/lib/i386-linux-gnu/mesa/libGL.so.1.2 011b8000-011ba000 r--p 0004c000 08:08 1185563 /usr/lib/i386-linux-gnu/mesa/libGL.so.1.2 011ba000-011be000 rwxp 0004e000 08:08 1185563 /usr/lib/i386-linux-gnu/mesa/libGL.so.1.2 011be000-011bf000 rwxp 00000000 00:00 0 011bf000-011c8000 r-xp 00000000 08:08 1183491 /usr/lib/compiz/libgnomecompat.so 011c8000-011c9000 ---p 00009000 08:08 1183491 /usr/lib/compiz/libgnomecompat.so 011c9000-011ca000 r--p 00009000 08:08 1183491 /usr/lib/compiz/libgnomecompat.so 011ca000-011cb000 rw-p 0000a000 08:08 1183491 /usr/lib/compiz/libgnomecompat.so 011cb000-011e7000 r-xp 00000000 08:08 1183498 /usr/lib/compiz/libresize.so 011e7000-011e8000 ---p 0001c000 08:08 1183498 /usr/lib/compiz/libresize.so 011e8000-011e9000 r--p 0001c000 08:08 1183498 /usr/lib/compiz/libresize.so 011e9000-011ea000 rw-p 0001d000 08:08 1183498 /usr/lib/compiz/libresize.so 011ea000-0120a000 r-xp 00000000 08:08 1179753 /usr/lib/compiz/libexpo.so 0120a000-0120b000 r--p 00020000 08:08 1179753 /usr/lib/compiz/libexpo.so 0120b000-0120d000 rw-p 00021000 08:08 1179753 /usr/lib/compiz/libexpo.so 0120d000-0122a000 r-xp 00000000 08:08 1179794 /usr/lib/compiz/libstaticswitcher.so 0122a000-0122b000 r--p 0001c000 08:08 1179794 /usr/lib/compiz/libstaticswitcher.so 0122b000-0122c000 rw-p 0001d000 08:08 1179794 /usr/lib/compiz/libstaticswitcher.so 0122c000-0126e000 r-xp 00000000 08:08 1182399 /usr/lib/libGLEW.so.1.5.2 0126e000-01271000 r--p 00042000 08:08 1182399 /usr/lib/libGLEW.so.1.5.2 01271000-01272000 rw-p 00045000 08:08 1182399 /usr/lib/libGLEW.so.1.5.2 01272000-01273000 rw-p 00000000 00:00 0 01273000-0127e000 r-xp 00000000 08:08 1182850 /usr/lib/libindicator3.so.6.0.0 0127e000-0127f000 r--p 0000a000 08:08 1182850 /usr/lib/libindicator3.so.6.0.0 0127f000-01280000 rw-p 0000b000 08:08 1182850 /usr/lib/libindicator3.so.6.0.0 01280000-012a7000 r-xp 00000000 08:08 1179910 /usr/lib/libgnome-desktop-3.so.2.0.2 012a7000-012a8000 r--p 00026000 08:08 1179910 /usr/lib/libgnome-desktop-3.so.2.0.2 012a8000-012a9000 rw-p 00027000 08:08 1179910 /usr/lib/libgnome-desktop-3.so.2.0.2 012e3000-012eb000 r-xp 00000000 08:08 1183500 /usr/lib/libdecoration.so.0.0.0 012eb000-012ec000 r--p 00007000 08:08 1183500 /usr/lib/libdecoration.so.0.0.0 012ec000-012ed000 rw-p 00008000 08:08 1183500 /usr/lib/libdecoration.so.0.0.0 012ed000-0135d000 r-xp 00000000 08:08 1180390 /usr/lib/libunity-core-4.0.so.4.0.0 0135d000-0135e000 ---p 00070000 08:08 1180390 /usr/lib/libunity-core-4.0.so.4.0.0 0135e000-0135f000 r--p 00070000 08:08 1180390 /usr/lib/libunity-core-4.0.so.4.0.0 0135f000-01360000 rw-p 00071000 08:08 1180390 /usr/lib/libunity-core-4.0.so.4.0.0 013bf000-013e8000 r-xp 00000000 08:08 1185166 /usr/lib/i386-linux-gnu/libvorbis.so.0.4.5 013e8000-013e9000 r--p 00028000 08:08 1185166 /usr/lib/i386-linux-gnu/libvorbis.so.0.4.5 013e9000-013ea000 rw-p 00029000 08:08 1185166 /usr/lib/i386-linux-gnu/libvorbis.so.0.4.5 0155e000-01562000 r-xp 00000000 08:08 1185491 /usr/lib/i386-linux-gnu/gdk-pixbuf-2.0/2.10.0/loaders/libpixbufloader-png.so 01562000-01563000 r--p 00003000 08:08 1185491 /usr/lib/i386-linux-gnu/gdk-pixbuf-2.0/2.10.0/loaders/libpixbufloader-png.so 01563000-01564000 rw-p 00004000 08:08 1185491 /usr/lib/i386-linux-gnu/gdk-pixbuf-2.0/2.10.0/loaders/libpixbufloader-png.so 01564000-01792000 r-xp 00000000 08:08 1185214 /usr/lib/i386-linux-gnu/dri/libdricore.so 01792000-01793000 ---p 0022e000 08:08 1185214 /usr/lib/i386-linux-gnu/dri/libdricore.so 01793000-01799000 r--p 0022e000 08:08 1185214 /usr/lib/i386-linux-gnu/dri/libdricore.so 01799000-0179b000 rw-p 00234000 08:08 1185214 /usr/lib/i386-linux-gnu/dri/libdricore.so 0179b000-017ab000 rw-p 00000000 00:00 0 01b54000-01cff000 r-xp 00000000 08:08 1181659 /usr/lib/libnux-1.0.so.0.1600.0 01cff000-01d0d000 r--p 001aa000 08:08 1181659 /usr/lib/libnux-1.0.so.0.1600.0 01d0d000-01d0e000 rw-p 001b8000 08:08 1181659 /usr/lib/libnux-1.0.so.0.1600.0 01d0e000-01d0f000 rw-p 00000000 00:00 0 01eb8000-01f17000 r-xp 00000000 08:08 1179748 /usr/lib/compiz/libanimation.so 01f17000-01f1f000 r--p 0005e000 08:08 1179748 /usr/lib/compiz/libanimation.so 01f1f000-01f20000 rw-p 00066000 08:08 1179748 /usr/lib/compiz/libanimation.so 02088000-02090000 r-xp 00000000 08:08 1183732 /usr/lib/compiz/libccp.so 02090000-02091000 r--p 00007000 08:08 1183732 /usr/lib/compiz/libccp.so 02091000-02092000 rw-p 00008000 08:08 1183732 /usr/lib/compiz/libccp.so 020a2000-020b5000 r-xp 00000000 08:08 1183496 /usr/lib/compiz/libplace.so 020b5000-020b6000 r--p 00012000 08:08 1183496 /usr/lib/compiz/libplace.so 020b6000-020b7000 rw-p 00013000 08:08 1183496 /usr/lib/compiz/libplace.so 022e1000-022f2000 r-xp 00000000 08:08 1183494 /usr/lib/compiz/libmove.so 022f2000-022f3000 r--p 00010000 08:08 1183494 /usr/lib/compiz/libmove.so 022f3000-022f4000 rw-p 00011000 08:08 1183494 /usr/lib/compiz/libmove.so 02305000-0230e000 r-xp 00000000 08:08 1179751 /usr/lib/compiz/libmousepoll.so 0230e000-0230f000 r--p 00008000 08:08 1179751 /usr/lib/compiz/libmousepoll.so 0230f000-02310000 rw-p 00009000 08:08 1179751 /usr/lib/compiz/libmousepoll.so 02404000-0240f000 r-xp 00000000 08:08 1835982 /lib/i386-linux-gnu/libnss_files-2.13.so 0240f000-02410000 r--p 0000a000 08:08 1835982 /lib/i386-linux-gnu/libnss_files-2.13.so 02410000-02411000 rw-p 0000b000 08:08 1835982 /lib/i386-linux-gnu/libnss_files-2.13.so 02738000-0275d000 r-xp 00000000 08:08 1182557 /usr/lib/libdee-1.0.so.1.2.1 0275d000-0275e000 r--p 00024000 08:08 1182557 /usr/lib/libdee-1.0.so.1.2.1 0275e000-0275f000 rw-p 00025000 08:08 1182557 /usr/lib/libdee-1.0.so.1.2.1 027e6000-027f6000 r-xp 00000000 08:08 1181662 /usr/lib/libnux-image-1.0.so.0.1600.0 027f6000-027f7000 r--p 0000f000 08:08 1181662 /usr/lib/libnux-image-1.0.so.0.1600.0 027f7000-027f8000 rw-p 00010000 08:08 1181662 /usr/lib/libnux-image-1.0.so.0.1600.0 02952000-02959000 r-xp 00000000 08:08 1183489 /usr/lib/compiz/libdetection.so 02959000-0295a000 ---p 00007000 08:08 1183489 /usr/lib/compiz/libdetection.so 0295a000-0295b000 r--p 00007000 08:08 1183489 /usr/lib/compiz/libdetection.so 0295b000-0295c000 rw-p 00008000 08:08 1183489 /usr/lib/compiz/libdetection.so 02b6d000-02b89000 r-xp 00000000 08:08 1836007 /lib/i386-linux-gnu/libselinux.so.1 02b89000-02b8a000 r--p 0001b000 08:08 1836007 /lib/i386-linux-gnu/libselinux.so.1 02b8a000-02b8b000 rw-p 0001c000 08:08 1836007 /lib/i386-linux-gnu/libselinux.so.1 02c7a000-02d0c000 r-xp 00000000 08:08 1180048 /usr/lib/i386-linux-gnu/libfreetype.so.6.6.2 02d0c000-02d10000 r--p 00091000 08:08 1180048 /usr/lib/i386-linux-gnu/libfreetype.so.6.6.2 02d10000-02d11000 rw-p 00095000 08:08 1180048 /usr/lib/i386-linux-gnu/libfreetype.so.6.6.2 02ee6000-02eed000 r-xp 00000000 08:08 1184243 /usr/lib/gio/modules/libdconfsettings.so 02eed000-02eee000 r--p 00006000 08:08 1184243 /usr/lib/gio/modules/libdconfsettings.so 02eee000-02eef000 rw-p 00007000 08:08 1184243 /usr/lib/gio/modules/libdconfsettings.so 02fe6000-0305a000 r-xp 00000000 08:08 1185212 /usr/lib/i386-linux-gnu/dri/i915_dri.so 0305a000-0305b000 r--p 00074000 08:08 1185212 /usr/lib/i386-linux-gnu/dri/i915_dri.so 0305b000-0305c000 rw-p 00075000 08:08 1185212 /usr/lib/i386-linux-gnu/dri/i915_dri.so 0305c000-0305d000 rw-p 00000000 00:00 0 031a6000-031e1000 r-xp 00000000 08:08 1182401 /usr/lib/libGLEWmx.so.1.5.2 031e1000-031e3000 r--p 0003b000 08:08 1182401 /usr/lib/libGLEWmx.so.1.5.2 031e3000-031e4000 rw-p 0003d000 08:08 1182401 /usr/lib/libGLEWmx.so.1.5.2 031e4000-031e5000 rw-p 00000000 00:00 0 03325000-03335000 r-xp 00000000 08:08 1836014 /lib/i386-linux-gnu/libudev.so.0.12.0 03335000-03336000 r--p 0000f000 08:08 1836014 /lib/i386-linux-gnu/libudev.so.0.12.0 03336000-03337000 rw-p 00010000 08:08 1836014 /lib/i386-linux-gnu/libudev.so.0.12.0 034bd000-034f3000 r-xp 00000000 08:08 1179750 /usr/lib/compiz/libezoom.so 034f3000-034f5000 r--p 00035000 08:08 1179750 /usr/lib/compiz/libezoom.so 034f5000-034f6000 rw-p 00037000 08:08 1179750 /usr/lib/compiz/libezoom.so 0392c000-0393b000 r-xp 00000000 08:08 1185004 /usr/lib/i386-linux-gnu/libglapi.so.0.0.0 0393b000-0393d000 r--p 0000e000 08:08 1185004 /usr/lib/i386-linux-gnu/libglapi.so.0.0.0 0393d000-03941000 rwxp 00010000 08:08 1185004 /usr/lib/i386-linux-gnu/libglapi.so.0.0.0 03941000-03942000 rwxp 00000000 00:00 0 03b90000-03b94000 r-xp 00000000 08:08 1184912 /usr/lib/i386-linux-gnu/libXxf86vm.so.1.0.0 03b94000-03b95000 r--p 00003000 08:08 1184912 /usr/lib/i386-linux-gnu/libXxf86vm.so.1.0.0 03b95000-03b96000 rw-p 00004000 08:08 1184912 /usr/lib/i386-linux-gnu/libXxf86vm.so.1.0.0 03c38000-03d44000 r-xp 00000000 08:08 1185216 /usr/lib/i386-linux-gnu/dri/libglsl.so 03d44000-03d49000 r--p 0010b000 08:08 1185216 /usr/lib/i386-linux-gnu/dri/libglsl.so 03d49000-03d4b000 rw-p 00110000 08:08 1185216 /usr/lib/i386-linux-gnu/dri/libglsl.so 03d4b000-03d4c000 rw-p 00000000 00:00 0 03e3d000-03e57000 r-xp 00000000 08:08 1183488 /usr/lib/compiz/libdecor.so 03e57000-03e58000 r--p 0001a000 08:08 1183488 /usr/lib/compiz/libdecor.so 03e58000-03e59000 rw-p 0001b000 08:08 1183488 /usr/lib/compiz/libdecor.so 03f0e000-03f15000 r-xp 00000000 08:08 1183497 /usr/lib/compiz/libregex.so 03f15000-03f16000 r--p 00007000 08:08 1183497 /usr/lib/compiz/libregex.so 03f16000-03f17000 rw-p 00008000 08:08 1183497 /usr/lib/compiz/libregex.so 03f98000-03fa0000 r-xp 00000000 08:08 1182879 /usr/lib/libltdl.so.7.3.0 03fa0000-03fa1000 r--p 00008000 08:08 1182879 /usr/lib/libltdl.so.7.3.0 03fa1000-03fa2000 rw-p 00009000 08:08 1182879 /usr/lib/libltdl.so.7.3.0 0406b000-04073000 r-xp 00000000 08:08 1185098 /usr/lib/i386-linux-gnu/libpciaccess.so.0.10.8 04073000-04074000 r--p 00007000 08:08 1185098 /usr/lib/i386-linux-gnu/libpciaccess.so.0.10.8 04074000-04075000 rw-p 00008000 08:08 1185098 /usr/lib/i386-linux-gnu/libpciaccess.so.0.10.8 04373000-04379000 r-xp 00000000 08:08 1185084 /usr/lib/i386-linux-gnu/libogg.so.0.7.1 04379000-0437a000 r--p 00005000 08:08 1185084 /usr/lib/i386-linux-gnu/libogg.so.0.7.1 0437a000-0437b000 rw-p 00006000 08:08 1185084 /usr/lib/i386-linux-gnu/libogg.so.0.7.1 04651000-04669000 r-xp 00000000 08:08 1182539 /usr/lib/libdbusmenu-glib.so.4.0.5 04669000-0466a000 r--p 00017000 08:08 1182539 /usr/lib/libdbusmenu-glib.so.4.0.5 0466a000-0466b000 rw-p 00018000 08:08 1182539 /usr/lib/libdbusmenu-glib.so.4.0.5 046db000-046e2000 r-xp 00000000 08:08 1183492 /usr/lib/compiz/libimgpng.so 046e2000-046e3000 r--p 00006000 08:08 1183492 /usr/lib/compiz/libimgpng.so 046e3000-046e4000 rw-p 00007000 08:08 1183492 /usr/lib/compiz/libimgpng.so 049d7000-049ee000 r-xp 00000000 08:08 1183148 /usr/lib/libutouch-geis.so.1.2.0 049ee000-049ef000 r--p 00016000 08:08 1183148 /usr/lib/libutouch-geis.so.1.2.0 049ef000-049f0000 rw-p 00017000 08:08 1183148 /usr/lib/libutouch-geis.so.1.2.0 04cd5000-04ce5000 r-xp 00000000 08:08 1183761 /usr/lib/compizconfig/backends/libgconf.so 04ce5000-04ce6000 r--p 00010000 08:08 1183761 /usr/lib/compizconfig/backends/libgconf.so 04ce6000-04ce7000 rw-p 00011000 08:08 1183761 /usr/lib/compizconfig/backends/libgconf.so 04fa0000-04ffa000 r-xp 00000000 08:08 1181660 /usr/lib/libnux-core-1.0.so.0.1600.0 04ffa000-04ffc000 r--p 00059000 08:08 1181660 /usr/lib/libnux-core-1.0.so.0.1600.0 04ffc000-04ffd000 rw-p 0005b000 08:08 1181660 /usr/lib/libnux-core-1.0.so.0.1600.0 04ffd000-04ffe000 rw-p 00000000 00:00 0 050a2000-050aa000 r-xp 00000000 08:08 1835978 /lib/i386-linux-gnu/libnss_compat-2.13.so 050aa000-050ab000 r--p 00007000 08:08 1835978 /lib/i386-linux-gnu/libnss_compat-2.13.so 050ab000-050ac000 rw-p 00008000 08:08 1835978 /lib/i386-linux-gnu/libnss_compat-2.13.so 0523e000-0524e000 r-xp 00000000 08:08 1183490 /usr/lib/compiz/libfade.so 0524e000-0524f000 r--p 0000f000 08:08 1183490 /usr/lib/compiz/libfade.so 0524f000-05250000 rw-p 00010000 08:08 1183490 /usr/lib/compiz/libfade.so 055d2000-05719000 r-xp 00000000 08:08 1183189 /usr/lib/libxml2.so.2.7.8 05719000-0571d000 r--p 00147000 08:08 1183189 /usr/lib/libxml2.so.2.7.8 0571d000-0571e000 rw-p 0014b000 08:08 1183189 /usr/lib/libxml2.so.2.7.8 0571e000-0571f000 rw-p 00000000 00:00 0 05774000-05795000 r-xp 00000000 08:08 1183499 /usr/lib/compiz/libscale.so 05795000-05796000 ---p 00021000 08:08 1183499 /usr/lib/compiz/libscale.so 05796000-05797000 r--p 00021000 08:08 1183499 /usr/lib/compiz/libscale.so 05797000-05798000 rw-p 00022000 08:08 1183499 /usr/lib/compiz/libscale.so 05ba1000-05bb0000 r-xp 00000000 08:08 1183025 /usr/lib/libcanberra.so.0.2.5 05bb0000-05bb1000 r--p 0000e000 08:08 1183025 /usr/lib/libcanberra.so.0.2.5 05bb1000-05bb2000 rw-p 0000f000 08:08 1183025 /usr/lib/libcanberra.so.0.2.5 05ce6000-05cfc000 r-xp 00000000 08:08 1183487 /usr/lib/compiz/libcomposite.so 05cfc000-05cfd000 r--p 00016000 08:08 1183487 /usr/lib/compiz/libcomposite.so 05cfd000-05cfe000 rw-p 00017000 08:08 1183487 /usr/lib/compiz/libcomposite.so 05dd7000-05e47000 r-xp 00000000 08:08 1184837 /usr/lib/i386-linux-gnu/libGLU.so.1.3.071100 05e47000-05e48000 r--p 0006f000 08:08 1184837 /usr/lib/i386-linux-gnu/libGLU.so.1.3.071100 05e48000-05e49000 rw-p 00070000 08:08 1184837 /usr/lib/i386-linux-gnu/libGLU.so.1.3.071100 05f27000-05f34000 r-xp 00000000 08:08 1183485 /usr/lib/compiz/libbailer.so 05f34000-05f35000 r--p 0000d000 08:08 1183485 /usr/lib/compiz/libbailer.so 05f35000-05f36000 rw-p 0000e000 08:08 1183485 /usr/lib/compiz/libbailer.so 05fdd000-0601e000 r-xp 00000000 08:08 1182529 /usr/lib/libcompizconfig.so.0.0.0 0601e000-0601f000 r--p 00040000 08:08 1182529 /usr/lib/libcompizconfig.so.0.0.0 0601f000-06020000 rw-p 00041000 08:08 1182529 /usr/lib/libcompizconfig.so.0.0.0 061ea000-061ec000 r-xp 00000000 08:08 1185590 /usr/lib/i386-linux-gnu/pango/1.6.0/modules/pango-basic-fc.so 061ec000-061ed000 r--p 00001000 08:08 1185590 /usr/lib/i386-linux-gnu/pango/1.6.0/modules/pango-basic-fc.so 061ed000-061ee000 rw-p 00002000 08:08 1185590 /usr/lib/i386-linux-gnu/pango/1.6.0/modules/pango-basic-fc.so 067ef000-06836000 r-xp 00000000 08:08 1835951 /lib/i386-linux-gnu/libdbus-1.so.3.5.7 06836000-06837000 r--p 00046000 08:08 1835951 /lib/i386-linux-gnu/libdbus-1.so.3.5.7 06837000-06838000 rw-p 00047000 08:08 1835951 /lib/i386-linux-gnu/libdbus-1.so.3.5.7 0685c000-06888000 r-xp 00000000 08:08 1182589 /usr/lib/libgconf-2.so.4.1.5 06888000-06889000 r--p 0002b000 08:08 1182589 /usr/lib/libgconf-2.so.4.1.5 06889000-0688a000 rw-p 0002c000 08:08 1182589 /usr/lib/libgconf-2.so.4.1.5 06905000-0690f000 r-xp 00000000 08:08 1835986 /lib/i386-linux-gnu/libnss_nis-2.13.so 0690f000-06910000 r--p 00009000 08:08 1835986 /lib/i386-linux-gnu/libnss_nis-2.13.so 06910000-06911000 rw-p 0000a000 08:08 1835986 /lib/i386-linux-gnu/libnss_nis-2.13.so 06a87000-06a95000 r-xp 00000000 08:08 1184938 /usr/lib/i386-linux-gnu/libbamf3.so.0.0.0 06a95000-06a96000 r--p 0000e000 08:08 1184938 /usr/lib/i386-linux-gnu/libbamf3.so.0.0.0 06a96000-06a97000 rw-p 0000f000 08:08 1184938 /usr/lib/i386-linux-gnu/libbamf3.so.0.0.0 06b82000-06b91000 r-xp 00000000 08:08 1179755 /usr/lib/compiz/libvpswitch.so 06b91000-06b92000 r--p 0000f000 08:08 1179755 /usr/lib/compiz/libvpswitch.so 06b92000-06b93000 rw-p 00010000 08:08 1179755 /usr/lib/compiz/libvpswitch.so 06d05000-06dad000 r-xp 00000000 08:08 1181661 /usr/lib/libnux-graphics-1.0.so.0.1600.0 06dad000-06daf000 r--p 000a7000 08:08 1181661 /usr/lib/libnux-graphics-1.0.so.0.1600.0 06daf000-06db0000 rw-p 000a9000 08:08 1181661 /usr/lib/libnux-graphics-1.0.so.0.1600.0 06db0000-06db1000 rw-p 00000000 00:00 0 06e45000-06e68000 r-xp 00000000 08:08 1182862 /usr/lib/libjson-glib-1.0.so.0.1400.0 06e68000-06e69000 r--p 00023000 08:08 1182862 /usr/lib/libjson-glib-1.0.so.0.1400.0 06e69000-06e6a000 rw-p 00024000 08:08 1182862 /usr/lib/libjson-glib-1.0.so.0.1400.0 06e80000-06e8a000 r-xp 00000000 08:08 1184973 /usr/lib/i386-linux-gnu/libdrm.so.2.4.0 06e8a000-06e8b000 r--p 00009000 08:08 1184973 /usr/lib/i386-linux-gnu/libdrm.so.2.4.0 06e8b000-06e8c000 rw-p 0000a000 08:08 1184973 /usr/lib/i386-linux-gnu/libdrm.so.2.4.0 070f2000-07101000 r-xp 00000000 08:08 1184764 /usr/lib/gtk-3.0/3.0.0/theming-engines/libunico.so 07101000-07102000 r--p 0000e000 08:08 1184764 /usr/lib/gtk-3.0/3.0.0/theming-engines/libunico.so 07102000-07103000 rw-p 0000f000 08:08 1184764 /usr/lib/gtk-3.0/3.0.0/theming-engines/libunico.so 07195000-071bb000 r-xp 00000000 08:08 1835957 /lib/i386-linux-gnu/libexpat.so.1.5.2 071bb000-071bc000 ---p 00026000 08:08 1835957 /lib/i386-linux-gnu/libexpat.so.1.5.2 071bc000-071be000 r--p 00026000 08:08 1835957 /lib/i386-linux-gnu/libexpat.so.1.5.2 071be000-071bf000 rw-p 00028000 08:08 1835957 /lib/i386-linux-gnu/libexpat.so.1.5.2 074e1000-074f9000 r-xp 00000000 08:08 1179747 /usr/lib/compiz/libworkarounds.so 074f9000-074fa000 r--p 00018000 08:08 1179747 /usr/lib/compiz/libworkarounds.so 074fa000-074fb000 rw-p 00019000 08:08 1179747 /usr/lib/compiz/libworkarounds.so 076a1000-076de000 r-xp 00000000 08:08 1835998 /lib/i386-linux-gnu/libpcre.so.3.12.1 076de000-076df000 r--p 0003c000 08:08 1835998 /lib/i386-linux-gnu/libpcre.so.3.12.1 076df000-076e0000 rw-p 0003d000 08:08 1835998 /lib/i386-linux-gnu/libpcre.so.3.12.1 079ae000-079c3000 r-xp 00000000 08:08 1835976 /lib/i386-linux-gnu/libnsl-2.13.so 079c3000-079c4000 r--p 00015000 08:08 1835976 /lib/i386-linux-gnu/libnsl-2.13.so 079c4000-079c5000 rw-p 00016000 08:08 1835976 /lib/i386-linux-gnu/libnsl-2.13.so 079c5000-079c7000 rw-p 00000000 00:00 0 07b71000-07b7e000 r-xp 00000000 08:08 1183486 /usr/lib/compiz/libcompiztoolbox.so 07b7e000-07b7f000 r--p 0000c000 08:08 1183486 /usr/lib/compiz/libcompiztoolbox.so 07b7f000-07b80000 rw-p 0000d000 08:08 1183486 /usr/lib/compiz/libcompiztoolbox.so 07c9e000-07cc1000 r-xp 00000000 08:08 1179859 /usr/lib/compiz/libwall.so 07cc1000-07cc2000 r--p 00022000 08:08 1179859 /usr/lib/compiz/libwall.so 07cc2000-07cc3000 rw-p 00023000 08:08 1179859 /usr/lib/compiz/libwall.so 0802a000-0803d000 r-xp 00000000 08:08 1184244 /usr/lib/gio/modules/libgioremote-volume-monitor.so 0803d000-0803e000 r--p 00012000 08:08 1184244 /usr/lib/gio/modules/libgioremote-volume-monitor.so 0803e000-0803f000 rw-p 00013000 08:08 1184244 /usr/lib/gio/modules/libgioremote-volume-monitor.so 08048000-080bf000 r-xp 00000000 08:08 1183502 /usr/bin/compiz 080bf000-080c0000 r--p 00077000 08:08 1183502 /usr/bin/compiz 080c0000-080c1000 rw-p 00078000 08:08 1183502 /usr/bin/compiz 08142000-0814d000 r-xp 00000000 08:08 1184975 /usr/lib/i386-linux-gnu/libdrm_intel.so.1.0.0 0814d000-0814e000 r--p 0000a000 08:08 1184975 /usr/lib/i386-linux-gnu/libdrm_intel.so.1.0.0 0814e000-0814f000 rw-p 0000b000 08:08 1184975 /usr/lib/i386-linux-gnu/libdrm_intel.so.1.0.0 0818e000-0820c000 r-xp 00000000 08:08 1185104 /usr/lib/i386-linux-gnu/libpixman-1.so.0.22.2 0820c000-08210000 r--p 0007d000 08:08 1185104 /usr/lib/i386-linux-gnu/libpixman-1.so.0.22.2 08210000-08211000 rw-p 00081000 08:08 1185104 /usr/lib/i386-linux-gnu/libpixman-1.so.0.22.2 0857a000-08595000 r-xp 00000000 08:08 1179752 /usr/lib/compiz/libgrid.so 08595000-08596000 ---p 0001b000 08:08 1179752 /usr/lib/compiz/libgrid.so 08596000-08597000 r--p 0001b000 08:08 1179752 /usr/lib/compiz/libgrid.so 08597000-08598000 rw-p 0001c000 08:08 1179752 /usr/lib/compiz/libgrid.so 08654000-08677000 r-xp 00000000 08:08 1184967 /usr/lib/i386-linux-gnu/libdbus-glib-1.so.2.2.0 08677000-08678000 r--p 00022000 08:08 1184967 /usr/lib/i386-linux-gnu/libdbus-glib-1.so.2.2.0 08678000-08679000 rw-p 00023000 08:08 1184967 /usr/lib/i386-linux-gnu/libdbus-glib-1.so.2.2.0 08681000-08685000 r-xp 00000000 08:08 1182634 /usr/lib/libcanberra-gtk3.so.0.1.8 08685000-08686000 r--p 00003000 08:08 1182634 /usr/lib/libcanberra-gtk3.so.0.1.8 08686000-08687000 rw-p 00004000 08:08 1182634 /usr/lib/libcanberra-gtk3.so.0.1.8 0874c000-08776000 r-xp 00000000 08:08 1184245 /usr/lib/gio/modules/libgvfsdbus.so 08776000-08777000 r--p 00029000 08:08 1184245 /usr/lib/gio/modules/libgvfsdbus.so 08777000-08778000 rw-p 0002a000 08:08 1184245 /usr/lib/gio/modules/libgvfsdbus.so 087a3000-087b3000 r-xp 00000000 08:08 1179754 /usr/lib/compiz/libsession.so 087b3000-087b4000 r--p 0000f000 08:08 1179754 /usr/lib/compiz/libsession.so 087b4000-087b5000 rw-p 00010000 08:08 1179754 /usr/lib/compiz/libsession.so 08854000-0885c000 r-xp 00000000 08:08 1185170 /usr/lib/i386-linux-gnu/libvorbisfile.so.3.3.4 0885c000-0885d000 r--p 00007000 08:08 1185170 /usr/lib/i386-linux-gnu/libvorbisfile.so.3.3.4 0885d000-0885e000 rw-p 00008000 08:08 1185170 /usr/lib/i386-linux-gnu/libvorbisfile.so.3.3.4 088c7000-0892b000 r-xp 00000000 08:08 1182481 /usr/lib/libboost_serialization.so.1.46.1 0892b000-0892d000 r--p 00064000 08:08 1182481 /usr/lib/libboost_serialization.so.1.46.1 0892d000-0892e000 rw-p 00066000 08:08 1182481 /usr/lib/libboost_serialization.so.1.46.1 0896c000-0897a000 r-xp 00000000 08:08 1182973 /usr/lib/liboverlay-scrollbar3-0.2.so.0.0.11 0897a000-0897b000 r--p 0000d000 08:08 1182973 /usr/lib/liboverlay-scrollbar3-0.2.so.0.0.11 0897b000-0897c000 rw-p 0000e000 08:08 1182973 /usr/lib/liboverlay-scrollbar3-0.2.so.0.0.11 08add000-08ae3000 r-xp 00000000 08:08 1185067 /usr/lib/i386-linux-gnu/libnotify.so.4.0.0 08ae3000-08ae4000 r--p 00005000 08:08 1185067 /usr/lib/i386-linux-gnu/libnotify.so.4.0.0 08ae4000-08ae5000 rw-p 00006000 08:08 1185067 /usr/lib/i386-linux-gnu/libnotify.so.4.0.0 08aee000-08cfc000 r-xp 00000000 08:08 1183781 /usr/lib/compiz/libunityshell.so 08cfc000-08d06000 r--p 0020d000 08:08 1183781 /usr/lib/compiz/libunityshell.so 08d06000-08d08000 rw-p 00217000 08:08 1183781 /usr/lib/compiz/libunityshell.so 08f1b000-08f35000 r-xp 00000000 08:08 1183483 /usr/lib/compiz/libwobbly.so 08f35000-08f36000 r--p 0001a000 08:08 1183483 /usr/lib/compiz/libwobbly.so 08f36000-08f37000 rw-p 0001b000 08:08 1183483 /usr/lib/compiz/libwobbly.so 090a3000-090cb000 r-xp 00000000 08:08 1836000 /lib/i386-linux-gnu/libpng12.so.0.46.0 090cb000-090cc000 r--p 00027000 08:08 1836000 /lib/i386-linux-gnu/libpng12.so.0.46.0 090cc000-090cd000 rw-p 00028000 08:08 1836000 /lib/i386-linux-gnu/libpng12.so.0.46.0 09176000-09182000 r-xp 00000000 08:08 1183128 /usr/lib/libunity-misc.so.4.1.0 09182000-09183000 r--p 0000b000 08:08 1183128 /usr/lib/libunity-misc.so.4.1.0 09183000-09184000 rw-p 0000c000 08:08 1183128 /usr/lib/libunity-misc.so.4.1.0 09875000-0a2d5000 rw-p 00000000 00:00 0 [heap] b0990000-b1590000 rw-s 1d52f000 00:05 7323 /dev/dri/card0 b1590000-b2190000 rw-s 1c92f000 00:05 7323 /dev/dri/card0 b2190000-b258a000 rw-p 00000000 00:00 0 b258a000-b258b000 ---p 00000000 00:00 0 b258b000-b2d8b000 rw-p 00000000 00:00 0 b2d8b000-b378b000 rwxp 00000000 00:00 0 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object (deleted) b5f73000-b5f74000 rw-s 00000000 00:04 65095 /drm mm object (deleted) b5f74000-b5f75000 rw-s 00000000 00:04 65094 /drm mm object (deleted) b5f75000-b5f76000 ---p 00000000 00:00 0 b5f76000-b6776000 rw-p 00000000 00:00 0 b6776000-b6779000 r--p 00000000 08:08 5767508 /home/chamila/.config/dconf/user b6779000-b677a000 r--s 00000000 08:08 5767619 /home/chamila/.cache/dconf/user b677a000-b6797000 r--p 00000000 08:08 2229631 /usr/share/glib-2.0/schemas/gschemas.compiled b6797000-b67ee000 r--p 00000000 08:08 2230815 /usr/share/fonts/truetype/ubuntu-font-family/Ubuntu-R.ttf b67ee000-b67ef000 r--s 00000000 08:08 4718672 /var/cache/fontconfig/c05880de57d1f5e948fdfacc138775d9-le32d4.cache-3 b67ef000-b67f5000 r--s 00000000 08:08 4718669 /var/cache/fontconfig/945677eb7aeaf62f1d50efc3fb3ec7d8-le32d4.cache-3 b67f5000-b67f7000 r--s 00000000 08:08 4718670 /var/cache/fontconfig/99e8ed0e538f840c565b6ed5dad60d56-le32d4.cache-3 b67f7000-b67fa000 r--s 00000000 08:08 4718680 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b6810000-b681b000 r--s 00000000 08:08 4718655 /var/cache/fontconfig/0f34bcd4b6ee430af32735b75db7f02b-le32d4.cache-3 b681b000-b681e000 r--s 00000000 08:08 4718677 /var/cache/fontconfig/d60319d88cac85ba9e1a07bd06cfbb8c-le32d4.cache-3 b681e000-b681f000 r--s 00000000 08:08 4725687 /var/cache/fontconfig/4794a0821666d79190d59a36cb4f44b5-le32d4.cache-3 b681f000-b682c000 r--s 00000000 08:08 4718676 /var/cache/fontconfig/d52a8644073d54c13679302ca1180695-le32d4.cache-3 b682c000-b7619000 rw-p 00000000 00:00 0 b7619000-b7636000 r--s 00000000 08:08 1573082 /usr/share/mime/mime.cache b7636000-b7637000 rw-s 00000000 00:04 65092 /drm mm object (deleted) b7637000-b7638000 r--p 00000000 08:08 2100908 /usr/share/locale-langpack/en/LC_MESSAGES/gtk30.mo b7638000-b7639000 r--p 0043a000 08:08 1186680 /usr/lib/locale/locale-archive b7639000-b7679000 r--p 002bd000 08:08 1186680 /usr/lib/locale/locale-archive b7679000-b7879000 r--p 00000000 08:08 1186680 /usr/lib/locale/locale-archive b7879000-b7888000 rw-p 00000000 00:00 0 b7888000-b7889000 rw-s 00000000 00:04 65086 /drm mm object (deleted) b7889000-b788a000 rw-s 00000000 00:04 65085 /drm mm object (deleted) b788a000-b788b000 rw-s 00000000 00:04 65084 /drm mm object (deleted) b788b000-b788c000 rw-s 00000000 00:04 65083 /drm mm object (deleted) b788c000-b788e000 r--s 00000000 08:08 4719679 /var/cache/fontconfig/e13b20fdb08344e0e664864cc2ede53d-le32d4.cache-3 b788e000-b7891000 r--s 00000000 08:08 4719452 /var/cache/fontconfig/7ef2298fde41cc6eeb7af42e48b7d293-le32d4.cache-3 b7891000-b7893000 rw-s 00000000 00:04 64036 /drm mm object (deleted) b7893000-b789a000 r--s 00000000 08:08 1185472 /usr/lib/i386-linux-gnu/gconv/gconv-modules.cache b789a000-b789d000 rw-p 00000000 00:00 0 bfe11000-bfe32000 rw-p 00000000 00:00 0 [stack] ProcStatus: Name: compiz State: S (sleeping) Tgid: 9062 Pid: 9062 PPid: 1945 TracerPid: 0 Uid: 1000 1000 1000 1000 Gid: 1000 1000 1000 1000 FDSize: 32 Groups: 4 20 24 46 116 118 124 1000 VmPeak: 159964 kB VmSize: 107608 kB VmLck: 0 kB VmHWM: 38976 kB VmRSS: 36240 kB VmData: 66276 kB VmStk: 136 kB VmExe: 476 kB VmLib: 35244 kB VmPTE: 256 kB VmSwap: 0 kB Threads: 4 SigQ: 0/15929 SigPnd: 0000000000000000 ShdPnd: 0000000000000000 SigBlk: 0000000000000000 SigIgn: 0000000000001000 SigCgt: 0000000180014003 CapInh: 0000000000000000 CapPrm: 0000000000000000 CapEff: 0000000000000000 CapBnd: ffffffffffffffff Cpus_allowed: 3 Cpus_allowed_list: 0-1 Mems_allowed: 1 Mems_allowed_list: 0 voluntary_ctxt_switches: 2455 nonvoluntary_ctxt_switches: 1532 Signal: 6 Uname: Linux 3.0.0-13-generic i686 UserGroups: adm admin cdrom dialout lpadmin plugdev sambashare CoreDump: base64 H4sICAAAAAAC/0NvcmVEdW1wAA== 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 /9m7EoAqqvU/FxDuXBdwDfeLK+Z23XG/mguWC6UpLimoKCQCISSpJaUpmunNNMk27FnxqveixaLy9XgvK15ZklZSZuFS0b9FrHxSivf//WbOuffcYS6goEJvPv24M2fO+c7vfOc731nmzAzSIT3kcKyQz7EiX+TPdQtcwMfxtmvX7iB+O3bseKhz586Hunbtqui8e/fun/bs2dNl55Al2gzHz8sAmbwetMyvcYwcp2gDHCvyQ77IHziAB7iAj+NFvLZt2x60Wq0HO3TocAjyUAdc56hLjt1ms33G7R06QX5oVzx/bv9hYWGHOXP75Iz4SIf03F4hl2NFfly3wAE8wAV8wAm8wcHBH7dq1epjnLdv396lc27nHDvKLdo78hH1zxlYtCxe5/rkOLm9Qr6IFflz3QIX8AEn8DZv3rzgmmuu+RgyWrdu7cIOnYjYYYeoK27v0Afy42WA/fGygNH++LF4nadBem6vkAv5Ilbkz7ECF+QAJ/A2adKkoFmzZgUtWrQo4Dpv06bNQdiNVu+wK657rn+xDipjrkuuT65TyNXqFfkDB9ct8AEn8CJN48aNDzRt2rQAZYAOWrZs6cKO+uTYub2L+NG20E44BuiLH2vPEQ/xRZzcXjlW5MexAgfwABfwASfS1q9f/6NGjRodCAoKOsB1zu2F653bDNc92gMvA3TD66Ey5nE5RsjhOuU2wPXK7YDrFviAE3jNZvNHFovlI8gUsaMekQZ1wu1dxA998DKA0RcAB2fYo3iO6zwu0iG9iJPbK/JDvshfxAp8wAm89erV+zAgIOBDWZY/QhkaNGjg0ju3GW7vkAlGnXH7QZ5g1CcweGNc53F5vYO5TG6v3AY4VuABLuADTuBFel9f3w85duhExA4b5LqHPK3+YW+oSzAwQF8cj3jO4yC+Vp+Qy3WK/ESswMOxAifw4nYq2MfHZ7+fn9+Hot5RF0jbsGFDpcyBgYEu/fMyQDecgYGXhzMPE+NxjFyfkAv5yAf5IV9Rr8AFfBwrZ+iCY0d5YHNIA/tBerQdyOP6R/vlZeD6AQZeHvhcjgvM64tjRHquTzDkIx/kh3yRP3BwrBxfRWwymRTsou45fugB9cZtiNcFZ2DhLIbzuDwt1yfHyXWKfJG/N2xa/Npz2A/XPeSh/P7+/koZwPBXyJcz/BiwcMa5eB3xeVrIgTyOE/mI9loVfFVhlJ+XQawHzsChZfE6x8cxVqTPyriy8lR0jnyhH14eMHwaPxav10R+dZGrW96rfW7o29CvYc+Gvg39Gvo27Ln2s4ntszPIIIMMMsgggwyq62Qmmk2UzgjHFqLairc7FsaJnBo6SdSTqLbhlYkOEzm9EMqCOqhNmGcROSuhGTPU92bXFrqTqDLMq4hqE2a0t8owI05twvwkUV3BXI/oL0TOKlBtwNyQaC+Rs4p0tTG3IPqAyHkRdDUxdyY6SuS8SLpamPsSfUfkvAS6GpjHE/1K5LxEutKYZxL9TuSsBl1JzKlEF4ic1aQrhXkIUU3gvdJ6voXoD6K6hBk0hugXorqEGTSA6HuiuoQZ1IHoCFFdwgwKJvqIqC5hBjUgyiWqS5hB/kTPENUlzCAT0UaiuoS5Ls5T6vJ8sC7Ou+vi+gbW5I4R1aV1JFAPbDLXWa/7hOhaotq+LrqcEY5ro34NMsgggwwyyCCD/gx0BfbZmSrh2kYiNh8N1zbcelh9NazFXpvwcox+GhaxX03cerrlr38G+zPm535XGbc3vMCId/2bNRxwlXHr4eV6BT7sjamvYZld878KuLW2y20hgOECvkbEgZL6avAgdtyQXbvSuCvD24BhxOenmxNfQ9yCHTdl2DlubieXE3NFeC1Mj00YRnyOox1xe8Y4bsWwB10h3Hp4RdttxPTYkmHsTIx1mB6M8W2NTgx7Cx3cl8NGvOGtz+q7GdNjB4axP/EQ4uGMcdyPlaO9BnfAZcAt+gduDyLe5swWoEebn5+fHd+NvfPOOzNTUlKejIuLe3Lu3LmZgwYNuh3fjZXU1+lz3IGXAbfWJkT9BjG8+IxMF+I+hPe6e+6554G0tLRVwcHBbUwq+TRp0qT1+PHjk6ZOnbrFx8dnONN3O5a+EbOvAB1fUh0de9NvG65f4pH4buzy5ctXmTzeUO6Whe/GDhgw4HZmO52ZPTVh7VcWfOCljqlMmv4iQNPeuP1ij+JQ4okOhyOzDZE3gU2bNm2H78YyG+9xETZiugibENucLPgzvCLbyvzBQOKxxJG7d+9+iurex5tQuuS7ZMmSp+hwjKS+Yruj5P4cRoMK/J/pEnQs2jD0gk9lYvbQl9hOfCNxzNNElQmOj49HnAk1bB9avybaRDPBR/RmdTyReF7//v3XPvHEE7uqiHkS8SBW7tbM1hpdImaTpt1pbaIVq89ezIavJ54zceLEDHw3tiNRFTFHSOpr7kNZO24m+I9Lway1Cf6ZL9hdCGs7yG8CuYfZ5Hvv27JlyzbsX6tKw2aYp7IyX8vsrDlrhxeLWc8muF9rwdo48sDr8cN9fX1n33rrrZvvvffejUFEVXVGDPM04mEaP32xmL3ZBLfhNsz2BsBHyLI8Z8WKFVup77jzYu+XMMzTWVvQ9okXi7kim+jA+o1RjRo1mr127drtlHcS9Xt+F9tJMcy4VzhCx0dXFbO3voP3de1YHQ6h/ng29Rs7Z82adYuXvq6qmCNrCLM4XmvA/ERL5if6hISERD700EOPhoeHX1+dAZeAeeQlYtZrd1o7Du3du/eMRx555PFhRNUd1F4mzKJdtLVYLH127tz52ByimhiI1yDmCv0FdRVT0GdQ3zGplmDWGx+LPkOxZ+oybqS+I5P6kOhLbX81hFlvDKcdX7Rl47fB1HVMX7du3XbqSxKoT/G9yn6jKv4ZYyI7dSEzqC95gPqU1Zdy/13jn6vbp3gbGzVlY68ubPw4hrqSyKVLl26mvmUD9TGNqtkPtrtEzFXtW/gYfxyZ9EzqWzKoj9mOfYJXYbxRlT78GjY36c7HScQzqY9ZS33NTupzQq7CuE7E7W1O1VKYAw5h841Zw4cPX0N9zhO9iC5y/NyNYa7O+Nk1dfMyd9XOU6CrG4jn0jxlzSXOU9pUc55yMfPBLmweOpLpbWENzQerM4f1ZiPcttuzuh1QjXl3By/z7ktZK7iY9Y0ezLYnop9sTVTR+gYNWx7ysr5hqeb6RmU2EqixbWUd6eabb15FekysaB2pb9++yZdxHamy9Tpx/Qv59/H39x979913O3TW69oAr2a9rq3Oel29Gliv89ZHetU3DUNG0vgvmfr2h/i6KNnD9j59+iQR3mFCf928kjWvmlwz1+LWs29x/XkY88V9WZutyhpdTa71a9ehxXbJ1/H4On83ptPuFazzX068VcHN/WALpnPxfkpbnfspVwJvRWNXfy/3rVoI962aXCF7qIq+tf1Ofabziu4PXmm8VbmXJWvuwVqE+7CX6z5VTdwz1N7r9r9C9zGrg1vLfjXQx11O3N72b9SmfSda3LV9n4w3zHpsMjDXegpwfZd4hsnkCDgvF1qU7xWbEY7jdArLDuDfW5bMru8hf/yW2X7oLXPJ0bfM+C5xGsXBMx2OO9Tv5e5vUSrnEENOhPm87OhcqsjB93K5fP49ZDNdj5SVPPwRjuNSims1u/J1fafXTvmmU755X6n5lrB889LL55tP6QuZHJavx3eY0yk8V3Z/nxnHSRSWWYV8Y81qviU6+dpJTgSTw/L19/j+M4UHW9zlxXExhQXJrnz9veVbxPItSC2fbxalz2dyWL6+CIcuoeMkuXy50h/IM5cQJ23N89DnUXZdlC8RTpQtSfbUJ3QGXRZUQT7X2zEd+VEkH2UocMv3Qzh0A53ZLC75ft7kc/18oyM/D+ktqhxRfhjZZjixQ0d+Hsm2kWz7g6p8G8WD/O915Fvrn5dRBofFUz9oQ2hbJZby+tHK5+3oJx35wYUlMspQIsgfzG5u8sWuxOTFvRYnJC6N6TU5OjUlLj51Wa9xcfExU5JikqNT4hITlrF+JRrtI7hUPrn9F3kvlWkMYRcXFux/KVS+hf6tSbFbX/uJAS6fiO+1s0PeRymUSzLAvNzlsUg+EwQHW0Bx8ZvVOtQSlNPXVPJSX1NSfbeOzOMK5ZY+asdtEpy4xCYu4qKVNxLjFQuytaT4nYZkx9m/KHGye25yfVc8d/UpGYx6gL7Tjx1wfSfe3G2DnNe+QA7bcUouCvS1ZDc473Euyle+4z1zh5S1vEDRX9IXb5uhDzvlO+ftbtIYYsSJeHWjzMv6Lcsord5pOZRhA339wVBlPbnYV43H5Qe97qnDwWyA6e4E1WXoUpLVqR6+435a7vTaWSU+yh+hwStte8uMcuNQ/O54GPvueEthQKi4t+ToZbEavRcdPaWkL137mxy+/RePOthFwuyka+RdkJdqzslNNduISxalmoteSzVnEduI01+lX+KiPalm6a1UcxT9Fr1Cv/9INee9TNeyKM7dqeakJalm60uU7r5Uc8RSivNQqtmxjuLF07W/0/n9dJ3ipL9JctLp2q0Uti3VfU9BOE7aRdeP/UfKeuA/UpGDfh9PNQeRXInkOh6lPNbQOclN30nH9xAOkmvPpHOSW0Bykx4S5ArHju3u4/QH3cc5z5Pc9f+RpDv+I0U87w63byS9UD4S/UYtprwyqLz0G/Q3yoN+rVspb4cav2jjf6T0Ff9R0tnoWGLHSRsonOTm3UvxIGMtpV/M0pA8Ox2nrydZkEu/EfT7QOB5GfXYmxpy7+g7olOiE6J7z49euqj38riEhYnLB/Yd3Kf/wL5h2nYmkuN8ieytPYq0fmD/Btr2KI07sQe2FvWvA1Lawi1yXuwOl98UqXDIOa/tujH7tU1T1/K4XUf0v92sxeXDFkoUn7RvtX9ac0+5Jua3S0aekx3Z75lLnn3PLP3tPcVvW4PVuDn/eVeRW9y7aE8e8QO8vcSv8ZdO/yFHLTkr5//8h2yLR5sr8cVMO4iObSV/yEnSaa/l6MAWEsIofRCxa/aIdhuktnecnnU6V+M4k8kSw0B/DaeJfWDgfoMNNthggw022GCDDTbYYIMNNthggw022GCDDTbYYIMNNthggw022GCDDTbYYIMNNthggw022GCDDTbYYIMNNthggw022GCDDTbYYIMNNthggw022GCDDTbYYJH5e4oMMsgggwwyyCCDDDLIIIMMMsgggwwy6EoSvj07myidKKOWELAAk4WoruixO9GnRM5aSieJehLVdj3KRIeJnLWcUNeX8t3mK0mziJx1hGYQ1WZdZhHVFV2uIqqNOqxH9BciZx0i9EW1TY8NifYSOesY1TZdtiD6gMhZB6k26bIz0VEiZx2l2qLLvkTfETnrMNUGXY4n+pXIWcfpautyJtHvRM4/AV1NXaYSXSBy/knoaulyCNGfSY9X2y5vIfqDyNBlzdAYol+IDF3WDA0g+p7I0GXNUAeiI0SGLmuGgok+IjJ0WTPUgCiXyNBlzZA/0TNEhi5rhkxEG4kMXRrr6sb9nj/3/R7cez5GZNyHrBnqQVSb749/QnQtUV3bt7G8lhEw1QV7NMgggwwyyCCDDDLIIIMMMsgggwwyyKD/VbpK7yky1TKui2Sq5VwXdehTi7gu6bMiHfpeZfam17qgQ7EcfrWEtXqtbfr0pkeOvx5j/6vI9QQW9Vqb9KnVo6+gP16OAGKzF5YvE+vlFcDYX9BpbdGnN1usJ+gP5cLz7/UFbnCFmedrYcx17V9L9OlNj/6CDoG/IXEj4kDiIIEbXyHm+QUybiToV64F+qyoTZsFHaIMTYibETcnbkF8jcDBl5HFfFowBoamTMeBTKdXU5/e9BjAcDVgOJsy/C2J2xC3JW7P2EocosMdqslaeVbGyLMdw9Ca6bo502nDq6RPPT3yvsXCcDVmOFuxMnQk7krcjbg7cQ9ivO+il4Z71xCLMnsyRp7YQxRK3IXpvS3TaZNK7PNK6pG36UYM1zUMZ2emuz7EA4kHEw8jHk48krGd8agaZi4XeYxgeQ4lDiMeQGxjdRvC2k1jpk/zFdJnRXoMZD6xJWtTwNmP6W4s8Q3EEcRTiW8mxt7HSOKZxLMEnl1N5nJmMkYe04mnEd9EPJl4AvFoVre9WLvxps/L0da5PFGP3DcGsTbdmuHqyXCOJ76R2UV/xgOZbYSxOEMEHlpDzOUNZoy8BjF77McY8SYxG7axNh/M9Fmf6bPeZfCdYtvW02MLoU3bWHsCzimszddWqs/q287s08r8U1AF+qxJH1mP5VGZHueyfry2U2OGN4z1S22Yr2rE+lLRd1bXNrV6DBD8Y3OWd2fWf8I3TmR6vKEOrbEOY229F+uLLodtavsaPu7h/Qz8YyeGAf7neuI5xEnEfeuQLuHHw5kf7cTGck3Y+M4szNsvVZfefGRD1nZbCf3MENY3oh9dytp6XaKBrJ0PYuPg1qyM2jF8dXTpI8xpuI9szPq7EDb+FfUYy/Rb1yiMjTcGM5/Z1ovPvBRdVuQjW7C5zLUMQzgbz8Ww+qyLNISNe4eycrVlfUFgNXWpHUfyOXYjVldtWDvAWG0cGwvfwuy1rtJQNn8YxnTZjtlMTeiyorbdkc0JR7H8b2bX6zINY3Oj4WzOWxO61GvbFmH8047V21A2Dp/A8pH+BLqcweZn3ZkPqyldinPtBmx80JLZZF82vx7GdP5noOHMV41g/Wl1dak3ltT6yVDW31wr/bmI63LkZdSl2L7bMh32kv58dCV0qdd/h7G+x8fQ5UXNc8Q+vKXQh48hvu5P0u9cDn9ZUT/eSGjn3djYlq+p1Tf68SrZpt74sgObb2PNbxqb8zT5E+iypseXom1q1zQasfl+a+Y3+7O2jvqMZj7gzzTvqYk5ZFXWLNuxtj5ImEcuZutVdX0+3k2Yj9fE2oa3uST0GcTaupW1B76+gftUt7I1uLq4ThQhrBOJa+s1seYmVbB+yedBHVi/N1hYL1rK2kpdogGsL8U6ZpfLsH7JSXsP1yL4Tm/rwYlS3V5Xbym59x/U5P2zynyneJ8C9oj7PLjfc30d68e93e8JkGr+XqT2PiT3neL9M/E+5Bxmv7WdKroPqde+a/q+rjgn0uqzt1R37o8DW0X3x2vaJiuaY8qS5/4Xb/s2hrPx0xDWnkZI7r1EfP/P6BpmcV/RSIZhGMM1QHLv27BL5fdt1LSfrEif3vZlNZXc+4lCWf8zjI3p4T8nM91Ok9x7ivi+Is4zq8GiHC6b7yWaysY9k1g/M5q1615XQY/e1pPEeTvfL8j3uXWS3PvcBjDs3DaHC/Ypsr0arJU1QrBHvs9oEOuve7P6turo0f8K6FFPn2L/Lu4xaiZ57r/swrBfK7n3YPJ9mCL3ukTu6YV7sPyuZXOarsyvh7D6vka6cvvbqjJv5/oUfSjfi8n3Bbdm/VM7yXNv8OVmnlc7xm1YHQez+g66ynr01r+LPpS3eb7Hv6nkuWddu2/9crG4T705w8D3q/NnALRjHx/p6j9Lobd3nT9/4u1ZiivF4jMUDRkmi449Xi09VqZP8dkUvWd8LuezPvW9sPhsT4B05fanV9eHijrlz3uZrzJX9txZbaLKnofU48v97KMeizqsjXoU27ves7q16Rnd2vycbmX6rA3PkFf0TH5tp9r6XoO6pketLmuDXv9M79wwdGlQpTTTp2KDwqLAsYZCWDc3KysVXfRSrthHPEY9TsdajeTL8pmwUf2VXXfS1evFFew89KW4fsT1iP2JM9ium9yfzstGDdY+Cv/5vHw3/ZZkSNLva9WFJEnjGLx1WOyXrfmRbVBA1A/n5fQx802S/3wTJq9hP5ev93BNGN+gbptmUkSG+Kh23FVn0G5igztJGChLOpjBxT5lcimx5MXJmX3L5GDfMsMuazmF+rrrEHSbxFZGBIo9kykPZvWK37Ez/BQv5Sg5L4PxzYsKMyk6s6ecSw1y26fVx20nISwfWyuThYfZ7zsnZ/xOeUllch/J/RIH0I2pcQuWxMctS5keF7Pc2qdvv/4DBg4KG2yTvvlJziSGey3YfE4u2nBOjjjtbht92G/Bsx+Ygp77wBRBHDVpm5RPcanFjnQ8/YHSXjIFOfmEKWiOKqdgxjYl/WmKFfr+AXPBdJOrT8+i61lCXrxN/Cj0+o/ufd/cDueEK+PX8/K0Dw7ofuciL6gabUgzymjNbk6kN1RlmkwlI/fXa2BuzaK21u1/8keL/ZMnXUxYddMTkZ4UpgCchjHd5AXq6cjTD/andP3VtBc1+EqhNGDoqZ6OP8V5/pnzstVxTs6kOuf2wK+Dcih9zq8ae/jq3q/07CGbZOWe8W4P9mbVsgflbYxthL7B0x5kCeVszDA2rs32QJ1TEOkJzOs6t6laDnvTynU0htKNOVOxPTipjrRhaykNWLSHwoxzcv7Z83I21THXnWgfWnsppbiZv6rx9eyliOQXnamavRSSrOKz3u2l+M5z1fYfrYVTHGevOOdhLzzcJOk9WEj2surgqtrgP+ykJ7Ak/VGG8yimm+IMPR0debfFyBSXrBRKl3KW20v56L0CpAA9e3mF0oBFe8mkuo0lHRaeqZq9ZFJc+BjERz+UXnpeDl13Ts4l5v1QS15dlC6MroN5eCjiE0eUlu//HLe/bXIsf9uUdMfbSv9nZXFOs+v7KG/UN+SU0jUzk6OXbw6F5wj5ZtExOF+TbyT5mwjKN4LyzUpT881kcewT3zZp8zVTPaUzOcgXfX8cxiVHv/DPEtpNMI0RwK72S2Si8yihPjbdW+h/jHxa0dJzcinpD/O60KWrfbLCWT3QWKM/4/vfOvaW4t8nnJMd68/JQSQrGj66+At/6wx3vg6MTX4v39/PEdpr3LpC/3mwtT/Oy6XE3YVxNsbjog9S5pTSpYXxeWhFYSZvYVL5MO7/TTpzW52wMbryItdEmrzMNdJpTLeWMZbv9dqDeF7ZPL17LZ6nR5UZ8/TaSCVl6jw9kkaV5pbuhz8vdZ5uPqfO03O+j1bm6UU69V5SVrV5um815+kR15+To64/53WenkTXQjecM+yyllPYhnNVmqeHsXoNE+bpYeRbwZXO00sqnqdHbDwnc/vk/aA4bs2kPDKlMs9+8InDT+j1gxLN+YOIe/wv9YOM6+u008KS8/KXjLm+i0jfVhqHYN2jsn7xAdQ/1Ufsze76CCX9hvqUlRuXZAiYFm0u9L8dc1SKlyfUhw+rD7EvrYiA0cTGXHr4tOfoTtMOlMm5zd34ggU/mFXBeFh77iOcY30qlnTIfST3j0FecGf+kinz9oQxHTjSt0yOvAxrlzmjyuTY68pkcdycF7FDSmNhJd32mlsKNpPlXyaDadaJIYVk9yuTrRTXKpe5xsHKHJ3iFPu75brWoeohpTJr9UW8vNEUh2RIAWWyt/wfRroznnNJxHsI19d79hMm05pIqZ6nnhD3S8rXhvAHZjxwsTrqNidwhCO/zfDOrU7x90R6zFfsY183W4lzxr/ugbHoOvU8A+Wj+RmPH2TKNZdIueYI+uVx+246vqlAUs8f9StztbfC3ZJF7I9xHkbcb1C/Qdx+HYuPuOwle2yZjLWUfry9HT0i+0pZPrkU8ZYnfF1rCAO2frNVkvTNqb8syc6TjpPApG750Sclvy4FHusEZqpzM6v3YD/Vv5toHhovpMt9533zSygL1XEp1X8hySg4K1nARa1NlpOMsajz4f79I9TBriS79Hd6n7mkZJ856dd9LnBDSEs5p9TzoAbkM2TVnkqozYBz/cvKzTNtP71jTiLOIcZ8r5jiQU7esXcUOW2Qxl+Vg7KAIUdcZy2eW2DyKD/ZMVip//9IFsW/+QX7ieskzw/7wJwLbGaKRzibRRXoLvc4zO715ktYJ9nksUZHOeTjXoyfKtNkem4iXydhPnI1GMdln2V99uj3zu+lhiMbYg2hNqyTxJKuwOQdB1el+Hzdw1YqWTgrZf3S+aVWJ/xXS9bzkgUMPfl46T+0ft9ONp0VqPqzaGpusW0LzGmNT+xJ+0WyPErHarvj7axMBuM44jq1rzK52p1Kv5GtYMN8aVmJbL5QIlvbF+g2yGzfatnKVq2tKPcyAvga7JYT0IFVUjdww06Cy407sAZb/+qvwY6dOXabpUwGa+1B9Hmm5ibsV5buTuf+XE/elaGC0VXr121UxyZSfjbZk1tXKke2+VGWdio2ZII1ZpC9lbxP/AiNt5pQ/B8lS/GdnSzB95TJNgpHXF7PeQPKZL0+TvG9QiXzzeaB2nkA5WVnLPa58MFJgt+N6q/aeH4DNcw2tUyOuIF4dpmc07FMdrQmX92d/OeAivVh0vjxKN+3TRF+b5ui6qnrdtAn/HjWT/9WoobL7v4gl9oQ2lp6A7cfr2o/HtrA3S8rPqkCP4CHOfKmueM76DhnDvUhM8rkEBY/4h732CUt7ZycW3peDgwM3I/4sQ3J3zV0j5+wPgmeSFw0bZuEeHr9TwZdz2DpcgKZT6G4Yv8T/9X75oWweLruCPTe/0jNq3VfZ7942pPN/3DfVPUpgfu99T8om8hX3acQhuJGNJ5tBH0E7q+88Bw3lbkxjXGa0LihWZnsy+pCqxP+W25sHkRtldKJ/U/G2nNyOM1RcH+sKv1RENl9LqXh8a0kM6uZ53gf6+SFZAdg4FbuK9MxuITdx0Q4byfadXJ+r/MMvw/UUMUHOZmUXw6Tg/bG5fN8I+g6mIfb6RgcG1Q+X+19AX6v9bROvlbSu5XJ4fmi/ElUF3MIC+6LepSf4hUKOPLpGFyiwRHZuPx9An4/nN8nEHEUUfxMJofj4PsJ2gS6bQN4ilj+SvundGBX+6dj8MTG7vYv4s9EPo3d+DPoGJzTuPL6S2/svf4iCZ+VydGrvyC6DubhEh2DQ5tUXn+ljb3XXxGlh+4gR6w/tAe0C34fxlV+ipcp4MigY3COBkdw0/L1l97Ee/1lUfxIJkesP962XeMvwpPVxF1/oZQutKm7/pAvuEFT/fqLRD5N3fjD6Ric1LTy+uP3lvXqL5j0BV1Cjl79FSBcyDePjsHFTSuvP35vW6/+4GOymByx/tD20AZxn9mj/BQf7Co/HYOTmnniKGxWvv74/gO9+oPvCWZyKqw/whPVzF1/xXRcLPhJ5Ave30y//oKprwTzcDMdg23NPfGn0XkBjVeCaLzi8FPx83426JQ6XplDfST6SchxdLogWzPOKXJEPWbQeUZzNz7IBWfcf86FL0RyP4Sl7C+IXhZrjU1cipftpj3D/PNZ8reEf9HT6r/gKtzP6l2L72fl3WLs76uNZAumca/m/pGkue/jp7mvpBdHuX80t0yOmmvUc12niFae+zyxsJM0t8y1Ts7toLJ1cm/7Js2rGirzUb19k1mrAi1howItGa1UvxqiGQ8XUzi4K/f/dAyWWquYe1Y0/6R4USSDzz9XjW9oiSJWxiX9KE9iyEG+Y5n8go2BFvjhG6ngdqe/JVjAkzRrh4T0is46vGn26HcigiwKe7v/Rflkti6r0j4QqS2N5Yht/4P3v0w6vijUWib3YCx9de9X6HfTqX8pmauuVVR3X4itFvejYVbDv9ZGyqd64fdVo4T9XuntaczbXtvOfXXvq5pJRrDV3c4ruq/6t5VjVpYWf1z8ywXnhUffO/ae4k9bu++rTn/b+XZl7QDnaQI2vX0tVX8gTVj3pAhW8lfivpZcHbvN14RVtq/lUsclxR1oPt/BaDd1ndI6eo5LuL1EUHsr6qD6fdF+vO17Gc7sAr9834uNZIMr3feS5X3fC8ZJ5o4XP07SGx/kkpzcjhq/ESAF6I0PrJ0Je+cy133Y//XxQWxomRzPGLNs2AXGBmGh6v2M6o4P+tTi8UFaqOHnaiOZu6l2B9uxd1briI8XPJ7/6Uo22rVq+7DCqa4jQ93t/mL3YeV0LL8PK4iwRfQsk7O7Vt5OcJ7d9fKMH6AjcfxQqmPX0OmVGD+Ediff0d1oV3Wdcrvrjx9s2MvXverjhxHMLkYI44ckSg+udPzgqHj8EN69ZsYPpSSntHvV1heiqL0nEfc1xg+K3rNtZfLzjLmdYOyQZlP3QVR3/NC3Fo8fcm2Gn6uNFN5HtTvYTnpP7+OHkt5ko7017T4o6IDe+CGD6jrT5m73FY0f+vXr91m7du0Otm/fXmElL/iqkJBD8HmDBg06rOz7hy8ZUCYX967a+KG49+UZP0BH4vghrE95uw7vc2XGD7H9yHf0M9pVXafSfvrjh7TpJlNUv6qPH0YyuxgpjB9yKD240vFDesXjh4x+Fz9+CNG0qYL+NAcgnkZsZeW0rSowWxcX7cEebvE+RxrFSWP7BxEeS8dgR39m7wEBH/L5ScmpfeYCYsfpfcq+7igWx/6Ze3840UfIL4t8SATJT47pnarkl64+fxA1kMIHufvliDWU373k8x5R9R9G51HO44qO+HO/duF9G0EkN0jYx6jsg5ek/VFC+flzv+kUz0GMj1rguV8pjz0HQbj3Ma5Xr96Hyjoq+VHbQHWPZGX7v6DvdMYYa6Wb3B9BL+zilGE35kMHzKEC7nySm6+DO1Yc37L9+3boaKAaN/J2wnS6UI4inT2cmTmCM/xkgppM3X9FstOWl8l55fHv1+JX1rk8DFD9DEQu5dmFCpQ5UNhbCixCe4GA7IHu+hPtDnLzf1gvRzK9cLI+NMt1XEJpg9gnsouy1PBolo+yPLdshxT04Swp5/FZknXBDilvxyypIH6HGj96xyW9TA04MfCyddnhOh+1dH5cdMKCGL1ywN6PMkyRxQOkDKsajjZpYzYPW1b6IJPabmx9Mly+BbZgDVmrhEecPiWH/npKuRb79kbXvpJ7KNJDvuydHG0Oy3mxO1z3JdNH7pDSVvoo9yVt6/9t7lbFcuKjM72xD6X3gtjopXHx0b17xScuiI7vvSw2mtphdFJSfNyC6JS4xIRlvROiU1Pi4lOX9UT8Xgtjli1JSUyS/CwzWPmrKEfKI5tS9vWFuW0G5U//+YB8MXLgK0Q/9k/8+UaycA5jesua6WsBp//bz+P5HdssXwuY6zdyONUdcdJ16r4dPxYvsqxEBiPevyiza3wkn2/+fvPfnc7zaJLOU+ec5/I/O/7Z4q0vb/UPHhos6reNr+Tr3L9o/9rPnJ+NGhUxak7EuIgH0uLSnCdyTxRS2iZjto7hvQuPi/s4kqmpy7yulU3yH/uS9j33s/Nn35bTWlYUF7Sxr9zX6Sxyto/7IA6arSju5CApyPnHa38Me+yHx/DMQEVxpzSWGjv/eL1Kce/vL/d3Oo8729+6/1a0Am9xe1pMlnPvLXvv+VPOU74tb/Yo27rDzsNjx04dO2/q9VO3r4pf5fzmzW8+J501HfOgS2eoi2+VuihT6qLkvPP8fw6fOBz74CsP+rccVu47dC9K3uaRkrT3l/bmitqKdmrVsmXLj+ErISvnlbautKsnNJIyMnysYJzzl17HDlbtHedZ/6T4eW3N1vktzUH2luYk+rUvaGnOo98i+uWyupHwol9fcGdqc2NPYr6cX9L7SHb5sBIvz1ZowzvZqxg/ncXPSx9G4+9hvE3fZPf4zUv2/CXcORQ3R42PMuzn+hTPuQ6hO65HPIOKwNChZXIAiws/lpdxTp7zdjdpDLGyN+nVja739/A996HZv8h5o9x+R44ernRkX9Zz+4V88hW5I0kW+QHlOSLKGyy1KFXOHSsDLCXXlsphTVpYuP+N8HvPnNe7SBmDZA8Xxkv2c3Lp+RKFlTIJtpdH8cDc/+TQMdjW6YJbJxjfzPe15JMchPPnOv9KQtr5SX5v74zcefq7z79zOkudv5D9b3rz6Jub4m+N//7jlz52On93Fnz7328HJD2bJPkEKg2Gv4dmxd7f9l435qYxa+feMNf5y1u/fH7BeWH+yqdWTps0dVLh4wmPnyBZ8gDHADENf2YHywZfrO6++u9nnGekhuOUmeP18CNnXjgTuuLwCrynQ5sG9Pb0ptPfxRimxewWiimbJbOzaEPRQBZHL80/JgdOzndecPoEz1P8anfEOZJ+JGxH8Q5YQ21OU9P+hj+DUZm/acjGaiXMthrWkL+5TQVxmfyN9SL9jTWvxE5zAHvV/A30ZqV2D9Y+0yIy1yF0x/XYn/mbzJHutGiXxTQmAGe2KNqD8QL3HwsbF8rSpFPyGPa8aviWB2U8+9tmnNvvIF4Ue86Qj8PSKE9v/usnHpHipJc6XXIWHRqk+K9m7PwOzCd66D1DVAPv19MhHzJSX1+2L89RtAfljKdyRvkK+7XxXPFo9TkviT33zMfPYXhugZ07hp+T8Qw7f85XKQSly2TsMZ8YjTmBe561UOrhem8A9gPmTFTji8/B49n2zCnqc244h3PL6qY+q6k850FzyiDh+bQcwptf5n6OjsvBs+7pUU3V9iLoAs8sh1IeYYxd62h8HDlh8tibRk0axdO9So4Uz4LPmzx22rwZk+ZNnXbTzdPmRYy6adqEURM18yf+pD7aYPANx/fguXL+nj7o3EfK8llJEWc/4Vuj6x/Ir/g69Tn2TkJ+eI59CuU35zLkFzlGza+zJr/Zlym/fJZfF01+2G9aUX7wAxMIU9LNJhO4Ir/C4yO/MPZegFBNfiuF8lUkqyrMZdyorPkckfk7GiqjvLCmruOs68qvX+JjbcHUvjGY2FCV+82ulQTyA6u8v0dIeU7s+jI5tvMFuRB+kj2/4XrPwMdvme2H3jKXHH1LXUfqfEF9rnLdW0rf9eXoc3LeaPU5jfTxZXK245wiR+85mzC6nn69+/kQHIdSWMT48s/ZaPO1sjiOO8rnW0rXzEyOXr45SDtBeD6LjrMoLF8nXzvlm0755n2l5pvJ4uSll883KZzKw+To5RtK16OEfHEcTGH28MrzDWJxSnTyLaZrKDPk6OWbReF5Qr44dlBYbhXyzWBxClLL5xtOcpKYHPE9g9AldBw8ofz7JdIfyDOXECdtzfPQ51F2XZSfTelRNsgR5UNn0GVaFeRzvR3TkW8me0MZ0jTyoRvorLAK8rl+vtGRH0vyUYZCLX7q9/KoTYRdX15+Hsm2kWz7g3ke7et7Hfn5lB5lgBxRPtoQ2lZmFeTzdvSTjvwIarsoQ6YgH+uEHRmDeqcuS2ZrQqkJcSl39O7fOz46NWFBbEzyvPmL5vdKSlgsNUtn+qCywLck0fhCSjgnB7P1WP48FuxVfB5LvL8eLuzrjST9gatyf72Yxic5xD2N++vKOlo+jbv2M67K/fKetfh+eeEU475ebaTYCPd+/DCh3QZRfQVNKb+vVu/+eDbFy53ibrcXu78Ocwvt/jq8kwvvnDBPqdr9cfOUy3N/HHMi8f54ZER5O46NuDL3x0tpbmVuaLSjOn9//KaqfR9iCKv3IeL9b0oLrvT+d0El979vqpn9c2FTafwyVeMnij8u1uvfs/AOGeJe/0v9++MJj3vt32dQ385YKnYWK+8lJz8WSm0c7xaq7v65XrV5PDDD8GO1cjwQ6R4PFAn7KqxUX9YZmna+6r1VuuMBipc7w93OKxsPzGpuan7B+Y4zcPI/Jiv9Jtm+adjjw6r63lOcB8+4PP0/3oHl0f9H6vT/kVem/8+YRfO7WUa7qesUPFt/f1wStbf0WVXfHzeU2cVQYXxQQOnBlY4P8ioeH2TPqpnxQSSVNXK2xm/8duE3vfFB3hzCTtzbmP8res+5pUx+hTG3E4wN8Aw/3jlYFb8IXRY2974PupT0Ddbi0fPrDso36xZ3/Vz0PG92+Xke3ilY0oZ4TtXKUzLn8vh56Ej083ad97PgHTAV+Xl+XuhlP6O3djyMYRwmtONMyh9caTvOqfj98tgBiGfMXfojXePZNTzP/mJTwxcbVPeoua/ke/9t9ts6zFo/S/08fc3E/bOR3v6bmoh7pamq+0b/1/VU1T2zhp4q3y8MT5Gb2DXx/K/HfoXdffbD7z+MT385XfILVqZr9U2S6dGYHjH/PfneSVz/+ozzTMjCnIUYtfKynzztPO38/YffSy44L+zKL8pv1Ce2j7YOqhK3Gfmw7JThKb8e/+A4wDz9/rH3mw5NHspHPZeypxHUyl/y174fp5EtxsbzrcpeaR/CMMUWZBt9w7Qbxg0bNuyttXPWniYETSc+NxFDkTuv9b/2v87Dzjnr960fOmTskLk3Xndj/WunXSuWPeOds++ET46anDT9+unnDz12iL+7X09P3uLCwj6723Y39mDOWfX3VbdMmjjpZM6dOXjoztzzzp6ijIvZx4mNTJ+v67fu3d+cv42P3hw9c/Sw0b/9e92/dxY7i02B9sCK9KTdJy5ST2A5uuZo/y0ntqB9PDLUMvRb5/85A+077NoRq15b2jbIMuh757dOy2DP7wlUFndKE1MT59k9Z3vf++W9/OmUvvhextcZX0986b8vYZR4KXtXI0juudLc0tbRb0dzu0ztXK9zifMTZwP7U/aK9CTukfcnPd09ud3kE/uf3+/84/QfJf8t+6/TecY5YtfPu6DD7oT11JtJb/6El23vfn93s34z+/EVFL2yL2zt0/oP5wfORje8dkNlehLjZtjMth+dXzvrD3t8GE+DGvx514hda486j0oBvQIuZb/u+t7m3uQtnHoUPPe9uRXpSXw+YHmoJdR5oeDCrY9/8bht0IRBs4f2Geo8+chJridQQx/J57bru1z/f28//PZZkt931XurJFN9kx5u7RpcRXoS41akp3sr0FNl+4A39TX3/Y3K2j9qT9S1AoUS+wW299rutM9GvDE5aPJ+5zmnb9vFbXG9A/lK58Gkg6KeOAWRT//u4dEPP/6j80ep/vD6NakntA9n6aulYrvrA9v4KuOrSS+ffVmv3VVFTzNa+LRw/rH3j0Fbjm/Rlkfs7yp7LiS9R0CPC85CZ8oTh58IGztz7PTB/Qc7jz10jOtpaoh/yLS4xLhBQ8YMmTl68Oiz7657954jziNSQM+AmtQTQg6vsa05Tthmr/zbyjkTJ0488cKqFz6BH++1upc3GZXpCXusv7o/7P4fSM6Szf/YHH7DjBsWzZg0Y3DcsjjJp7HS4VXlmRh3v//uSd5uj/743x97rdi7AvW6fnCDwf89+bZy7TfiJ9478V7DPrf2gU+vST3xuc1fU0ek/nZi/wnk9cwHxz9oNmzZMO5/L3X/fQtqI8/cPvL2H7/M/9Lp/MP53W8Xfpv9ZMGTkl87P2P2aZBBV4fE56D61pOkVasWm5PuypC14WspPNdWPnwThRfrhG+j8NAny4c/SuE5u8uH76bw0ufKhz9P4cF/z5AHl1vjVvs7x7IyuR/Fi/h2vWtCGElh4ZL7vsOjdC4F7ZCiiG2NdkhZ9FtEbKfjvXTN3niH9Bb95tFvEnuaT4vjFcKRX1Qe314Kj/1BxdfaA5/6XHZWapncn+KFDtvkwle6zP1cNn/uer+kee66x0HXcdYZyRIkqbfPHbaDrnQe+mAn+b9KlvkkKJx++9+5Xk6n39iUMtks1HcJheWmsO/hjD/iWsdNOvexh10gXhGLF7uq0BXProkXm1J+XZuHQ4ZtzEHJgTRBB9X3+QwpVMKt1oPqdxBXqedFbQ9KQS0OSubII17r2/qHU15A5UtPdecZnuqub9f3/1LLP+ceJOh7jEbfjuaLXM9eRfzulBuwpwIc3dVwbb3vg33nHpFHecFZMvqIPIDi5Z5022WJgFPUU9TtZTI4515gTkwWccfMW5AYT0Gu/OOS5tkoLli6UKLc34hgrIz/JHWvc86vp+ToSVtkH8kuJVFcj0621V/9vbX/MVQuHj5+6sS4ZSmSqYjSh5E8/txNfFzCEgZLeX4mcnmZnPscxVnOvnHIftPu9nzOSrlFeKcqH+fjRyUnR98hedzXkO4SrkekJKtR3Pqwi9fDo5fFToueHx/D7ksMLJOt95cp3/zC+c3zUxNSUiXTgn4LLNDLV0wvpydCL1ap8DlPveTMUd8LYGPlXx6dnBCXsHje/MW8tG4cRXiXgLXjIvF+DOzLRKO+l0f87Vnrm122bj3+4g2Ddw15I+n2lc6TT/9F/RBH1vJXy941SdbMQtczZfmvL3+VY8AxMBWy36LSWVL2Ixmyz7ZE6YSkvnMg9scS+Y2jSyW/I0td98x8PO5BSSOjRj/ZEOmKH/RM9xSly/7Cnc6kk85KB+0ZBzPOeVay5D0nWcKIsz4Lcd0X44ulwImKCWBcj7GdbDoD7wghG3JssEp5xCZ2Le+rdkra0Dsz5BtmJiozDTvzj0W/nJIzf3fK5XGqNI+l+2fCZx7psilNrpDOx0u6XdQ2xHT5lKZQSOerky72+bsOlb70YOyxf5X1uqMo9DjCUebilWVy8f2/ya0/+ef3qP+8GSYTuPSOMhk8tknHVsWP3W376NF/DMg7mroR/kUsT+QL1Pb/TjKIzS+47+PjIPv5MjlyhXrPTtSvxH6jKE0GcdbJth710oT3Hd+k+4v12ZJxQVwnS/iKTpbIWztZ8oIWmUuaLTLz9/KC7HQu5sfveUY6nXI6cUR4qEWsT5NQn3rpsilNAXHaG552wNMFUX56esn2lSz5xMW+7uf/+LMHSSv19YK6s4/pZAl7OsQSnNDJQy/jBL3o4SygPM2kz1yTZIl6J8bsOBjj+h6bg86RdvZxv4jw3bsectX/nVR3VM9vJQY3QP3ryS0OpD48SLIE95MsSZtnSY4nZinhqOOgrbOkrMxZkl75s/6vqyX3tk4WW3+1/D5Mbta5Erlo4xGl/GL9tmLsuI3aaTLlRyzquxXTd8SF2bo48zqd2JPe8cQeW4cTe0ScvgLO2AfUMUOA6Dtb9LAU7upmsa48sYfnJ0me37zXwxn5DI1Psqnvf8Y7TjuzSzioDoyluySL+UnSyS5Pf9RB8Efe/G1B7zSXv8UxyvYl+0V+ESVvf/r8TSsGJA48/WmP0XKXl9459d0nTQIGTYka/u64d//206E9y68ZuHBYuKv+V1P9ky0+vKXXP8X2L+qX+yJHixN7cokzO3nq10fQL/z2V+SnRb/9IZ1HCf7eV7PngPv73zTpvqHzYiGdn066gq8y5ICv1HRtWLpzlC7+S3c6PlbCEil+4296LQTpOmjSNaXzR4V0/pp0yyYMuwvpRmjS9aHzAiFdgCbdqz+du4B0MzXpbqBzv6PudGZNug6f3l6o9Q9Kf11cIqel0tiUfsV6kIR66Nx03ILZllUHjh9Lj7x3h29Z2oHrWjXb+/Izze6Y2nLOX5/wd9X/v/Ad0TL5ltu/eu1i3zMgxqvoiVrxPQOc+DPyLv9E40Gw8t5clHGN/r6+ov6e47JsShNK/UxRtvq8dUpiYnwKjTMXCeMe/ny17s3R14v2FOaq79wQ42n73tJDo+4avXze56+16L+Ix3Mt8Epd7K69QYtwg+B+OVQjT6vT3Bkb5FjiJ3vc9hz/vnyUOD6cHh2fGqOOILXj3InCOFcMj/cSvpCFh2jCU1g492/i+6Fytqjj5mS2r+hyvA+gX79+LuZxTBqDShfLQ3VdwNhjPEvnQax8vP7FcS8vn/K9uV3lv9fmoLBFRPx7bQ0eVd8LV5E9PLa9NHfKxm9eiIg92k95LpVklJJtZjpLlOcN+9HAXdlf9Cz5VwrPesJTnpYi19FYaJ1q23rvz+DtK1mxsUWu8UTNvj/j4sPzd9P4c3fV3p+RPMTaMWotzReJbUSWZTHxWnk+gm/g/oDv/1MC06muqPShJrX+9do53mtW0boRj1cydJMcdr+nnxlE1H9g/4F8PlrE5l02dT5qzX9Ofz6KOobcWJo/5tN8IZzNI0PZb4ZmPon4+LY4n++BxHJEjn+127k9614etWeW0n3dcPbml5R8vovlj8O6n4t9f5+56MN9Zvsh9f2IeHefor/H1Pcj4nvJVvY+ivmpKSmJCULziDychvDbUmOW4Y1obsfZJwbhcQmLEt2xwSc+QjtLio9eEBObGL8wJnleSkxaCovwTLt/dC5DeVxJktX2y8/nLYxOXqLIWXCDOE9116OzCdJ3mB+9jK8f8HcE5JMui2g+lkc2UEq/mNsXb3LrNZTaTyk7D6LjPDouJE6iY1sGzUXo10z1HU6/4Rlqe3NQ3ebdQ8cZ7D2A9BtFnEucRJyz1i2f48h9YZOcRT4+64375bS/b5Jzd2xWfL5rDWb6BtnxgrpmVkLXHQ9vlmOJS56lMPP9ci6O/ej3EUpHv9JOuh5wv+ygcztLl0bhJRQ3jTiWwrPaHCmH41jXgohnrjsUv+LoU+3W/zX8zY+3fzuu4dc/uxa4rl1aNnxuu3rX4/js7jOJuRsHfRT70TNrY1YeNjX85ceH/rbvSM9PTwx/4/nVS9/3nT7KktWy8as7wk/G/HfD40tXlp5XmtvMQWOX7Fg6I+GBsb+N7z/I1tZ2KGWluP6C6nTbB/3//OltHvbkurbejnpNSY5OWJYUnRyTkKKkJxcQsyAlZqE7nuU+l90tEuRmHXkR4THJyWREbmuZ29w3xYVDcAYz7205vxsb41jHb5LzBmV4tHPzZrIJvNdAUt+bo/QR5A+ivnXP1fgYKX34fXLW5Ps80h+Y+/vrO+ff+vorNw1ILPrL8eJfBt13/QZBjv2kpxwfJke63lOOHwuPvcEznOcbMdEz/IkZOz478MPrR6ad/fdPXzS7d8uL+W/sLHooaWpn680/+u3u/s7QYRlzxPIUVbE8sz4YvD5ihtz+t9tzowLWBBRvfnLljShP6Gj32q9j1CY5dMgW2T50ixw6eZMcTOf5k9XrjsFb5NybN8hZ9k1y7BSKdxNx5AY5l8KVNoO4I4jpehrSkNw0yBpOsiJI1hRVTkTYFrmE4oRS3NiZG2Ru72EPFbn29droOGpb0Z5IYtt2CqcxnPl1dp3O815Tx3QZxBEUJ5fC7NvU62YKC6fjfAoLp2MzybJCDnEYcQQbCwbTcRYd24jt29Ww2qQPXr/SpkJZz86yvNiZNFHfzkLnbvEI7/HitBansud+k9468Pxv1pI54z4bfChm66gxI+5Oe3/4D0/sa3vAb4toZ1YdO9OjhSMXrhzhO+R4s8HdGkpnf1u8fMTfPxLlZFXRXrdHje32zebP/7UqNXbJv5suOTD955B2Hv7E5Quuf1PxO+4+Sul/VT+iBij9lbu7kdx+xt1Njn1+uPKdRrzrFnMOjA9xia8rZyx39xOucQjhdsz21OugPh1avbV1wh+fNCpq2E0od57GXzyVcEvAT8kb5wzqM+dGHi+S4mkH4fn3Xlu68p8fxZ8JX/BXMd+sWZ759rnDt8mYDotX+a9d14vHi521STYv9Iz3R+MXF396+GTHlK/PRYjjVe387pOdn4z9S1i9yLsabHDNh3LHUl/42EEPeQ99t+3WcwnfTxgbHpzB4+XszJBDtxV57NPPfTnhluP1nnoiuGtpE7EcoXM88SVlr/3m9ZiZXb579amhYr5aO7tnxf7+u04+eiTki48aIR7e85pOYwbYhfRkGc1rrB0XCRTK7kPdu9myMigpbx8GXWGrC2XznrOyzSlZolofVnX/wAkFt92crtim+AxLbJZQhyw+2iPSK22ZrqfvKFTCi9uf2GNiY9pgQUbxWvWZEB4efnZ6M2VOfLdneMYLDe5W5s2jQy08vJk4L79Hfb9SEB87R1luRfgdIf9aMO7nZ5RXvkBpxQ4aQ71xVv7+xRSrSWNcKJ+5+ZiZCI5KVfPh8vi6ds7fPPMZ96+ghsp75573DG/3l7O7Fbya8Gfvm+qvZKuR03f4/D+UfAMlixiet8rvsLYNAGeDvNBcZa12sVo/6eJ+H+Izq57ZfNeSwy3fCP9x3X+e7PG1q/wPUPlprpt65IdtKH/ODJMJHM7qWUtRi/XD81Mli159Fv5NPzzfWeJqy0VHT8mFK7soNpJ1Tahu/LTennLWnt4/WUk/yW2P/oI9Yu7OjwupjEmryuSIO8vkM+eGzo5oELbOVf6tVH6ygZymPQ6g/FlP6+MN66Zvr/Yfu+rGtyWe0p2DacstDVDfnZw5W1+v2XFquJXVM7e7vK1snK8Jd2x1+2HIT1seosg3/SU7u/Xml2KX3tjpne+veWaPq/wPUvlJP8eSr00X6z9tkpf6v1HfvvT6PqXeilX9pDP9cJ8RO1mVE8SUwdcaQ5d08mhn6+57pqcS/0H2zntNPWd/39Uj/r8d6nvaMrt6ttefHy5RHjF8at+2wZ8/cvcFV/l/KpFhA4dGSCux/ut4WM0Hj0LZ2bpzduQX+G3ZbIB7rBExWtBPjHrcxaQ+eymS40SI0n7Tenax5NM8RzpFMu4plOf5qGUIn4K0JSN5vJJNBTLi5f1cKKevKZQXsHjBPN6XnyvlyxslWXK2kU2/ulFOoz4sn47TKMwxSvW1jv1fuO1/G9PdG+57lcFpNAcc5dnnSpr76hJeG8We/Of5FlxzYk/odne+djrOoTDHNaoOxHwjtqv52mzuNfsMaoORFDdzjiovZ3qopeTphhbrbLV9mdEOBpzYk7dMlRfaKUPePlm934f3wqevzpDD+lA/UlxS7v6iqdw6jbdf9zpR8Q6y/7ZH5MKd1L/4uOXsfRP0w8gmCh0c2UyhVzzkIF47hT4aqf3VxqsKLlHe44+BPhz56COgD8rFm6vQzyNHKPQzy/fnS863YtLi+3nkV0cVGrn1AdDH5eQ1VejQSO3vpeKrqfqoL7l3xSr1T+29mOy0AZ2J9W/Ul359VVZex3i13dar0H+6/Vj4jm6WtIfd/iRr3Ik9ac17WCKJxRI1rUSetM1zHdPDjzXwcfmxbOlZ6TnpeXf9X3diD3zAXukf0mkCVDy3QOn/XH0Z+QWw0le9d3wPX4/9UaiEsL4fmPEwQfjt5INpjN0sqkC3ijIa6/epVSKNRLtJ7U/xnl22h8x3f70GrvvduIcGNvHtUzgI8GVyqvse42qmN98sxdL8EVy1wjfx4eWPPU2+P+jEnqITksVX2Dsn6oT/lss58MQe+4KNMvSEpv4iCcj3LzCL9V1KmEoZrlL2fR5TX0l6XpgAnt//vhkPLBXRnLeEeKG5QHe6bw6qufpuz8u001XfEsphZftFxPp2r8/nj64V9S138Yl8jPr9xzT1DfTKRorVyq/JrD7idXe6NNK7PH0KPad+uyiL/VaXMu+pmm1a4RPk7VLOLsQX3iFAHNnmR+W+l0nuZUJ9rSI7iXq8TAYrtQM7zqZj+V6XvDS6lvZ4BXkLdrGb4u1mcbM2FsrZSzpYFHnwNWvIb+0uk03l+pX0kYWb2Z7SJykumOKd3MyOxXMhvxI/yRL8KemWnWcG+FrA0rsfK/NWEdcwKjOYj+vzdje09PApX4hPTdZyzw9k1VPf0r1MUt+5j5245rLjeyKIuX/OFtprNuWT/YTmfRVyhId/RnvFOypyqE6LL5R49c+OXdV4l46X9lryiGd71fXP8ho10NyolvjnFMlMujBXWR/3e9Y/pRu2y13u8o5xpu4gZhWlAXP/LL4HOZvCwRL77lMmHYOL7nHbKcKDnj++B98yQ7jy3lt2n7SY4hbvEt6nT8fgMGo/yncHKB4MGbYFLsX9bJafSQ5S+5+AUayeYthvKPNfO9l5c3Y+mZ3bVb8m21j6YBZ+C/vtxOJnsPMgdj6QnQ9j6a1qejObDJpvZb892HWJXW/F0s9m18cpv37ydLqOR46mE88gnke8iHgJcTxxAnEq8e3EacR3EK/AC72I7yReS7yOeD3xRuLNxFuIHyTeQfwI8aPEj+EFd8S7iHcTP02cTfws8XPENO4y/Y3478Q5xC8Sv0T8GnEu8RvEe4n/QfxP4n8Rf0h8gPhT4s9owpdEvJX4HmKqN5+HiZ8hfor4r8QvE79OTN2Az1vE+4gPEr9DXER8gvhb4pPEPxP/Jkm+mfR7nn7fVM4/9ytvnuKegtDd6lrdzodBr4ttyO6ZqpO9au3HW7yqpmfjyzVu329bq3LW8qcu+x6Iiw1X1jXz/qYct/Ux2U3+o6XmpmipBdV3sMnkQ6yMtrAPLvOpMvmVp5Ry4aN1s6vJsxjPZIxP5k2Hh8GmDeLJ7HboaDxu8HGoujdcfD8SW8Ly1ywDm6SaIy7Pl+Xhz5aqGrDlrOaS+rgKttLiOXblee+kp8r7atJfGO9n2BJcetHT5O+eVuO2cceTpGfK5DbPKOFDL4KHMB7MGKIGSepnQfoxRrxJxKPY9vwOkvszIJiKm+O6qnrOHXfZ3mVnqoRrG4nYfDR8ybj5+ClTGD8V03ixOLv8+77E8ZOjyQfmOVj7e5Zs51nv89tql5horHBa5fFTDe/Lq4nv/ISTnsCXoopVlG4VS2vSr2c/7RIHaC+lAfPxU2XfU1XeL/tCmYxvwWLewOMHPVfxd0bnaDK35WS7nkmKfA7fFFJ7y5JX1PBotodMGd8v2+GeOy3YIdmW7vD4zuilEC9XuvB8En+ualnMQte5WG6c8+8mYR/Z1wyjPEl9vqjYy/NF8FnKe+rSaTxKusO8iI9Tg3osMmMepujk5Wy83lYZEICLL7ifURPHtaUmyQLutTQ6RZFrkSxgKVCVay8/qFAcqR/joVQRNkeZbG+yyDwMzw6y4+F0HMWOR9BxGjsW8xfxOl7yxCuSXvySF7P9+f67pPvfMkWAN7/lYat596nnr8jqfQYe33byn6Yg8Df/9Ihf8K16vp/ihwZIFr5f98fmkiWzq2TJ6E66CZYsQW0ki5XhEvHOj166SHo1Qxb3+WK/edQDhXLURpWTpQ0uOw8n/UfM72Dh9sPtoaLvvq7V00vvRebIF9xtXU9fWWQPVf2ebLcqdlbIJzF5ca/oO6JTohOieynlP73RVT4HYcIXZrXPuUE/vSlhb5awNxL2JgPElz+kQkV/Wrm9+OWmR+Q+whqr2EmNk9zfY+bvCS0cW6I8Z1kRKd8t2kNzsZVlsmMF6ZF+81d47hfNeoPa2rNqe1Pee/k8+Zlmqp0o3zt5daMcxPYpQRa+71aRvq3CM0kY8A3sFzOo34LofmGDFs1f2K/fgP62+QP69I2OsSnUjz/SarKxfinnl3L3d1sjvwWJS3stiE5ITIhbEB3f62Z8VqVXRHRCTHyvqTHJt8cpHz6GfsdPmHJdbHQCXbCGUqy0btIpZT+eleFR6i/Hs/+IfU31SSZhPtJG2Jtiu/Nuf+uuuxWfW0BpQ1i8PMFuol5zfy+vW1XKPX58EuobD8zhWbtzbZdLPumyqxNytfUIt+9+gN8zj1/jj7oIfYnm6sSRr6A8Jb4YxYbRccHLVJ853vvIDsw2JEpb+CLFM7tvLkd9pz6bi9Oz7HmRwm/Lh/Fy8vUE/GbtW63g0mt34rqDGK+waL2c86r6PBl/bjjsZvXeOh62E/NTIAjKKfrWKYvnfZhfgj7fQ39jp+kG2ZOoT/gOBdOdj41/keV338B7/Av3qnjEPEtfVsOsQrkzbl3jXxS3xj/jWHmdJFF8B3EOcTjxNZL6XJdYBjybZjumr08bXyt/Qf3OvZ1fV1cCFT2S/5i3KDkmhn3het7imISY5Oh4qRvMJDjdLMWO9g9xj+Wc5d5rGjtKquj6zClShddTpUYKjlRqW0Oi5y9LSY5ekDK8d8rSpN4L56cu65kQN3pgavzi+IlLmb8fO37C5IYWaey8mydPiJw3bgwd97PRH+lxSWr1IRWs4xrxO+HF9X5WdFP0xccez5WwOa9i4+mj7/YPf7FMrrCc45rNVZ6A+3G7XPJmjLnk9RizfW+MOVfoT0K41H/EmPPoesRbnte5vwi7PcSiN1Dk6xe+gr9ATRXdqfoK+9HV/tIet79IZ4POgsWdLJnEXNbD8FvYb0Zxza+WyTbiIjqOfVW/DedTOMqfRm09k9hGZcxCXKdTRt+RS2H7kM8P2+W8NzzLJE4LFtL17BPr5bDXPL91btLsN/RG6dnrXyvcUHF/4IqXWcV4zzjlwRe5NBz5plMu3HsJ6Qoo3cdVxFXklEMqmRx2q8Lk0dS7iv2DLM/pVrX+U/pYs5YWRPWp54frCinr0GGSJTK6iyWLGOvNCQtjksXxfVRumQxOik6JVcYpdAxOI5Zo1LU8LmEh+oMCSh9x+9umiOVvm7LS1OeywilO/sm2FvtE9fUDbV6i9k2M8c+XL4dYcv26WgpWdLK4vrNIY/CSTW+Zcu73HIdnsXH4Ntk9XpJeL5PRhpKkL2RfoTzBLDyzq2e4jYWndXGHw86i2ocq92EzhXDeF7n60VPvur7rLS1n6/ST1XRF17rTCe99sGCcyvd5J0mSxc7u6/J+6AL5US3j26rYA4pvDfdgceaTcOub6rNJXwv9WDy7HxVX8W0cVzmVPYuxh+XixYflpH5dLNt+/UMOs5+T0xO7KPUxpE+v/gOkEjn9uc/U55lovBpGHP78Z67xeMntXSyONFf8gX0kpW+s0H9lvKbqDTGV97fQmBdzdtSjcu4jWRwj1bFs+fEnGRf9piQm91oWs2xZXGKC5/wT988ahFpCe4RaShqFuuZbbWiOVRwiWQo7k2yaa5W0V+db+I5hZ1a35ecPsOTE5f37DO7fz9a/nyTFLLPGJSyIT10YM8SaEhtjTY5ZmpgSY41OSooHJgJjXRi30JqQmGJdFpOw0BpNMZLi7+ihRF5KcKMXx1ipq6arC1KTaRxtTUqklHdY58cnLlgSs5AJdSVRDq0pcUtjElNTrDFpSXHJMQt7WBOTlasJMSnLE5OXWBck0ph7gZL78uhl1vnJiUtiEnq51nXhmhpzP4Vx85fU/+Wgb6V2HkRjLzzbnnu0vaXNXvX7swVLQyyhdIz9AIV721v60zHsL3JliMVOx3iQzrEixDKRjrEQmvdwiCVyr/oumaK/hlgW0jEWnqP+EmJJomMsROdQ+Co6xgJ1ZkGIJYOO8Q6LyGMhlm10jPWUjO9DLFl0jBqNbdDJ8jwd4+1HJe92tOTS8V1oywkd1O8yo2Q0tPEY25R30Q21g4f4+Pin2Rr5CNakMEzEeywDJfXlcHrr4CYva5n80fd6oq7ZdApDfdyitZvN5hlpaWkPrFixYjUdmy/WJzPMMxjm7peIWYtbXIdvyLYjYQ2+C3M3Y/z8/CKXLl26ee3atRsaEV0CZtyHGM4wt7tEzJKOrgOYjEB276Adn/ph9GkymWbOmjUrw+FwbA8mukjMMFc8Bn4tk9v8EjFLldjINcztdGf3GNB8ZoaHh6996KGHdoYQXQTmqeyeBDC3rSZmycu9moZsW05LZts92X0SDNVnDR8+fM0jjzzyRC+iKmKOYMuv3RjmZmxrxKVilrzYSCMmG7bdibVJ6Arb2+b2799/zRNPPLGripgnsXtBXdm0oymTL1cDs56N1Gf3xVow3XRhU+yRTG8LnyaqIuYJrD2jm2vF6rAhw1yvGpi92Qi37fasbgewWyCRu3fvfsqHyGvl+fj4LlmyBDd3x7DyivfVGjDd1BOmexd738hUgY00ZfrpwPoF2PbELVu2ZLYm8iawadOm7ebMmfMQ83N6/UlANTFXZCOBGtvGMsbIm2++eRXpMdFk0t2pYpo8efKqvn37JldgF5dqyxX1kf4a3M1ZG0L+ffz9/cfefffdDuonV5HLbmNSyadJkyZtgHfq1KlbyD6Ga3wc9xcB2vHmhz6Fsrf7Kg3Zqn0Qv8/yTpncl2Z9we+o94vUcazn93kye6vjd/e4mMarf2XjYkqX+dgROf/MF7rrzBKNbe1vxCj7Grn8vkw+f04yYtR9svS0o9xznHrPwXFckX98IduGSZZw1lh+kNR3JC6YskWW7BFS9lnJgkrMPauOpbHGo8xj5DIZ901D3z9gLhS/f/cuzV3f1dw3ffjhh8X7po/ufd/cDvvA8qn8xNM+OKA7nglaHWqp7n3T1sIpjtPeL3/ftLVwXbNSM7q23DdNf69MBtMEVTkP/pC9l9BPqlRHr1C6V95z3TetMv1GacDQUz0+KO3YzRJGOgx+V/87VNr7qLEUN5zSID63F3HfSATVP7ii++zcXsJJVuT73u1FSgmpjr2s5vbS9k9gLzn/KZPBrpXXIlU31vf02hRuYLnpJKU7ydKayP/oqcvXtKxcWCfSFVi0FzPVbex+soH8qtlLJsUNy1fjw15iXy3w2GeUTvLTWZ1k73fv4xXtJf6r983YzJRG1zOIt72mvy8j9+ma9S8YgOfuUmWaTF0tevsyPO8Pkb30Xhp91e2FOpmiD8pkMPU8y5U6YbrJfUpPR8qSxnXKPpl/h1oyyE8Xvhtq8ZPKf7MvTPjVkoN8WCzN3aEnXv/wLbZ/hVrQ7kR7ifdiL1EUFz6Gx5dIZhT8QGqosp5nJf8ILtiv2gzWZ/i6oHZdEb50AY0yzrDr25hc5fl+kgt7gxysZ+K9Z+J6po2u2z5076O10jE4/ENXG1zH83VQvg7KN+kOli/FQb6ndfJNQh/I5CBf3G5W3q9Lep+2X/XDEhvgivfXQ4/vUMKj3lH3L2jDIz5Q9ymUX68SFqJsaWEL+tj6DbRJC6WY5EXa/QNFSSGWvNtUtrLxQ2zD0HLrtcEF7S1667XAFZ7SySLR9dCP1PIhd57Poy+HWHLCJEvUhS7Kem4YxetKeENYPuC1H7F9ysL6qriPwVdjN3z8VdTKx1LS30cZj2GtM/boF/554v4vkgsW7/vRxRZRgv1uurfQ/xhlEHmA7JgYA+fQpat9orqy+0Q+ZfInjDGfUd5HHUhxzxLmjyr3hyFsghzGBr+vCPtbMik/7A+cP39+EY3Vj86cOfOrW2655eukpKTjCxcuLIqNjT1Gc7fjd9111zcpKSknli9ffnLlypXfbNq0qXjNmjXfrl+//rv77ruveOfOnT88+OCD3+/YseP/cJydnf3zk08++SPNs37CL84RjuuIh2OkQ3rIgTzIhXzkg/yQL/IHDuABLuADTuC98cYbv5w2bdrRyMjIr2je81VUVNTXImakETGvXr36m3vuuefbdevWfbdx48bizZs3Fz/wwAPfb9++/f9oaPnDo48++gPNv3/Mysr6Eb84RziuIx7iIx3SQw7kiZiRn4gZeIAL+IATeDlmxOGYFyxYUHT77befpHnSscTExOPLli07sXbt2m9XrFhxEnpAXlu3bv1+w4YN391///3FDofj+8cff/xH6BL4HnnkkR9oCv4TfnGOcFxHPMRHOqSHHMiDXMhHPsgP+SJ/4OCYgY9jjoiI8NDzvHnzFMyLFy8+duuttx5LSEg4npycfAIy7rjjjpN33nnnNzR/+hZ5ZGRkKPbBdb1t27b/A77MzEwFO35xjnCuY8RHOqSHHMiDXMhHPsgP+SJ/4AAeUc/Ai3LQPO3ojBkzjs6aNesrpIHNLFq0qCguLu4Y6u222247gXqjed5J5CfaB+ocNklz7u+BC/oERoTjF+cIx3XEQ7hoF5AHuZCPfJAf8kX+wAE8wAV8wAm8U6ZM+fKmm276cvr06QrmuXPnfh0dHf11TEyMgpnbNOoNukA9irpG/qhr4IEegQ02AJz4xTnCcR3xEF/UMeRBLuRzW0a+yB84gAe4gA84gXfSpElHYCMol2gfqCfRPqCT1NRURdfQBepYxA2dom0BGxh2wY8RjusiXqSHHMiDXMgX7QL5i3YBfMAJvBMnTjzCbRr6nz17tq6u0TZEu+Y+BPnDZ917772KDlHX0CdnnCMc1xEP8bmvEO0Y8vV0DDzAxW0ZeOH7RPtAGoSJ/gNlX7p0qWIjsEMRN/SVnp7+LcKBCfYAfJxxjnBcRzyuX44X4ZAL+chH9BfAATyiXSBswoQJR7h9cP+h1TX8DPwP6o63R8jmdgK7hM/ietcywnEd8bg9ID1vd5AL+chHq2PRLwMn8IaHh39xww03HEG5uK7R56CeuN+DHOTDcUMvwIJ80RdAZ7CBVatWKbjAsGF+jHBcRzzERzqkhxyOF/KRD/dvyB84uI6BDziBd9y4cV9odc39nmgj3PeJuGGHXOfAgnyBS8sI51gRH+lEvNy3iTbB/ZtWx8CLcowfP17R9eTJk7+ET+Q2wv21iBt5w+6gB1xDnXPsYNgusHHGOb+GeIiPdEgPOZAn4uX+mNsE8AAX8AEn8I4ePfpzrmu0Sd4eMR4RbZvjRv3BF3Gdo+1wvYNhn8DGGef8GuIhPtct5HB7gHzRhpE/b3fAxXUMvHa7/fMxY8Z8AdvhNgKfgvEJysRxIz/YGcqNa/CpaDPIG/pC38Dxg2HD/BjhuI54iI90SA85kAe5iMfxIl9cAw5uE8AHnMA7YsSIwlGjRim4ofvrr7/ehRt9Jdc3t2/IR7uGbiAX9Qp9ifi1zHEiHuIjHdJDDuRx++X6Rb4cL/AAF/ABJ/BC9yNHjvwcOh87dqyib9iOqG/I4e0Sdog65NhR99xmwNAfcHHGOb+GeIjPsUIO5PH2hnxE/QIH8AAX8AEn8A4ePPjwsGHDCqFzjpv7P6Tj9o32wG0FeaBP5Xrn+MGoazDw8WN+jcdFOqTnuoVcyBfHE9yvcbzAB5zAO2jQoMNDhgwpRNlE3CgftxPIQd7cVpAH6hp5wgaRP2wWeuOMvlg8x3XEQ3ykQ3rI4bYA+Rwv8hX1C1zAB5zAO2DAAAX30KFDC4cPH+6hb9gR7F/UOXwl8uB6R51CV8gDWDhzbJxxHfEQn+sVciBP1C3yQ74iXuACPo4X/oPjRjlE+4bdIx/UEcoOn4O6FbHDTpE/1z/aGXBxxjnXJ+IhvogV8iAX8pEP8kO+ov2K+gXe3r17f9q3b9/PRNywG+5PrrvuunI6Rx5c76gz5A9bBAOPlvk1Pi/ieoUcrW6RH/cPwCHiBU7g7dGjx6f4Bf7+/ft/huuwc/Q9SMdtBbpCHMiGPmCbIn6uf858PsEZ10WcSA85kMf7Y24LyBf58/YGXFy/wHvttdd+wnH36dPnM1wfOHCgghs2xHXOsaPeoA8RP/SEugUWb4zrfEzGcUIOtwOOFfkhX+QPHMADXCJexOG4e/Xq9Snk9OvXz2Ur0IuIHXWNuuP4YbPIn5cBbQ2/nPk5j4P4HCfkQJ6IFflxWwAO4AEuEW+nTp0OdenS5ZNu3bq5cHMb5zrn9iJiR/uAbjh+MGwRDEyceRiPg/hIh/RavSIfrltuuxwv8AEn8IaEhBzCL9KFhoZ+wnWOfFAnHDvqlmNHu4C9IT/4IeSN9sXLAYb++DHCcR3xEB/pkB5yOFbI51iRL/LnugUu4ON427VrdxC/HTt2PNS5c+dDXbt2VXTevXv3T3v27Omyc8gSbYbj52WATF4PWubXOEaOU7QBjhX5IV/kDxzAA1zAx/EiXtu2bQ9ardaDHTp0OAR5qAOuc9Qlx26z2T7j9g6dID+0K54/t/+wsLDDnLl9ckZ8pEN6bq+Qy7EiP65b4AAe4AI+4ATe4ODgj1u1avUxztu3b+/SObdzjh3lFu0d+Yj65wwsWhavc31ynNxeIV/Eivy5boEL+IATeJs3b15wzTXXfAwZrVu3dmGHTkTssEPUFbd36AP58TLA/nhZwGh//Fi8ztMgPbdXyIV8ESvy51iBC3KAE3ibNGlS0KxZs4IWLVoUcJ23adPmIOxGq3fYFdc9179YB5Ux1yXXJ9cp5Gr1ivyBg+sW+IATeJGmcePGB5o2bVqAMkAHLVu2dGFHfXLs3N5F/GhbaCccA/TFj7XniIf4Ik5urxwr8uNYgQN4gAv4gBNp69ev/1GjRo0OBAUFHeA65/bC9c5thuse7YGXAbrh9VAZ87gcI+RwnXIb4HrldsB1C3zACbxms/kji8XyEWSK2FGPSIM64fYu4oc+eBnA6AuAgzPsUTzHdR4X6ZBexMntFfkhX+QvYgU+4ATeevXqfRgQEPChLMsfoQwNGjRw6Z3bDLd3yASjzrj9IE8w6hMYvDGu87i83sFcJrdXbgMcK/AAF/ABJ/Aiva+v74ccO3QiYocNct1Dnlb/sDfUJRgYoC+ORzzncRBfq0/I5TpFfiJW4OFYgRN48Wgw2MfHZ7+fn9+Hot5RF0jbsGFDpcyBgYEu/fMyQDecgYGXhzMPE+NxjFyfkAv5yAf5IV9Rr8AFfBwrZ+iCY0d5YHNIA/tBerQdyOP6R/vlZeD6AQZeHvhcjgvM64tjRHquTzDkIx/kh3yRP3BwrBxfRWwymRTsou45fugB9cZtiNcFZ2DhLIbzuDwt1yfHyXWKfJG/N2xa/Npz2A/XPeSh/P7+/koZwPBXyJcz/BiwcMa5eB3xeVrIgTyOE/mI9loVfFVhlJ+XQawHzsChZfE6x8cxVqTPyriy8lR0jnyhH14eMHwaPxav10R+dZGrW96rfW7o29CvYc+Gvg39Gvo27Ln2s1nYHyi+X9d8tkwGa/YHSnr7A9MoXgZxH83+wLzmZfI+xkiP/X/hByhu+wuydLZ6+wNzz6r7Aw0yyCCDDDLIIIPqOuHdF7OJ0hnh2EJUW/F2x4L+/7P35lFVn+e++Af2FjZb5nHD3rCBzTwPIiDzjILKIIoyKCIyGKOCU5zAgCMOmMSYahQSMzdaM6ltYzOstuk6OUmT9qZp181ZK7fp6j33/JHT09u1zrm3veH3PM/33YZYNDYxUfPbz1ovImy+3/f7vM/weYb3/RJNXkN/IEomutPm60b0IdHkdYif5aucP/JN0jKiyS+hJUR30px3En3ZnHcQ3UlzZn37sjnzZ+6kOT9OdLfMeQbRWaLJm6A7Yc4eRK8STd4k3e45BxK9TTT5D9DtnHM0Eb+cbvIfpNs15wyi/0k0+RXodsy5iuh/E01+Rfq257yU6P8QTX4N+jbnvInoM6LJr0nf1pznEN2K+X7bfG4j+r9Ed9OcmcqJ/kx0N82ZKYvofxHdTXNmiiT670R305yZ+Py9d4nupjkzuRNdJrqb5szkQvQ00d00ZyY+7Osg0d0057sxTrmb48G7Me6+G/MbnJP7H0R3Ux6JKYmb46fJ1/03ogSiOz0vukURf38n8tdBDnKQgxzkIAc56LtA9v7AC1POQY6zfubGw/7/G/UHPkKfe4ZGBr7YH/ix7TO3P6hB/9XJebr/+f/cxgr+6hZOn/86/YHrJz+7+r7CtNdeNYS/+aph4qevGvi8xvBobd5pG14V/Ng6+le3Yhp8XuNQ+GduBvr9b+n+8h55fPG9nTn0ex72n8fR9zzqwj/nxXXvqz6zvv/v7/tffF91nenue4F+fmHKfSfoex6/mOa+E3TfFXTfFT/T7vuI+kxd19/fd33EZ25D6jrT3TeOfs/D/nMTfc+jOOLL7+utPrNimvv+K/2On5mvM919J+jnE1PuO0bf87g8zX2LXyce033Df67dd7/6zJ8G//6+KyI/c1uvrjPdfU30ex72nxvoex5pkX9/3/fovh/TfT9W94X6zNg9f3/f39Lv+Jn5OtPdd4x+PjblvkP0PY9nbuK+W9VnLqz6+/umjf3VbYW6znT3NZDuGWyf3/e/6HM8wm3TrO+eHxk+phG+90dy3z+p+/5p14/kvj3rPn6FB1/nF/T3puj/kutMd98h+vnQlPuup+95PHIT9+1Rn/HeOc19n51hrFPX4fvaX4xwmfT59SbNbtjnwe+ufL30r3Kt1/e9Lufd/uuRv7r9F40VUZ994T2kdWQTVpT91c2ffsfzai4gO/XMW4Y/PfeWAefeknk9U8DvQOazqX8u8/rX1I9f4fdfXc8efHxEu3fdNPaAbdCKgP8n85iOf6/Tz1+P+px/F+h7Hr+N+nI79Iz6TPE0esk2aExdZ1r7R/PKiZ5i/+j7OGUvp/KLeRVO1/hplXbdq/Ou/H9uphoa9N9nqwEvL69/dgzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHcAzHmDqgzilykIMc5CAHOchBDnKQgxzkIAc5yEEOcpCDvk2yvw+L3z+3/w4hngvPid+NdrfwMZFouveh3Sn0B6Jkojudj25EHxJN3uF0p76XbyrdzPsQ7xS6097LeC1NEN0tvLzT3stppxlEZ4km7yK6097LyuRB9CrR5F1GdxovA4neJpq8C+lO4mU00b8QTd6ldKfwMoPofxJN3sV0J/Cyiuh/E03e5XS7ebmU6P8QTX4H6HbychPRZ0ST3xG6XbycQ/Rd4uPtlss2ov9L5ODlraFyoj8TOXh5ayiL6H8ROXh5ayiS6L8TOXh5a8hE9C6Rg5e3htyJLhM5eHlryIXoaSIHL28NOREdJHLw0pFXd9R7vtv1Hq49/w8iRx3y1lAS0Z1cH/9vRAlEd1vfxpY7jHhOd4M8OshBDnKQgxzkIAc5yEEOcpCDHOQgBznIQf9/pdt0TpHTHTbuRnK6w8fdyEPnO2jcTfy8EQ91t3lcj693Aw+nPof+DhnX8vVO4+f1+Gif/ww1XG7jmDFlTOXrncTPa/mom8I/+3O40jBcZ7h9Q2O6e7mq4TKFp3cKP68nizOm8I+fi/e/z5wy3L/lYb+vUQ07r13uEH5ej48uU3jI8/eg4UnDi4b3lOHzLQ37/bzU8JzCX7c7gJ830mnDFB7yM/jS8KcRQCOQRtCUYfoGx9T7BKrBc/BTPPZSPL2d/LweH13VvNzVPP3U/INpWGiE0rCqEU4jYpoR+TXHtdcLV4PvGabmYFa8DlA89bhN/JyOj3bfYlTz8lHzDFHPYKMRSyOeRiKNJBp83kXKNSP1Fo2p10xWg+/JPURxNGIU30MVT32/RD6/TT7addpTzStIzTNa8S6dxmwauTTyaRTQKFKjWI2SWzzs1+V7FKp75tHIoZFFI02tbYTSGx/FT8O3xM8b8dFL2cRgpVM8z0zFuwoaNTTqaDTSaKLBvY/NNJbSWDZltHzNYb/OUjX4HotpLKLRQGMBjbk0StXapii9uR4/vwldt19vKh/tttFb6bRZzStZzbOKRr2Si1lqzFaykaM+M2fKyLtFw369XDX4XtlKHjPV4M/NVzKcpnTepPg5U/FzxjdgO6fq9nR8DJyi02lKn3ieC5XO36k0U613sZLPcGWfvG/Az1tpI2eoe3wZH9uVH7/TyUfNN0f5JYuyVZ7Kl061nV9XNq/lo+sU+xig7h2t/CfbxlrFx5q7KMear3Q9Rfmib0I2r/U1dtxj9zNsH6PUHNj+zKPRSmM9jYy7iJdsx6uVHY1SWM5X4TvDlLj9q/LyejbSQ+luyBQ/M0f5Rvaja5Wu3000W+l5tsLBZvWM12L4r8NL5ykxjd1G+ih/F6Hw71Q+9ij+3m2Uo/BGrrKZodexmV+FlzeykYEqlklQc6hWeK5LrefdSHMU7s1TzxWqfIHX1+TltTjSHmN7qrWyKD1grFapsHCbkte7lfJU/JCveBmmZOZW8PJGum1TMWGJun+T+v3dTPkqNipQMe+t4OV0um2cgn/C1LrlKRw+V90H3wFeLlHxWaKyYbeKl1NjbXeFD4KVTGao+Dpf8fy7QAXKVhUqf/p1eTkdlrzWTsYpf5OA7xbZeVn0DfJyqn6HKh6m4LtH3wYvp/PfOcr3ODt4+Q/FOVN9ePAUH15Oo+w74ne+CXt5Iz/uOUXP4xW2tefUZjr8+E3J5nT4MlLF25zzW6RiHt/vAC9vNb6cKpvX5jQ8VbxvVnZzltJ1Xs8OZQO+S3HPrYghbyZnGaZ0PXtKHNmt8lV3ezwePyUevxW5jevFksxPb6Xr4Uof7PkNrlP1qRzc3ZgnqpuSJ5qaW78VOTfcIH9pj4Mild/LnZIvWqt05W6iLOVLOY8Z8w3kL+10bQ3XOMV2Xi8fvA53d149GJ/3H9zK+tmX2c6pdQqWR67zcL1n3l3mx69X73HFra9FXluHtNvOqfWzqXXIViW/dzrdqA45nX7f6rru1JjoWn6m4u6pj/PcblQfv9UyeaMY0w1f7H+5Xt9GgcJPc5Q+FeLzXiJ7/0/pLR5T+4qK1Bzy1byy8HnfRjH+vm/jVtvJG/Hzen1Zfvi8nyhO+Z98henZfi5QvF2Ez3uK7H1F9rH0a4yp17Ff295L1Khwz3zlZ0qVXqfcBj5eL580NW639wva+9yi8HmfW5aau102C6bI59RR/DXGtdcqnCKP9j6jbOWvU9V6h0/DR5dvgY/T8XOqf5/aY+SPL/Zfxqi5J+DzHkx7H+bUkfIVR/J1RpK6X4KKaWKVXY9Q6x2Eb6+/7Wbidjs/p9pQey+mvS/YrPxTGL7YG/xND/u9wtSwqDU2qfX2vs18vJ5/n2pD7Tpv7/H3wxd71q/tW/+mxtQ+9QA1B3u/un0PwLXYxxm3fy/FdL3r9v0n19tL8W2NqXsoPNScjNPI4+3i45fxc+relOn2+HyTe31mXmdM3dvjim+vP/3r2tCpPLXv9zLc5vFl+87uJPqy/ZDTjW967+N0YyoP70Q+TtX36fbq3kl7dO/kfbpfxs87YQ/5jfbk3+l0p55rcLfx8Vpe3gl8/S6dueHgpYO+lHpjb5tc3k3nhdyp9vXLzja503DKdGdf6HDjs1Bu57xvdMbEjGmw9+0+z+FGZzm4XifOup3zdrpBTs9wnbj+dp6fcTP5nWvzOl4qxzLzNsz7Zs5S8Fb5tIAp+Tb7mRBe+OKevG86T+l0EzUIe37XfE1eN0zlWAPw93sJv+l92NfLn06tQVlVPj1hSk4/XtVR7H1tN9oDeStrkF+2B5/5aO+JmaVqKwVqzFE1lgR83tt4o7rprarnT9cPdW2PRJpery9uamraunPnzkc2btz4eG9v7+Pt7e2PZGdnb54xY8Z0PZm3et7Xq5lf24PAdZ50mm/Z/ffff2zr1q07TCaTxUkjZ19fX3NVVdX6xsbGo87OzgX4Ys+evc/M9Rblxpy+hL8WO39pFNGctm/ZsmUHT3S6ay1YsGBHVlbWZiU70fjintTr9Sk4fUUZvra32G+K/HJdi2uDtWNjY49YiK53QT8/v7C2trYTSsaT/gEZ+Ud6y689r8Fuz+w9fWwPuHeL9+M0P/HEE0/S2l+3Z59+pVuzZs2T0OrZXIe1Yfq6sf4rzvl6fTT2/fwcPXBNvRhaHb3rKaIvu/A999zDn5l7i+XjevtK7Hsh7DbC3qfC++aXz5o1a2R8fPyxm5zzdHuDPb/inG+0r9oXn/fRfWF/em1t7f4TJ06cshHd5Jyv11tp/Ipznu6Mh2v3L/P95pJ5aCHbO3r06NGHAoluRrHVnP+Rva43mvN0MnHdfcI6na6lr6/vyJ49ew56E92sMVJz5p6Om+2tvt6crycT0+3HrXBzc2vdtm3bA+Q7dv6j7wtTc57aW/9l+xRuNOcbyYR9X0KJp6dny8jIyHG693rye/p/1EmpOdv3ViR9xTnf7P7SOeSPW8hvnFy2bFnbdXzdzc65+RbN+Ub7ONMjIiKaH3744Uerq6u/Vm/olDkXfcU539R+ydTU1CWnTp06k0/0dUHtNzTnL+xLNBqN6SdPnjzdSnQrgPgtnPMN7QW5ioXsM8h3zL9D5ny9ntIv7JUnl1FPvuMR8iEdX1X/btGcp8Nw1+IL+362XHIdi/fu3XucfMm95FN0t9lu3Ix9ZkxUTC5kCfmSY+RTBr/K+yevsc9f16fc6MwZs4qfZH8WuZLmtWvXHiHfcoB8jOfX9INhX3HON+tb7Bi/kkR6KfmW/eRjjpOvMd0GvHEzPjwI0+w3Ih8zQr7mJPmciNuA66bO+3oxVfCUGNC+D2VZQUHBMPmc8RSifxA/2/d5fR38fDV0u07sem2cwryS/R4Upwx/xTjF8jXjlH8kHoxRcWiR4tuqWxQPfp0Y9noyYpdtq1rbrK8Rd99Mv/Y/kuO42fyG/ayoWvaTZqIb5TcItjx8nfyG8WvmN75MRq49c03ySE1NTTuIj+tulEfKyMjo/wbzSF+Wr7v2zL10FxeXit27d49Nk6+z8HyvydeFTpOvu5X7xqaLC6blN8GQIsJ//eTbH7bnRUkejqenp6+n+eZP8dcBX5LzupU58+vt2bhe/tm+9yRD6ezN5OhuZa7/2jz0VL205/HseX77GcqJN8jzf5PzvZl52+1goOL51HpK6DT1lG9jvjfCri7XqVtN7RH3/Zbk4Wb4fa3fsZ8Bf6P64Lc935upZbnh+r3O31Sd6lbUDK+tdbt8S3XMrzPv6fp2v66P+ybnfb3+jTutP/Zu6pO53pzvhp7Pu3HO3zi5vQ6UuXN85DGWVklg5vhWHd4RR5uNwwqplUjM5+wR7USx/QjwQCYmeV9qFKzDOB9Kf9zOCaG9Rc1m4zh982NgtQjvGXWyKZvk0u+PW/E8zB8hnKz0Tvi0to+Jn4HXCC4uRpFfScR5/hxyJ/if8EyZYDcbmzW/3CsJnASs82PnxGYeviVP5Mw1aCDm3tnqeXo57OHVMzfUMeix6CnmW7dN5TCieqE+uB6naVqusJq6YDKjjVFFYCzM85EjhqKtkwGIjaZC90o6H1LC6aNDnicR9AS01sQ4jB5PQTU/QtTGojN5uWde2EMhcc6uto3y++R2L5zVbmYDPpRvKhmA9bWim+OzfmdGYyulSvkOGmnWllw+KwVdFO4ZQpuwHYYxbPb1Xf0s/zTg9IuHxScjqw3aWxxtu61ooJtY2YdUEXdomVYewAyrFNWScHDult0wRvChDKP8+XxOzQjuw2+Ajc4f4w/aNm7jCnqKfGLSypTep5/BeclSpBDMSnofmCQQeS9jgpBMzCKg26rHTyjA9LvkgwiKJZ4nfLOf30AwgBX0FCmz92VhE7RjSlRGCck4amAwOufsUt623Qb3y7RolmDcT79seZR1z6lSwhlyLEaXF5ZCzyedIIzzdW+isi0AY1CpB41cedl96eqcTfhM2wxesTgQ7b6ZhLXmu2AvColbAwzJIjqIX5NoCwxnCPYJPGxD24kBhaMz02h1t2LMloiLwKb6EOzCPAxhNBzL3ux5aIjYFR7rCmMQgusD9tlvXa1j9fDJQHp2AFoJ3iVpMUFBfISBmVYTd6iphCT+FK2kdtZAteBX+K/mx02oDZ/gs5P9dbV+M9GeH+TsVAxskaqTAbnrKJhrnacy5Fy67vZeTmv5RnIexRuutHbGS6/wR2c0YGPmhfpYulH4TnQ+36Hns0ww/BpBiYo1wpCss7Asle3ekDDlaWT0MhMfeT3TBNKxfWt2+JNgRCCuB1bvgaFkSTxYTCTxLQ9w0mQgLFbkY2IX/lhnxgfoDcX24hOjIRzEdcNc0y6poCTMOYdSdlWDfmvtXNLvT8OgVb79QPfeYXzKAnm01AuJ2zkCtZBSJDPf9MewKTBB0Bupw86uGPmTshoc6OR2nhVR7cVDnajDRs7dLmrDoXysO0d/7za/MwVFFhLM+5h1/ms4VTOADQ++48Ou3kIKEL+EFKkCRaGFtu1ba8YOwncQzyZ1kSCeDvSFUzgZiizLlmrO6ddqReuzhUHY/31SHu2szAMGN1aly0jqxtzcNrhubNe7cWLF3cYB31gVq9LxMuAC+Y4/YE3V4QpSI291PE9Ir4cNiy6KwSQtKnu/ST8p7CBrG9Iu4WORDsaOchy9pFWomYVaBefkCvryfezDG5vMWpaTzNE9GOP8xFH5H0eeJST8G91LaYEag0kkM2NYBLoLnUiJfumnacsL636mJ1kwkgQuZpmYK6EI2YDZKXKywBbgSF1RMwWvwXua6zFOuqny616cFD0EFNrcUth6jaPyeeAjtBpRvnOC5hmtPmfBxfONRdBHoAxpiVoMXOr/NvqfRI4LXK6wZ2jRwVaegEa/XrKXJdofPuG73MAJl9WK22tcSBzSO1c4kcpGo64hgX6u74mT6JVjazZCZ8dFsh/mBNmZHDQ3dkXDvLSHz/UgcXmfua4nQzprWLvFhIXbE85rx/tE4CTdlC/npLE6hdbp58S9uqJweX6/epIy9fwt8vz+8vxI+ZCuvx2VpM3/wgtUbpigGUZf0W5iwej5xgbQ4pbp0hJDkUHzrJHn98lxGXC5wt6oRbfQVr6OrsgKWJIhSZhA3+V+8vwCNgbrWFHniBk4bdIM/NrZIKku6UXCJTmdjHnVhbVmNuP/hM5CcRY++imnh7PnXGA6/4w4lVCcrHZ6gh6tFtop4ylyloSkQX1znbGHhf7FNs2pdLR5FSunYkPDh5tJfVwrq6pQj9YKSSfCvuC+JDNGkg19xiiJfmLQIu3wpLfL8GQMXDw+vsIwAjqdsZzz6uxUSsj00CqUYDlS0pxD5IHZqcgplZkrovLdh1sR+hMRA5+4vQkwP5+rYMQAL/iZlIfN2kkOaxtL2fj2aE6Fl8ozpP2sk3fJMC3cyGWul/hBFvxR0BMS11h3ZjjBqCNDuGYZKWbpksI68cXBWmuQb6oRxhb6beKyAdaJQtKJXUcq61hRiYWpxJWQAPh/nxM+7eRyfsj2niyQjm17hdg7Rip6Moo6WZEDJFwR8OMVPHpPuN0PDtnI5XSOsgBmbiWp/A9gg5bQmIXCB+mPO9OO4Xv4NX80llZMIVBCFKmSDCG1zdMnyc9a2EaciJK0djb6yXt2nXSJrCAoYcNI3QCvapH7MlU9QuUmL+1NJv5RfeRLyd8toa8hfgg2azER1Cedjcgk8FQV7M9p+g8va8Jdjg0BwQ3tixrv5xvq5t8jNgwR72KRazeS93k2FSBiyzZyCMs4kO0XVzeweY7YDmseszARh4mbPXmlWBWq7sdajR6y1AEsmwhf8yL/s6QrQBmHQ9ASJjmMpQIY4DknITpSAF4EC3JJjbm0yZQDrOIPrtO8bAHnsmYLqEBJ+Gn0uMHfygJBfso5dAa5ar3ZLLUiwiDBreShxezXS0Jp+ZK4pEOBeXbMcokEarRiBpo3eqM+yoeg7M4zeL4GLfTnG//2Gstfo/YsZ7UjVRgt87M/Db9e+fnr/cwQrDyxg+DXKYN2kMrA7FfZy775vmkB2Xp3UpAYzIs1VFedZ939I7FxMqpXX74dv2LEFrGyGwdqyI7XuAML5yygSyRyznyNSqNyBtWz2RpP1nD3B2Gehx9TgQ5p9PbwtaweGcHJYfrIxJZjcHflQ2XggmMkSi39GKT/HHTrQ4iOpIUN7J6xImJv23HY7T89UtcX0KuHLxahdQTlD6QRnopWxiSbHqGxnURpuKzoTKKRdI/UqPJtrH5Sx3kNsZLtZG/Lvy9lNjMtjebP3JePeaVpoQJTjguv/aMrSlvdJ9gyJGTSav5nHAcAfbm/1D6za3yd2H8JAHJK0DhXBImWzx4AhAj8Z/vfUCUCbCFrl7FN++V29BIzI9n+rxdA7PpZqQkcKLRxWa6e4M58b4MmFZ3mRp/YQ7koNCIl6ScokbKcZzSCLiFWIpS4P+I4S50FEec39iMvAC8Ep5En2kV/7kur098emnO2wQWvijuhiz5H+tYb/SAfiNgt8u1M0+RuVDTbxEaHmMkeCDtOkPkmN+K83TyPnyJvl0DMIMYMgx/FiyfyRo9pf7sso0Qk7x0SjNWaWuqeTkKSoCMMtA+JS9GQrO/um8UR20HiuQeB8/KN7KWr5iEshrPXZjbtrwn4a+AK2TMYXH6FTGxzhTA0VEDeTFrVF9Oi4BHYdchYkhGBChMraS2fn7cRf5aMOMH4A9FHneFhYltt4JUqLUbOCqzKFvbzKgQVkKpnDeHf9pCElQQmcopx0zmRZnKy1TOa2GObuXFT9aefGv5CwBq3CIGfBxZoayeE59QsC+8TK5VctmkcR/2NvzE0HiEHbxA+rxYlDQiTuPbq251cE97RLN1hMYalfhWhHAxuR+AY9vuigYOv2sbT9ykBy9IKzZhtWy7KrxNNcVqaYGVTd8Aabw2wxD1zf5JWN6xDe71AhB8gP9WFzF5ihvbiFDgnvfkHtFX1c1zj/TLyycbtQG+iq5aTx6fMMQ6+2HWTdW4P8QuYxXaZA+HymoFLcI+Qk19R3KalllfkESe37wvEJq+ZKDdCY3kMKZjuqNNv0W+eU9nGDRAeHe6MkzK5DH35QgtBggY49Ytl6GQg8cJP8/U2XowwaHaMEONq9tcSQrK9jX+TF33o2OyeAxT6fbZF2exAA3xDvSkyY+XN3+8FLSrT4SF6iiu8aPHJn3wy2yYxLnnKtKUaeuIgjQUjVOv68BG/lhRbgCpTi9jEKHKwvRezt3MUSwYpshsr5Z1SAwKD3UvlZT5+pFKnvZRNXN6nIo9NOKzzw+/M2K5nm2gvlCYjMzIbx+AvFvqyyzx6RktLwIZB4kVhI01QF6pD3iTJYlpgRJF0NGRL/4b3vm2/T4E/XWh3v1xqoElcFarY012okQJASN7ZnlW1CjDFabYOPwvYAq1h4RE1iwV1Za3IWJsO60FmR9hwLK+9G/4CtwcisSAn+Yxzu/gRhf/pWXNGjuLy4xvQ0H2i2ZX1mehVrqq/5+0Fa0MePDeLMfjF4gQG7Cz/Jgwu1lyPdQtdflZAIYacX+JfBfNheGkpF+2KUHZM0kCLyyqRQVZBVyVp3txY+IhEznYrYYYnO6P98+zYMD9aFI4O4/FQ4l14M/lJklBzyasInf9jeK+Os5LknCnQIOpiSe+QjTOgaZBVnv3llnZ/eC8oRIHzCH8i2M+D8BsZ2w8JkuNHCPeLwj1aBXx4TfQPCS1xHw+FybQ4iT1YBt9XGnJMhC964+fh3pUV2qtLWHJ3kb+rNCPC5C+5o2VY1+3EmQpoKEFl30+Hr3JDtZUsqzCC00DIMMcjh8GFRxvnHQptxIC99E1EiLukgWi5gq6y4KlRWhg9mePQqH6cCTh9pgI1c3bkZBdtZM3PSrb7U1bSpUUKHPzoKgrq6h8nE6LX+ZSlB0heKzwGj2RJB4ANdRdnYlMSgbKD87YJt83oWe7GaYmKSCzKQaQzR3NZr2t5NMyeA29i4mUJ8U5wWqKMITADprL3avyJZXlsCFfG+uIXtArVp9TMBDAhfIG1B/H+YQF+rkPte+Fs46SOXr0qiyDrO61aVpABk5mkbDlSk9Yjr0DCgnhcKsjUCgMb+6z1HefxAnaimSLGlmiyzuOvad1P7VMBk5uYr/Gne5/vbfmIYorX6S8ebCWEs8OIUbOXrEjRwEgE8SlIK2GS9Awg5hyLeFUjAaa9f2TVS+jN89sO79ERLV/4RE2lwa4wKC0Q47AnHb6a1NalmWAt09NdPoDpMC3RLi1i1SEnPdbDSOu9vlBKumOIj6BvZnLeopAcyjayti/Qgz+1nK4bTfIYusiTnPJpeqYs7PCW1pLZyPKW0IsFkIPxojL0Vj7I8XaZEf5mFYetHOG1t3KKyFcZsnPM5gWCKMOQ7VqFvXm0/sMNI2dk1imorPwcKfH02mP3sEit1/5nQnwZChLd2RnVo28Xu4YXRnP4vOCHHo2mmDXWxZOEKziqfd9/yiX6VArRZ1dxukzW3gX/YAESDSSIIeY4zX5jxG7EtFzhgL/lnHQRNE4IotKlVs2MzMtn2CUL8BkjRYnXIWmsAhZO255umqwZb8SSAptcUYafJL7CiKq+IXoXMq2cMWnFz3/CIWi4z3YkVPk9Dy2PioFZzMmUeP8sQT1rTRKM0+Vi/0VCQIMnos+mXilJ5zdAXSYfsa8BSyeRrHu0L9R58t7Kg2yVZ2zyMW4cWJrhtIwmFbOwUE79lZiag/HUokA84wfx6LSyvCih2/ixuaaYVxHFRiHTKEkaEwkDWZv7SJIi/qyYGH6ggqsHJgzlUJC3eJQNTCMHeWykJHHJ5iIkZAide4bo479OJA86REGkE3nLhUGortee1IdRjy6JJSOjhTWtNUohbNawLsGAKzk2chsg0XHqsr+lKYxQjxdJB3vW2j5l2Grpq9/mIPPqYj1FtGQSDtNP1zkjXcur+5MSWYld3rCqq+y7r3UpR9XNfQw7Qg+uI7b1bWpcsDGLeTSvsSNGuTTOMGJFsdZO9Qx0yx9jTFTBWbzqUAJ+C4hty4l5UTAFHoYxyiXCU2dqjUZvLtI7sc39z9uOsZ1YSpFysPOlHgaLVRLpkjvY5s7Xf+enqPYkoQ+SexDL9sgME0/y13OkQ7bWhQioJnNg20SiU/wU/JJEt66t27RzXohsfWih9CUewtp1TitUHxoFlY1r7qM17cMaFp2DxLB3iI8GWBgsSngfgNDDJGzlY/gB/f9ZecfYaetKQlvENgUFU8NsK9nwndVO6j1oS9jNknIARVZUxSFZQUFsaP/NZmzMkm4RRp+JK7Q5VnSwjV1FPsHF73jFPZrG9TKnZw2yXcqNLGjqR+JcUubUV3JU6nZehz/d1N0Wh7do/YZ2HZNLLTP6q1cFDxAc2k+Gt3aXNLx9gNXk2YrDCSXf6z/LGRfniSXelYTIc/FBOratH63V9CG+R79XfinSpSOe8Sq0HlXvBNNBH2cje9bfgIBu9spz8B/ZPhvqpensOCkHLWVYmm/B95aa4RdNS1f7oyDN19VgMHW8B5nNnMqgieSwVrWyq6fH94iJOcS6WFZx8gBdtRYr1o0UkwVMIivAqYy2o8j3qDwHP4uBVtS/qJiXQJ/NWOApCe42vAifLOj/DXFeiA80VnikY1NVoT87LoJJg01ImldOUDaQ0Qv7O8vw/KsblThfymk9tqTrotmuSnyJkkbTXH0ZyhI5X5ohvuJt4MlRuCzDlYf4ncu6WEu5sagxeBv2acayl0SCzEiaz/rV6VKmCDS5sOtqW1EAdwPHlwliV+M4X+mTy3E3F5jGUVLij4dJghKCciZi2Q/o4npmHkd+tcj0xhDkOeGFYbaru6DKA+0ZJHMSSeINTiM5udLqROOVvnx0lzagLtOZdFxluTrsaV0XXWMFram+kJ3Kbi3ZLD6F8GQ0W/RUL2SaScYs+6LPM3K6QHNNYxkjl/I9fxT3G3+Z0yIYf0ALa2lGz/XWHcIHVkZPxfDl8gCvWYK8/XVN0guR5zI7dQzZo9fWNqCM7ESPvke8CXvee8N1blFeErZzDNW20LoxJ8Ct7Zl0Vy0Qr6uSJyhb/4MLnNKOW7Mlo2Kyh1PsGeyZQxb328JxMfJlDHEMVYZEvVFLs39KeEJOfIaut6uDE+cS9Im9a11egyPak5MbLn5DxYwc594THZj2mhf05ejL5rXcFcNp9iiaXn8jKq3nETNKkdb7hVr/Ii5zmr274WfoLyEgl965mO/+U2HMwkTZJdc0E1uS6G5k3SSGMq/C8nhSgu9XDM1a1ENG/YdkoLPYt/nSKs0OhbeEJcjnlCLJShkOVD7E9yI05x9/Dz5ZS3NdKR+xLu08JSnFqxZvwVornpoVVvKgawL2Vh5jELdaMgRS+2OpY0PpoX04ViUAtVhmJalULDmWfVi/idz2bIF1bxbwYcStOMphUcccwwtSHZQU/SSC9Z6S3Ggne+ek1eckMnthATkdRhVhaxSqCCAVIgQSb9b8FR4TVOEkNwnHZ4aBkoxz9PPAxEa2uwtIvkg68jie6xdUcZDuVhkomeZPKoi3BfhnWvs9acQyGytDSogpw1pWi0TCfKPF9c7YFbodx6tG5ZUJDxEXXGeR8hm944Phu6/AG3NMqmM8PNYnSlpl2RqlYmE62aWCNhhc95GHIutdAnGH6w+KQdyELRsxmeFPKpgRk1CIicU8fV0kZg6RVS9yIndoVCgil4UvlFW1V3t7UFQ33cFqfAMRs5abXFkcwJW8U3/GvDexckjsKy18kHVXvZJSVj9d6jLryu6MGfuztdoQzUPcS7yKCmcdwkVVbOSaLqmAKUwrFbB7ia+lcIxE8Bn3WsmmBCGoOAkSibJBWOetT9fWXx8QS2bXb443g436ZK7pHk9skICEVmQ2AQO/C4zYf0R37ZwdJ2IzPixyt4ZrujlZCLTEY6lFiyZiBFiRvB54xELmbwVcikUSNkZw+qPN+8385LZzGLNYWCCLHpCCYRjnPqQpO3uDGVLFQ9yJxfForyD4Yp5fiL1b8+j5BwbhnkQGbZDY2eYkYM2y38M2qEX3M/GesfBT7E9CXGkaEnVI+K3BQlLXdhmF3fqO3FnE40yevscFdymHjCG4kbXPR9jyGtjja/VaUrhAraNT9DH8RGwosd0A11K3FwnOvZpsQfvO94V/7vIXtNjVR2vxeDwFTv7NhH8ayeX86tU5BDdWeuOAVXnVhcSYxas4kUvMNrzkzym8dzkLuIXWx2N3ITydF3ICLVhB/7Ufmuj7YNTro4ZbYHSvSMFwIn64WPP5WMd1W7eeBLIWPQ1wrkNpL9mm7c4VpjNaoyQGhhcgrHJ3X4Q/2+clj5MixzkdSkDnTFRz0ZWFgQtiNavQWb09kwPkI0OoqSOdzZCiTM5znKYbM7gVzk5BmmVslZQrj7N8Fo4MoPdBqWDhKR3mRC4haQqdS8jQdjqHjcEOWuAOLrpm2XzxFhddcYw5XbSsVuWXNuCKBtw0k5rWiO+xOZ7L4IEMgeFJWqwaA1IZldUFoCovIBqHrVIrfUsykJUxZMmFuyetJMWs2iOpO2wrszCjbJnIIolN5W74RYwT0FKJcwQsYdV2l1aIaHtTQRTJqhEuXAdhtZGEejBZkQvlSZYAxpND90t75HzNN+l54Vz9QpKRR7IUIa0QyxqkytEYScZtswrXTFrG8jArzMVSrYfVXpjnhJ8FtfdTTJFmb3k5LQ4ey12Wa2VhL2xygs765u9C27ZbxxjNP2P/6zrX7HpJ0Pwgm+zXvDhWvIAeThkWJnErRGj/Xi5qvDwQGO+OHR1shxnG+u77lETLYzu272ZZK3Uhl/9zMuWZNrYr3b1+M7BRJd19W6S+4m8UWShZs3Bu5HZ0cjF0NvGtwYCEaPSoYmgDxV/3NljOThZBt40eM+henKnpJSAa7YOlA+sXOpHCu76/0IR1DIo4n50Ri4T5lkDM89Pck0+EBoq2JZniBFLlkY8J+rnkuMM5Ej3uV1e9keMvig/zWigmp6lV7NJuvxDt2xef9Y3Cv0gobWhC9BhJF3fdIKSb1rFhyHmSDPabCB3iBHsNG1z41OsGWC7ZLCzU7V7H8ddJ0s2MVnKi0YGsqF7KddGlDmGb24U4NrgEFxgUIYzQ6C+16LyuVkJDjr+e43gjyFpRDLvBXbZ4HaLSKVgjvXihKTZzjL7xZoQVbAlhCzTEMvgaikNt2qrTfMoCQxiVxLMUZ4UjKJR/d9E1chNbIMyzFGAny1ZPPxaFZYZrOaxaqZhp1Hi1WSBNskLdSTjNZbQyRKxazs0q2Wh6aRPf7d3f+UqCtNpDcfJ+LpRlh0u+2t9EPJjXXg/nYc5S6VMKuRC1mMQ4j50S+wvUs3h4crMK9uUVpmD7dph2X9IA9sAhWqz63VXk0nYW1zz/OFo6QnCo5zVa72pVVj7LFdqfaVUaLqMdQS+xKXHB6wmt3Ez0nHUHCkcNYYwY0jCw6i/AA0HHF5hwRguXYsiTD6JKh4nInD8Snpm7oRfd23NcRyVL2t0hwMTmhbca5sCzVEyn3zItS/qjxDgs1nIchvFkUtHLSCAdzM2BayCtARtTd9LgGAnlywaOHwD74BWEhYsP43Fs7OCFbuskrO5xDossGOnUPVAkHXJ6eZSnjsSgpn1DInwSivQwxj3HGl9B7ne2rjANW1dJgHKc2PZ9epTAXrMTyfkgLDofW+QYQzOJHgtzyLSU8CQ7uOHDQGLwVuZlerJj3bmY4brslxqSc5fExlizkaTguNbwsVorTs6WgpJ6PY/HLiyKbBgJwgOwTH5U1FS5TaujxbT3tqsOgfXGQ2ISW01wN+nIZJBAxsUicT7p+Pe7pUAGn3Af1lWf8qQxuhdHfp4oCII5tkRS36VBxye0VxUNbkRPXnfzCxxphShdXZfSjrSzRg/4tmrlHG9Izq+iiPFNJsq0BE1haZmGhCIYsK0kPBNOtj7hFAnkkDcbb8bUTyzYaqAnCxMbvlfAd0NIOjrFrfy6TutIEidjUuUyYL2P2nJEq1HQIumDKDOD3GyxKZxu0UcLzPbkxPdEOwO08/bqKPeScJ6vTwJuOQzjQT8kmouM+lyzyle0jTgjLlNqqeJ0Bi7bzuFDMu2NGyqJi2hsrUJ5HvF1MnpEe8BF9MiN8GTFx7bEAkEfe/rf9sWTGOBaKs2+LE+XGMqtFRyP5pVgFQTkLn8ojmupsT4wBhBWcNnHlQaCgO7M/7oEglPp6XEkaYFkXaWiVuA2zhW6yIfjmrF3nHM3CciR7koNwJqecCOs44JxHZ6Pxke5MHZip3t66zGVR/UKxsUevayVfYeoO7sRjn3sW133MhfNCVJtU8dWdOmfaIUhQAoBmybkR8zTdM7dME/ta0X+K8WkRSuFRViUi0N7RLTbtNxN171e5vu0tiFVn9a/I+kLCwfyfN2K6PNSxiOtPenb+MSzwtPT3J/Ea5X1NqqfLIJLru3KHjE+bZB2lQSuSuIA429b3PIPk9Iwd3WlJJJa4cJtMPkrouk57e+jaHSO0/8BZVW5fF1u/Bp/GyVP9j4sdW+yn41c936/p1GaJkokCYhZTssxzGtVzl0GvOri5urgKmnAEz+gOGqGIQ6lGWbSSK4eJwW/TwC/XyKElzEvHtU74pAYKBHC7KhPaeZtv+JUTPPKLpq6D3HbXQW+SKz5mwS9jf5aXlq2bgflHd5NqkoX8PLjx+b8outaxkkngskL9htaKkvlbQCv4n0ck7YqXJbXGTTMC+mvJn/g3Enr54+fRjnbys8s/JWgzJXDOBDGjtYdo3LzVYlx8X7c2jfkH90jKHML37wGuzsNnpmhiHLl1F5dvjSLlkh88hCtUosb3FPiYfmErnVMRUFLMQC3BxnN9ogRK12yluyqc1HJGVtCSE2l1EZWh3Whz3MRBwThnSRNcVu6+Oa1UBA3iCLuBTV4RvoKQ6PcqvnmDB9ZoOPqCHDZDus5detposUu7MX+dMRtk6r1DBgErV2+1NUNc24VXGsoXuFfuZOovoOxarYAxwlCFSl55hLzSdVvRtbIg1U7ZcSGB/Ix+VRRUxL3W9CNY7iArdlbL6NqmLUh9EOd1i1MD7miVTonGHmY1yBcNjX7tDWOHRR59lL9diW+nJgqhcsEyV05Mn/Actfd1sj2dmUJJNO4ThJTxrDVmijO9ZT2K9uK2VpmryiBDXhynIC4XALlls0oyhrfRp/1e1gyWyzPJGbr63twhO0sqb2pP6Qt0gmDw7FpopeejDU6/TLI3OTulszWXPp7J2zQeVYiaDw/ltW+Lu5lHN8TXD2T5X0jDE+jspfh4+rXobaP78jrZKv+IhdLBrp4ulwAOiSZATwTs5EseGgVqiec8cfoWq3cx9Vh7jdAdw7FMc5aYspeAOrw02S/xCZ7PDdb2eZXfYD6wzOkx8EMVR0O9iVFk77UjGPsS4IIFrgEEt4ua5kdM0jL2FbZV1Gga+b1afJhvF6kMvQl+BuZOOffNzr5T8k/Nx2OQtgw430/gnnE6L1wNZ8liHZCeuS5KUh65F8ViPi+FEfdVe2krJqWtp0NJ10xaiS2fHH8r7i5zY180oFcmmS7e7hdy8nCcnx91J+DO/Iszc0i77t9X/XMmc+XiLdKD7d0o/UuDhYL22I2uJs4+FzXF50O1YIb+9rPuJpJfnA5ksVTJ0YtMEIw2HkrRgsvIMxN6tid+Iue8EP3gmHCYDqsSUeJMTxLUpNLVZPVBszszkjiSvUj28RLmLFmObG6IaLCs2cRvCOJ1wnIGrfI+0MfmL0Y3qVhinUcG5jLXhIMsPAEY4CLcoGthAHySKSsRzjpgdJB1WHPsrGfgBRjgFnYO/GeDZ82ZCUhoZT5Mz8BMRJStWneZVZsBj/hengUTLAKxc9FgYX7buCGvmp0ZLz2AoVQsxvI/Ak+veLpc7V+SSBF2sTwIl2peHdXb3hJy7+rpjWu9c3caNRJwdtAYhg9EoO4xdqfldDjDaTknAtcRTasMVjbXldQxSZOKilYLnCjgiuDIaEqnSGpowXc9GIMq4pwhWmvReAN//zPLLTc0XQAWgGK+P6ZHd5olUEKL71RYJMcvHmoL3aPlDET8ROyWOf40aIXel6qJoXnR/ujarthp9SP4gD0BqNlobDXVx4tFMYGmF9VG2pGngNngh5UccYA+s5JR1NjmEHbNVg1c3PeHLY3I28EYPlhe8kNnAz1o+lZyWrugdVXdQSnmkJWlmFGYo3WlXdwV8Nu1EeMukgO71kuHMeOca9mMH6zb0JVB6spfK1Z4dOBdDYhKYEqMA4u4ARXEsFfTreTpXvSGyrpqefwrMrPP5qVLQGBEwoQDhBPf4KUFEsWrUb0trWXtC29vfij1mq63jMCZ/tdSwJMbcGmywvbhCuc0X80FM4NqHyVg9cZyDU+Z1yqT1r2YIlkNDh4rRyO5UxAWFzqTOkYI97M4eDV940XBGwpQFxxpB1+ZzMVmkSh4kp0RAhJZDcFMOGyR4mmOVSP37gI8H0WW8/q5lFg0iL4f2K3dEKd7GSuuP66I1ra77ycYJ7SwXvBRyKKJJcOPPm9Fg8OXqMEgGRX8Ue6rGT+nlv51iHUWgcquTwgFkk2ZJjIUNZgxwvIyuwrq5HUCtnfMpIZ83iPfpXK6JO9dO5Dpjvjen8u/+OyK7l7sgx9G1wWNGjS8lgHA19OrZx8tq/iLOO0kZalNmliXqY9+W5U1qz163gKV0r8GW5VSiOHVgVfJGFRJxcinuyipTXKgQdVdVJWiF4AK8tB+VuhAbXV7ZW4/2Tt1aofPQQnbXYgOcu5qcwWEXP16TowXkx4erNmTgI2oy8e7lWHSRSjKzhp42p/MbSLeodk7WMZDEJHg9i4WySsHopZzoJWqbMVeEGnahoh3AkrSRtZ01DnOjjVR0rShqS+AHGmqAwM95CbyEQSm7m9/bJiL+PH8Vi9gw2YuIk0bvFDdylOW1UrwXJNX9uxyZtscM3vRrBd9UCLw2MBzuMYnu0HGd7yeWuyJfUVI8LJNY1QNBkxZm8hDxlpII3hIjWquEg90Itzf3LFB0GNUoTBfZKX51jQOkJrvY6z0pWN2iEVtK7xBSJle3DIlwzpCk6ScMhCD/BYGAl+feBqkfXa0QWi03G8KrGHg4xRxcGeW/aRvPQakL6uels6QSvSpfSlrJmBlyR2qEouqIEhLBHbjKzT70j+PkWy0kXijqBn13tyOIFFaA1sJTpkzYQl37bUiTDmU9qu/YxchnuPzINJ3MEaybdFYHbPG6Hes5DMmd61llcYMD3QwEAxLHaNtjkDHW1mrePKxetEhcqMaWwTb1COgh9IFrSNLXLmSkys2L8PgxoaiAt7z4pPh2gGnuyOjLaEFpGXgSKW1xl9WMpmuUCyJXuqon1rJJRmn9le9g4SBV5yvCfvKhxF7zK0PHRSq+A8aLQlBsO4j8TDxqXl6qdGkBTH8Z6TVtQYkHZ1sraNBomz40KrSrQprx2BqkFXyhYaftAEFExwMXyPDr4zvSB9HSb4lmn7xnJpFuW75v2ANz2gjZewm4vhsW/AOAvBrthHIbhsT6pu8CTm+cTaVGmlQx4UyQUuMDDzNsRhc4mSGj97TwvbQP/UemQeSZjAxD6aUr8OkTPjBvOtaU5Ddnhp9MvlkHv3vAGahViyXRu66yrxwfgboZhVDNeQl+G/5xWysu3sJTOTEHtO2/Dh1rF2QHbc+bvo+yo4vy55f9dSqbYJ7ishh7/XlattCS7wC4j3bvkEg1wZfKIPBp0EAU24ivvSs9c6kWB5l9T9PgH+lWKCVzPOaZpSbbvQpSDdWXTVaoZ4gT1/G6rforWQ1KrNG6S4ZcqInoTzE7SksaojNMWtgyO4ZBS12yR64C0abczUehyt8FK4T+vW9iVAWcm4L6PVSoIZpEz/4jKpzHg0Gir1gwVl0HH0ILnJtwvxpDPZ0pIrXHRw1qU4lX8oCIUULUo65iqGlw+Hpv1Qs757sc7M0UPPj1dgtTvdt+5MQi8/WRyvbWmuloxfgPFKlETgYVqIJd4cPThxi1+PtkWD8UEud2uvguderdHHmOCePt7BTUamNiz2la5Fj3JsD+CdFzPvf4kjpPnStYiLunfxW9et5mS0NTkVRhzhVthlpVIGtZFJaNqs7JkLZnEx+zAtbxZKE8jC9rIbiJG9NG2eGufvYywoTa0Tx5BxAHP3LxcsqHODVzWcMrytixE6G9Zj+1Xi3Ucn/vIKm8SLyT/AbK5L65GxGz1kif5da4Zu7EcLCeHLOl6/HQbRn5gGLBYbTutGRi2ltyvwT3D+wE9hQXYmNRuuuup1bMNTG7EhK48k71xj4IPwMkSX+yL7UQpXVvBDrBAbjscqj1ZjLNCjVYL1w9zpf5nsuIVk4nA/rd48z84tbF1/inQbti2cITGtVoFIv5RnwObQxbGu+AWrgYFtmAY9HtoihcjC+HjngE8w1GcvSC39ME2KU1sRJVuFK7LXDuOpH5pLOCmSWslpmujV0uW8qCGT+NTJhR5rV4WWPGsW2WhG5fiCCOHmEi6HVDtpaiBNgRiHQTabrTKieqczWm1XNyVkXOxAUXFOBPHLxr2ZpAal8WOoimD7yNJXqAkTJ518n/KW1DcyQikONwSdlt/sQFmRqEFWeiWcuNNV8vUokpK1hCna4ztf00/k2xUFMwdzaVfTW3qz9GZxMDc8QT76DM6bU8Scrj5ZiiesV7uQBNJJMEeGI3cEexa7w8+rTeNIsDTWthDGzPN0Cj0LbY9s3uUXVqn6fFic7JH1qQwIkHaVcCMeWapASx1XzWbToxyUfbDD3I4Q6CZl0Ui45PjS33lJF7FmXyfnIHCEU9yfkKacKFSt2JJctbxHswzPyEPtZsyJHRr9xW+cMUpLcxxbtbQxl9GtbI68A0Iw1FnA1vjXUrIjuOAUxT2iauf4Qvjk8K7qJNdUaRCIVufMrM/U2tK7tlgjJ89ztJPRPEATWNzsHj7O7W1DmHLyE/pIHLiMPg4879f7kRlGPf+/VbMvzsu9Mo9wj6g/Tf8ULssfWFC6YSYaotH4GkN9Xd/eSe7hSIiA36Iob3Ukzvknto2qfpj+q8vbSr6R3eFnMftKZAdz4En4iqN3IbNlO8qzWjZH++xkpXug7E/4xJ+4wu6ocIlTmtoOSFx8IQP6WmZP2KgRzukIrQq42gfMXORWJHiTPNw/m7k4X+1gDn83MMrVlx1Rkws900J45SzjiFXqz5PYrDVpfrJeA6iHC7cgbZKBqSUDKYXIWIzacMyJxOhQrTPu45Uz2u+5E64LOdTw7uVqYgGc5hAPrfQRa/jygKgj9mriqbqFqM/po3v+wHVmKqLj8Bo9SQ/xdf3yJIlT+rdE0UxeJinIOL+jcDRRGiBo5T4dgipeGgmYcieM306jSk/0al0hEs5ak9ioLd9GIWAeO8PlgafiX/Y0sYm0aVvT41G091PGCqq9sWtDECm53+dYQV+jLVxFAOorio/MkQRmfR6tZOTxwEF4pZHL8832XIo5fjH8+R857aZPx1UyVhj32JD5fqXWHJ9zmdDRy2jYg36OVmPEW5f9FAe4dcdtBQaKBSts5DJxcNtoVj58zq2CJf61ToQWDXEqkrVzS6D0LMRvMMAnNFzvGso7j/NdK/AiSkIKYdn60E6u76A/KT6MlC6wj4wKiUa8Zam2iqpCR0qwfy3inhJBSIChknz1qsuriZ/ZuYteIgHQd3KPgDuDfg/pKV14XMuyCJg4THaLrWg9Z0JrjR5IWYTEESx+ANpRDckcOtoSYuwpjKKOQmPxdrZ2MolhC8KKLvVtUx3c6K2P41nsnLn++Wi07ORk32v02Zo2hjSZsWej5i8d0sqcHPQ+jdxeSfa97lbChs7iuQNBo4RcGPzGDQwcx4PV0sHNQS+WvECziC3aVWXDRA0F1zShs71d2O6JUU7dotsJNVukYlvbzQk8mnkQ/L7/uR1OcyPZ1UmLl/4wacfG3WQmvNJPbrdJwaoqmoFcmdexC2bWmzXRLhUIyL/QAtkrFdLRZ/ue7iIHvQzkytjscwLvA/rynDcO/R5Wfx2HgrLPepna49bKFdsLJzPdRZLPvlFby0GNlMzuqUIa47UtV80It4uxkytrDM0gQxXTx2tUKEDOr4OCA3ZxP3NJLqloJzzHqaEcvwpWBX2ouB+WxXrnqOHMQCOMKf4RiTAtVpsxkbzhz+TSExq1babOmDQVImd7BEwa3vSUPTHbuEPIH0HF/XgcQx0Dew7xMiVW8xaVc1JZXoi8agp0pTpZfCTOjwutPkiQCvFzskXFIBW5tDrZX5mO4xL4jAw79UrfPvelRjZG5qDfuW+uOJccrb9wjqFjZDMur+bq5AnuOVZ9qbw/TQuVrKTLzbHW2l+olM9qrNSOE+LqpPXgvPjdCIjYNSTb3eQTH6VJdLL1Nz3vbGxXGxAoFl5xSPrNWpHiHv2MPFRwXCYZkCRCo91WDWB6+wjWKG/Wk75XwS8M2na3wGg5sSLITdRv/ARPwV2ddYJdeSoaYeEdTF2GzG5M7KfIZr+/CFAcu7j3hsLlQINZpcaLiS1yoMGA1slh0u/CLLV5ON6jeC/XLPzd7SggSNs8/Jrk9xvWqu67K/oAaK209HS6eonNjr94VDsLxLeEcJrN75B928hGmgFvHh53Rma0aprJQVpgyfcYL+cMYVWtOkMBNQcKUgUjBhST3pVoDfWtbXI+wTnEWGZI95WZAskKnknwyFOnbJK1Xaa6r+Iq4wP92AXO9qfbbG3DwYolg80Cb304o+Bk93i2v0n+pbFKm9B+bcvA4XKEBRjowf3u50o15ue6sivTn+D8i7shGaVNY+TmeBkKXJL5gysQ5y6eUDsSII548DhyObDxF1SYUPLqxMMc2OhyrDMbJTrtsW90JlwVYoDT4LxhrXlmi3gjcovO0h0bLE405RWnD6EL5rgwPyqWixG8sagj+IdaesPFsK5CU2s+/KABhXWE0UUeVMTPof3EgglU7kOEHGS9JO48yYNEp+L/+fAMfwP5m4GcVXDh4G5XC+psIg+9GbyZHDn+BF59x9q1E5QTxs4hQreGfehabUt/NPQ0v4Sn0DNHBFsywfeePnpWdVORFNnOZDGOjhYMvxD/0Vm04X3VTVU4S0NkXd+Tww+GtNgywldtJjelacfRsZD9nHWpNZxu9uo2sTAvWp7L2qD/t4YHvRp5eT102DQ57E8aGxGGRTN5a6Yn5y5lIycxdfmw2gSnMrqL2MKkqFR3HtpXqZP6QuJqYkVk9AENHK6Gu+h5E9yzR3C2ro5zl5y6OzihNpSR9XKrYQsceSUhB83O0CxMnwS4qXPmYgSxlznt99IJj0oJ59Mko5vwnmR085C5+a3E2Fr8gnOXWqI+8mqV2rqjIj5rbgDn6bQGUI6B0rgtbJ2CrwFzs/tcyBywMYj2YP1x7YuOkoVxyZIA8x48xgD0POcuvZtZ1o41D5FwFl2tREgE8BeEhLrlZYrcgqOZUBKOrJ2R/eqQ9oJcL9PKiyqTwO2wadKn1n0Kp+05m+UKHWDTYJUOeb+bQyZ7hE8uqpZbyCa2bFr3S1r2ZM88gv1r5YSPfzIVFnLOJtQHeWbOHAl05E4BTxNnN/YVx6bAuN0peHfuPs3OHKKLNpGV5MxRjbzLiqutLzJajCbj3qaZvpKf7Va1B+3MIcEf/lIdSrBigvcxbtHBSFKS/5dRJ0IfCxbhjD0TGU7y+LEF2nHNxm4KdLtNb7iunHXwaVex168QePAKaWhApqdnrFavSsjsGJe9QaafuCxGRamPmIbnpToEvMSSV7AwhRM5F0k312Zuld0RTvA/wjn7uFJPK84O2SSewmWjtilrFgYmJJ7KqtyVoMV+LAzlu50CGvrbUXk/P5nHfK3uza2Zl115X0xD05b+CAbUnctGpcV7EePEzVdhycdan80orTKfdECQlkTz6SGcl0g4ZUttiMT3ngbcG8rcI8nIz19OrPsJN457+TzklADr86Tt8VZ8EjDQ94wWNWYtpRnWr7Uni2kVktdmGJ7q8SzB2YSkkkp6sv7LqyVZvIhR9KOdiXzwBePET2eIPZJIsYsxyDMMhytDNfmpSa29OvdidT4laQ/jRE4Wy6kf2ZmcdJJksU0SDZsrI+JRXeWB+vfDlUm8PMTHSTWM+vZLSqBzXoZwJ8im9SCElKGTo238ms8FGSV75iSbiLVTMbRTIEjl01nlvaVcoWGGopnq7CSUz618En/Z4xJqeTJzvsfVvkdapKyD0f2ntCD7rVzUrmS1O+kiWViONqXJu+f0jsDqrD3kDmfHqK2hlzSdXKUVRENIYf6pD4XutMrFPtGk+Dq46hFVpuWPTNJ6V/wYb8h0Gr2Ye2ETuZcusaxNmquwLfK1b9F9MSTAK89eZpTtpKwukQGiLklVBZH2t9GkILMGF5s0N2UU3o/KqizSNmSmibp093x82l+CnnbjcmdBh/qVm/C0Dud/B2xvTVENvvVyRNdyZCdlIk/UBT+Zd0mODZmRgI3PF4pzC905kMcbMlMCSV14v/9arU8nuU6cPnw2QL+5Ii5L2tNYUhYXgoL6xoMVGKxvSjoyppURnPpDyKBaBodsaeF8OpfnEHmEQj/X/QiK2y03mitgcIPucqW1ezwjF9muaNW/zDlLd17UeAlfcFx2ssHtFAa6Dq8UvNUXJknZ1R4+xIfakdfwQCiFL7VN2ha6QBLELe0sOIai8HXG0HRlhV6M1REXLN7S5ZFMQvr9MD4niw9O4kCLLNqFMbpRoxQJ5ISdEvEzpVgzwdsrsjJXcc26OxszXgL3vL6bIe0Sj8CDz8LCwjUlOfRM0roO79mmZGG5ha9hfIBWsiGRD1eyiCXflmzWsk+9XEuWOmyhmay2qynPJLmlNjZZg7G7MV+asfH4/k5sLZQWwDG3pAjOTwfC36mQY04Lsmw0e4oJ53BfemGoAKvTsgw7iAnMistZ4d0IzWVGkNC+iKIQ916ayk7hcf9xhEmZiFNrhzWd81Uxp0faHHWaH4WI2Zosl2F4VcwZwmHZSHmpqBLG1e/a1c1D164d0aBV9iHxmMnsjnAvjjl9YBwjVuRwVygeZQkscWE+lUYlTMiO00xOohd2Y/uMXSbVV4wB6SvebeSlLy4JeXwupJUSnbPVxkpwQ6cgzAYJViw4UrS9ZltqIiITRJWfkx2nhvUSrLhilfD4eBvvOB2JRe98WoxYDlY6Eenzk/7clLkcpUbnlEht1xMdQX+ksCxI4OJHDyyopEA6jBY5tF27v7lWVfVPsEZpEYIOznF5tkRxgtwFOcgGUnoDbOXcfrC5ChTnVxW8V2/+tCI6iaUsKFGclsV3UCSoWZ9BLihEC28oUEdZGmI84HEIlRkoqJDItvY1aXZr0DLJJWQWj8LZQ/C2Qaw07397MSqbZLArdJukK188tDcL5n8jy73xx4FYzcdqOJ/xj1aFvSaUziuxSoSgDN+wlo4s0MDH4kVkZUq0dGSuBCvh2s440qxY8xopmy+R4zhUSvIIfOvoWgQJAvl4HvtxHL3Sh8acSvAxNave1XWM3f5GvisKjbO17oSXcLoSbisPW9PCELhH9QvKP2/uw7oUHNuOA7tJ3EPspwFRXF/M6bsa7oveT05FvKoumo3zFdktn/yzi7Mlb6d6XBma9KB1UePa8BarhCVhAernf0HDA5I4OUMQhn/YG570J0RyDiCHjfN9G2rQ3QR1xII6XqjRC1m06J73CyYLj07owTgb5xWmdix2lmKFnnfCzpIDSl5ilLeAHWB9HFd0lx/emhTF+V20HiHBvZReSih6xjbbxhmolzz8zksMa1qqJgimvxaWhW0SAr0z/2x1zNIU8SgCFOUQv+U4SYhYGldsc3fAMkoSanNDfvXAUxlIWhyE2SYntTskRo5FqZLq0h9nX5QCCOmSfnTtbqwg0/HvnNCocLGgYoPIdONiztTqGuXkkaaCiDHNI6V6hhBemdg2tA/h/mT0+4c4Dh5wHWLW15NAGkO1RljdAIX4q8iAZu9Ca12cxD0+KA6I5ziYUwuH2jngO5VU18VVOQb+YQxuhhnC6N1qFVzPqdU5i9F/vfiollqZY8DIOtvldO14HK1n4z/gzdWS99jSFOYlYrMxLRbf+4WGLC5IMYGNfg30qZy3Hg4IQN6QOhyxlayJHEESo4B/xslsEt5HYDZxujeVZX5ZtDL6lZnJUqW0+DPw5/1KS5rDVDFj3J45kJmpPgQ3+cl4ngB/Po4lYOdge6s6aWG+135cHKT1fDeCZOy9DShuqEPjfRsJ0+jQNinheUSFZZGE56wUi/XbeEs5Jxr7mzZgzGdAwnOExOehIpSr9YV4c2ve0MFVhHxck7htrZ49NR+wRY+ps4Vb8UiG5E5aKaRlL8KMF1fKnvDQZTe3bpzKjexyzYGeGR/mzgWD1exF5tQe50MlpDpzggBukPgtWZP3DB5YtygvfWQzHojF5C9ixYt4i9glS6IxschqNMZLxMkh8gWdtiZpXK0nsPj9d4YplDJnrwmnNTFn+cAylrp0yllzGSUcPz1SCtMEM34N/685ohs9M5q9fzmerKUfRD0fkFR3WImbmByOuMyzPxL4u/OEOlQR5gZuMM+zFKEoQmJYSej01mrHZo3m4UKoljrAUJ4zVtlUOCdN9/ApDiHpoR+wEHPtNZS0qq4+kmSGeSm7fIbFv7rJLp/IDDa1zkFQxRepvc7xwEhl2mUuOnWfwGm71HBm/j224pvynHWbnX4Xi+2/uIrNoyQqDs3WNgXG70WAeR7z8sdyLg8K07g1JHQr8liISwOzrVpHo6dkK/ahPSXam8+rISufya0hh8AJi6rzbOVrmtnKhzSjZ1wypXIIm3bXn6kDOnwxniNCHL/AeG/rTqzl4gtvMAtjXppRZPpLBMSYrjujHe+CqHD7aVw5e/mU3Q0J1m4/uHoTk+R4lSfMMORwF6BWgCVskCEJiQqJqv+5VdUIbTGsXGQ2rCe1yh6KWTHJeLlVLbNH1ZUfzfLjNY73b5XTIWBaog4OicXnLwBKRWm6Ukzwvk7sTeb8csJkud/BAG/3dmy6HxvxRMZ8wzwtFnxXgCXXYdIR4cTNecvqpC1ezxPZbPpCc95hac4rRQSfYNR11Rj8WRWX9VOa8yTHsfw81K6uk3B6gh46iOswGApI2fOM1s1ZhLrcc/XcmL7wB23VqSKCGV7FUjlHkpT4+yUDwHWYVuwol8qJLN+nat8P72bqkq4NvwxxWG/34UnUcGO6ZGp1huLyzWhcLad2GUuvcFnNmR0iuVwv5F0cRlHYixF9WpsRi2Zp3CGoc1o3EtKWKqtzQk20Xye8ZcsghkqeqCs1XAUY6oDpgvQUOFm0iK2EkJ5eEkamB69uvSeRM2st0LAFo+aU4mCX4AHfOIQH6gn3bBGRqm2bEIBxnpu5fbS9608oSf2bxMuNHHptRJEbctOxx8Z7OduqpHBUBq8LAiTWwFZx4kNuOzdUksCGoNX2ajn76PeZg2XuMsV5jR9U67XWJfhn6KLQUf720V89yRHhyis4QCZFB/fykwuFt4klb6gzFrnF+h6sTlP9ty6ihiuy4S6514TGtbTQcTHcf5tb2MKY0g/jAb7kOgfYFCWk9CFLcoFrmzqly4Q32CVnJxjQ4+mNs79HiT89372XtZOl2doGPYozzmiuvBAN96UzsNB4tnNp7ftaA12hpEk4e76Fc4H205MjNKjvmzHlzV6xP69gbxCe6Sa8St5YqFpdW2TbDac6wzkZuxAN24eafX+Df+EcyKuGrfOj53lfsZ8hwhvsQhZPdrJwh/7acC8Ga+Q8Qh9skQ12ZDacF/oQtA0WYJuS0fJhAoIDo+iOUZLYr0DXMCJ/uG2lGN2BdRxLu/eonYUkQF69cvZKRV3f5xveK/wqYY6QRVsi4MWp0Zk7t/jsFX8BzJdpjVfBUj20AeENeLNRXJEuw3WS1iinPqI2/n7IvuUadcI07/TMs7ho8b/9lYpvxhDn3xyjLyfHVDZ4BK42CqpcsSw+W+sCr2Tm8d5L/8UBaJ+PgL1L+Mw2OYZ6oINDiA45rq0NRl+PdGyv4jPbZrKbki/lvEtP15722/t1Zvy2bb65EG0dxLV3OzLZHGVeaEJTBLe3YBk3PprlS/5maCcO92rpjcNyXFvpaoQqWC2dLW8ew7oDtcf233cA2iFYsLvq5fxlP5uj/eBNprR0uiv0NeBK8jNkyJO5ElSnnSKhUlCNcWgho9IjgC9JldE5KfhyA7GjivsVq2gyf0LvB5/+SUohkvnquu9qt5e47HWNNcjiWLQaKSlyCEgRQf2iDDxTIQi3FhX8OVtokmZsbTiaH+XxVCCSjAY+cMAkh4BoBaE/ayc8vjj7QFao87/B5IWcwLXwWMEBgWrIX0O8o8ggSM56kTNlvMixSsnZ95y253ERTaVcHpIgTptfu3Y++woJgrTeYXt3uhx8gCM2LX3oBNXeZq/nbujj9qwsLuQ2+2n5kM19WN1QgdT6ABw5rIKgflRGYuUg0tLkhb+eVi4B+ZHspibulrLYXMnTbzgYWbk7Ylz5s4qXMXePcj7V+M1S+zlJ60h1B1bQhOf6w6UvBcHP0AQ8fLhRp++1pMJQdXohLfo9Wh9BPKuMd7jfeeJIHKcFJsc99JlqG31EjlEORCCl4CMEF8T8luWtrG3NgUJGQ8T34kziQfxGFsewNjzGoNXFyWIm0BpexF1EGXo+QjBRquMLNqyGj6cGWvs5vfTmQZKBwmMZWw/g4P6KQRajf1bpJW+bRPohtv32k4l0xVxTurI9jngs4igebJbUlOJz4esKb32jiYyo1Nli7eklshmp2mvQDrMH2IfepfhTMj7o88DkIhwcuc/9AWyaxMYmOd8I62K4Oi69rEXaCcfcB85d+RyRr6hQCT1yPI/NJMabAwnnsOP3WUBBkkmdkUX+JurPJZ6cACntPTCR7oxtpsxtObSU3UvlnJlL6iCtddziGWTcJljZn0O0Lm56/KN2XAlmbkf+aDvvlu6mJeDTi3JJN+asm1dKrJkvSnRvt2jVG2lrZskLAPDBO69wi72Fi1teiN1eIdPd3pE8hkhfHHvWxZXs1mm2GXwCbBYGJcnRZyvQSXNiE1LTkFmUwAn07AP+ZNO94+J+n2T1nztkL18am4jJ+eLAE7X9LLvgXHf2Dx/UVsnRL94hyBdt623fomyDtF7yQZZrVV9jiF5L3nM5vFyHS3BjuT6afHVzxQopoezjwzak/PcfDdjQrP3qaCGfdjgnzRvfY9lwl+JWsJT/Wth4G5wI0avi1pYXSEtb2eOwzrLLpd+k4OSHqJA+tpEoAfcVXJwuns/bp5zudcm9jxPQXWt4+1QTqfI7srfKolD6ixVpXqGrCYC2kYj5uuBZ3gbccFo7uCOhis+DEimw5apj7jC+BSXGBN4+NXogB9bGRfxehh4tK0LP+7F2XG3+sFFgn0nMzdPOGeflvQyc3eU9hU6e0N3Lxj0/E6X5qOPs7vvBmKyXYojh+RBts0zjAElIeWHKpZSsCHz+Agbm6AQXQ/bBcxNNylKC821aPEeaLUXmR+f4O6O/kpCbuwuXDIJblsK2jK17b6GTvT2YvNYLSNVLcjNM65yO9A3otDcrcsWyQpIymepw1nsLPzurddJFBAZV+xKybA53kYql18IhdP4G749KV9NWtpm877ZpwQtj2ukwrtEhvInXc6iBoq32N1VbmJyOwo5IzteL5fnp1sNa8GAGErPjja0F9ii8byS+I0428UqKOXrgFM51eYptbteO9qhaLTJSSy5cLlbbUqntECx+EFsSC8gVG8x71sE3XZXmTLGCBNlTDtQnn+NGqMTGUaM0sUtHfOwFGN1GgsOxjyNbvli17LL1WVOQztmGPYEWX63fsgAmA10sI5GraY/UwyQd8WtkE2/EQ8RBf+9YJBsJF01YuDSne4BMfXV+mMAo7aQac6A6X+9EgUWzhea4bim5SqVbjMGg1oftz8Zgf0LsoNZcrOt4byY+zUeSk0spKlReEqr9tnS/u3WwQ8vj4T1fCiXakzy8S7eTZI4kzFxsMaq+XX1a7ixSkN+Gk0PwkDNl0SGnu2RK7Cj45DWRmAaXHMHy8Vfy77W/oKVXNcyvNr/oabKHF4RPcIic/bEoHJi9UeGT0860dmyGVC2lZH9gKcw5yFmlkymyqtoKkjVpIyVYUqKdG3715IOWUQkvvM0cnZD8nQluqDnF8clGqVwm08LH/QmBH9iPE76PoYHKX9LSrZPqduNK8Zqn/iaOvTF6tsJUK/hYpMNoZHl6zOBXfV47l9iVJHqB/oSkDQillLJDSH3Vs4Ycwvu9C/jdEbyldM28Gf8fcW8CHdV1pY3uUhWlqkJjaSrVoIFSaSjNI5ql0owkQCNIaJYQGhgEkkAYGZAsZgkQsR0wDiAHO7GNjcGJAbuNwY4d+yVxjJN27F5Jr8WK/fz80v0nTl7ear9uO7y99zlXEjb8nf7T70Wsu5Bu3br33HP22fP+NlQIAJCrXjDWp4EzOIurdJBn6wCJ/kSoDPtdFOdBGhPevDUx1L8EBpdLbNZmJIlKHnzAiFD4qSzWBq4cXNipskBfEKCRXtCAG+ng2R5kKeOu3kmbhB+d8SJ6LOcUMk6qs5mhoh8VZ/9qR4iECcQP35LJ+W7gKcPb9O6vdG32KwzdhA+107WOHZAW82co/1ZW7arG0rOxnPXzEoSZmHVUQiYl2aRQzBeC3PeISopi8KfQoPe6srq+PK9DsiO1gl0LpjAXYdcSXp1KVgSi0kRJNhGr2SdyhXNudh4gyFmVBxzjRNwicrmctc/75DRUVZk2DHOcZJOeDc7l7VDrQ1ng5NhaI9a81nPjMcX9McwuyL3EH41wI5OqDupi/DggPUlEN7BCVjdaynJM57gQENWvH/bCfhfu1QiYUcDIR8n9oYfQETfoduBc2gYhMBgs6a5MX/LEt91YjxJayW3OMwcyumwMe/zDhK4B0xTgQsG6JMIKZ3dbkIqrhiEzJHiUqx/jq5VIKq5mPRNgtvTEC0omEi727WaD/PHl5HdHQzmDojr1yFZXeZJ5U09RnaM6CLko9HMT+X41te4c4DoZjjQTq0tcU8QE8uqqeAamdiL/VwpV8yu8xiGG1tk/BCKeGCHQIxWloHWHFR7WfRdSujxCZlbHEtZH7Cqh/6v9ZerteBMSgjvB1lHs1xvXMV6D5Ozgyy6JAhY41AV1j9VDYUv9e/M47xJuJuNZ0WigXDAXVPBg3QcSU6fqgYcuszgS2afVQ1YK6dZr+9MZek6kVjhwGtpaYRY12qZ5De8J98GKmFWBEnqza5WY4DVaaC89GlAYsZIqFlpRTRuBZA/Y1eXcBRVL2jKbSYfuuEomnYkALZdqQwzqXSQcs95N6qlQeyR8dAKpsoBYZjB0kaw8LYDbLoG9kYEv4U271ivXwsVKuUrTsgHlbTf0gheuV0AGFNlQO2K7bvMJ6DzcO2/SyWIln/Y26KEtdijfWwBfqododNe5BC5+S0nGAy/w5SJOnV4OQUsS7Vnbrvg2b0eVLePhyhEdhwq/0w/jhDeM08NYzwGkMcySeosEevaoiE4F2EhDiouGZV6VkDfG4W2a9Ebh3mlkOPyQ5AqFnzyUJ6Cwl/Z74okKPyhph6fcXtkPflbNJlmkh9PWmsYJMVmP1xLWM3Ssg7iXIEc4LSr3XiV+ks3Zqmdq99C9d0PGc4R/OQDrrt7omzdzNzPe8E+IO5K30/f7aZaBK7CQEh9jetAE06JAHFQjaFAcQE2g1+QhPSyRQairGmUEhWp+vSmCMtw2zfykL3uyankdW8fu2Y+WF4ksZSNnXTCpJ70yFor6BEVCpo8is0htEBnu45miNejteEgP7xIRxBvwNpFfJ3P7g+sCt0t4KJ6tJhvqK8c54J29wcxpd7s9KGtyOLiSGHALNQmoVgXx9b9Bpa2eNOD+bEXn4ZrGGea6ret58y4H9Q/Ibon9eQZHM/8CnqSv+a4OhEwj93zREqaLyZuyJmvBQfzgTlBCIGP/fLwX7BTNjKf6AbNTZr4nQEpSfrXnePaMaToF3EpxO408Sk0CiB/Y4wrdgdDHfI7PgGdPHlRkiyz8QnVYJ0QsZ+wfsoiOrX6xKjM9tu13TnecqUBGH9uuA/+MrQIqtRHGKh9lTI19KeyMXjO1l2H4lk0IwJwGnHEZqN4NXavJsrAPwNtsyNPkhnJ/sQ58Eiq0Dj/2XyUwmpiroUwgYppF/5V2QW8P1pnTa6OKtWisaYBLkWFWc64Fx3IM5mpESt3gJHhw4proDKRUizq1wIHQFfAEqrnauumnEi954mSRD2Ci5gdQXgaObnsoZw++7cQ1NpdBDjGGWKn3mEhdWvbgMqQTXLu8SGTQpSKymnoOrqyXSWw8giHJlB34qTaJR9AHnme0At4yn5B6UZuZhu2XNqmtQLrFhPQCgV2m3SwX707PLKuEP+PzA2zEpfKXSe6Yk5cOpmGJF52a5XWlm801LekWEDEpKa1/Bqk7aX85J2FWnZGtOfo7lODOdjM5Cf8J3hrHUbYTV1cXyKoP8T4XSBuIsYA1jKNmvhcYfomSOtgc89W6ZgUiuHCqv5HqQl4221cES+Y4iYPG7D7UF4M8yPDecol5McTJogZ8XgC4VsIKqflChkcdd1OwQlsBGIkE64iNUyZFwVLYZdgq7I+BJBOoTfBR21ZCFIxyz19p6uKkjlRKg4+6lLWy0cBWr6tHC74WrywIMuRGxQnA14FHvYDS4KM2jIJXDtonXAu+B9n46BDknGi/fPg8sqw9i6CLz/twGjxO4CHZn9Kh5r+vyy4GkKGeh8thXEic09PUAqOF0FwnJVARKULudQ4OD1zyLue/B7ocnz8GHxRewrmi3MaNntQwjKOdb/mAiyNra6wMiEjRTkpx4YZh16lh2EK0M4fp7sULFlTOeiHH9bISrqdcB8UxBYfczHsdYqSHbwH83uUXVwRFmZti1292goy4QV6PBp5ME0imLlGrz82RGF4AlpwQUa0bvG3qOBGB5JlS1E/ld4FMtBnIok+i+tNbCi5Sf9xmfLWiBmZUOOu+LCBYhnqRM7xdEEbR0YjMkDfWoy3q9wYTanCe0MJJkV/jks17UP0Jpiry9z9cwmhHNA+VwVDREAwRNBz/TbTjSf3B5e4L7D4Ih/MyYAw8/NtWu5M2hrPoh0I0mxuLsXerKfbLIGMMZJZvgtqkmFJQzCQUYsvBOMrvXG/iMgIUSkMCIrHYLyIyMYOqzN+CPNcZiqmuUXxl1G8p0JVggcZMtzFQHWuDRVmpEQHmqQtrbWlsJr3MnRporaYZjIQaWZ6FsxbzWSCw3syiw6N0U794kfOKpkW7guK0rwfWPAl+qaKMc5is0dDuMForXpUTqIbQjl4b9YYwFYRX1Oipy+RvxGjwPe8Ish04KSMSluFEk1sVAwuvGrKL4pKNEQV8I1orrzPbY/Q0a6Rj4qax7VQFvgEWc1hmMDkb20jIxdrXCOOEzcFgmFk5zNhQR0QweRpXr6HUJwJX6WdnN5FFWAX2THynKi49clK2kEgpKte9BhkJVhI2DsoXfDSLgDb2fbpM6GJ7w0E9/JdlATAcDCsYHyPTyHzUZu+ibGqLHaLeploKOKF5DR5OWCe53lWYyqL6h5BPq5dKN+uG7GHaQq8Hb+lY7Qb2Ss7P2nPMtsyvLghexU1HktxFrYP64eF2s9IUDKZm8EZ1Ia21Sz1oypaqn8mOPg+xs6/XtXT0KcXEviidJv1KSCgllF/HGXIp7X7M7O6oEp6ovdq6/qdqmzy1PHHPQM15KJ9NcLQkheL2mpt5G1KqobRsEk5XVUPXENvdcVIswvF08KTQNndiBW0hPNV5znP5etHupwYCyl8cdKR7hFJekuPtQKj2dC/bHnHaX8DIE0cxVYpkzgcOArXAi1/CgLuWUgm4Gwyjj69JgYhKqI8UX4ieVToAmSkw2zbRUYrK0RulMIHva2Mn0VLWxyK+ZP9svTocQk0g0x/gKPxJorvGyMCs+0wm7qCTjOgod3oI425tCKIU4OoJD8Zzq6ymOnwIeh5VRf+x1RFQUaKDX1C/zsJu8DvMLk3C3eItEhsvMN7BXynBo4jgJZjUq7wkWAH7KKZgM+PPB7tAk65rsYJHs2xWRAyP4uJH4RToTSw8NzL0VTj1v3PzCT0bz6toTZyC7pBvLRkUrjMGCI6GcCRm2VJT5iFCleVXPTCamsOhWpryTtE8Cqw5p7at59wfPBmNIiT5ju8RpMlwmGqgZAc9xzqW7aqhfAZIhuEjNxlUlgGW9Pty4JqNMnZO4ofIgNdLtfpWdDYyihzfazsCcGJOvrOo8w3UcDFQck7okR0xEBUw9c6E0g4EDe8kfsxOCH33ZkwoBCwHyi+1cApKIqp/J/GlZMZOKq4o3ckSmgMXdyTiY5recShJOfOQ2KEQepGU6IAmPT2m6Ryce47LiihvYCe0yppVPecznCuA58ITOXHEQSHxIqlJcFJBaMGBi8SqnE0MaNdUJPwUT4qkPFAKj/X0YfI5UNFjnqwx6FAH1bSCrC2mOyUTVHS4oHskm2hhvw8+quuqgMv4nqN9kJPluEy1Ml6kEHiQAts+yy7lR+cztgfgaIuiIBA4j5unARosSkrnPmiMlj1FUWdtp4qCSY5rnJa+1HKHOofHs0+Cw1wgt+Ul2W80D02Sx2b3F4JRydY0gYuj4UXw7FztDOwJTeWIb986WPLIuveER99QNRR8GQ6mGphHuSqqV6DGSm7L/gy0uQV+tyiv0rVSwDC6yeqCAm62wS+yStq6/l1beSrd57So7JrUhW1UUQBRKrViHjp7sip8ITOrEgzWDtawTDgNXqANel0dleYA96xo6Hn0JY8KlEbUKhdyonBkZHPv6VI0LK3H+VLiQqPO4pwm/8sCS2Kwm+tMQtvh8fNKriI5wLtXIfE5IGTQ6d7HEJNuqXWKii4hQJB41eFCHyM07ckVhMFE010R494s+uSA99CghbuzsIqOlj+f9vQiINnB9sJ81l1FresmuczPQsuMaNNxglvJFBjWKc6tqrJ9l/8cnWqDqlRRPj9SzIUj/en15cMCRqIcsnKgGxnfPmBDBCLKhPtvsB9WBeYxa9vfBUYFL8FUCsWF4sXMtWqhj7pPOwvXVcAjmZR8GdVRTK1kTKjzR4I2HdRBFQ47ZF3x7dmejPzvRKU0DYL78/obdExM3PIgAKSLYwEf0l90o602wgNiACl8kAMvqIMtVXVksbdnpKrMMzSvzKbOCwX1XdjHLmT0LuQWL6jcEkHF2Me8xhEQNxUBtqlhduf88AAaEgceBEssKTp0/J5ypmR38l7yDxb5zfdBIaMPuDjbh8IDa/aB3xq46IcsBrIIPtM7DFW8MNlejfzeG1WEeb1WQFtRawBqXEkHNbneElMHW4ZZoethT86bFrCbLKtFOdKQEguPgOkMaktFlRHkNDwzEarv5yGNUc6UDSyBukyLDTLdSaFry+XcNAaUhEfWmmFGOg4/Fm0MKLAy3UwKnQ+cjYCzZ6HqLGRWbR7N/B6MughzLV7pJzv/Q+NRb3wQwtM1OO9tkZOsNJ2mqvdz7qgGGUVlfoAFn1Di4SD3keNSG3OS7oiuTniMhD9Tb4jMpwMvQkV61o4GwUSoSPApp67PEt1pm7lqR87ldHbQkay0EZIUUD5dfy2UH8tLEVNEztjU1r1XcPc1sSvbxjFyYhbC1lyRRBt6Wx+UndGeI8u4EA17rjZQL2VkY/gnJ4xXiMx1PXQwBIzJfzkZ48GgTgeHbyVqsD03AjxsyCwECLktODCHCCkmUHZts3kR9boffPPFBC/zOFgnudoAhzfDUpf9j9VVvTG40cwB0F9Uj6aFAyRcACoWbyld1mR2VPvyVT2UI7w5/+euzMIV9e+JWpIF96b5WVDNwFRonVJjWQDrdkkGWjUA7NlUVW3lbHH33GJTEZhq+gkPJjglqpahrkgotZJhWt+UNQOGfFtcAnA7g1VeHOuKQj40x4jaVKhYCtbC0YvEyC7jnCWJje8E/4r24czzOHUMRQ4tomBc6xhQD4Kjj3LFe9yMHrJox8kgnhupp4WaI4Maigx6TDq10P/mad72ZJhSI2f29bIS6qDIYO8lRys0B8Dqoq6e7Y+9D5KU0mTxAnAtI/t620PDJSwsmBrWkbFJG6jqxytpRsK2VCEr8YPq0Y2yPrvlXfL1+ksjE1aXto7bwDje9M8UwrXpnsFFGm8e4SpZD8GByMF5yruVie/oxkGRMWWlLGA/iLdUgmZM3IzsYrclIUo7JRRyFqVM+6TMpV5Kb6iuyLmDNuFTEL4fGqx7cWm8ZDdMqhdAfW2YjKZbI6JFOhTlEMyeE/bSU3KygTBAzqRBBScYZHhSSi+XMC3oU5tRjbgBP4Hk/LojrPRPWa4v0qcg05RDvoPCF0kzU/VClos0s96Za6xOnxRmulF4GBy3qOKP+8S1uaKg6B3cNZPrF1X85ck0VDJaXBLzgUuYyH81vYQ0swaLUqYdbEEz/bZIqgKHgSWBKTCVgtwZnIbadjGhFHlq7qFR8QhzvZs9w7HQkhBcmgyKlHwwn1LYjMSZR9X5jJoPD7kWeqYLMoElr2sXMrI3QXDSG49TNGQWlHa10aP4SHeoj8kgs3o5RUrymbf4rfFNbKcXe2sluEib+3INZW7Vi0absW2QYMQJOzrmGXJsnCMlS4XHyp2auSSd5KCo7mVLET0u/1VjF0dKUtlVcAnMjZVqLis5TElb/pTxlluyCX7BiJwE6UmVhRs8nvRanapAeqKVGzrkn3YCHqakraYTnFKILDAK5uGUCTWCXSDIyTQaaIHrHqI39smME/MAJ26g17IBYa93q2kpYlZMuZ5r2IDYDq3eS2FczexddyUeCpZFhp9YI8OQWp+igARqD7fXjR4y6HmAHTnOxm1+SeBT4BBT+iQk6ny2wW+bwf959thQ9CC58TsqLtshU+MSaGhkx03nZ6G6VcmVUTb3mGCSlZZ5GAXKFlmiWchPTJ5jv/ZFQdXxcLp96ZNKfSBuLsKRPG6F764sqIOsJgV/+9UjsPJxwhUPXcBe+ZBcBHtJ/OmyW/fil6mc1jHGniPKFhmoh6uaYA73J0DKh5vxpX8KP3kqIp9SZ0tpc6lfFljRxHlI7SQ5UdhRB0k1qg0DHJkv7RXGLeFvUxdKo5PVwui1tLkYgK5NJDC7YPLbOivS5mA+rEIWPGuD8PEuolUj5D/DjdbOUGCCSsDSiXxInbE7z+Bv5zO5FryDAFRxEARZrYVoNcQ5ClZkkbLRrnDlXJzZYGqWqURxjZReQuIsyedNyPVS3E0LPT3PcufZBOgtg9YNKM7SioSnrF1CVvcujsF5dCLdtFPiw3aBU0/xpu/AEC6y9jjJoYjsLf/GqUqDHhsFqe5B862FF14CLHGq0uVxs4bfPOQZEf8X2mE5N1qzLrixzo9nMOjpX5ycXnIYAkP/YqTEGtCyCu/dLvaHHd/8DipOsbRfCO7I7TX4JCG/nPV4n6vW3KwEJLKBT7NYc66MecgqZH19fx/y82y/16E9Ddx4G2heYpKsW4/buTVKxlFru34ugghxWs+cUlkdd1VJax4FUy0xy9rdMPVcoqElNQHmYm8cXCPTEaPjz4dC84RTTqIBvt+SP4C7ZcQk7ec9Iw/WwPQHk2CjRgMj5u+iURQEM6Z2iqPiu1IbTDU1aZ3bDJ/yNhvQIFuqmmZXVp8aLTB2ZR3XZQPyUHJl+dnn7cd9STAQSjASez8A9VGUEvkUN/FOgvHHMkX5THx11zIiILt71ds43dQ3PABactYJn8FgK1uW0NQYWS3R8E5vWM45cj77tvzW7kYtktYJbNNljWVB7A35DfiXcdZYP6xtPy+ACSRyAzVZELkCbB6OMDDjZOJa/1QonIPvHoQufxT1xp7ozArqRUaKtVqiLQyMswv/GFiqwBS7B5yEvjH0LCek6cwRGf4Z9O5EE2cejdPD86H71KyIb7bthUA1WJZpMjlmRFsyUy09pV3HyYOIquvbTHYKjAn37/qjD2yjhJImOFudX8XoG6MbHmOuNAFbqpUmC1WwJ5FhTDghjdx4yItb8d27aSyRsvnqzOkMpP5WeMNj3yqwt6qhPnodrqCuDi72lYkQ4h1ffw0DTOKIwikgR5ChVezGWyV7Sxo2QjLsLefyQlIvqNoKSkIg4AlqsvCQCkXEzMqwFMJeTIGfh1S7x1LXoMZVccSXOEVXpuo9QAnzm+eRloZY6lNO5EmabkKQLDruEF2HUWV63z7fKPCJSqio+GMgbBPa0KqIfBxw9C9w6h872g0Rhye8kO17wMBqHGjVrtjEXX64SQKa/clwpj3T1FoeBFUESx8pUnnfhdOolCbQWPYVBNsZsHodPuu0SEg7wcTMm4kq38xrv9cPceQeY5aiVDIQhUwlQ0h5xqBIp2B9Kbqk0xkAS9vB8RBq8RthZTgvV1vPz4+kukNEvPdEI9SEs1K0bp5ES/Q7XkjgCJFoluZ/tJOTpuBhGygNo2At63YF1Xb7AyLrgGyeXoinSoYOZC3bVOodY97pBAEV6gdc9oHkYUkW6cVr0aR+rbkgId4Og1WOO3D1CGR59MJ2r09HjZASBpWq8MgxdhdXBzO3sUOQseAC2sO2DtKfXi3ViwgAuYuXtj2MPChCD4HJYLBPhcMOU3kIpQ2jZLu09E9omuAWK339cG6HLE7B2bIfgyt+EuQPL9MQew2idAoz50tX4Z6PJd2r7nlysGqpYXsrB0NPzxZCC33z9TllviZhUxWQaXZ9QVQslzEhVf0KUiIjCcWjPp/0l0EKP1FJv+4tB7hCyQe65u0N3NwpAE4flY30UNU0cSO9B7n7ZnEoRJKMuACJaWjTnVvystQSjxgDJmEwXAmGEiGoORh6GH4F2lHxipueQM25E7d0QDK0lAczX2uh3t+4OiXQGABJ7VBAGSSa5STFQlCi/Pbn4I/KXjwPJZyzAxQCuQQZHpSITzmP1SJv5SibzEVaXJAx8F4kMe9AdWDxA7gTP1ZEWn4UJMWQgWXVqxPAOyVeVd0emg22aQh1gwAbPE1cm7Jha+x1te6kq77gg0z51ei8lSnZPsJREBdGbzjMwRKqC1qtezBzb6xEjxv7vWyw5QZbWR3ADT6WAHc+JHGcAlX5EfS9sFJYNlU48bL0aRmG+D36vXdDyeq65ajHDQywE76UsCBCOS20Y5XnsbL3RU3J42sZg0+FpDjMzucewuDTvTkI9o71qzlHQwIokyaXMk3cNFMuWTlpvaoaUDuoCCzXDEXtTewdbQq2n6tdRZmPukGZ00HYPKDP34Q0IaFVaJ+byV87JzDYU73BcsVaVnARuDAkH5LwDnlFgmEMsytAu/8AQxM67SfIXzsgMYSeRBI0LuEiaF+2ZzNg40jyMlCx0VnDma4a5xT0+y5Uz2wJg/NnJexNkA05T29TtMXhBc15tEl7yAqQmmwa5dbNIbewwsVKzoWBvNPhokuEp/B3JAigpx/7FcCmrDDWZP0cbaMi+S3Lu4VzYfzX2eGlD/ELq6FsvBKM3a3/7FHCJr/DsUfZcf7106CpW1d8py9WfSjFRlXaP60CKmHyhesjYVTsAWklq6+A215ITSJm6U9YDmHXKAY6YZ1EXu5et4KRn7eBugzukLebgikNP0yB/cu9lrayFSuzaIbZ5BwZmYFuPfg/njPYa5MAuyEUFbixgRlwtUiT9w2sJt0uJigMCk+FjfFHuhr3IXgxOdkMRyi1JYriC8M+euKs8VwRHOsWY5BpO6R8X8rO1u+DsGscTDkpNFfyrlB9763l6fADaw407/g5sVYqpvRk38nqU2gOi0wpsmJN4QHQP1HrA1PxpEskWJMoteVbHF8ICY1npdiJtqRFQD9B/knHuHCVWYheR0h6hU4CNUot3NtEqS3QNAPneg5BxV6leOEWF+XF6ccJ+fncMedzVdbfxILByVGBZ9PIW0zNsU0C3F0I+heUHD5com7o7dRYlAA/hJxmB7M7eLHtZfee49FdRFOMKlAuyYq4bV2w4zFIL0yA90QeUgHT9H5KdXy27ZiMP3vLVMd19iQOlHpVlWVfBr/UVqgqoadVO1awH2VbP5SV159LkRVxP4SU/a0oSn4KTVwRZ2OKG1TrV5WMUMIsqqouArDA9dd2+JYmQeGGGyKzTi1i8Z2BTg/UYmMyaYeFdUQz8l0WpTahoao+Z3W4dmd9Gxd22CMz5IRI1OtHmRcjbRhzPUn5qey7HMopi7xruHCqH7CG+vPeXIriBNR4kg0TTPCWovllr3B61stoO2fDb+bSqWB/0AxDC2XDc4pdy4kTdq6aGpBd68mUNvq4iVCh8xApGxvBvEyNA56C6yEOGKyLB2eGgChgIEVYugUc53HFKSuZAq9noaeJ8NsimmFidV0N8wjpRUyj0ik9fJBgBWulLJ3yD5c4Ww+bhpTs5vS1P6ZfCsJQhjjIg0qitZPKJlu4B47/EyqoGEP+vRqqqV/6KvhnKgy/gLLVcRSuU6MbPSqe0wNQlwx3drWpd43alui3NCdX4Q2vIvcrHykHVVUxhFxavQunYSO8WwoVuSkJ9D6BBWY/kl1XFM9L8S5uDI2qZI4w1AhyHa1RUhdqVEpTPMVVUyoyrm2vy+A+Gcp31uJYnWyq8Y3YKCCvkuGcNdmVUP7tFLIYMrMB2Rq4lfTbAuDRdtFu1GxfqeJ0VfDhyt28eMhuTBFCKWydkDkq2ks7cDJyM6GoDWpIKh7l7siEoKrbqqSNj8HMHRQY1QkpD5C8VPBNUbWfE52xDFQqh5brxd2hsJpUuKQBGZMg2RJakwm15Cs99kILJNpx+R9PGYB+dsvH4ZYxOoYpOV7zQ+dgDHQ8uHFPLN67h0b4e5ItF8E5jVf3zoOdkq+0j9VTNQQlw1kDKviFCu5bDtHN0kCII2j/tF1swlsirR1of6igdBgaysKXsWRJf98kHEYZ1PH9x6QsDjPARw81FeZodDhS/9T3EsFVtRHt6rJV1MllAz5m43zn4BTcZr0xp2jXUAdftuVV4aug/+kwH9DF21KgIsSKwqkavsWGiZJ1SJLB4naEVZ2Uk8Lc7wJLIRV85Ygie6qnN+8tD1VAnAvZNTpOO8IIkoGmkBciNijGCUYrvkQxATNpPCGtLAoYxNlT4vMly8e6uNLbLf6GihIK6kAmFFyPGIWpFLDJSu8cToJ5kUGcezcUuHAhz3bMWIRPAkaLbMwnl5JrlOgoENoN4BPuAlPRPshcgzY1st4/CdSUPFQvw6Qy7ZK9Bebr6UUqbJDFyBiNsD84Bh7fIsOH7quDiZfHJnj7fWhBrukvngWXmkohaAomX+7yopaohTAkowSbuR42uAY0A8+2wIxHqfRvkZm6ah3pZYSqWGVee7kfUt1UVZy8VO0GxWQU6aj19tT6lJAKGJzHLEU+ldJEfCrT5vCE3bODkE9LWDULPeFdsrw7X1sjwivSIcWQ+jZUWJzWMxxeeRD8C2iLjKSL8m4tR18cawuyYKCnADzQjpZAwL3BvdDvxV5n6ghrpCQpvL46SfJyKu9e5JDSC+0qoRfKWts2BIxCkR624zrb24WDqFew/ktCsHtAqXd7rmx1nW/ObEAz/sp3hugttSvJrInYAv/2AJk1g2KJciOg1Qtea9XDgNk3ud+5y+25XUUMkO42gtrcVTPBsJVPQVXI5pBBUMzT+IpoXYLTC5aeL3C4YLesqTpdxfsp9Tv2CDeYKEOuZ4cluWD4HjTHsbGg0uczRm6ZEgMlvSJjBGyyIt5ITb/WglIRX7qxirshojbQC0e88nHKvGnKwmGsguyLaok8VhI08cIF6obI5unObn1l57x+2gYho2bQ9+DW8LITYLe9nBliMRRcYqWBLEFf5NjbII7KVs0tOGi/KxFSkhZDqaa3FpYd+0A0HR8hpUHtsbcLko4L2B5vCskREQ1OnhYAYGgJ+lF9BGjOiUh2Etokbvshdamw2skS5GhJvVVP/eBFGKq4Aml3C4yeL84B/8tMB3vOdjPSZWh78+PnFW1a1qCkcTwe3PusB6DS7iZCCOGLA5og8yN/TPb1ZBjH40lSxqCMcLD67w2DFn+Ox7MD79K4g4jynzker2tHTvvevP1K1e2FcGfgWXXLDLIFah/L8Xhfw7oRi/BkVq3ed3koWpYcpEC1c6Q48Hnk4/0MjSrj8bty8G0pHp8jSg6UeDy+Uk0eS8pF8fjSRfH4NbXqiD2ssUw7G9dVzD7CqkxUh5nj8QTNA6ixqCeopWqWu29PULJHLfIEJR6vzutHw5ryoPDxLuG4EeqTTKHczJrKT1Y48lFT0YLvU2DxlOQMNRFQPmFy1CA7JAbwNqiqIYtSpfW9TM6Ncsb9jQ8iBY1A8cMvRkqjtw15IMHtFUyCvQ5nJgDcB6HcgwEeHMwB3FUQQR74MW21SJeaJri9Cw3ToDTW0aP8vS19+G0GUnX0JkjuNtu/T3H5cuGxMNuIA3gt27iF+FRuah7kUis/82tIzqlXfK8I6MhikBgUH0iARVL91JtRJPUdF5AsVC3ZgRyBHBuu7dCmhmv/9LpAS6ZqSdjkBkllvDUUgMXl6ypJ+8oPwMUJLctnI9mWn5jDQjxQxL/eMnpxNeTBNcCp0qWkYMemQgL1OCF9KVyFH0Rx3cRWyCLfsbEyBqx5Egutb/AhHOPrl8PSoN+dZITfS9AOXm5U4deuiVJWsUvoWIWgHagtbZEOang4h0gIx2oRWKFLYN9oYnQtYTrB7oPwnP9ICzyPZHkjtF4WW0L5eUNOcwsXQI4I5KmygT2kxt0kTKc8fMKD5v3T/kaRrDyCqx9XHPR8rEnNzbs27yGUb5gu16ybg0e4rDlqQG0Yp27aB+E4lzULlDW7bzYks4RiSH1ySlN+EGp+ofmUOPJBEhx9TKJFeleLZfDHL8cnOpfB3AmkJmqhulQLuQGtKonyHYm7KYsGcrqysZTSOAsIOqaPRMq6130g7bfg7k/eVa6RDJmhxHkGZqIdGr0FnA9w8txG1W7BQN7NrYKiHmsNC8LgidLaGiqs1ok4DTxD/gj9mfwEtB9F8o4AzLDjpMw9fF5ZGKd1LZLqYSig1qJJVXGCTfr3tg97UbqINiwXeUjLWKydwxEDZA5+AkHlcAGf4SMQHpz6AVl5i7uScE7ed+jvoPbutCOHMUN5moicbblUch41+I3huA2CcskTShzU3Nlsh9VXKE7zvpCXohKbtsFxjq9nAyOfhx8XfrNg2s+tDPJwWvVjUYVCCvtlP9AQtW8KQa7OHwf4K/691aO0QMZ6+Gfy72WQrZH/l+vUQxJ1s8BpMNa9BXdcWsIHWeO9RfDJftjVVMLgmeXpEPI7yPNOsAQmOTw9YftMkH+K0MT2Nlb3Vw4xv4wzS73geAJ4EmwE6NCcTWkoLGU4CKo2QSHdjlT/Iq2G+XfHo7w9kQtqPHUMB1Go4euONUJNpYSN4FX7HUx5c02OJ0e7/J0NonCDcI8Jwa5dBrKjzFNI2ZQVphHoww04k06BgVyDrLJdyQoz57BfdxlopFByakqbYMUKvm4QKuqgWd6Rcxg4z2xFN2iTnLRizhWs0Q4OptblxyYyYUWhyNiE1y0rg3B6Mun0pc4TK4SykAoVsaIUpAxy/jyE9vayVBSHK0SqLZWMpHuyMj5YAfnNWQDdxPqGtCT3Au3gbWTEV1so1MVEvkqAXeTle5beEh5OorwmkXc5FXptx3JU7uuWWuhmSxN7KMvF8ebrYO/AOyl5l8dCwY+SvacTaNHWu5piOFtywsxmcZUS6K3T62rBpj3njpz5md/knjfA7G5XC7GwR+ZktmTMZMHHVeGDiiu5WebiKz8rDlDRq9bpesrP6ekj85pqyI/XwIDQPSyuesmVnIyErIDHwiqThoy2B022dKhgdK6FeJREhyUoIrcAsA+C4krWENwju5LtyDm1aLhcpFaiTyDHO106/aQirvA9E6QEtxeksOOFwjTmNlxAfpS3J8v9PLCrl30HssbxSa2VnQFWbotM7JFr7F6H3rSjMhD/klWg4LSnVvZEjQlnbkMXzMCSIVa1V9IuSd4i/AWK8QF5S9/lKLk1sQRSn4K5/aUHrTb/ldQWORqMofAMMfsjZ+BxDqUx7xpRIq179p6nUFo2EpKz8AyYKxgUIiOadtbAirirKDDahX61eTMXK/4kViOyp3zdwPKJWrgzwOc48i4TO1kK+b4qATH5PvTeIWbfKNL10/KNwglT8tiLV8E7nLAd2pSEvMnORFLuDga4b88pX2S0cICTpO1YNr4A4YRN00LtawhmD0LLOmH53wYZSjNcJgAqwlkIWft9Uc0eAI4dbWnkJIzKgpXsXUU9vecl8DXhMEMNlTFx3QEuD9l+LGgPbkJySkT773wU3q1YFwp9y0cPUS8TxhtI3CMiDmFcv5OWCleUJGSgJGSHqYnTdSlD2S1GSRn2UMguSM/zeU7DTu1JDWUonx5uJY2pFBzZ3rD8indtgQU39aNKL0djkag0JH31FZzgA+9Fs8/ynB+kyhyRZzOfnAnULaQ3RrIdUpwMh1XU1qKzJrUQ96MGlapqMBVze4D+56HcCik9Sn9bDc52L3zP0sRlzzZuDzAYrVkVI5HZuvLniDkcuajdC6VxOIzTEPgkO5hFe4AEJ2dqZOLt8rM6Du2nPCB2b2p1eM066uWnyU9gtKoCkUTJvPb0Qs8cJo4b7FiqQ+uzlDCBrqcq/ZnylRzccHixghxLvWECemLzzESnaBJPEmvnRqgMZ1O+TRaFmL1dPYyK+kujDETQLUvy5j2wvnifbohjY6pFFNGELGFRRxB71CTeHtzNxUiil59HvPD5USTUe0cGa5dtg34LqALU66MWNMfE075Ehuy2rD6Vi839mcauZR8FvxCctW2TfpRERtzdXb0N7pSdRL4UDroGHPAPwWv/q6ik7JLWkAdjFVSO6CuA8xtz/P1tg6irlED6L3J8kZl1w43DuJGjuUSBksgCKcMoLAZOgbbhYfU+cHwLsu5AT+OUB+w4gew9kvrnBcPS/oJsTnJ6XcAUeqiFzXDMS7iVL3C8wuKSCNi+ZlSKeqGqlesRi6Buu4sihVym90wvKtSpjPeP2h+X6bWTdTEJQ1X50NVguE7JfFSmJzt1bslAZraCmRlFCpEu3mUTz2qtgQK0oxyl3MJofODtWcohLntmKxHMGdma2pTehjT3IESl28nqjzwvu9WAM+scGNYfjoNQKssLiPMaXBHkgdu6HemCzFD33AoyfWNHtSIb0g2e+GQPLi3j/bdbc+lGEwMLGUVET+8Pwp0+s8BPl3gs7O8ugWWUMKPmrAaNSXjxO1FInr5CCDfuErXPGyrGlwiMyoe4/XTYieB+98cJXlYL7QHgRnotl7hRgJKSRFsb2yCpFAqaqNJluS8p+T6Q81sREf+Ss1DqlzQS1Qvgrt2Xjj7nEUIUfN7vhhR07oxSc5JUhjFZ+PJ9eJXf7P2blIDlwSU+lYRMzm0IR/Du+oggKDHF/4Lheroj4TDDy3rMwepPKUAZO1DnN96Ec0Xj6HsVqlY2gU8QhE5mc+tLzrJT0hZ1kLQ3OJQj+x+MeRyVAcoTVBwtW83p4z80LwvuPwFu7hFFbA67BUydbXnZzNGVqcGhECqI7OeejHVQUBMNA87luC1KHT6wW07Gqioo64Hw1EYU2mu58EUlsIskSA9ORpynDZW44X1L4VvwwzsRMY2BD4IhFvdapAlf8/fCFWP4k+y5Cof91Aqgo9BgRXMiCxTKTRCUQ9mGE4GwnxyzELuceNHzkbQJVqugYjiVQ6d9hZ5L/N5XyiuusQlSZ2ANzQU9rNShbW7PEF20FrWiqyMPOFgH1xdADCmwOoLRH6CY+RhsoMbPEKBzP2ozgTvVprLlEAWulSQBHhEKkS/EZCV+bOgejFsi+GSz1xEImoSocBmyeBQ2V5CTzzUKzpxflV0m7il6tzYg+bZDz3nhj5PdlnkTxOFSrOrjU24+sskAt0GTlfBqjiZrqPWO2yRunHo4raQ79zA44JuH0DLCt+WYjI6dk4TxpZsmeHPdes2OGHw9DzQDA/pniVrGlJ5q+Oq2o6GsJ4XmCuevZyI0dD+ybwnXwkBM45GPYXKQVpSM1Wa5ouLbKB5GN6tBab3VWcYrugGNccvTVAAFwT3IMGfjFmW9+YhZW1WkeZq0VD9bKr9tX2D1kkPwXp0M0QxliNQuN5Grv0K+bVeG8KE2i9j/DoiJqbOWw0O1VigtmI+oWlFfMooiua3sOXKHINMb1BmzbZbYWRR4riQyykPh0EMg95C1HGT1Mf5bA17tbkEBqijCH+QVHYEKjwjomhoFW04bXCaBemCPpwXGTSzjC9NdTGVFWVw72FuQigNoZE4N8J5R0v4QpwfTxLUZXcKCnUxCrTRDpgcvOG3ruO+HFRIKxsp2GTYIBxrxloZ2fiXJgEy3uYAal9XgTc20JQZWZs9FfKXvZCW0GsxaeiWvCNjyb6SApQ5GcYeD6Nf2UAE1Y2CNPic4NXl19iD/Za8OKWALGFiMHKezOrxg8Dz0UUOQcbdriWxJS68OuP0F51PNzhENe3Um11EW4WlSLizuZVGygCfxNQsH6R1c0XnJKLCYPiUFDGexNPw93MGpAbwpVkM+NQmnvPVwW2gFpegIObkOnoUJDfzq4appHvZCsVq6/uIw+dOaOKTQ1O1PRpOWIn8LqRP9a/Vope4vOAf256BKohxDbytIj7q3WXUFxnBVw92rJa6FOqhIc0H2LCMVUH8gnbyrTvLztvlsJ38aVCY/CXYqGugvp5hPmPSoJwdsVLE/rUaqgpQoZAq4IgHelhWL6BEkfCAwP3oFTL6RW6hVKOXpD7G6HnZ6rp+48kVKrqRkFIpWazbJ3kl4D6nULy+oHSWjqaMe4kLbckRDq3zvq8xKliTaR+HD2reQKsp2Azy3prWFk+Nu4IIoiULnx+qbjyn4rZCCuv5AwE/hwlM30yiNF15Gsaaepj6BzGvKTdyopDCK3lel2ZjF79vLSRuNx8zUvwmuGJXMZIIAoV8+aFPwiiab1HUr6H3JsVkndNdWtv1PC6t+rPt1A7/iNPkJNjXg+y4APMDtHE6MWgaGcPIfmiCyuxS+vyJf4PEkVCSaiWG95QWuLQxgQJ1jVkCrFl7j9/X1bHTC2HODx4QaPMLVYwmbAtJJLqXRFvB5WUSH4sGoKwB2bHKP0TLztT9zf6nUw7wF/KhzDGyC9M1LhpXOMVk90P1kPg5Xy0KLiDA0ERWc/ofJVbL/hNI5Zt4BKSwCz1TppdHku8uYUbj6pIDUDRNJ6ZHaiXT4VZD9UySsAQKvDC/tHgb/ABgMhuDVq9LtZb5Gkkc3bGtttHWkBAyk7DaIeVjHybrrbUhjU+C+A14MAfNSZDgpu6lHVeYweIa8Pgsd+exOm41BEqUeVciWKf6SLbu8UhyL8wRtxVWoJZP7d3ndgz+oLcDX/TkyEc5u82SddTUUZM4NzGe3maiqurf2OqMkMdXFglGqNiuS4tkmd5LOKllifs3UePlZE7kkqEPsCGe3TZaB/2mcnXZOHYEZEwnnigfZHVXsoY6UWWPk8zyXeWw9brDvxEKrM0CLovZZ5ObwbzoH8t5B6n1BK7PnUa3sJjXARVh7p0F9CZZZzZThyn7dTEVn7WLz3G62vu07X5VpYVQfJN+TqS6Ys8FBsPij6PDKic4jC3ZCgUwnXwFlMh0aCdkr3LF7Vt2qyfv9BxBng6JCz1gzOP3ZEdL+Cs65Jm5TmmzB7fDcLDOZQKPY2vASqE0MGFdZd1y24mNst3ksDM4S/eO6F7cRqg8BxjGhzyQxy4WwUfIV4G2vkGknQXxjIMDkylEaXrQqtnakh8QyOx2EdOoSc2VnHkVG8fASNFvKSi1+3IrPv5ZxJh5VYriE6hMNfhxPeYUkniG6LRlKy881MQP3FfNbEkimTzt8SZkJkfUrha/1MGOKdx6NLwyh3EHOQVxHtra7MBS0A9HsYMh7glJQYCHy8UbjxJA/nAjBO9gPyZQxCdHio4BfHMJb0EQvU28SqBh54DDFp7FUzkqFxivzEy0yXloqQel5yFxpT1+diHz4I1F04JUDffD5oe0fCIgWGBcuJWnipcHQleUyBYUmurKeuGeAQ9jhMdB5gEBi+OaB1A8jCPmEqHg6uAq3iWY8Gqgf69EAiCid8cqG1uXlA7WcFfwo6j7mJdBPQFrNjqusNJa/gkT/Vkg0q0Xn4F1WtBJwFjJbCwI3s2OFwOhPy56Hf7YfZjD6zrP2Qk5BGQ2LYztelZtJCc7WbdDTBwXc2UPDKSjfw2Vt4Mh5D+s2vSgJ28xcRuoGk2jB4t3cnnY/C+Vm1mlxu4dUz0fOqfSJM3yml7qBw96we76GtAt6Cm9TwMCO+8ZQQxkOJijvhtrvAzfC1hNYkplW2Ejdm8hSSUkdgdyHgwjfk1/Gd22kEzyfKygDex5UqUeUIHg6y/nNYS4yCsaQ6FXx1aQDE2MPAteFiDaYuibynSkh+MB3wEKMve0fYHTDEj0Yks822y3rWCnKxx1SHFomI+eQSHJPgfkw7zPa13BCMAui4izuEhmW+sG802UjBwzWhks5zwTSyhkOp1GrjpmGLfC6aB49IAuakyxIgmYQwfmhX4qE4B9cRtHySjf4JTk2MQ4ya1ftaSwiszjZNjYHqbLwpWUDpvAW0eClu/RhjxUyprVHYiDt80dNd4gonRjFihHQPi9Vcd4pYYP4wjnEKNL3KQXWZTEibunDDPAE0u/+AwVGxSlngrLioD/Hsois5WIGpBqC6hxOfyRgGDlIVDYYlmcF13YTVCcz3woUkUbwbYZkPyShwMBX9guTimJaBP8liqGZLQWaFWpxh8hCooBitfOwZg75RSeoC9GOjcwdTVcRZLUdcq/A89uzkF56KisLmDNo8P4Nfd+jSX99G6T5BrgzvvJL7JSjqGA+RO0M4NZScV1xrOgGhmtVCaW4o6yNCiaMkX9BnZqCyLHI8tMoJugGFZ+kQ7mTavd9VkJuJDG9gTZZu0/2SEf0++C6wz1o0AxAQk47yeRW4V+SAlfXOMMz5nhXUWwOfHO5UT2j+l6RLYZAUwmTVqSZ438g04lLZV+HpWkelKoNwTqKzbVE1qG6oxLKBS5RQtflQG5QEqwN8ZT95wK2waKOIXnE/fFMc2LG86nw8NxfdAddRn/UbQLHo43ILTonRAai93EDzLawE3nkzlERI9/zsVV26syvLEwao4413M27PWUJyuq4bHgexSl184bNiuWpoW7enNPgU6FGfTLvKcjef5yWZyWEiTCBTEmH1QQ9+sc22Oa+2Gm5N2krWAs9L8pkUUURpsJbGM68wYW3dUrh7XXUKaiBt4NnsCeHC29f5Mt7IdjFhbczCiTvaJ0HcOGtm0wVFclkDHeE5BcE67nwFrjwNm91EfRsF85E1zcKb9k11W5RCm+DTQ2PK4W38GMScNFhWwK58DZjdKMEn2x5l0wYf6uvUngLXHj7JRfe1nPhLVyXHVCOTqeH1FWgne6nttNe23LenROFTvo60aLTqQ4X4cqtjn51iIKmNMaUdg9KQoRKv9wKWS1Jvp6IXW4l0Z/8AvkaQR74HGbXBxedkNsnFgdINsz7/tzcCDdJE5iDIE0wEfAKgxgyWS+FuPRP2AikRRWtQZ4aljdFAEOwMQRcsSTyrKsam+lpnN827J+CAuJIHqXFkZXuuZHJMvxnKEBe8QG/eDtxGSu1MXF8i/2CIYXM0sZjoXydRYhkfNM0FskxHhZuY5JjUnSfKP+9soNyHyQeOpQsMVtwJ91qht/Hh8UNQtGdtNgjV5weYN3O7DQlRlNpSotUGreBovsUeJBvpoPTakoZodfGKTNLia1fjxiGwAAwlEJ4NpiW57Db8EXUff4kEHqNcLh5xs2PvV6vjEovEbKJc4554zUo0wWBRROQuZ+DZ7E8gueLKS2OKkUIMp5Iq3CU3UGyDfESpH7ZKfKoWqYM+lG0YBp3C2q10BFDKYOmCR30F1FC2dirTP3v9+jAw+Zxwp2lQW4Famr9LqaCRyQGl0cMaD/ufnPwsJeIsTSLZvSx0huFV26G3u9Bq6spwBlUVDa5Hdda4CE0sKujZ7PIVGP7taUdPCT1rzrR8DRTP6kD+pWoiVX3bwG3B9h/ulEpPXqXnD7UVl0gMpR2ga0Q9fjoWbvTCEuf2eGAmN1nytk7W1qVDj0VoOgKxhqZMpDCQeUgnD59KCREF1vjIoFiwmX+7ZTwSD6BXOWVKM+QgDAKPnGzl1NYR6QMUI7NQIQRpsLAphJNm94/UH1HFEf/Q5B5wwWkSN1NZNx4+SaNShUq29qQPahSiQJMN5WoWVSrhF7gLv/WUXxHO2/2aSXKERwoaLIYznFGJU+oGiTSBmsjRRfOhcJzYPkNhLHbwre1fVbc13sfXFkDBX6u8IsM7JdFfqiiMEFe7Ifa+N4BflMnDFHNhnDgGV1PZjL6VAxHDBT4tGThMrXU1dD+smqgAIZ2yZqNiAEFaGEr6b16dzS6e8FkQaIktI0osKxE6qNt0cbOUjsOhVxrF80uhuj1Og1BT0qLNxqmH01AqU9oG6MFZ3Oyzl7eT0WBe9oE/F18uzecX6g+lt2BHVxC2Udui2E3h+gzgXbgu0CZ7dasQVEPXQo6G3IK0M3CDqNxA5fFBpx58ahIrOL4Bt93MhQ38nkIFT15nSQCuw/DklDepHFwZMXYJBjC2yUyCOQ2zFMN+T7dbsMnIvfc0ElUQy64hIHvP81qXzDD0MdRQTA3GcVpN6dCGrngNKimloDfVV8Ip8SqQK7OqUOG3YlvkZBxMJ0LgqULLkMkVh1nNTX7fDP7H8CDIFKswZzE3cI9eVVlLHQosUp7uRkYpxNC8hlyu6wtQJTxJ8KC4oTLbsS7k0XyFyG7StcEQruRXHArtcj58nG2uAFLeBeQjGkLDDNylrmnfWIcJyB/eilhQe2EWXsshWu315pR0aP+rtNhsO6N/kcmyBkW5Q6GIAiuDTioPBrlPc64bwokLw9APSKQnWGkgcSE6xgAN3qm0aVnoMJeo+xly/zNfwO9rrM6bI6MDH91td9SaM8NclNRWzWN8GdnEa5Ya6UwAaOIF/f5UIzn9XjSX91JZF3l5KUlBG50qTaK2qrthp7nujQcpZy6QcXjstXdebA2i8QQVpC4hSBO4qmbqSZul7zxQX8kjHCI7odQn5GJeOY6Vup92kIgF5EjIbKF4B74tMaCCtKADcYLT06TgoQb00J4OShx4yD7eSgiK3+v37zjVXMoCfaK2PMH6ltHBcjF8SJviB0X4POECEMpMidge6DsL4VsoVfac1VwmNMPOyPaCyd6UIiPct5DG8zkwhDZc/qVPQlQYKW8B5o6/43fYy/wtoff5SC1FTdAzFrcSKVQYMu3j++smj1C4JTPkDff60ygEVSUTZtuHavgvCtZYZ4fBIcu4OYR5dmHdXraStcgrg9WZLWB+2i7Rk+J5h52YsCz5bSVHiV3KedsbSw/SmaUzNkC84CnHRquKLhcxe83alj9+AAiwdzOKkGBGgxdJXD8qkhfVS8USnRyLOIgvL7dotjfvptgNkmUAzICG64xmVEeFF2qD0aSTI0kEujLV5Hj3k/slstDb2mQFgxArWrZcR8geECGrKsEOFZT0ISCNXh/Uy0a2m0C04wsYi63g3y7PuFDtsHLuOKu1QAlu+dwnFK39LbClYv1BZTrVAxURkXaUJH/T2H4KcjUgpY8Ogda1GAvcUK934ASQgF40tihI7V3g5ztjVokh+SeThVuWQfU1DnxvKY/mq2xLEWLZewE+DYlip/NhKb6XgdYmvthIUHYrEFGmjYlHjHHWuxFkYAbrjQNM6nEVCfgOv0YZ6+mIIzf368WqUy+fwu/vz+/PyR8uJp8cWWUIEwLVKKboyjAdUVTnr5YXwe4uMXqpFgbpFB6G7+/b6Z2RHudpFGLerW9ZAjvSBvQlcKlQYHGDj9+f/Zv7iUQRNGlGM6YBIPfnMHBqQFwXgUFt6kXNluIjf8EetiO6PXVLHSh5AjOKtPFp1mo2OB0hepJfLVqGcRJEN1+KQZmzHKD/UT0L7YJodLV5l0ohYod6j4kt4V7WXk56imt3BF8wdIyjokuOZqUafKyBzUIcKKfFsNTkaD1vH2dg1NqtYHBMkiouIBzblyogyYkuZn5hUmosOaQ2hmR6zHVCrbXmAx8ow84wfJcllQjRmjBzyZ825LOpvPmegLtEgVW8Rz/8zK3n1f5uKZw4fZdo6oddlukoOGXxU5t2jtLVFS80wwb1+HGLFqbzwGNsmARIjcmGsDQgp/GrhuhPZGPe2LPsbIaTpC0QSLOijkA/MmlDu0ocl5WSuaJt5cyvyNNRUO1xrwih5G4wsGPVvD4pjBFDk7YUeT0TBMBppJn5I9srQqo2/yHyTOSdAIeA8rSn4jCFZNOb/JqenJDb+S0GtFzi7PkTkZwRs9ydqn3ntYuK0VVwg77akbsrPKvkxVWULbdW+q9EYMEHb8T1hLUrR+B9CjlqXylmwFSqVNisD+lYXwoMY1KYFtAcF17Q/1D9ED1yk13RC+5n0ODex/EH/RqzIPwsV0oENa5c80PibqRHdkCnj+HcWnhKM5mf04ROe2VpgUgOsAHcJg4bOOLrMr2BkjmMCPdrpmkSwWQgucWB45lrOAxzLyrylLUaJItB2WjXqQ6glITzVZdYWegXw/+odxFHd/OtoSC0BaLxAdvC25FCc1sv5bdqh1ro+NmAnMUneUqEtR06RJoGvWB2ghfVGV3n4Xnqqg8EEa/JCMqXpQQwnmJw31UWIbfBz8RLLg5zAZ/98kHUf16XOZZjGQQgkLQG++bCB/XAzdIJFRG6SrKLwqYeTRRIwY0JePwC9LYwrv74HAVNeOi7J3sVXgLMmP8NsJ8d7Mkr6bQGMIH+iDE6+gTMpOJMinCKM8CUoLjQzTLYltOgIf7KqGtn6AuUMNsTx7RD4JZTQYiBd1mC8jVo3g4iCsc7b1Le/Ukj2nrPij5VhLqU45GJfk3EurbkZSmigvOxhpw71Gc46ew4Sm2EphLUr5gyQUO8FtwaYQ88+iY9U5awKLL1NLaf6ezqNVjjjiDM5XiHNFkAAxmyWyJPeeGmP+zAYBmJydJcQ60YgBwYyUuCawrFzlDyO1SdinxlAEK/aq4gRApxO5/KTJBDQeiiR1QINpHJ6iix1LvGzWTBfkGSIh7DVyc7+TlgKCrEMUWSvSnwEjeVgi/ODoMOQFwOTgJJdEeCv1SSWC7LfN8nZYhM1poGil+NeB4WAB3Etm6TTHkK1pPdubRZgvygw0CfrqQxJ3buKWS3iJnD6uYQaQz7P1NDEsiH+g3HWoXbgGySG7NsI7VmljkkUxIMGrUgQ5CbDPUxWv6BtPI9XEE59wTlfMSchZAeSWERIICDHyDlb86So94GvZ2XCdEEfZokPcblbyluKovJkWAZ2DvjMGVEg6lphnR6HQIpeafRDtANzjsOO4Gnpwio2OPUyFkdsL65RL5DJ+RR0nXE/A7asPnCozlpOvnmZrJWbCEkq4po0ZY6xSHmbor6ze6QUEBFtu4HTU8VRMvPDW8JhB0UVMDX9IvunpKupbQurxJA0IYgMpv3pJwvis43VFmhkV+pTZunwaBs3DICHVkfFXXn3lAEli6zG/JsHNR6Hk17xRVs5P6J8Lh0JjQAGv00w/JLP8aaK9lFeEFyE3UItuLlUCV4Bb3xifQVj5Mdo3PDyE3hjKuBmLdZd+H3y/nTFl2WPVSY0mzX0AarBQenZKqkavgES7gyQrbRCC2M4eQ6w8GwnbvpdR4WgJVUhO/46qPYNiSXcY9mzy7PEhPSqXcnWuXWlAlqAPVMP2V69o0mp9b3z+wYTS/oasbaq4c0ZMcfudfDuo/UenuWoat1U13/a2AImxdL9Mdiasvuobu8/SFcEPrj2LAHw+qeaf7vyOv/VIWwReOhRuaXohWwJM5w6h/aGQUBiINX3w33KA8K1hmRinZUTthy/qhMfiSzjcluxnoeOff7ujpApPieKaQe+w1XWfcNV1NPP6/8hGowes+cSuDWfU1fsEnn402HMJjvfPX+kz5HA0sCMrhoaFRUpqp2LRf/Ws9nPhIP/HEr8mNAtVbf62vwePQ7K/1Krj7h55f8/JX+vu9/7/L9888HW6gOVC+51p0j9vjfTrle0pm2B/kg266vtLr/p87euXasJe+0isVeXTJ3JsxcOjE5/o78mf+ppqvDdRzTXEZBJOfiXtN0fv7xoj7vPOnP/D4J95cGL8yjs9VhHt6+6WJL+7o5yJVhv5L4vnB8riJ54PleL4Y+Upf+O3bL0HCBp1P7gbdzewNurCODbrbWRt0tzYJ2OrbXSfh63O4+IfmbEvXZpRPxpfqMk019PfWrtF+Gb8ZWPg73OQvrx/YMto7vKGrp/cbf1eEZt2daYe/C3p/+o9/0GeiPXUI/1c++wznuWLRusb9+x397OFfwKX9v0BxfBLmfE7CbTwK8fdq/KzQ9ySswv9v4v9bZQZUlmzssPA8seRN/xcYNuDzZv99YS2b8PekRe/N6yk/D140bhOuD43NtOg6+A9x3f3ezwc/z8LnXVv0vHf+feH9fBd9jzqA032s+J3Z3RPasOEJ7dffN/c/xPvm/8fd76vc59QrX+nX945sVHIPkhpUKp/5Zjf/+U8WzOcMfeMHX0OlhXuTTThD1pQ2dKxd2bF2xaqS1Ws7GpprSjtKVhdXKfO4HXl56yUw1OT8Wj+K/5uELxQ+f+6Q/trFQ/rF96NtU7PzK97nH20Cg0pGQek77/zgEJ+/WXr3+WvXxfk5XKfF5w/NivP9X7v+0CPifEXZ1+5/W5wHeb5Qnu//F3G+ZgwMWrkx6fytP4jzH33tPnNfifNffHlIv9PjsF7x1H62GQyf/Y/P9U2eh/XKurxTOaP/rBQMi+fgi+zD+o8KDuujF63fpdOH9J2Oj1+63/opjDEsZ0Zf2PTRXXOqkuc7v3beTZ6fWPPRN9aAzoc9dfd5nTw/97XryYCZyJvWz92cvev8F1vBQHT49bHej/+43ee85j7ndfc49wz8bT8quYafIS//7M7Cjwr+9p/FMoLkXNInB/WdO/bOe/yvvYD8+5Xe+ddqekHweoreEB0kDg33JXY90DXataUrsbtr84bEsQGSzhkpWclpGSmZSnOrwtxow382FrruuYw0j7/muvv9bH3rK/1fc92ez5Jyld9Ja5u9evslfJUE+SoJ9Cr3eLnNXaM9/b3D8PVLE5QPSOr9tfxtBS7gJjeVKkY6msnq0KpGOMiSnZyQnJJF7ozt8COOw/SBW9cIuOPnS8Tn6azn4N/EU78xdoV+8fOAe3yesGOgd4zjPSNMs8X9A5vWD/duuedAF148Km5ekOZF3W8SouD/35//KT2YntEu1i95z5if0X7+uKCTm803dXR+63Nf6enwcUO+V9zftaWvd70CMtKp/pGqRvMjVecSPFCP7H9OfHfuf7zBtytxB0M0HiR3ThnAcOkVcZ9bax+ZH0eYlIuZ+8INn8XGoM4UbkiW67JhuLeX5OTo0NaEkqLtIwn1o13Do/W9wzsGenqLHlhFqk/SovH7xG3QRf/2JI9h4szT2uT/4nz5CvrJyIRolhEx/4XvaSRPTFKDwVfKo0KZWhMsPRV30WH/ybvGfekpT+YDt998Wnuv8zU/fVobvogfU13GzXq7QTkU+X6veRM1FOqBcIUvLbogkS8g/LrC1+/7fWQLkcvFeyYVoE5gjzEUvh9uWKx3XfvZV3o6Fus5JE/WItcLVszWX4Yb1jIXdMYo9sg7v7LzXGskSoxmMbzz135O/enU/P07N4ezvFpsBxWSHqX/+Mbthkfm7SOSy7d8FJntU2iS89Q7PDw03NHd19EztGmI8n03D2zp2kRodsBO00PqWzrIW4Ck/0IDBjo44zBZ6BAqcEDSIkF4yPenuhT84J2LX+k/wuOm5pbuv31TqxYFnOUc0jsp+1alqoafLfHQKXYhirC9dPDX3KnU0+ATEwzGg3k0yxMF33zAf+Xc3/j9Yyg3tWCgg0Kc//nP8vnK1wrt7Zc6c8Aw97/99iU1I8vcrR+bFv3/9Z+duH63f/zbl2ieaPk+wnW6jWO4rRXre+nCb1l3y/yl+P+S/H/e/fKP4u+5f1w4TzFdXxyIbsktnVUAcwndHvkfHXyfV4SujEe/Tn033RCvqkB7oQmPGe296WZrMRj+O+jGTbp+6Phc0jRqfuk0H36LPvNbpNMJMn+nCKJsf3+6AYPHrA4MdMiT7PzW9zspd7UO3GqgaCAfVONu7L2bnJCVvPe4X5KHuMc7BvH/taXi/6fl+TBP8X+m/Lxw6f/aGiiy8T/7+aKIeUuSj5Geo8yVOJqs/6qv8cfPA3C5VI5FS1sN1659pQeljUvJwhi/wPGr1kEk8+Pn8Rq/cO7btNWLnxNAa95J52GUb/gZnxfwSaf43Z9+Yv5esWgXpoDhWhwYtsajHEjA/ZcgnuX+NR2/zna3XV6D80dHBhzl84X4Ox39cl4pFUKR17enX1MlHX9NVTj7GusVytzX7H/tLr2C+TuuR6GbuA/pFcshke8/gfNNx1Y97muUBwdyFo8nFm7TPX3xSADPYCFUDLfw3Bd0PtVOYqDvfuNRaOXmkW+OZw7Hc0reh8azC2wLz3X4QhN+Tof7+6tNdL4Cf6djK9NVJW25nvs9V6G9ez3XhPQaLe9Dzz1vjFj03Fm4heefRtrqmxbzQL/fxHOfiXsGgW+t+n7PVfZE2PQ3nzuLz52T91H0uoV5rn62Aj//nOlxjM/T75l4rpP21+XGqNRZqFKeWzPzmurzY6+pth4Xz1X2Ztiebz5Xh7RpkveRz+1fTG838fztIvF9Ok+/X8JzH9E94+DMMlgAy/v6+yp7f+s95nkCnzsr78PPXWNbTOe1mfj5NXzHODiYw95l/D0az9XQXqKC5Mny+z5X4TVh93huE+5LnbwPPzcJRpT7zH5yQ7UVj0v/+4150zfz02HY+rH4+xM935fpmfbELdTbfVBvn9UIvf0U0v4rsdHg84c3vvFclRAA+T74fDooBylYAJ8Z6Iim/78Lo1TAMz8efG7Npzimz27w/YkH0f3hZze+cf9b+H2aU7oPv9cF2Lcwn1b1ITxPxwq5jjvxdzrm6Ll2gLdTr83P59z/cUM1i88t/D/Fc4nH0XPnPvrmcyu8cR/K+9Bzf1PQWDb/3IF2UeiJx4x87ud4HR0mOh+7Eurgwjx/uPW19/1MPjfpHs+9TXxG3oeeSxD1dP4h1Ae+rRYlSp22D/U30T6g2Ljul+/pFvtlJvB7E94L/J39HXjP/kW899pbP9FRLLkGz2/1Fdea8P93Pv9I/wX+/9ipU/nKQXJl9D+xF+eG7vYh3e+6m7uWpCz+m/wHXUm9y3uWd61PyUpJ6klOzUhKz0hO6sX/+ad3vRII9yn4n8vVmkV85QvU+wZ6tozAwOjmeTviXw7qH5Q2hPLz+WDj/O+XrDGGCOk17ZTnmX8R4/hdlKEWlZybX0YaFL/xvGUwLK4j2UAy4xDxFFy3xLTEnnl6wfVJovn999++1IeimeyLnQ/89qUwPGdKEnLmFh7/iEfYXf5kAryZ479vxeB1aUjb3sJ+5HlHfbHTe2Efbl13EnbKta/5yTXd/PPxvjqjOMqkfaPobyoRn5yP34Q1ifvrEpFmcM5nk+R+wP9pT7wj+YsLDvO4XJu7B7q2cLiA52EOn0UHXQcNzHfr/4gP+az9lkrmPQkdGccSbVxYU8Ue+ddFzrlrvj9TUWAzDHWaJDz8O2/d03W3Nfxv13uNIt1mfhwTgfN6r/e97CVF71Ureu9/WUf9/0DvHQH9IT+kQT8eO4/pszApq8LuOUfRY73O+T9exe+96iffe6HseuHiGoKrOfoNF+6X+B06FHuJ6OJp8n/iHIYZBT2JaU6AR0HQs0wGgdOnxfVb8VqiZ7peoRfKt5j3n+L608Fy0azY19+kl+8T7eO9OgPvTy+nfP/77aRo93l6qb+ffR2VxNgtXpSY2OOX4vv3t5PscC0A9ZEAGnuX31/x9uNym8Ms2gSnopDWYhnzGWQ6PCyOZyrH139uW0hG3k0vPri2W02ov/gv0MtJzpHXzdOLSNEv4r/n8NpCf3E90Uv/lVuqiH1RJfM2M67/IbmHb4ZIevHb+A16oSzACbzXLB6PXL03vYRF/ffwFzf5J81Jjb9CL9vgr+Iv56w+f3d6WQF5nwWhLh/EY+fMilORUieNvM8cvShDPv/wlf4z5NMfOSS9jBrUi6coeNH/39AbQnGdHYJeFP8e8ZY55APEp+f5C3W0DikPn6cXxhr5k5CfeC3xGLqe6CX6J+/pFKQNpgVcfzrukkev3c1f/hHpJQT/voT3uolHw0/fu6cf5nPLfx9/8ZDHAr2YzDQPHos++2bgB+klmMoX/s70srqN6lkNdCguon45N5+b7z1HIdGJS5Xfq/Gaanmdas89ZyvfdY+TM/gdOmielkh6Id4ygXzgkmmBXiYBqtx/2eVQ6EW2eubrL+G1xGOU62tw3FuRZ8Hy8gV7rvvtGR2ep4MWgc5/gc+lI4zOpQ4WV0HkvP1Rs+NHqpqxH6nmdgq7iuaA7ID/W36+SfIzus87+P3b8j6kb51+ZrB0sf06gefpwJdgu2QrjQ+PU3RurUiQm7e38Lmz+NytD8g4jEU894/3eC6KeEONvA89Nz7drZH5M/LAuEAxH4vGEaDD6+lAZd7B74/foyPMqqxv9ROcB0T3/fr7y3EUVv9I9fVxTCA/eUfeh8aRB9EmGsdO/HunuPeBYHlfOp5EeUR+HAvq8Mr+Dl0s8/GaU9av7e+Lhffc37O09iH339+3Qv+m/R2zWB4o+3dB36wN/Kv2d8Wu5L+//gDf+sKG622jsQsY1wo5N7dC7jVHJZD3wsJfcXhNXIiib4p858U/zhau8Bn5+vlN+B06Fu9vkgVhESjHrYvkQcsjpxV5QT+Gg0gedvF3DV5LMkG5PgnHfRNlDDkpF++zz/A5n4kx8j77CH+nA+g996vBuNT7vvub5mDx/v6OlD/sX6PnyftI/1Tg/HO1oOvE83S4IF3oCyQD8dhJz/VPrIXUY8777W9ag8X7e/Fzk9AOSJL34ee2Qx3Hy1A2t5rEfMyPY7AUPsPr6HAvEvPyEf5OB7A94dSCX0AMxybCvrm/b4Xevb8Xj+MWXv+0vA+NoxepnMbRhH838b1X8fPovnT4/4PY33N353OdPoSf0UG7iv0/+Dsdc3RuP/fOaLvf+pBNdL/1qcD5SJL3kevz0/nnBrMRbaCjPlj6f/A6Okx0nrnvgfvy38/C7r8+t/D7t+R9+Lm6LDPTK9Im6UFkHy28/xrjIbyOjvGANPH++DsdczQO9c/hI/edFhqHbtk314fs5vutz03cHxXyPjyOB1IWugf8w0KsgsYzi9ek+ISuoXGa8Dl04C5TB8vn0vFluPCzQ8okLOhfssMQ+SPxmsxlX+PP5eBzL/6chGMrjLg/f+50/E38+U2FP3vfkz8D/FX8ufnDpL8/f/aEU3aUe3Yau+jx/FGEeI/OiHvOkS7ozMIfP8Pv/cyu8Oeae+d59X4zBcwD703HYv5Muhf5sJKWLeLPG04XwZOhC/YdJfK0S37tRF0jRFy/QO/xLTvxvjt57C6R94y/0zEbIXVM37KA++13euf77fdMpBnae3QfovfAfamL+Uz+53ieDustSGA/Lf5Oh45ozUaYkDvvu98/irj/fieZc1PeR/KZrfT+xIuJJ9/1/h5h53bidXQQcfL74+90zNK55/wGfoM6E43jC8c39zvti/vud5zrTHkfMY6LT95rv9N4JvCayIMuXicd6ml0gHaf0H/xMzr+1SH3Ow5zfvz5a1WZeC0duNaXOT6Hv9NRQ+cCRF3N/daPbMz76ctf0D2s4j40/o+3gn3+uXeK4BKepyNlDfcHhTn8nY53FuxW+/3W71Tk/fXlCdSLJ+R9eN72SPpFW4H8HMr88jh+PwGZeD0dKPCYP0bj73TULPgYltI4rkV9c/3ID3E/fXkr7heegygxDk3VQreX2ecX1o/GU4jXJKEuRuN85/9l700Amyq2x+FJ19ywBShQFDQoQlq6pHu6p7RAkQIBChRESIGWoqWNUKQIQlDUUopWH0Jd3jP61Ff36mO0KmoV1KKoQVGryLNQlIqAQVGrFu93zl2Se2+Stm6/x/v+vXB6MzNnzpzZzpyZe2YGfiMQ1Sau/jBdhMfH8vVnbCRDJfJaPDiDtEN4+1iFvL5ya4I3ed0K/d4Z5ltea8f9IXnNjbaDfc6XjT2T19y2z/+yvB7GGYdqEFzrWOH8b2241zK6iuTxhwPhsx7irRfiqhhysQf2gJi7113qSWQ3xEGQymvUpS0DoQ2MdcvrJDzc6lGtS14X8vus56O7LuEoRZ0a8d1yM5vogW8EYojl2lco/EYwCfnJnjUy1ld/xzz76u/tEIZ9D+lw/S50TqMr3W/JTDv4I/j7EZb7jgO/ERqFdK+DibOv/l4V7ru/4xqAVaDDy0kDt68C58Y4R5bl3/+SWXrA13Ptu4nPP/xGMHF+b+4cQsg25KN+nGd/x37hq7/j2gCWAdLh+Jjovb8jPwbAuayer9dG+I1All3Mf+eH3wj3juP7++CLfNsjYvySvqM1BstoDdk+SoNbOEsOfxrUILULj+C+n8u/PyYb4y3S9ZmbWoKO+EPbRru7NKLBbcv6FRv9HgwUvmMlEU2FAOUru/5epZ8klLcNSti8k1jegPIY9ovLDrAlEsanaN4WxWV3WKbXoHWbyH/BbDf/TcB7k5J/Qog3/g1A2wSQpODfFEc0OQKIfFghn8gL2sZI7R+l81PR3VV+K2cSV7nbJeVeCbQrIxV8T4A+7IVvM/DVEgPjkILvdvA7KYDIlw5o1gn2PFjOFeXlpRXLrW7LSGE6VJfEx6n7dYxG11ikDpCUb5WkfHVQD7qonpWvDfBqAZIVfDZDfe4XQGlP6q08RT6IhI96oFuv5CPKWuaNj1BIRw+QouCjBfw+E0BMF8sKv+Xao/5YPVuX8HbRIsMv4AiB++gE0Em+s+O+k45k+fign1nDNGbVuPoBXujgXDLGZe+yeHVFRXmZrBo5vI5YkDHA3/LysmhOL4a8od0sthVbWQu3b0pM15lawzTHyNNNgic+MT5RqscZ1r+iJhtfUbfe+Aq3nxBtDXKBZu3WV9Qe9kKZIIeE7+KivRDyhXutDGP4fW/CMSAqc80WBg+IbjVUy+wP8MNEVZpDZhdRB/QQlO2uwItdhB76qlPArYP82befYyRL8x71KJZHKPHcD9OSCm04Td5OOVkOZY75nVWxtrRIt6S8rKKosoJ8xNl1uL+BqE3iW7Q7aM8GuZ/tptc4+SjdH8SXH7d+AmGOR49StDmQ2h9Uov3EWJVGtHsW+3GxpAFg/NrR/hqiyGcTtAGxPTQM5NtDBXiQomguzzNEDSZ9K2PO2eaxz8jbYxTKyxH6C1MUWVG0krev5maZYn91SuqvANolgqz+ihYVe+uvjYDXHIu2hPL+agMZtVkAMvrSUV31z+7GHUce3z99hTdfSTS+7GAsC+R7v7j1HZCv0nIW7dW5flfO9zv0n1q+dHnx8qKVuqmFq64mK1127KFXvcOU9NVrLPHEtf9XKj/a8M+5MZqmDh50xK0vOC5x7zG6VqVTqVPddigXcTYh/HjJzROh7KoiwzQNkdx941xe0R91RRzj0AYUG5TU7h73KVRWj5LtU/C1r0YsD3UYT18r5gPKAmmNVDf5rQEezfFjNPkCeO4T5Y/UDT01VvM01L091Z0/G5SPWZKOtL9iOtbSwiVFJeWlS4tWLsIuKfaOSIh0PyAP8yN+Xzw5+0mW7eT2f/0A8G7rydbFWxu2+g9Ocn1DH+FP/Nn9xfs3f8R+lJ45PTMvJzOnbtUVq9izzWc3OX51kD78bZ8i3pw97B6iGqwS5cy/pw2adhyoa5LuTPKFh8/f0/qk/cB+zfab1DBJieenClGF9A3qe0Xypck/7b91/7/Psmf9QueESvFYxfPwwY6D2kS8nMFPlo+1B9gDsXHZcVeZ4k3sN898U/T82edJ0CVByvyK/GHsv2UNzOpkW9lxa95eI0oCb/noqyKqQ9VJ1e/+yv4aHF4Z3lV+M/qr+rNf7PjCsrtjN/Ef6S/tR5MV7cBPaAd20DMfg3ZgHRHmnlclEk3Dih8Zb6ta1wh0sC8h1xqhbfST2AeNFN5qAUYqZN1IBU3RLZ5qa1qg1/QVaHDfH7Af6vWyfTqy/sFvD3Tth7KAnmGM4/RjHbcuH+sep0073eO0r32GcaCTJyQnJ5Ju8OLjDfGGGB6PG4fRlm2O3jX+mNbfydT6j9E09x/Djd+4QKC+Va8RFQuXHAD93O4/k9PPjQV6DfEhH5T7m0R/y+u8vylTr0H7CCwH3d+SXPYmZGyYh/45nLPP12sMjeeYSgDUJ8qgY4tyz/quxOZ+/yhNCeBgKXDr8IVjNAh7jfy8KDk+ziAdTwnqWwBYYkjPCXgc9OXzhmOIeuMoja4b/SAUdDS7idfTpHh+XeBtEfyOjHWY/5X9Qel1hx+66JZHcl88cOeXE/t9fvqA6/vZinPpCy8KvBx///jg9+WN1Unvlrz7r81F6z5W9fv25I4n9h6K/LAt/YXHN654y39OlsY+fOCzO3OPFf2w5R8r1nV06rh9K0kTrt65Ym7Z7RPOTopPMow0fFCxTmrnI6zgmMT3SlJaOlmqD+TXeOgD3P7iaVtl/hdDwdhfGakmTSPVusXD1VrTcPUot566vGxVUdmq5RXLry1y66y3d7EsVDknfhARyvEOP+G0OeH5aTMPuN/y580CfgrMlTQB/nZ1gH8tQFdLToYvx3pdr+LWXe8eqjIIY1VoKooOPvWCC8M0q2HcUgljrGv/oJc91TI9XjJO454mlz/oe7Wg643UEM0mqV51B69b2MqEfSorBHvQ1ENceRsEd6XwzhXeoSLe3BBN5ccDNSWd/FkHNuFt7nSffYBysB3G+pL7keb8y8R2IMofcuHHrvMVJu30VzfffStDbmhhxPHWKpQPuitWFpatshauLCqrcLV/bB/6BbcxvsqD09NANuPcFPebYP6NIn9CPpoFd53wtgj+NquQ77Xidw35v7qJwfxerBNBvDwp5sszd6pbZ8P8l6SDHs7Vb3Etpt+YLuz/+Q8vr9RCPZif/5Ev9zt4WaP3C+TLW3BXCny0ZvD43BkH14Esr2th6gs+ZXDOJfo3PMfT4sof0+fnFbGYfoE2WGMFqL2Tp1v7nmCXJbQDs5Dv+uuF/UrrBTwhv7ZU+TwOxxAeTyivcnc4l//L2iiWwaVK/b+H/R2qm5uf4N7Lugi9ZvzqZatwtdbcjbxsnLuFKQFQfTKWwzv41S3cuTJSu25bDj9PxPGhBGQyyomS9k+DTE3uM2PqM2D+n6FYvwZ3lYRO8a0tQddyYw7RaN+7mLP1F2XKkX489ORpPDJKgw1ePC+A+07aNkoDg5TGnuG5TiCOM7iepVvIz9mbbmlSc3Zs3PzrKA1dzs+XW9YepXaYo4ZmEdl5QLiXEG220V+cR29RmJn5CfaF4t5acY8WKnWMoPf0EdbL+wn20QMEnXyg8I10sLBWOIQ3v8MlbNec5AIf5SHlownmNroRHzN2kBk2hFyYA4PbMPJjxgzQAOCwtjAG6AcWCEfZYoO2qT0A/R/AAEDeh/oB0AEYACwAVgAHhFkArAe8f1/oQt936yfCuqJtYxVjMRCZ3tIwbyeeNsrLiynNauW+AF/rH3XCmontfc/1jyXlK6KWFJaVly1fUlgaNbtsecVamT0K9+0F6lRcJ/CFHy3u316NXtGudoFrGdx626vvkcqlt7n0DrE9oKJXj/QX75T99lYepi9uYZT16fdfbFfiOGmD8rYAtF7Plzfux8Nxkpu/4j40gKbx7jYhxmuAOLUA1g18PNzXJsbDvWG4Z6wuh9/fIW0HOIZrYSxGuDmiz77h/KcPDYJesifXtR/o2j0q7Zo9Kscafp2/Q+DllPj9PBD0yADBHgTi435ypOPwkm4Vhme722Ul/EawK9ItifFi/yHgiN8XpOlaIJ8FAh1pukgHoSLV9X1Xxk8oxAvNcfOjht8IhhzPcmiCsjZBv2jYzJe3uC/VUMr3Cyk/zdcdpVgWSEe6LqgS5iTK9RuttF6LXlHbFgFY+HRw/55IF/fe4Z48R45ne9Be9YraDvG0hXw83H8nxsM9irh3US2c9xOrDZjiWk9Z9oq6CeLZhXgGIT3M9zFsn9B3Iq4qI1U6Hh/7iUWQ39i3iKQv4HGA9geqmVcl42JBag3TldIoXfc5jLTnguwUoLhYvu6h7Wa8dXzpZNRZ7vr0ti4p1fdLnq7t0fpfP0Vaud3Mf8QHD54Q+XdW8nxhuX4hlGs4lGutjv+cwK2j//wpIy3XWdHLKqTnMNUqzmHCtoOg74af0uixXLoFBvc6H67DmxXr4YCksZ51cHrrI4HkL3/8/Pz6hoYOLQ0PG/N8bEzUkWRjAotvdKM/hvfkq/rgwQPnxMVGH69eOI1tWruIbd1yNfvjjgrujW70j4+LPoF4xPcxUKoLLghdPXtCGvufzUVsx+1A47YS9sdtxewPW5dyb3SjP4Yj3ogRF2zwRm/QoIH5V0xMZ09WLWW/v2UR+92mOT4BwxFvbk4qOyRk8JVSOv7+/gMS4w3HP7luDuu8fgZ7+tpJ3cKZDTPZj9fMYhPjo09gfJeeFTqs/Ob8TPabtVPYr8uSOfhwSTz76vxolxvh9QUG9kBhnMuN+DdBPIzvmquHjX3p9asmsl+Xp7JfXRXHwctXxLJ5Y4ayr8wdx7n3zItgp40dyr4wP8aFg/gYb1y43nVABtbL0ZUT2a9KDGx7cRQHJ64xsa+uygd6Q9j7Jl3CTgO6L1lnsidWZrlwEP8IxMP4ru85ibE/n1xpYr9crJdBe3kKa1+QxZp0g9l752eCO12OsySM/cpqYjG+lK/PlyezXy66jP1i4aUuaJpxMZevu+eZuPzunq6ThX9puYw9vMwo4ytinP71F6B8vlh0Kdt2xQgOXpk2AvI1hH3xqsvZ45CvV8umsXmXgXvqhS4cxMd40vKCNnrt9ZMMXFpHC4ZxsG/uWHb3VZPZL4qjOfexpRFsU2ke+yb4izhfLBzNrp0YI6tHaB+DjPGGb96cO4Ztm3cBe2T2QLbtSh3btjiM+y1CW6GebVt4Cf8b8J6ZMRbyZ/hK2r44A/shgy2z0gzswTkj2KNzBrGtMzU+AcMRb0pqLBsSMniBt/540cgLN+dC+BNTLmJb8/tBvGD28xlB7OfmAO6NbvTHcMQbOeICW1f9G9OJj4s5ac3Us09NHs6+P60fRwff6EZ/zFc3ckLWP7E8sT+g/Ek2xrP4Rjf6K8vnr3h6IqdVkuf3yWkVA/lZFhERRpOS4j43Zaay+EY3+mN4T+gMHjRwRkJ8zLHblhWwb9x8DfvlXZvYnx/awr3Rjf6JCTHHEa8rOhcMH1Y+//Lx7NHaa9nOf2xkzz2wmT33SC3761N3cm90oz+GI96IC4dXeqMzaJB22qK8bPbbHWvYX+65ju1E+McGttN+A9t5/438G93gj+GIt2DKeGivg+YqxzFjYuyxI9Vl7C87K9hf7lwJsIr9BcYgzr1zNf9GN/pjOLg/37KChXjHpeMcjHvLtxVOZ3++o4z96bblHBzZdCX7dkU+/L7KBY5r57CHNyxw4fz8tzK2BuJhfJHWuPCxz72zfiH749Yl7A9bLBy8ec0Mdqo+lN1Xnse531k5jZ0eNpzdUz7dhYP4GA/k1ksiLayXr29axJ69cS579oY5HHxfs5RtvnE5O3XscPbhuck8nY3F7Pfbilw4iH8C4mF8kVZKcsJPZ2+cx357XZ4MvrvpCvah4umcnLYvAffNCxQ4U9kzNxawGF/K15drp7HfVGQDjHdBc2ESOx3y+ffCyWwe8Ld3UaIsHPGPVU6V8RUZEdb02rLx7GlrKntqRRIHb1wRDfJ+GNu0CsbgG2azb1TO4+T+a/OiXDiIj/Gk5YVtdLM5mT1VmsB+XRzBgWMxjLfXzGRPrTJx7pMr09nXK2az7y5JdOEg/sbpRlk9ohxJSYw79e4iGEuXjGXbF41iv1oWzZ4oTeR+i3Di6nh+HMVwwHsOxl7Mn1KPAj1j/hxTPPvJgsvY41eOZL+cP9QnYDjiTctM8Gj3ru9FIy/cMCUjgf23Gca/gsHsl3P7s1/M6ct+MVvDvdGN/hiOeKA3reuqf2M6MBafWJ09jt2VdyH78YwB7LFZQdwb3ejfEzmh0DOXY39A+ZOWmsTiG93o30M98y+X039cn1YxocOGFoP+vAv0j/9gPvGNbvT/rXJ6TV4y+9C8FLZ5aSp7AnQ3fKMb/Xsqp2dkJbFvFaVyfcQXYDjidSWnZ0H456VpgJ/WJS0MRzzE9yankxJijr1V3BM6AlyTxiK+MTHGQ06vnZbChYu4HxclsnsWxMriv7kwlv1gSYKMHsZTyukXCtNltF69IobTf0V6SIfTg+cZZLQwnlJOf74iwyMfIr0HpoZ70hHgcGmGh5w+DbLKW7nY88J4ffpyvddw1OGVcvrzskwPPDFfd0/Wy/Ir42tFpoecfnFJhqy8lOWDdDzoAT7GU8rpDWYIW+kuswMgp18B2SnlAem8Vxjv9oNyuW56qoecTk6KO/XOVSYZvS4B8J5dnOlbTmcns4fLxndPD8IRb1qWsUs5nWdKhvRMMAZlQXmkS/pBGudGfwxHvJ7K6bXTUtkXl5rYz63Z7CkYV/GNbvTvldN//ZM6OHDCDeF9djxpHLDv00mDOxuStfs3j+t7V9aQwCk9pTEoUDVkR0y/J++P7//CFSPVy6MGBCT6QZOO6B8QVzBCXXxvbP9dGI54XdEZFux3YXPWoOPlo2Wfej0eDEe8kCBVqC8czM9VlzDresL/ikuZDcift7CJQ4NmSMNWj9HcYhgQYJTiYD7RX3TfHt2vfkpokEc/ui2q70PThgfPd8mi/gEJ74wfdCpxYAC3TyJGG5D81vhBJ9BfxMF6wPJT0nopfeChizV+o6V+8dqANKR35UXqUqSDblmfg/LCclPScmQPcvYLUHnMN5HO4dwQ1nKxulwZFqgiQR9PHPxTT/gS87VYp16J/PWUL2V5jevvHyvNF5YburG9dVdeynrEOodyjpetiUK9rhmjqe6uHrm+njRgT0/bV9EoZjX2Kz/xmBMv7f5108BjJaOYyq7oYDiW0wjGb1SXupPa7yLkD8shd1hQ/ug+/pyt2ag+/mPFckB+EK+nfRzLdbuh32ONadoPsU28mKZtQTpI739N5vXK6V453Sune+V0r5zuldN/9gNtfMJSnXoH2kfUJ/XvrIrou794FHMXfjfvKY3+AaohFWM0T67Xa16YOCxoObQLTk5f0sc/LmdoUHHlWM0uDEe8buT9hXfH9js+Z0Rwl3IawxFPG+hbTmN+Zl4Y3KN+lH9h8Abkz1sYyIIZ0rCeyGnraKY+ZXCgR/8uG808lDY48DfJaawHLD8lrTsMfQ+FBv82OY3lheWmpGWP7+/U+JPfJKcDQE4/nNj/p57w1Z2c9sWXsrx6Iqd9lZeyHnsip33VIz6g2+zpafuaNjxoNfYrX3Ia231dbL9j5guCu5TTGI7lNDRY1aWchnHvIuQPy8E4KCAf5Hq4IL/HiuWA/CBeT/s4luvKyzSP3RrV98PHjAPY2ui+LUgH6f2vyTzxvodKiW2mbjnRIOBvS9JRytmd3kNavd33UJlDNFUAvu57aL3uKP3dzAlfLYcTX/c9BJMe3fcQhJZ5/+VzE9RaYruKaBBkQerZhAQVwxuaZfBUolLzxdjVfQ9V8/gyrZrMv7WCm8zn35XC2/gUb4uvzf+ddfBAa4/ilUAdq9SjiO5KTMfzvgdbIYaHqFSqKEnVbiH1iYCv5kVK/fXwO3gm37evAPzgWfz+5SeBhyB++a8Z/dVXcnWuxrwFcRczE9MC9OdPRnRi3gP9Xc3HDjzlLgS/RUepbd1Ralx/lDrXI583u+w8XU9wGmdPVTJpCzO+G/2lp/cq9ZSeaC/WMMF1lwT/vYH4tjOT4qFdV+Mq32eUcPcfrpbfMyiWkfkcy0jvGXR1vRj5PYMu/9NOxpt/07Xe6et94KvXeMdvKPWern61D368PNz9h2VE097JMngPG+Y/d65KhdD+C8vxoyXiXX8hHJ3Kh73Tr3qi+3TVXfiL90s2KOhYt531sJEMkJZPu/dyM/egHLj8l0P+V7jPBOsJv9L0xTusSja00YYXDzCBYp9SpB8AQ7n38gjokr4Sv1Lwb23gz9+1Sdq/lJ+CT9x3eKJ/X9KPrCHryQbo036qAJUr/1bIP7SBEDKEy78J6h5ByY+4F8pWKc/XerKRo994UlEPqiAO3zGijUr9Q2Gk4tzPEk2AF/4tw+X4RpLMt3fFfZ45JJcv59fPMX6S/pFPCvhyO8fK+LGSazj/1eRaspZc567/tZB/bk9MQDl3/t93RGP8Ti4juP2SS6uZureIxnHa937w3yv/pPsCuLuGk/y4fQGiPX776DaaC+VSd0EbteraaBOAPtRt79poAr5G8m7tqDbaDrihEF4yto3aAMwA2nAAiK+HtxHetUCj5KI2WhDOx7PC2wx+VfA2ATTo3PRFPhqfqmHsQduYxjvPMZVP1jBkxzmGBLnPCTDP2cLUPsXvG3JCuBnC9QDOR8FPvY2pxN8B2xg7xoN3M7xLgrcxTnibhHiV4O9EXIDQneC/072383zZL+lrv6LnBzhnpndMT3+sf6my/+iZZzK9vO133fVV5tgB+G//ftzPXku823PjQRB4pnL06lUro1eVFK4sii4tX1JYWhRdVLZo9qyo1RXFxui87EVTJ8yalTVpwqzossLVFctLV6+KWgFzN/412Vv8yNLCsmXWwiVXC4Rm50+M7IJSlcBf+y/Qz34R9ilY3ecgVFW4zo3l2n7TpZt93hfdtK6KmQEC1hbobhMYX7wjebJCZgYK+8adSw4xsyCeA957hf1vTRDP/nkV09BSxdjWVzHtQFvcQ46TJY9zNS6Dfiecp9CVnb0xE/peJt93utJP9ONrmGYAvbmG+a3ypKv9dGS8m563dGszb2NCs2u4e4yl9v7Nz/TM3p+oXiVDArLIYL+BZJi/SqX1V3HtTGy71+OfrS0MOQblDIBG4KbbWxgR8EB8W3UL0/QQD/bLtzLSe09ajfwZMM7EEq59cDuhzIVlRaVZVmtpUYX0Ps2GBTtJx/08vnVqrDw/DT3LT+Pg1yDCiE0wPATPnDxsFplBrpHS0fewXEYCUwkwVFyUSsjSV4q5cwKk9z/bfNz/THzc/2zxcf+zJWWb1/ufm/7p/f5nveL+Z20AUAoeC/OpJIh8AdH6+xNtEFAJRP90SCgP3pcQbj6oDuTCSfAgvJgX3hOJGjqA40KP6adQYISkXdD0tegc0IN2+3v2zSPe/TCt2a7q+p7zUV3ovru/vVit3D/DKSyTlHqbcObMl06ZnqEW9e1Yub7i0odj5P4uPdYHfosCX0y3IcY7vvUC7/65Pvy9tWBO/7kO5LLVrf/Wz1GpECw+0m0cyfuL84IAH3qqWD7G775x6e8WSKseyqGgBqDNu/6He2v9vYyNBZVKfT6Y32P9KNFI6yVA8G99RE4/QNCz+f2Mge78r4P8495taP+Y/7pH5PSw/XN6qWJeoiWDiUqiq1saf2RCb/+I28/K8etDP69UzNtmCvOekoe8z1dqFf6NpIXXe5dUy9rjINVAzt/xuJz/KoH+YAgPCYjh3lo/lTv/6yH/UC/oj/kvgbpHyF1QrZj/CWfLKdKtFujXK/R8EkH6cOVwibIdLRnN+SvxB/P06yLbqJQ+MV3G1yf4S+uzMknAV8wXYJqTwJVnlIKO2E6XYH5GufN/PeQf2gAZUczlP9cgTwf+XMTN2xXpGEgu59+o6G9WIR2HQZ6+1o9vR42XKvgNZPn77WO847cq8QMEufOkj/mtD3+lnHbl3w75F84GEDsq6gciavM00BVAp6hNvo1pnL1FNpaYUt1nO4jn1DnTbmNQx9BngH4D8lpfAHqJQC90uuRMAdR9ptV0aXNrSgdaQFOfAjoLvBuz+TGgZB7QnM7rT65xHPirVNBD3cpsdPNYCXSaM9w4JuDTafLkQTpu4N5lC+gzItRt5M8xxHvoOlRq2XkFuq+GuedCUA8jhILWfs/7y85xAzoIon8J/ObgaSI7ty13cTXTMAD0yZP8+QJacDcurpbRa3qrmOgHCfM/9RtqkT+1n4K/B8e715yfdvPnbOD9VTrJtwOYP0rjTsnDf56/o5fgP/43f/IU//vEneG3XyUctHDmW+eZb5yev6N/ZX49do7//Y1zzZqJE4XvUp+98snkj/nfv7K/umhKf0vTYtkt/75ju6f/U09c8UjQQ56/T9DXn37xCf73C0+snTEyQqjrv5fWvfY3/vdHHz1+8Ib3PX+f/fRoy+GP+N+ffbTphrkWYW76bsL+1n2CLUsa/vNszz0pK6n/3r2vvvbSS12X1bGvstsf+FLQQf+B//jfixdbCv+zUMh7w70NWxr432s6Xnzxkn/yv4+/8uzum5/35FPkwT67hRHPAdDf8iPjPPMjU/LOj0zd2DbaOrKty3Vv0+kWBs/cqNv8B86E/i88KHcHBV7MD3rBpZybBIdycnpwcCrvDtoFejQooMF7hHAjxIEBTL1cCJ8ixN8ghMeSgYGgDatDhPDjQvxT3erTN596co1Sn3atIjwoL1txnK6vAj2rij/zDNes8RyGUBV/BkOkig8PFHQo73OaYIkuF+yB6emj9konGP6pgYNgjg/PuMSDTpAPfzVpvdl3O1L34K8v/kmX5UA8YnWderBHLoK6nDt68hDUbe6CvVAI8pFTT8xgYWUk2DXDCnCtlkhBPO8jWPjrbp3BXHgQR4OnEsj9w3oOgn/S9r9JaP9xQvsf62r//qQv4DOkP7RqLXc34GAYawOhkvtAe8XwAdBeQfmC0TiWxJFEkkYyyQSYns8nlWQD2URuIXeRx8geso8cJsfIKfIT6QQGB6lCVENUw1RBQO1CmAWPJeEkniSTXJIvXqfF22WQdaSa7CAPkXryAvkQtOpD5ARxEq0qgAzxz+LegwMH8u+A4dw7NFDlJw0fFqhS4XtowCbOPTxQFSANHxr4qjK+vzz+Jln8QUH9/qvphwSNwn0tttGXjlIB4NGq5Od7r3cB+kP4gmRjQpf7hCH8K8CbI6WjpCVCUmLcAMAthzgvJRvjuX3C/DvhJfTHcMQT54bYLhl/t5zm5Wilq10NDOxDQoKz3XKYa8iHXXJYLqcThPh3CeFDFO10Fyf3SXCnEJ4J8UFYqx8i1q1E405fbOf+XPpEHSTEf1JI/5QQniikv1oINyrGkYuE9HOF8P3CuDNOCJ8hpN+iyP8GRf6XKPJ/zNUP+fTLFfl/zDXO8enHy/JvCSZC+AQh/RcU6d8ihA8Q8n+hIv8/CeFpQvrVivzvE8JHCenPVeRfGHeD5wvpn/iD9V/aTf2Hd1P/9Yr0lfUf0k39r3Plv3EbiDyP+s/vpv4P/cH6X9lN/Sd3U/8fdlP/o7up/x3d1H9xN/UvyGk/Xo4NCuwnc4tyUXQPDdwkCw8NEuSgnyhnh8vCBwcNJPL4r8rcqiDTH0p/eJAgp32kPyxok6rr9MeTgapgEqIaBRADup3Kj9QSTVpq0nJU3FFewu8/tL8d4r8kodXj/e3SNTxOTkfBnFZyJlNqUtpv/J+RpvwL/026wXljhuSZkqeNGTotyzgjK2lWVtKc7OQ1eclrp6WsnZZ63fTUDebUuyfr771cb88Le2Bq+EPzUp5dnPnsYtMLhekvLsl4canppXmGV+bHvHpFzJ4FsW8ujG1emvpWUepbxWnvXGV6rzD+wOL4D5YkfFyUeLg04/CKzMNl4z8vTft8RcbnZZmfW7NPlKeeuMZ0alXWqYrs09bU09a009fA//TTKzNOrzKR/9kn947/rfna+f4Yk2G+BTLw8OHDfwiwL4rgLRz6BANQDLALgNvfLrx3Cf6MiAvt1QVe6MwA6HJ/O8oDxOuKVu12ovkt+9uBXqU3WuD/u/a3Q7y5Ulrg7gvS43ftb4d4mN++Elp/aH87xpfQ+kP721FOS2j1eH+7KKcNiXz7lLav8wladhCNN//DuSETAHYA7APoBNgPcBfAlJ7SBtwhAE8CvACwHCARwB8gDqAYYJcQPqQbOhcCHAfYBEC6gE0CXmgXtDA/67qhI8IG5M8HnRkC7yLuLQBGRfw4wV901wPM9ULrIYD5ErwEgFMAmYI7GeCE4C/iTMHy80LrEMBoBR9pAr1SgU6aIjwUy80LLSfAAC/lwu1DACgX/XR3EY3wOwjgpx7yJeZrpcBfT/lSllesIl+ZgjuxB+WlrEes83gFH1iv1d3Vo0Bvz29oX6uFfuXfRbs/BlDZDZ1Kod2P6qYfXSTwh/0uHyBciD9WUg7Iz0W/oY9juT4G8KHQJloEOjN+jzwquce7PPqr4H9FTndR/r1y2oucFr6z9MpphZyWQK+c7pXTv1tO/1/D/5qc1m/h7aPa7yMahMeMAyag/Qu89wF06hV2Sr8KeVR+meoU/KV2Xrl2ogm9/hzTJNgGmW+T3DN/gEtrCH43MrzwI2MUwvD8f7Ec6+zuNYj6USrEl9kD2uz8XQHgv0n0bxbimC9Rueg0SOhoeXwigsv+5VfI//V8mJgBu+Qs6bo0orEB6ND+d/gncltKCZ4Bften4t3bbbQKIHdMG20EN9oMmwU8+3PuvWIN4O9I7XqtpQDitabineJtFO8frIc33kFoAtpV8NZL0s+F3/Y0Ob068GuQ4Njgt0niDoXfdV546LUDku83UP1Fdv4Lued0Zgb3nM68iHtOZ4pxv/32zBmnk2V93deaJdhmBHD7XiAfO6oZ59Kd5HVIRDvyY4akl3D3MzpGfMzdR6l8lPesifby+o1EkwMyrGXAFma0YJ/s/Ce0w0+rmILrq5jQ+CrGPtFtL6+kEyDe1/Yg0UzFe/tAluxdyLcZI/h5oyHaXWEa1lNVTENdFVP/7TaGVG1hMA7eN+bL7sr0Sbbrd8e/QfaQpbys+Z73T1bUobi7yfAQ0UwDQlp49zW10QJ4tzzI202I9leYr8pr3Pd0Ku3xWw7fwki/tWtVs12/LcI+Be5eSOK+z0C0c3abCI1xrRgb+EdmN433s5Y87Pt+VmwfawpXli0vW+Zxn++qotKiJRVFS6UXhHL3NUnuRER30cqV5SsFj+7u6+LuRylcVSQ4Bwx3xXenbpDcW4p2+qJ9mknzBmd3XXnaySj3NaC9eu0VtzHd7X/g7Pt93CuFwxvSL1aUwzWri1bhXaeScjiM/svLisvdbCPMZbu6PxLHCe7eXSHKoqWFK6/m4oWckNaDOxnWvX8K2ldBu5NRr4Z2BvVphd8dD7nrVf0vkOlCPTvh7YCwdgAT+DvrIQzeRvDHexzUj0Cf+PlTRg3uOuibxkeE8Q/eRrzTC946gGZJu1Hu42oe30ZxH5cT3l3t4zJlt9FQAHEfVwn+DtjG1MIb93E1whv3cZEcGF+87OPSg785x3M/2flw7x1Wn7v++RqWtRdXGO/v6k/upv6Yqx0VS+gM4P35flHsJjLg+GOudCWNFHUW9F8Ng0PrLywjtivlvRw9vZfLQ+GDlMVy5/aL3O657wTpkMu3euw74e4DmbLVa7rmPLm/b41TPu785vx4ebYI+6hce5sEHUHUR1BXaBZ0AVFv4fQG0BlQT0GdBPUFrk8grqCrcPoD0EU9AXUP1DOkOgvqCnqJ/oB85Ga623drOvRJAJug7+GeMJMQ3gh+TWP4PWJaAEtjK1XD2yyE12WAjpeK94mBPgnQgG+gpYM4ujtbaWOGO50m+B16Zys9H8vDJc9n1XhtZ3Yf7YzkeW9n+oW3Mb/129uf1c7+LDrS8cs+v/txrmR+DaNe2jUet/9rEvTnpKpu6YUSHwfKKPDwPp3mMb7te3tyvyM3j/Dj9cbcHa1U++0wpuEH3g7e8eMwxvluMXGU8jppa+HObi+UsL1cTBpqconpwDLiuC6XtPotI2RtLqmtzCXm0GVE+2sxMZ0Y5sGL/Tnwf3aZy22FOPY1uaQBcA120A+/HsZY78smDZFAdyzQuSWXGOBtiVrWJT+G/cWE7C+W8wjpWCRpaU3ziDluHnEAGDLm/WnflE1vQ1m8L6St4dOzoh/kzREOZTQO3s5lJLeh6/ml895s4vhHNmmtyCXOe7KJ9XooF/DTrsl15zMp93fxiHtrpfLA1/ke2D68xS856fTarsx/oNz+TD7+yMPd4zahmlHe42bZKL/HbcTdMH8A4O43W1LNGJZWM7g/RHaPG9BBONvmeY+b/Vl3nrj91n7u/NhX7SRNz44nTU+OJ45nlpG/pD8+Np70tD8SwHU8Op7o4G2H9/8f+2P7v/97/bGr/oly2ijsJcB2Yfo5m5id2X9Zu9B9le21XRgk83iXnD6aTWztwAu8He3//5DTtZ9ny9qFk3bdLsw/ZBPLGb5dkM/5duFo4duFyS+HWH+F+jqcTX7PBUZNFfL7EmX3Dc5uYUT4s+WnUbJ3pemUG6cn+NJ7qttf5++DD1Xsr2sB2dfyrHt/XTP8RiAL+L1zocK6kPycCWH96zmiyYc8Gpcecuu4EFcce8R1qAIiv6+44X2J/vEG0SwV29eHkv1/Nn49BOlVPudeV8rBtjpmJ7fflrtvs/BTpgF0sLpXiSb0Nfl9tXgHorNRGCvuWSbbB+iagxwfxij3MZK5UI8iEPd5WlYhnyr1n2//Zhb2o3JtH3huAmgGcAj8k12q+dLDMZtOtTC1kG9WeFSk+8vG8AwI8dwIV30J9HXWaqbqOby7tIUR/TheBr2hxjUp3AfpOgPgeaKxAJQAWJ8XcLerLhf5U9tgTgf8WX4jf1w5NMr7B/Ij/Mzkwfv5eYYXzm97TMd5zp/1xfObP+3u85u/hvOcP/NL5zd/zpd67an/yGN4pbf8/oqn9mWiwYJth/JtF8pY5eUQTe2GKuYH+xrSJuhMqIddfmkZOda/zLWe5+dect7oGhf+U8X8NLSKwXgjhHhXj1hDWge44/l7iYfpjb2hXJbeurw1pEbrjhdIxD3q7njizljp7ti6dVVMLug2+LbeOp/U3jfffd7PHfOJvW6+13jmE06mEgDf9o9Gub7bKtf9lPGMXzsZCwC+vcXDb7Pe4lUBfgNA1W+MZ4J5v7GwmsG3Lz67epBm+x6o/438d0qVX9e4yvQtkHYVAL69pW/+ehjjtXyXVDOVAPj2VS/666sYU+dHBA+Two+jeC4jukN++sij/YjPItTdIV5I7MfkiCQeuid1uuMF+IhXpEgP3bmS9IJ8xFuliIfuUkm8YC/xsJ1vB7zjQjvHeJvBXSeJp5a0c/FUCG/lqXubaHIB8F27RUeaAMTybPrPRcSedYnv+n8d6v9V3/0fnzPj3LWKH9UuFuACAYyhvzDWZKLpCA+TpX+BkL751yu88q0dq9doUwHgreS7q3bnfGInYy3+iMF3T/sLd5bR3ks1jm2jNNbbRmmk8cRs27+wBRlWHnLZMaknwlxk6gFSuVy+Fs6dx6s70C2fus3vMiVT6xh894RPcS5h+mSApqVlgKahcYCsXFRCeZL5RfwBrvY1z557Q0V0dfxcgjv3aPraZ11zafiNsnK98PZa/6McDMoAdBcK89zWzDaK60DatmGM7dAwRrdkJzF/Noz5LetAvr6j+EnKEO1EzPFEUw9z5dnAoBPmaQ8K3yXR3sOXnYg4/yaK820cV1/tlv3LL9GEEv54/KZNvD93no4wz/Y2H299wz0ft7zh1jtwvfZLoWxennYbU2XSEfWbvP1c7ps8HtKQrk9Iy8cimefneUm/9sVhDNK2vClP3yjYi2D6x8W6gfRrIf0qIf36dn69xCN9G84md3JyRdfhppsSE5UYi+P/smYPPpuBpu7eKgbTOynIpE3Tb2OIyUqMzXx6ToFHpM3Nrx6qYgYKsg8hX5r/2SqVBeIhiHyZ4TdCZbO8fDl58PZetfOtveqG/XvVuB6eK+BY7tjLrUzkMucYHXOOka7zNAFOk4R+A/xGaOkB/XoBx7zdk/4F4pj+wjmmqmWUprFyjEaarnEf1M8+d7p6+I1g3ueZrgnStb+zV219n09XJ+A4/uaZbksn0Wi/5elI1/nFdBvAv0GIjxLFDr8R6jvlerJOqO/mt6B83nLzWeuv0qgDVLLvAtif6rP1mhvhfaQf/BlDSPQmQg5e/HSKiHd//6vSpBIQ+cHLPUsOfxrUnu8+L9oIaRnfcvPCya1FKo1FwlvNTS1BR2Dwrge8RgA08NCv2OhX887F/NlpkJ+DAjSlHOLaV+g1RKOGPBre4s/BQjy0MSrZI3eTTv585j0gaI74CWdf93GfVagmw5/B8tYL5WG82KEWZWsVlLu+8RAzXMI7Pi8lVnG/e3pOa8xvlIuvAnH7Cb4ft1abSevtANvMv3v93VRjJk0Atf9exq2/WwLg7b+MEKCJ6++1NeZuv8tw7RP8SGMxMQO0wm8dvF3r72OW/c+uv3N8QbmakyAvUN76d377HBPPDRZ/h0n0iElcBvlawnVD83tEI9peYrviziudNW9W/oSpi/JnZs1bNMvAxffwnz5z8oRp+Vn5k6dPk6azABSFcpUX/DmTZ83OyiMPCHjjAW+FN7zp5uzpORPIS0I7PQgSqEzVs/RHEd/p4nMNrsW+V83gfE9UmMw1WxhgRYVpbLjP/0+dwyq/V9geamFE0JGenf9aCX2+cmAb3R7SRlGKWa28/qET8JTnm3JneMb6yeRbSYzc3RHpditV6voJ1R7nADeHy/Gl6anXw5hsl8vTxnB5eu0/sC6aDQt4+xRH0AhXeL0EX/rg1452B+j/9wjr/yr5fJ54mSth2BRFuJRfoYZtBfWfZIrp10nS1+5skfEn4DfN+36fGz9Mnr8qSfzdcTWM+QDR2C4P1ijXH1x6/oXy8vQ1reXyD7Ta33Off9uEdtOSB3cKaP+xV/1cxCFujEZ9zPCvvepawY1tqOnhveqNgrtWiC/mc7fzFGN6H8Zoh3sM1jlf5/AbPlFpLhDcSE//KYyTAp5YPn6StijmTzdEnj9/Rf3skLhxfG+9r1m9MPIQYxkot/nj8g+8tTvc+R8k8OMAfnJHqTSDBfdX4HaCO0Rw+wG9hktUmiGC+2Jwl4A75MAJxnFNC1dHXCIH5LJ1KLZRe7M6VuAHbx1qqGpWTxbclpX8XMvydRCv+63l3WJ5mBa2UccCAMHdUC5vT7Xl7rkQJ++vFO43uNLTnonLP9BqP+DWpzzkmzkrJ2fytEmi/N0IwuwaVdd4KAdN7+L5moQ8p5CD5X+RHPTgZ3L29GmLZk2eP4HnewrI+ZWqrvGQ78aDRIP09gllKPKNYwm2w88f8BfKzub/l/CdPT1v+sxZrvFuPiRuVXWNh3zrcqqZrvh+R+C7z5/ANwNCr2lSInkVYB/ABwAfA3wG0AZwEuB7gE4AdW4iCQHQAUQAGAFyAMwACwCKAK4CWAmwFuB6gC0AdwPUA1CA1wDeB/gc4BTATwBkciJhALQAFwKMBkgEyAYwAxQAlABcC7AZ4FaAuwD+CfAEwIsA+wA+BDgCcBZAfXkiGQ4wDsAIkAWQBzALYCHAcoBVANcBbAaoBbgb4CGAJwFeQXcC5D0xkQwGCEoCgPdogCHwezRAEkAewMOAtwje+RC2At7XAdQA/Az+seC3FOAucD8B8Cr8fhXet8D7QYAP4bcTYCX8zgRgjIlkDEAKwGyAZQDHwb/1nWrGfqCacQI0f1DNqN+vZgwA+hnVTAG8TW9XM+1v7WTUT9zJVB6/lSEHdjLtsdsY0ye3MlX2vzHNv7CMBXTDSgAd9GfyAcxXAKzQR5q/cjLak05GB+N5RzbQ6jj1p9uJ9T7n94N2U9x9FgB4AekNADiH3txbNGSiMBfKFdb9Lhf0RpwpTAXAScV0wttz4oWQeKvdLGH9CHdQzQHAW+/QxgZnhHip5xU4/wG4EmChsI5uEdYtFxPuaHdu51cRAM7ycMZXIqxTXAWAq4ClACsA8GsSXlJqFcYP3IOxCqCC4NmghODZxXjwLq4grgXAG6Nw48h6wt9xskHRDnCM6gRYrOLnXX7g96yqtx2kQxlkAGTi3WIAWQDjAbIBcgAmAEwEmIRn7wNMBrgcYApAHsBUgGkA0wHMADMAZgLMUuFyGC4xQlsBmAtQADAPYD7AFQALAK4EWIj6A8ASgKUARQDFAMvwvgMAPBb8YWwn8HszwE0ANwPcAlAFsAWgWsXfN1Kq4ufLqMehHrhS1SsPeuWBpzyw+SiHG7uh3ZNn7R+oBzGPf8az+X+grsVnUxf1fo0E7zqh34p1u9FL/f4W/aDTxxiA40NXsqYnz/Y/ML6IMu/PeHyNc+eT7BefxV2MA8sleKXCOC7KeqsXed/T56+ym1aX9XzdukqYb3O0z7jjoQ2sbaP7+7/rUvqt8nUUx0X8NyNc08iZ3cJ0XOte/+5Y4/7d3ZkGyrsTRfp10/w1JALatNdwZ2bLdX5cuDW4ipHZYYxvo8aV/hrLPw4xBfAW0/H1vtVH+gVPBXJx/+YjvCOJt5Gp9RHegvGBvzt8hFcJ4ff7CK/8VwAXfpuPcCvGNxBS46N8QrP58tvmI75JSF+5ttl+HPeYt7jsfx7wEb8W+YPnmdCNX0x5piXz0LEXFzn6tWReP+Sp3KPrPnSV7z99xLftC+LS33t8Y0nBS0czL/v25a0Flx3NvLnz3JMF24644v/DR3w1pm/oPv6dPuI3PxvQo/R3+EpfaFtVPsJb+3byfSDY32VPboayrRvlYLRr2miDsP6Iclf3FfQ3gCw/d/058/n17K345wTRNM2R979coX/chQ6I29QujQ/tcz4f/rQP/urHM97rH2i1f+Hu/9i/pOvl9pw2qh8crLEE8vmv89V/G/nyfcRHOPlVzYXX+whv71Rz9bvTV/+kfP2jLMW8m+a2MNL8txx5jyuvauQZyt0OOLmScPvqd7jwe33QNw/l+8fdqFdg/OPy+M1aPhzHzKbOII1FEW6+KZgLf9BX/jfz4XZf7VPo//f5CLcI4Y/6CA8VyvcZX/ID6594qf+vof6Pu+v/HpQVvwZpbMfd97Jy7fMpvv8+5ku+/ciH/91HeMlQXr4+7iPc/iO/3v+UL/kapOHqnzN8Gh6qaf3PAFn5m/YO4cKfRFrWURplfIea719vYzjkWccGaWTlv7EfFx87KYZhGcj6dy1ffg2+5IPQv7D/SL+ZNU+E8TWf0dg+4dvnEz7iN6r59vGmj3B93/5cOF6LZf90gKb1BJHx17hjABe+x8f4YL6rn/f6PxekQRnAfaqB8mz++D3ZLiD1SaJB4OpoI79XhvtmKRESnfvfUoej39NEU/8s0Sz95D2vO4mczj9gyy3epSq+hW9buD9W/Ha1P7AvXqfEfcMSbCY3yr9hNgsbUm1ezmv6LX5/ND70h1NEg9CDLJNNNpLpm97/zdNQWN2j9e2Oxfy9kZXcHXW2TCkUjDjJ4P3pKqwu+LMe2okV3AhcGmf4+9Vleiu4q077Kif5+Vq7AG+XBPcMpNG+0CHT2FsgvOW0wj4J4KRK3p6jsc9BHowAIRaHV62/YHE186e355Pub7HYnkX+xPbsffrx32/PRujbxt/Zv0shXqlTLs968jwOcRCwnFAciXZXjmv3qLRr9qgca/h99R1CPZ0SwqX76l3yG9qe+oz7G30H0EXQnZHb81WBW7lvX5Rr3vbta988SnHvPtIR7flEu5R77znH2LRttLUN4kO9a8+47TTr4HedhB9MF2H9Gc99/pxkA/9mCX4j/EZoVfCv/5ZonG/vVVve2au2H+DtERsEHHutpz2ibR/oBwOBRwn/nB0t0EEQ3e2QD4ckfUwHIe1bOb8moIVglPhj/NGQnvNdaAfQN3HNSNuW4GoKoh2oaK8p2k/WCW+nYPtYcg54BLodAl/4/bjqW3mbbAF3i8IPz9HrOJqgUuJ29ejQrvY7d/7tv7jtwcVz4xq+c/MR8dUtDNpOyPYLZwvabtmnJPdH3o4R18TWRlpddKT9QXTXfiffD0yE9Mg1RLN8SZHrXLoQSVzTJ++7pWYFP2b62v9sgPBCPLcP0tmewtsGoS2waDWI6VpG+2uMmX6a2o8+YMiKorJQoRyjV69aGb2qpHBlUXRp+ZLC0qLoorJFs2dFzc6fGGmMWl1RbIzOy140dcKsWVmTJsyKLitcXbG8dPWqqBXl/Bpd7sBgTaM2WFMC7wIAU10LU1/wKaP/cKDGOStE0zF7oEY9d6Cm/s6POL6q8hhNAUDVJQ6ezymgh4G7A9xGUxt1VvhrcgGaV/trWgDqARpX83MZNHUtWe2nKQE8w6efMFkSXcGfK5v+pLbQT0PW+GnWQXlU1n3jlvffwxxBYZeOa5Gms+79xE0bbmFKYN5RcP07jLnMT9Ow4R2mrvIdpuXadxhjkL+mYOM7TPvzwBuEV65zMLmffcDU/ecDpuoFf01rBW/jgzbfWPa41nlAqAebYJ9vmvQ+Mee8T1qZ94lV+z75o/b5/9cProUYO29h2qOrGMN9VUzlPwGeqWJsd1UxururGDyHyDZuC9M+s5pxPlXN5L5ZzWibQZam1jB4JqItp4bBs4+aL69hGifUMFUTa5j6eTWM4+utTEfqVoY7rylrK2OZsZVpf7WG0RZtYczFWxhdwA6m1djCON7+lClYBXJn9Tkm9NtvmPafWKb5Z5bJBbdxrl7j2T948WCDvloC7cHyo+R8WfgdL+kfBUAH9+y49htBH3ftt//RLTek9YT99iDICa1CTthy+HptAhqtgpzAtfIzUAbYz5R2/B2Ag12Mk9NB5xgEUZ4jn8ECT0jPJUds7v0C2g7Pcwlccl/ido1javf5vhGQTrO/SoP6TCHeNdr+aZDB9o4rvABoF3Qo9C8QBQskGVh+c0sQru83/QTyHCBD8McyQft0mT1mmGKe/Rv80M69Oz+VLz/i6dfu74Ue/1Vhrxe/HF/0RBBtF8V75i2rHcxSAcT6aAGZUeL005g7FHbwkvYlurnvHFrFOvP3dUyAJI0JcwO4XKh/Bn3oZ+5MZrbLTmz4nnpotlr3eJVbvqJIN5E7R5NzW3/m677VXM3ZTq5eVbQysgSQyDYG199L/VQqXGObCcxgvQepVnH77lJiomJioYMFqlaTw4CnVi0jffSr9MtXhS1etXixyzQ/GPADBXypHb4f+OMYVb5yWVTh2sKKwrLCqMWFK4qjVhRWLCkpWini+QMesp9ltZYuX1KIR0CaCytKVrlzt4z4Fa6SZdjc/CnTktLCFKS2ME0AuWktjGHwIaYpqJWGVh1iGtfB7/WHGMPGQ0wDQEHeN4x63TeMNsnJOHKcTMEEJ9MCUDAR3gAFk5wM7kOoB9A/f4gxb/mG0etqGPv6A4wDQAvgXHuAqdp5lqk/8g3T9M03TC6A8RMYn5b9yNiSzjF1a84xHY+dY7Q3gY55Lci3p88xJc+cY/QTePu+ggrohwBLVwRwepjzKyeDZ6noBHlQ9xboN9CPcwNUGvF8Fayvz6CvI2A/x0JfUr4iaklhWXkZFFZp1Oyy5RVro8yFZUWlUbOKVl6L2ggv16IBMdqFGM0hRnOI0S7EntLzta9G1Adrb/fUY82gG9qEfTIe+2qwvUM4gkv/BzwE3TnP/TxNb+1Vt0K6pg/4dEX9s8mL/twM8VsEOt7StSFfknSt8Buhzku6Vsiv7t29au1BPt0SAcfhJV1z9jnGLNCR6u2Ybm4+N/12nWcsnkuskggicdzT/Sro3KNVrvmZ+lc3b7r33fM2s8RfP0alIYrx0wjhBgFf9LcJcTp+POXewyihY1HgNwhh2g43fp0E36rAJyzv1nuxz+POf4fwdrt7zs2tbUnoOQTbYHFBC8+st9haGIvgj8JSfRuUtXCOvVXw15Xw6/1alXvs4mTFZX4aO+CYx/hppGeB61NAlwb/5hTeX+S/HvCbwN+kl+MTiN8A/tYUub9ttJ/G4YC2q8T39n0a809UmvZf3fl3rfsb/TRWoNOSLOenBeg34Z6BMDn9XKGcN0nyigOHMdxPY0M64XL8xiQ/jQn8nUY5ff04KAfwbx4nx7dDfhrA35Qs968EPDP4l0TI/TsSQX8Gf7PRdzlw+VdB/ll3/kOBjgHiqSPd8c6chjr249uzVtJ3MX8FgKdF/Ch5Oo4EKCeYu5QkKfIN9B3vgT6vwDcM8dPoMB+pcv8GoN+A+xOiFfUM9HFvkS1RgQ907eDfHt3D+od8YRtQ1r/6Vu/nf1YCXSvQdxjk9GvjoRzAX6/gxwh4JvBvjpH7V4G/DfwrFf66WCh/pB+roB8H5XYPjIcJin4D/jpMN17ub07yfX6pLP8JbRTbgCgfCwbDfHExzDVg3OP2TwarNNoL3eG4B9G65RemnVFppHI8F8dKf5VLjhvhN4LFX+Uhx5XrUwYBx7U+FQyyJJiX47hXsxXGLaTjbfxoAv8mSboN8BuhRZGuDugo163qBRzXupUkXUyzVqAjHT8MQMcQ4E4P6SLkdLjXcz7B7wjR8jVTM6YvxNMCTVHHPSh0fDOUc/zut9RoN9QKY5YTYEGM48+fxioo2gOFdVcx+H9s3bUhEOo7UPU/8x2hJFil+S1V1aRGfM/vCNhOxe8I0rrTdUHfevh1NfZrjOvi50JsiypSoObjYd2LBdYXaCGohDJz7SPf9rLKWfOyqgHesra0lXfvCuL1Zlc/hfZeCfLCdoFKvm5XklVqA/oIb/xg3MLpf/AboQ7zMbDy3V827Nsppmvxh/4bAH03kO+/YlnaT73GkVsa4E4XZRb2M6SD/Td/7ty53L0IMK+yg77XqOL7s8NPPl/8KIB3t1/Iyz9leP9A3p1M5PHR5grTDQ/kz2UUyySUuPfHBhC7n/6w+0xFse+pVFFLrFayB+npIV0E7HjDZd9HVZpGtVsOh45QgX5+iukYx+e3DsIQWrGM14SHiedBxnMyXb7fXdR7CyT5IoJejHlR6sUuPra/rK5cx6/LKc+bbB3kr0EQ/eOwevvw6aJcFP2bYewogDkX1pMN2kR50MAd3Do78F0AdVULfqQwu3KH+uqxWO9N4HYUv6JqANAue4Wrd5SVP099eX0DuLlmBDgxhxsquPpAfKQRujluuBAfoRQA+VjaMnaEuC7DqG90utaEIRxBtg5xwxUOb+syuZCvAoC4/5fWZfqob/S1LtM4UKXZLQB5/YKHxXlWlrFP4cf9+xSK7ivD9nx2eekFr83z61rmxQnlKS0jEbg8j/EW87q9yLtUvvsL6UyuFvSd4fKxo70L5dAfcAMAAgGCAKoEoztzf1XveWzn4eOAekHbyhLo131f03W6LB76qTQIsn6d8/IgqR1b8a0tQWiDbgPZVAsQJ1kDwHYobYvi8+Tmaa+MDdqc1XHb4I/m3VfLXViEOrFK/XUyrhn2OzQlAOeCBTbQYYe79XJp35H+Vnn2YxMP0FZVvCy15SxWNXxVyMnkdrVnO3Qo2uYoP553fwldZd8V5ZfUZkfJVwekpWbc6xkqBTi1OFb39ovz/bENlK9JieN84dr1bVM3Nz4ofrc9NQjadZj6bV/r5Sah3k2S9XIj0Ebodr3c6nu9HHUq7UBe3wyQtEutD1J139a5vgM0QR8P6Q8D+r9HLRDH91jmNZ2rbwBdx0CFHAjT9fU2vhtBX8oFiP9/aXxfWHkE3X289H8d6GajBSCAx33HADlpGgqydaDK9d3lyE3DIPSmYaJbcC7sbryPP4/H+6qhvXLtfHxCh7nH+5dnFRwR/RuHwDxpiKKf3zTkZW/jvRnq1jLU3c+7Gu8vdfT7T9jjzr+/pvmce3G6BcoqcKHMQ09u/gZyA+dmDUPc/UKMJ7pFKsO5NO1+/gA4NyTCOhPqDU5g+KfNhIz9g3oDzv1QbyBBizm9QT3Msz2HKvzEcUHkU9Qjxv5BPcI4HOTqcN96RAGElQzv7W/n+9M+3LseEfLltMLT8Md1T2jAuY2HbzUlie41mlX/MsAfUc8QnP/ypWdkifNIiZ5hh7QRutUzLF3rGZXDf5+e0SDIFmRctP+ovOIXpt3ZyRgvc3Dr5jgPQNngWi9TNaqdpFFthrdrXvLESsZBePf6i93rVrgGgmtldTjWPj+rLvWm52e51s0ffVulfextlRlAXAfB8NqH3+a6ft0XpxgEpFM52l9jO9PJIB1x/Rrp2ECXd/jvUWkD9qhqA/h1tFo1T0f7jZd1NH/ISzC/riRdf0c6CLVBKg97TLyfo0DHl5Oj6HW1285nM1eHuH+3JcLb2vYfXw/29oCAJf7+gj2GsAZvD9zsL7ZLc75KNVbgHzlUrt9x53vCOFEP+TXpVdz5ilpJe1lRXra8onzlqsglJYVly4q4a09yhHghA7YwCLX7DzLKcsB2Xxt4jjsvLkn8nnP4EIPjAa5PvvEnn5OE6VlhbBoh9AExPRx7pv9F6bUK6aUo0rviL0rPPJJPL1WRHtbvX5Fek5BeuiK9dX9B/jj5AP2q/SKVpgPejdye1M3+XD/9MkHlmq9zfS9U1h87JP1RiV8g4GN+DBfx+clR5Afb41u/MT/PO7oOx71sllEOdQXIPwSpzoZn9JovkOsCKqE/dkhwS8bCeAA8NwhguutWxrAFbYZ46Cr9DpX8u6Q3Oc2VmSCnt1/sXn/HdX/p+jn26FyJW/wugDICx4kqyCfexXMzznegT9Tr5N8nQ4n7O1xO1qzcRRMK8ifMnJaVtygrO3/yHP4cSiF9l13XstfVrcWvq+0lr8v4NU/l3VYBH9PvS9z3tq9afl2RVFZJ+cP9z8eAt9BRnt9te5oet+4OvzcDnUqBziDBXzvWfd5s7ih5fixA3wRAFPSb5njSt0nOhKyX0JGWozkvK3vCojmTJ8xdlJ03fdaERTMnzJg9YVa+tD8hn/shvu4SnsZgL3w6e8inbZYnnw0SPs2XyMun88NPGbVgJzREoD9CADf/E6blz5wntgJZHkQ6NUC3VaAd4oX/hkt6xn/rbDn/W7z0GTwHEt8bI+R9C88/dCj88IxEb/0Ozz7E8x7xTEU89/ABRTwLuBdK4nrjo++6NDSFI3fkp30okxEzar5pUQ0xSP2+21F2uzc+zBvebrnty7Alry7on3iXYfT9yQPul23/Pv3Vzxn2ZSvGSduLzPZrtLucME/PRXjPL5aVRRKG+cXywjz6KqOvJPiThfLiZFGEb5mGfKAdWX16q1fbj9zLj1LnGnf8WsBDOzW0DRPz4lFGl7j90easUqBdP8r3PO18KQ9xnpGr+M5plHzXlPaTkkvc8pLL7wzoJzmvqx057n6CfYOzb/Fi6yf9XlsAfgUS/1z4jWAd4ylXdSBTCUDr8tc5u0aTgKObK++PuC+oHcIW7AkjOQCczeGz1S47QHE8U//EMq2OE65yuU/bxGXdcoLHE/k0Qf6skrEU/e0xRFP79lEaOlYluxeRiw/loAOwTOD5rANcsTx0E9zlKJV/jel6DWoNpjmfMP6SdFz2n5AOwrK9d3F6iRV+I9SN9Syn2rJ9avPKfWrd6n28/aeAo729mSunUjw/FQDpOH8+xbTnfcMgHem8BdsD6vcFgk2TqN+rQa+3Z/3COB/5iD9vHdwdELfxUd6tBzfi2B77iKPvKBujQZzcxz9y3acorjvL+hzi6FUe+y29rTsjTxbQDRL+H1p3lpYJ2kOgHiXOy80GlSZfAMTrah0ZgxLO23VkFamK6F3XOh8fdaR7HVkWgPUV4dlvva0jt6KMuczdb7taR/b24JqCYGvHiuu/yu/G0r4h/Y0MioJeuFAU2nJhjthW7WHu78ZoxN16mWc7xDKQupXfjTVe+qbIU65ko5YUhxuPDoJ+CzquuOKBc6LXVJLvxiiDQd6hP4bjGVRHJGWth/mDUceHo93WLsKf3eaaP0BYazAfjnZbeE6aURLuRPswNR+OdluRgm4thmshTCeEo90Wns3dXxJuwPUeIdwYyH8bk95TpI8G/qL5cFMgL6/9pfxBWIEQnhPoueZdAmGVQvjEQM/18CoIq4v+78uNUIPneq+Du6DLSLT+fpy9GJYPUV9MtAEB7nBG7Qo3ceEDIdxfEj/bFZ7DhUfK4quYID8xHMsnJDibi8+fV9ckshckrhePF3gcL1kvdmD5RvPrxS47e52vnM57WjIoudC5+2GAhriX0dXu1Z7jonK9GO3zBgb1Ab4Dux2/Es/j8askrnf8Oh+fjjjJ+KUe7l4ziVVpEGTjl1rjdfzKBRoFAIk9GL+w/5HgIUQbGMT1f669/3KKUQVwJqus2H+5JsYwrv7Nb6rk+7+375u/d3yzGNzfN7E/tntppx1x3r9vEnUWx5/y++bvHe9CE2Euncin5W28M0JYbqLv8a4AwkoSfY93lRBWleh7vKuDsPpE3+NdI4Q1J/oe71ogrD3R93jXAWHqJN/jXSiE6ZN8j3dGCMtN8j3eFUBYSdJ/X860J3n/vjnST2UZ5rdJ1RP3Zn95e3P4yd3dhRcHdB3+UTfh/QO7Dg/vJtzYTbipm/CcbsInBsq/o0jGc5U4nmcL7Stb+v0X6gahZ+P5XQ3K8Vwlfv9N+n3jeaNEpjI2njcFCyqx7Yi6CD6Sc/GCpOFi/AYf8cXvMGrXBbHyLLv2z7kYtjHS+GKxL3WHB0rDxfhWH/F7n96n9+l9ep/ep/fpfXqf3qf36X16n96n9+l9ep/ep/fpfXqf/7un8P7eMuh9ep/ep/fp7rENIMTQp7ccep/ep/fpfXqf3qf36X16n97H17MF9GX9W0RjlpwlbIzQ05wkPTWP19MFU/W0pEBPK5boqa1MT2vW6mndZj198DY9bbhbT3c/pKfNDXp68EU9bX1DT08e0NOOz/Q0oF1Ptd/p6Yhf9VTPhNH4kDBqujiM5oWH0YKEMLrUFEatU8Lo+jlhtKowjG4vDaP2NWH08RvCaOO2MLq3Low6/hlGP3syjLY/H0bP7g2jxBFG+x4Ko6FfhtHRZ8KooTOMpgWH09xB4TR/ZDi16MNpaVw4rcwIp5snh9Pa/HB676JwWn9VON21Opw22cLp/q3htGVHOD12fzh1Ph5OO58Lp+o94TTk3XCq+yScRhwLp8ZvwmnOz+HUHDiOLtCOoyUXjqMVY8ZRW8w4WpM2jtZNGkcfnDmONlw5ju4uGUebV42jBzeMo61bxtGT28fRjvvG0YDHxlHts+PoiFfHUf3+cTT+43HUdHQczTs1jhZ0jKNL/SOotX8EXT88glaNjqDboyOoPSWCPj4hgjaaI+jeKyKooziCfnZNBG1fH0HP3hJByd8iaN9/RNDQRyLo6F0R1PBKBE17K4LmfhhB81sjqOXrCFr6QwStVEXSzX0jae2wSHrvJZG0PjKS7jJG0qbsSLp/WiRtmRdJjy2NpM7ySNp5XSRV3xxJQ26PpLp7I2nEvyKp8ZlImvNSJDU3R9IFH0TSkv9E0oqvIqntbCStYSNpnSaKPjgkijbooujucVG0OTGKHsyKoq15UfTk3CjasTiKBpRFUe3aKDpicxTV3xZF4++OoqaHomheQxQteDGKLn0jiloPRNH1n0XRquNRdPu3UdR+Loo+ro6mjYOj6d6LoqkjLJp+Fh9N2zOj6dnLoymZE037FkbT0NJoOnpNNDXcEE3TtkXT3Lpomv/PaGp5MpqWPh9NK/dG083vRdPaT6PpvV9E03pnNN31SzRtCjLQ/QMNtGWEgR4ba6DOWAPtTDdQ9WQDDck3UN0iA424ykCNqw00x2ag5q0GumCHgZbcb6AVjxuo7TkDrXnNQOveMdAHWwy0oc1Ad5820OafDPRgQAxtHRBDT14QQzsui6EBMTFUmxZDR0yKofqZMTT+yhhqKomheatiaMGGGLp0Swy1bo+h6++LoVWPxtDtNIbam2Lo42/H0MaPYujeIzHUcTKGfvZjDG33i6Vn+8VSMjyW9h0dS0OjY+nolFhqmBBL08yxNPeKWJpfHEst18TS0vWxtPKWWLr5jlha+/dYem99LK3/dyzd9XIsbdoXS/cfjKUtn8fSYydiqfP7WNpJ4qi6bxwNGRZHdZfE0YjIOGo0xtGc7DhqnhZHF8yLoyVL42hFeRy1XRdHa26Ko3W1cfTBe+Jow8NxdPfTcbR5dxw9+GYcbX0/jp48HEc72uNowNk4qmXj6AhNPNUPiafxunhqGhdP8xLjaUFWPF2aF0+tc+Pp+sXxtGpFPN1eGU/tN8bTx2+Np413xdO9D8ZTx1Px9LMX4mn76/H0rCOeks/iad/j8TT023g6+lw8NagTaNrgBJp7UQLND0uglvgEWpqZQCsvT6CbZyfQWksCvffqBFp/bQLdtSmBNtUk0P07E2jLAwn02BMJ1NmYQDv3JFD1ewk05NMEqvsigUY4E6jxlwSaE5RIzQMT6YIRibRkbCKtiE2ktvREWpObSOtmJdIHFybShuWJdHdFIm3emEgPVifS1jsT6Ul7Iu14LJEGPJdIta8l0hHvJFJ9SyKNb0ukptOJNO+nRFoQkESXDkii1guS6PrLkmiVIYluT02i9olJ9PEZSbRxQRLduyyJOlYm0c+uT6LtVUn07N+SKLkvifZ9NImG0iQ6uimJGt5OomkfJdHcI0k0/2QStfyYREv9jLSyn5FuDjXS2kuN9N4oI61PNtJdOUbaNN1I98830pYiIz1mNVLnOiPtvNlI1XcYacjfjVRXb6QR/zZS48tGmrPPSM0HjXTB50ZacsJIK743UhtJpjV9kmnd0GT64Khk2hCRTHcnJdPm8cn04NRk2lqQTE8uSaYdZck04Lpkqr0pmY6oTab6e5Jp/MPJ1PR0Ms3bnUwL3kymS99PptbDyXR9ezKt+i6Zbv81mdqZFPp4SAptvDiF7g1PoY6EFPqZKYW2T0mhZ+ekULI4hfZdkUJDK1Po6BtTqOHWFJp2VwrNfTCF5j+VQi0vpNDS11NopSOFbj6UQmu/TKH3nkmh9Z0pdFdwKm0alEr3j0ylLfpUeiwulTozUmnn5FSqnp1KQyypVHd1Ko24NpUaN6XSnJpUat6ZShc8kEpLnkilFY2p1LYnlda8m0rrPkmlDx5LpQ3fpNLdP6fS5sA0elCbRlsvTKMnx6TRjpg0GpCeRrW5aXTErDSqX5hG45enUVNFGs3bmEYLqtPo0jvTqNWeRtc/lkarnk2j219No/b9afTxj9No49E0uvdUGnV0pNHP/NNpe/90enZ4OiWXpdO+hnQamppOR09Mp4YZ6TRtQTrNXZZO81emU8v16bS0Kp1W/i2dbv5HOq19JJ3euyud1r+STne9lU6bPkyn+1vTacvX6fTYD+nUqcqgnX0zqDo0g4ZcmkF1URk0IjmDGnMyaM70DGqen0EXFGXQEmsGrViXQW03Z9Ca2zNo3b0Z9MF/ZdCGZzLo7pcyaHNzBj34QQZt/U8GPflVBu04m0EDSCbV9smkI4ZmUv2oTBofkUlNSZk0b3wmLZiaSZcWZFLrkky6viyTVq3NpNs3Z1L7bZn08bszaeNDmXRvQyZ1vJhJP3sjk7YfyKRnP8ukpD2T9v0uk4b+mklHMyZqCDHRtItNNDfcRPMTTNRiMtHSKSZaOcdENxeaaG2pid67xkTrbzDRXdtMtKnORPf/00RbnjTRY8+bqHOviXa+Z6LqQyYa8qWJ6s6YaESniRqDs2jOoCxqHplFF+izaElcFv3/2PsawKaq6/H3krTkPVCCogaHEgQ1qEhR1KoI6SdREaKgxqmjBQKpljb2Q4ry0zjZz4DoMgXpJmr8q1t1qHGaWTcn8XMVLURFjZ/Lps5uolans1O0/3PuR97Ny0tbaNlkvzw4vZ+595x7zz333O+mGSWx4OklsbXzS2KtC0pid19SEos2l8QeD5bEOq4viW2/pSSWurMktmNTSazn0ZKY5emSmG1rSWzsGyUx5/slsWmflsRcX5fEZheUxry20tjiH5TGAkeUxlZOLY2FppfG1s0qjUXOKY1turg01u4vjT3TWBpLXFUae3t1aaxrXWnsiztKY9KvS2Mjflsasz9ZGpv4Ymms6PXS2PS/lMbcH5fG5veUxqrMZbHafctiLWPKYqsmlsXCU8piG08pi7VVlMUe8ZTF4heWxV5cUhZLXlYWe39lWaz7urLYzpvKYtbby2Kj7y2LOR4pix2zuSxWvKUsVv5qWcyTKotd9FFZzP/PsliTXB4LjiiPrT2oPNZ6WHns7snlsWhxeezxsvJYx5zy2PYLymOpxeWxHfXlsZ4rymOW/y2P2X5WHhu7sTzm/FV5bNpvymOuP5THZneUx7yvlMcWv1seC/ytPLbyi/JYqLc8tk6tiEUOqIhtclTE2o+uiD1zYkUsUVIRe3t2Razr/IrYFwsrYlJdRWzEioqYfVVFbOJPK2JFv6iITb+nIuaOVsTm/74iVvVcRaz2pYpYy9sVsVUfVsTCn1fENn5bEWuzVsYe2b8yFj+0MvbipMpYclpl7P2ZlbHuMypjO8+tjFmrK2OjaytjjuWVsWN+XBkrvqEyVt5aGfPcVRm76IHKmP+xyljTM5Wx4LbK2No3K2OtH1TG7u6ujEW/qYw9Xjgr1jFqVmz72Fmx1JGzYjuOmxXrOW1WzHL6rJht/qzY2AWzYs5LZsWmNc+KuYKzYrOvnxXz3jIrtvjOWbHAplmxlY/OihUfIUnWYH4skv/6+EaO3HeffUaMGDF8uKoq8Fmt1mGF+BVYLBYz+UwmOV9O+e97zMN5Fs5/e/mXZ+H8t7d/eRbOf3s9D+dZOP/t5V+ehfPf3s/DeRbOf3s5D+dZOP/t5V+ehfPfXs/DeRbOf3v5l2fh/LfX83CehfPfXv7lWTj//RfwcJ6F899ezsN5Fs5/ezkP51k4/+3lX56F89/ez8N5Fs5/ezkP51k4/+3lX56F89/e/uVZOP/9N/BwnoXz317Ow3kWzn97OQ/nWTj/7eU8nGfh/LeXf3kWzn97+5dn4fy39/Pwfy0LKw5JajlJVpGwtin0zmR0o2kt+ERB0/ObFxUMTz30YtqdZ4q9jYfzUjj/7eVfnoXz338FD+dZOP/t5TycZ+H8t5fzcJ6F899ezsN5Fs5/ezkP51k4/+3lX56F899ez8N5Fs5/e/mXZ+H8l//yX/7b5e8y/GPL9PN/2apUMLGKZsX5FjPxT8oqQi98fSbq+TKWJaFZHicDuJJ034EFoADg0GwU0l/r561KX3hWMjzRvMxL8bS9IasI/eJp1JOwPEYBRD/7WCmaL5PeZTzAPgww3UX1ywI1VzTV19curG8Bv0kMPY6iZ3ZJWcWC806vOH/BPPfc8+fwDMYAjB6dVNYBfqk36H6LMQxsRyasMqMnysLGs98FrumwegCiADytqlFJZRLDdVR2vu7Ty8sr5ujyHfGmrHrfpGkfbJCv883MfCOQXxDA9ePMfMcwHDsA8DeuNzVaZPEjblo+BzDAb+rUc+tqmlacX1O3uH75Avjra1lQJA1bi3RcZNuqeKDcsZwxvVXffay4wI1xjpdaFtjBrxqgozRhLX74ZqWoLGG1Ft+mzAczBLih3eNoVeLOVgXDpWHDvkATAcMGwghTARw1K5A9pegJZjWT8eYtsn60QUFoG0vDOD5tEYqP8yQNH7SHGD4YjkWCJgKG9YcLLwdJV65QYb2juPfo0V8pivIZx8N9I8WjVcAD7XaGB4ZLVuu/0ERoHQAemzZtyoWHlMaDrhKFOB6Ra9YRPFqE+kF7nOGB4UggmggtA6if4cOH7+i3PHrpx/Fo+RnFo0vAA+32cRQPDMck0EToGgAePT09ucpjjlAeksgfkVsoHt6TNTzQ7jyalQeES5FIL5oIGDYQfs3R7rTy+Prr3i+//DJdHqFbKR7Fp2h4oL2D4YHhmC6aCBjWHw6fffZZ/3xaWPg1WOdwPAIRikebgAfa/cdQPDBc6urqRROh7ZQBlceZ/fLpsGGxYcOGfc3xCN5D8bCfquGBdutkigeGS4ryDzQRMGwAeFTkwKNW4I9LwXoJxyN+H8UjJOCB9jaGB4ZjEmgihAaGh3UA7TaDT9sepHj0CHig3X0sk2MPUjzQROg5deB8uit4RB+hePina3igvYvhgeFERoOJgGF7Ao+exygeSQEPtIemUDwwnMgEMBGSA8ADj1vtKh7dT1A83KdpeKDdWUTxwHCMjyYChg1CfuTEo+tpike7gAfaOxgeGI7x0URo30N4JDooHs4ZQn8Ldv9UigeGY3w0ETBsT/BHqpPJMbcgx8BuPY7igeEYH00EDNsTeCRfZnLsdEGOgb2N4YHhGB9NBAzrFwnbyJFZ9YJZy1JhGg+2JsnxKHqVyTEBD7QHj6d4YDgmTeIBhE7fM+VR9Q6TYwIeaHczPDCc6LRgIvTsLh60PHLi0fEnJsfOEOQY2HumUTwwHOOjiYBhe6I8uj5kckzAA+2tJ7B2+yFrt2AiJPcQHo6PmRw7U5BjYC8+keKB4RgfTQQMGxI82DtPHA/X50yOCXigPcnwwHBMAk2E9jOHtjxWf0/mAdL66U5aHq2zhXED2O3FTD/dScsDTQQM2yP9vryeyg+PID/A3s7wwHDS74OJgGF7on9pK6R42AU80O49melBhRQPNBHsnj1THuHhFI+2uUL/AvYehgeG48gLTQQM2xN4hGwUj2IBD7S3nsLGDTZaHmgiFO8hPBIHUDw65mh4oL34VNbvH0DxQBMBw/YIHgdTPLwCHmhPcjwOZniAieCds2f4tGMcxaPrLGF8C3bbdNa/jKN4oImAYXtE/5hI8WgR8EB76DSmf0ykeKCJ0LKH8OiZRPGwCnig3TmD6euTKB5oIlj3EB72KRSP9hOF/gXsHQwPDMf4aCJg2J7gD9s0iodbwAPt/pkUDwwnqh6YCO4T90x5WE+meCRPEPQPsCcZHhhOBqxgImDYnsDDOYO126OFdgv2CMMDwzE+mggYtifqxVHG2u1RQrsFu7OU6UFlFA80ETBsT5RHwM3arYAH2jsYHhhO5qHBRGjZQ3jEz2LtVsAD7f4yNv9xFsUDTQTrHsIjdQ7Fo3WSoAeB3VrOxnPnUDzQRMCwPTFuCF3I5IdTkB9g91ey/vZC1t+CiYBhA8ZDxKS/fv9HFI+eI4RxFNiLOB4/YniAiYBhu1sefbUXaSnr9ycK/T7YQxUUDwwnP0ATAMOGmj/q3u+GoHhvPTObmFnDzCXMXMHMycQMpuM3MnMxM1cq7202SXGliq3jDAcoLjKrmC3iNQLHH/Nl2fPRa0pVFMbsYj/XwuTYgYIcA3sPKw8MJ/0cmAgYtifaS/GVFA/naGEeBuwehgeGY3w0ETBswPJUGrg8dV3B+HSUwKdgjzM8MJyM58BEwLA9IdfDN7F2WyC0W7CnmPzAcIyPJgKG7Qk8QhvYOMosjKPA3sbwwHDSbsEkYN4zeAQ2Mj6VBT4Fu9/D+peNrH8BEwHD9gQe3jsZn/Zu1PgU7NazKR4YjvHRRMCwPYGH65es3/9cwwPtbQwPDCd8CiYChu0JPJy/ZnzareGBdvc5TA+CcOm6n/wZTQQM2yP6aZTx6ScaHmgPMjwwnOinYCJg2FDigevT0nxZzrUtgOiCTD6HujYo7o83KNHHTCpZd39xQxqXUSyd6N+pH1+XRz/cG1ADSYUm3v/Nrs7PeL94TTlY5+f+mu5x4Psc5n8tq7s7/xM5Rf6v2EXnOJnScQHKkm9kNQwQBbDq4iXALwUQ/4buReGf/RutDF3f0PINPnaLwrkA90XUVjfXLfL7GhY0+C73Vdcu8C1e6pMaVGWxr8mXM1xZVt/c6Atw/uD7SnbHjTjGd1I8kU7buRsUL7iDOyktCF1mVq/gFwUIA9wiFsBOjU7nzmw6J+WgY0FTzTJffXOT1HhpU31gv2eHgh7EpfVbjR4n2F0A3m+1umHkSC3gFwLwA5jE+hTo6TGgZ4xIj79msW/BsvrFPsmRy38o6EKcAt9pdElgtwMUARTqt0yBXxWA6ztOh4X8bftWoyvxrTFdjf765Qs4EeBeXL/cYeSPxlDQhTi5ezW6koBzN4C1N5suJ/gVA9gBnujVZGnwO42utu+M6brUt2JhfXXD4gVL6hc1N0oS2oz80TkUdCFODsmUpisKOHcApAzokiCeDaAbwjYLdHl7NbqCvcZ0+Vp8i5qbfAsW1S9bVl23WKpvcPiM/I8bNr1kKOhCnHoEukJgjwC0A+jpSoJfF0AHwB+F3XNF7PeERrAb0RWorvPVLlhS09DYtGCZr65ZWl5TZ+gPjDgUdCFOCVmjqwrsLQBh2ZTVD0bBLw4QARDlvVWIWyQb01Vd27SgqXphWvSNAA8j/8am6iFpX4hTu0mjqxjsXoAWUzZdreDXBhDShaUEuqwmk2E/xvFfWFPduODyGt/yQH1Dk6SORv/c4Q5fS6C+cSjoRBzDZo1OB9iLATzmbL4MgF8QoApAEdpbh0B3t6nv+ltS37AcxIbkdyyvMfJvOKpgyVDQhTj5LRpdPYCzDdxOSzZdbvDzAhRbKF0yoyti1ujqMPdNVwD6Z/THvZRG/gtrfUPSnyFOrgKNrgTg3IV0FlC6xHblAL8iABvAPKG+WiwaXRFL33Q11Cz1N2FaJbXLjfxrm5fVDAVdiJO9UKOrDXCOAyQN6OoBPyvE7QLzbIEuT4FGV0tB33TV+pY0kR6+wWo18q9rqqkdCroITsM0uoKAdwQgXphNVwr8ugESAPMFupyFGl2ewr7lCOi/1TW1C1AMNoHQX1TTtOKonOGOhdWLLl06JPIScUwKdPrBHgRoHZZNZzv4dQC0AZwj0GkbptFZPKzv+kvTUR/I6T8UdCFOUatGlwvsXoCANVuOhMEvAhC0ZvYDXQJdNmvfdNX5WpoWLCc7snP6DwVdiFNI0eiyg70IwK1k0+UHvxYAr5JJV1ygs8vav3w0okv0Hwq6EKeAqtHVDTjbwF2kZvfbHvCrAnCpmfpIq0BnXDFub0SvX1ZTV7Os5grfYkZBI/1Nf+FDQSfi6B6u0ZkEGroBrMM1Wixc/we/YgD78MwyCApl0qYa1x9KiFqU9XRMlp7PMfIfEv0f8HCMEPR/wLkDICXQlR5zQjwbQPfwzPrzCnQGh5v6GIcuqIYKqm6qqa+T+vAfEv0f8OgR6AqBPQLQPiKbriT4dQF0AIjj66IRgv4/wpiu5oalvrqmbLqM/IdE/wc8EvsI+j/YWwDC+4i4B2eqr0+YHgW/OECExA/OTOvG+wh68jRqNx7X1NMeTZhXNPIfEv0fcGrbV9D/we4B8O+bSddBj75UHAK/VoAWgDc3HZWmKyXQVVRsTFd63kMgIZf/kOj7gFNgpEaXDewOgKKRlA8d2Mdx+Qh+VQAuDBf7732F+johmy7Mp2ZRfd2CRpB9OdyDpQNxcNsE+Qc4dgNYbaas+Son+BUD2AHMovwbKci/kTn6r+amejIlJbScXP5DIv+wrEcJ8g9wTgB027LlhA3iOTDuqEw54bUJ8s9m3H8trm70L1hY29ywAIaSvgYYPdc1Vddq/Vdf4UMiDwEv634ana1AQxSgY5QpPX+6mOsW4NcDkAQ4U6DTNUqj0z8qd/0tq24h3fCCy6trm325/YeCLsQpJdAVAHsIILJfdv3FwS8BEN0vs/+y76fR5drPmK7FvstrFvkaQTxwaZ7bf0jmuwWciF68P/Dp/hRvdHfrwrPKBeJ6hPiO/fuOj/PrVSwOn58OCG6c1w0KbpwPDQtunEeMCG6cf4sKbpy3igtunO9JCG6cF0kJbpxP6BbcZG5gtObG8atNcOO4zyG4cXxUJLhxXOES3KiPewQ36rFVghv1vYDgRj0pKLhRvwgLbuyXI4Ib+7Oo4MZ+IC64UZ4mxPRBDqXE9FEGCW7S9g7Q3Hr+KPctqW6ubUq7Z+O4uvt65RmAs8E9pToQaJxCT/BOnjolUNu8tKaucUozHkht9Ptqa6c0Lmrw+eqKplBObpxi0GKZOZXUT7eSWLJZjgLYlm6Wq85aJzm+maQmX3+9NwpuMtfx148VbT8D9OlVkyjO56+T7My/tekodRXEC301Se1i9KF/d+WXihPS62F++HvM1wN+Rvn6UXazfBNCOhgfYTv4peavI+nkOle9keWDZvr894Gggxxo6v9cdfeWnOe/CZ1YZtsp/fELJqpIfw2m/86bhW3CGmwC8kLgbsxXPgh4U0h47U+ShX8G7DyvjVOLIAwXVp3LrjZF3BT/xFqnup1BfZ1j+Rgu24R8MP9RkEb877iHGurm0fEkT8fKT5VjmL1lX6c6fcd6xQ95FD3wrbL9IIpXYulh6g5mDz/2rRJk9qL2b5Ue7l97mGqza3GqfkvTdG8bp94NcR4HKH7kW+WZj9YrHcyO5naW11owU8y/iaXpmuUkfj0sTiuYFju1v/0RXSvH9KPgP9ZOf+sC08ns6xg+GGeagFuE2ZPbx6mbmN3+3LdKO7O3/RHwZHbn898qCe6/BfLl/i9+qzzO8Iz8YBLJM8Jwmw3mJmb3gtnO7IvBfIbZA2AmmH0lmG8zewjMLmZ3j2F4PjZOtTN7/K1xJJzgsPVbZQT4YxjS+wXH8/fjVMfB7Lf/D+qB/da9bLw6HexuFn8imPPH0LweYXFSN44nfkQ/fXycWgv2Fhanjfl3rxiv7gA+CjP/FubffvV4dSPY25j/KjAfYXk1PUL5wRsfr77P6bplvBpmdhv8Ngn291n8AMgxwgOR8eox/LcPjVdfZPGDG8arVqBx9ME0fjf4O5g9zuL4o+PV7ey3XZvGqylmtyWoyc+l+JccpmJ7jQJ81dt7NVnGhHY4GszpTE9CN4e14F7F/BZCW2o7wqRORt6Std/XMiXkWcNdFpnfeOaP0APjs0p5tuUp6XWSgoPJdwxznaT1B9PnNYPaOEMKQTnh7xUG5Dy4OAhl8qiAAYY3+Jb6Wlg6TT/QZM8YNqdhYfEWNS/08fw26uIVMiDp1TdVNzH97hkhnh4vTK968eI0Xlj+iV/drMTVrUr8lK2KveAlJToG7AChA7cqRftvVVwAiTdlNQUQ/u5jJQLghTyCAG0AXt92JQQQHAtugCSAdAjIAADPIaYB7RVBPK0MEM/LA43La5oW+cX+duPY3OW0pHpxupyeGZtJ/74MMF4jFFPNIpo2LlZj/C906Yr11LioupaP58Yekjt/XKxK6wWH5E7Pd0V9/TIWr7aP9JZX19by9NYdkknPCAYYr7a6YalvsY/sksDwJ1m7uI+Fn1V9qc/R5Pc5+GDbgSM6B1U0oCQgmxWO6iVNENBYvwyiwijIUb/EUVNXvaip5nLQVE5xVNcur17R6KhvcFzS3NjkWO731ZEkybJ4o2+xg878OWoaHXX1TY76yyExMctd2VeD9K46NJNekS9K2JhUDG/7SCbTue2HamNEs5Dedl164v0q5fWLl/oc56enLsX0rOO0sbSY3sRxWnq4f2V/Blp6JVh2PNn0/rMZqCOyeKU11Y1QsE2Tm6oXQsk3NNXULXU01TsCDb4lUHxsLtVRT0t6UXNDAwxOHenFUcNye3xcJp0qA8xveklt04xz2IIWi79jXCb/DWOQjn9uQDod3CcwQP8zfSsQzSW1NQHArKG+eak/jWwNRZY3LrLygguejWyceBibd8F05vmBYdJzx2ISWtscyIflj33Egbxc+ZwtLuYh185dsoTTW/vJSxn756Z9qrnFepfGG/PR2PG523VpbU3dpbp03DnSWTw+txw/v2bpUhQ44j026F8J8g25YeGShY7qusWOebW0EUxidWzj5Yr+ELF2RTZ/bPzRVkN6u8cb8/mIw3LLUYKPgMjJrA6OYOF9za3o5T7Ho0XIT8Rj3WG5+XROvaMUcslIJ35Y9vwYpvO2jp7hDEi5kX6BpqXHyzbBuB6PmZA7PSYBDNOrmmBM58oJuflrju9y0iTEdNomGNP5zITc/cVc4AzHWfXNdU2+xXq8enLQOXpibn6lrYzKN/4hD0ypb1g6pXpFdVN1XfWUhdXLluBguBb6G9SJjp86tbjohBOLpoE+KYyPhsmNhN5Tph47daq4JsDkx66Ppw123HET8vVCmqfvVrqZO97Q5PjabnhC7l77hBwFk+OPexoj11P3F5ucaug+pzpIesQdn9yUvIMvJ6MdmMTc/fkM3Qwy4OnheDZCnsuqG4eoHMj3c0G5dxjyIe1qTjz5uKITp50A3RpPM3tW0SSMCdyDwjc7bVkYh8i6Mcl/4zWj1UNe32n+lKTd5vscvRQzvUPHp5r8Yd/punq2kJ6VDH6VBThHNMWkWk55i76HOAnGVQD2aSElUhlSPLp+nehqlVMlnHcsEebeZSLHC6UqSKv1ZJPaiMIVxmuLWbpGaZ49KHr1O4FZerucjm7nLTM9GfQeR8bd6K6cWkTszzA3CZ9fvVAS3VT31dxkspbN0+42vfodwrtLr35HLjU9u51e1k5YYnoGXb96PHcXP/2OVmoOHr8sugeJH9+xSc3B46ene3fllvGOWW7uvl6TsaOTmOn2Ul6/vA7aywVDQn8m3tKQlSuvr8HWO935yc2hq3e+U1Y4ryXo1Sjncb2ggclu+6Drkez0JCafv0xM0dZpeP/DeiaffcjobEhPNAyuHjJ2chJz98ojW/8aGjr5TlpWf01HqQiR40xq4vx1UvRUp8rLOfDDDVJLJ12L8hz2e2u6/PEMH/T5CHaxfzs3IKXXEYdQ7xya9ptRL4PQv4x2tHKTjmfIfGpNY/XCWhivQnmQdb2zPlUQsJzJutFUk8rHX1Xmp2WP5Wm5quBpsk4ZhnjvmyqlyMdPkeJeB3WA9TDE5UAnXwddDuIOWG4al8PZg5bvmflg+u5TTWrP1x8rNsbPLcvHq4Gj3lJwvMrXL3G+4JnSzhlG+9qGjr/EctDkJa7n20+k+Z29++P27B2r7PwQyt9iaIdkLuS2G9PnavlakI3R78ixT2zo6Bfrh07F7B69uh2szPTsdr+StXO0ZpSuDC4Y/PjBcEfx4ORg9k7etPyNT1A7GHQdT89Zu8xHqgjSbpdT1k7UGt7/Ig9F268uHMPGXx7WH3d/foMyeDqzd/YOZvzAt2Vyk4+/2n7nVJN30Xkscq97coIaumCiKu5zwHay9b65M4z2iQ6ezuydvmcPbt4rg9ShGoeIO3YH1y5yz6bjeL/jo+uUDjnz5LnnmfMy3KN5PXyZ6X/20MxvpEndvfai7ZxF0z14OZo97wjppsdFu52uhieudzh6uxX+voQLLMdkbNzPnN/h70uMF/2/+TjjbgnHkNCt3/FJv6nCnD5+Y4cnldB4sxo5zKyOMJivI+XU3NgAIrm6wTelth7XwSfXVtcthZq+dIqvbsG5845tblpSPGV22YKzKubNK5lVMW+Kb1mgusm/4thlZC3czffpzWD7SwD+BsRvH/fQKTyfO/e9ZPrNlc2bvSufjT9rai2Iyi/JdN+8tneex2s49IqZGK+14OcZ8XKl9/OCe7PSw3AeP7nKsfnOfQ9+8llTp+kl+f+Z9PHSZTX7ZzN4vP9nuss0kPTuMjWZ+4rX7LnjyTsAv/7y5fH6y5fHE/M1Kpezh50G+J1oaTJfY85Vzn+e0zsD451oOSkjXq70TrLcWyDG65Ipv/X84kC5vbuTtBEX4YExBfiCSnSrSZ0lO8jCj5uZ2C5wLrLqvRuUth+uViKPrlHaLamY9KWk4nj4IbJAeLBsGRY34W+Lf9yq/HkfSXpTUMYc79L1sFLcmzRaOxuEjaxM54dfuYHfQD5sR5SSzDl87oiK+sUNCcX5haRWTTSrfP8lFmLxfNomGurrm+ysfX6BHkDveZ6fKibJFfdvMakibgH7vYV8PQzbVWBNp5II0/aL7obmurqauqWSNOfidHj7TVo4bqYpOmKDdDrbx4/0R97V5gPS61VNuBuhUbpYEurRRcvW6sL408murNTpJvUMrL+ZJvVMVo8oN9wT34slHk3FIo0bpMgZW6WqM7dKjkUbpIRjq5So3UD7oeoNfa5zEDk5n96bc19h3DQb0pfOhPJgQOZPvjtC9Y74qZLqMhM3xrOdKew/7jWpyQtNanupReXlYb9eK48gKw+bUJ7SDTScjDPf/plyovtbyT/bpDLJJl2D/e0VH5itEPeYKz8wuzZ2Ki4wA7fBb4En0B8B3RjWVdOpxIcdQXAKlZjUthJRD+qemUV4QfZetRT8xloq7MOGdDPOJ+nPjUB87h4jrC8lwH9n70RywxDG4/a+7iU6/Fqgbcv7pOuwwu/7vr9IQz/rPjX8iZw571RVmrmfmtPB60PWn+csN6lVt3dm3nfUNHlp06UUf/epV1qx7KXbaR0Qe2mm3kl+B34N7HeoP7VdONxE4kq0/sge4KvZXsDS7P1rGMezaKuitRt6u6JIp7j/hqx/BXCqk+aJaWO+/vscMvJIGEzkl0fAFPFAwHAMsx+3XdMVgpWu/tLXh5do4YTnUH8JrTmU5LcDTMxHuv5QgoeYP+dj+4RtCqar0ZtZr/x8QwDhrk5FvI8qUWZSc5STor+36hpm5+VAdFlIj4PMcAvcroWjX6RcqyeF+T0i+PH67Cjvez+iyJ9ShTF/qvx8RwVtZ7xc+O+Kc/xOn741drO2Hwd6d+zPRB1N7GMsOj+jOAjhA8xqR80aRcp/e/XH+2U+nMB2gZPGCGaDuhftKtufI/H277gLuvq1pVzXC71pUoPlC+Xo36plBwpsd3abqKowkJuMl9P9EPSt9ks6larAeuVnfdDSct60/Xg7nc4gLUsFmmQ2SHW48cy6xRyxWsxhq8XcVzlVeY3b81DiE90FfKTzdx8fkwE+/1pF4Uiwf72KnSk5feD4tOXAB+sPdTeuL2F/0AN6HOqmKIdwE9cUYLrVoVAaHdHOb5Ah58bGblc6OjoVUY+yRTQ9KzrarCbWhJRpV9F+AcN77tTCrQGLGqw1qWP3N6tcD22tNqnuM4BOALuQbvD39HeXsfoLPm0md+6pwt5eLgsPYSbfP3wIM/l3iK5M9G7p5k5lhHDeF8uH6MeQyr1sPII65xk5xiPtZ1KduYIxmzgeqdT54TfLwG+g4xHON+J4ROX9KeLuMam2M7X9ghNnZ57HFH/vnJ3db4p+BmqqVPRZq0LOTaXTm57mM6w37y+0+qaKpVm1CW7bGaa0+9z5lZOLpRWSNE8bxzhv1/TyM3BNJGHOmG+8wJS7fBCn0zhfsw95G0GexDYsHmH0yyueASjn5+BJWbN8Tl/D6nKMdk6enHHpozWaIS4+xFUAgBPAISakI3NNar7H+/593g2dymV8wK07t8h1TDRn3mIxT8O+6EbQmWc4d+c92HQeRA7PoftwLYwtT8hGgXzThHlFI/2A/1bW2QuE9ktNO+gG89P6QWS2ph9gvuEns+/AxbIR3Zex/gt1gaGWx/w+2sTtmjw+e4jrWtTLW2/TaCvpu7c33sMJKpJVoJPS2Mv/E4cjR3p2XZmQSYog3Wut//rCa1EwE6dhOpz1ekZa3kOyvb1XnylLweNfXcvK4Ab6G4eBnsjDou6hk2E8TdRzdiUs/+WYk7H0Hy4PYN/xru5LdhRfLPfXL5/yPe6XO36Y57Hv49cGYz7SL7uy++UzGV+h6Yd+GXXv6DswjjjftHv9skvrl8PnmdLvyXP56TL4SYWke0/eAM/ZDE80bwU8cTzQDunbvYPHs/j8geFZKeA5irn5eDEX3mcxvM9ieg+OWbBse7aaB4139/ma3tMX3rN0eM8S5gGM5tHEsY1F52cUh/Rnn8IY9Z18+9/bP84Xfc2jiXUv2rP15EApBdqn4Boe15ORT90XZvNLm7fveTS+HyCyXYuHa2k415C6kK5zdZlgrAz6VcBlSq9j9UDYCClz3U6fj6PXpBYB4Hw5xsO1uei2zHEzmZ+BdDFut0LXyT4rjJtSbP4d1+v1c0AAOJyWdvbamKafvY7MfkP8RqdXImg8fXpbX3yR7BOySRP7jKflq0Ks0YbxWFyMNxPjje4nvV/fd98MGm90v/iNBvz6ypfFm4nxRvdDL+ZL440eAH42iOXss5xpempGvFz52ki+Wjxcr/9vHefwce+ujHOcW8w5xx3tBmGDHee4X8idn1FY/vv+jXP4Pgkv27NQVI3ynHJf8Fmzehbuj3jVpM5h+yTI/WnfQN3KZhXfA+dyvaPalJ4npbscJaXxOGG/xyItPHiZSXXdOF7tenJCet48sAV0yDNMqijf8XdJH/1dXp7/35DnpN6rm/xSzaI51ct8aT5ILc3NB92f1EF6R834vLdQ+mev1A9+R83AEhHj6dPbb9QoEq9QOrjPeFq+Uk5+wQ/jYd4YT5X6Tk+Lp/aLn0pmGHPni/EwPYzXV76Z8dQB4FcIsQ7tr73NpK3t0H7zLST5HprFB7j2hmts61Lb0nKmqyYvD/6vyQObx6IG69+LvV2n7Yer+ok5Lw/+j8kDnHNyXOBM7ydEPnBfZ87Lg/9r8uB/O5XIRLO6Y8On6X6haLW2Tk/0hbs0N2Lu/WBbxj6Pjnuy9x/7GrXw6K8yf1+1RVvnx/DWe4X9yTGzagN9ONWp6cPBX2vhXtwjADiP6NbmQfz3a+HujzYobpBx+D51Wr49qIWn9XphX4H/IRqOyw34vja+KR3Y36x2fX246vjArIZ7zGrx2TTNC+BHeJoneUzCYIgQnDkYvz+nUjM4kDgls8i2EROMy83mAZ7HIBsnsk9l1FU3N9XUNjfisQwyrmj0NUz21y/DwyG4D3UyAykzD+HCpsYpZ9UvrKn1eaobmup8DcdqFw6ebIQXRScnDhgPy9tep+1B6bj6OqW40Ky2XJlQUk3sblWJ7j//GB1fSurLc3+qJByOKqmW7osPN7G3fM+me8obGT54Hqpcytyj4vmsTXvyZRjuPaGnXsL/oP657icuEOYC+f3E1nqTitDvfLfjy5z3EyOeqTptnr6AmbYcSfH5bhznRerpfW1F5W8qZmH9up35e3T+CebfovMP/vNw4t9+pObPz1GHL39aDi9/Wg6soOeog39fr/hWOI78jIVvXGtSg2vpvt5wwKT6Ibyrnp579wZMqni+3Q1uBJ5vMdgRqtAPoIXl237HGsUD+Xog30gLzbcIwjFf1+ynZX2+gQ0w1mXpYL7ifOrYG02qRzWr/uUwRl4Pdojj4uUE+SA8HqD3U7t1+PaAG0FaXE/eS+wCO4LnVnaO6TIaPwXuouZOBf0T7H5tbF+c16X6urTcCf+sO32uetacuWdVnDpr/pmnltU3+E6VLoZ/iHcA8CXnDd59RUmnIdFzYdhO9xfXLNl9QcFmk3oFMI/jcG2eCOcFsL2I9/pwPBwNmfc/6O+nLmHtztmPPLh0sW/alEuPX5gWBRcfKc0dM/00nm7rAwXpeXe7MO9dzPZ5nyxlHJWD31B62qBNrAB6/FBe6bYLOHM6fo7tsuvNwriAdxjCww3a/Dmf4wkJ6S+5MVmIV290jUsoyYfXK/xgqomtP4tr0H19nh6JtFls+z37mdWl9Q01rbr+Bcs9lxxyzfWlZ6n8jdgXUqdtHvVHOe+43ULvtG7coK1jeCAcfiuen+nrm2Tg11UYUsJNmesRRvF++0N59C2pHX79egI/j+E64C1lUh95z7uhemVf6fMvCfiI6QcAtzarOa2XLpRoflUnfkv688trGmsW1vqk7t9KpP9vbKquW0yveyF8m6Mfot1izt6o8Opj7vjNVdj+iqHv4XXYfv116X7IwdaNEstBNwFwW0OKH8DRYlZdAO3DQkoSoOvXFrUHwLrJonrAvw3sTlNI8QKEwC8OkADoApAegrEYQBigAyAJ0A1g/Q2te2RH/+Ugd76Q1COLznqe89MjOn4K36r1a64jEspovqp5J/XH9hiKmNQIyDtr9zaFy0lR3nWBDEHwWuj+2yTYEaL7AC4Qbmf0hwC3VoAEQAqgB8D2MNAAEAFIAnQBSI9YVDtAfPHBhJbA+rFqGMDVmlTavG8q0t8ojdxth7IsBmhpNquhZnOa/i6g3w94dLbaj8P8bZebVQdAF5S1FeL3QF1YoZyLZytqqkxRW8F0lChAC6QB8ZxgFgN4AfwAPD/RdF3wphLwUzy754xWpbmjtfKPW1Ssg+UJ3494+W/UlX/3C1r5Rw5PgIynkrP7Ja38eTl7oC9CcNQ1t6C/C/smgOjVnYrUcMop5/iW1ozn64YB4Z3HVqgb/B1rFyWaIKbzyNjfIS8sp/eg/AtxebBAffnxOqnV5ZJal1N9Kbmc3Sl/E5U1jo0hZYxuvjt0H8S5M0Ta23yJno9L0xGEvuVnPgum3b1ceAdEWM/E/L9m+b8L+UdcDsneQvP3ttDfRC+iaYYfys6/faFZ7Wmj+XtZ/mOlzPOLkm9xBt1jWb7fsHyf9/xUaXNVSWGWb4Lli7gTfvxTdr4SxHH/nfkDnXHPBpJWoEWjs1YoD8xvJ8vvVcgvyjYqkLPgK9g7AR4mo2PZ+XVBut2lq9P5BebT/IItQv8s4CGt0PAYy8q76Pw1CuLxLcPjI8AjAeUdWkHp7mC/wbTxS7x+QxYeXogTfuOGNB62m2n99gj5BRjd8ZrVJL/vWH6FZ/9U4Rs0cGxXfEUm3cnP1mTlF4B0A0/S8RlZaxsWUjL0k0bh/RXGg7x+e1m+phOvgMCFUgDyw3zjYEYBEHfCX1e/RdLv7m2ldJd3Z+GRAjyc7W8xfxMpo8ADIK9jINManyL3MzXV413MkxvJzfqAl/vTT0l8RzXIIQB7EOTMpWb1YmmDYT/nb8heu5tqEO+z5ZfMy9VHPmnCt70S1uj5mr4TvBJ04CvZuxePsLekLnv9kscFher9fV+wHo51Arpgq6BLyf4Pn5leBrIR2/kTH5Ettu5fU10tzsziTdT03kfNBDP1XxGWw6iEtWUOyO05lFY7+DkXUruN4RifkooVXwWy7oG0TBvP54rwO8FktP7G5z6MYeourM9ZjNauL3nryE9wKDjiL/vm+h2Gj5ieO3ygX/H/wHgH4MrTP1/C/crBjSDGO8ZrVq8H838ePCJdNrUQp5bFe+CuG3/v/NMGBctzfeNZi9M6AISHWZya57eck957An5tzP/umRf+kvvHwS/O/Cvr56Zvk0+CX5L5e057S+lRnaq0/1edpK+4yqyGQae3HrdauRl55pBvv+a/s0HdIhDHyn8sPhHq04bzFlLEdDKY7o5tGfzrQl5g8a03UJ1L/mL/B4rYILRopkmd9vgWK+7rCqkWtf1P25T3n99mHfIFY1m6grQ/0OXfxzvAsa7EYPnvp75YMMLK+QaiXI2A9pLJB3eMGvbY9G+aP3v6g9AtJw92/mfQv7/s4SMiV4Oed3Wapz4nesxlzzn/59ZTIk+tvnLdrJGfdMs/aVhI9kEFefszSu/ftDdr/voBn1OV77q70R3hb2pq4B27Q6laAzLw0kJZls+4SKu7G25u/2qdItUfkr2F0H9V+ggt/pbbrcuI/VjuZnX/IZmDDppUBPm9GdMw353Aj7ZrgO+v0X7/DBvzor5mLYdxQRv0dfdiuAOGJ2GAIOASKME8cQ4jeqNJTYWx36JzFPJXb1/rBR1y8v8819rfvukZUuaYFfdLc/hP75v2mPJ7Vr6PX8e1JlW/P1ZmcyD8rnOLsN9R3E4jxkGo+sasBr4xp+d4ZB34x5vVlvF5Pvi+f6nNVAZzcdOf3Jn5PZY7VU2J/L0H38PPFdLkzpGDlDuRd15RogC55I7ztVeU4tdeyfPB9/zz1Gfuy/8MKq/rRwm5TRgn+EFP8jP9DNdZSB3/8NIDdggD+YtgnIACwwP6VBXA6KqE4fZNZ2QQZzlk8qyaNr/NxgnFbAwjy/vX5RonLFw+d/rR7yVfrjh930N3rIr+58cJ0348teN6k4oA0ndL/8R/bTtxs4s8oRjYaFIdt4POegddT5RH/tWvLxP9GCo9Bu7epnjhd1hOJmG+J+M9Zp07Avqxd3+zivoy8of/t4n0PTpkrhLqG0Fia4Gk/Gec+baeP3AAEIS0wgDrHjXmj7bbBsUf5OPnlSewMuBjC8Q4F39osq6jVL6Jj2/+g/yBfe8NJhUhvYzNyqZtY99lhHPWfM3VrJtv42UyIQd/9ED92VLbFCyn9PwfpBUJ07HSQPglAXEDbH0Y+cW5ZZtV5Jd2qH8E/TqhyC8bgV8OBXcU0ooDzH/BeN6h59bB8wv/DsnilxGEX/h5+UMM9aGOUqrF/6f55UDJDuWEkPZlZZMKGJXRP6WvpPTUkTQbfjc7nH5vOqttfiXtI+1rsCtiLfwGAcupgM9TQ90mbqLj6oHwiwTjbpQxGN+IX7og/a6wnl+eM+SXFOTbfVNufvHfMXh+4RMZ+2fxyxrCL/uzqPvn5BfpP88v5uGSG8rJTWQdLarU7eyt4NuNyqhXsgnDyJXwu5U3MbrN2UU9CtK3mbPVv8fhNwgiv6BskdbTOZiB8EsRxEUZg/GN+MUO/ISQwS+WXkN+sUFajvW5+cXaOnh+OVZwIk8E13J+UdL9kcgzWfxCyvc/zC9Qfi3rTCoC941uYHPUitH8Qmb9b4LfbVrH+cVocUDO4C/+7YDfIIj8grKlaAOdrxsIv1QhnjfT+Eb84ob6R8jgF+BfI35xQVqeDbn5pSgwNPwykTlHZ/CLmuaX0UJ4Nr98P+RL2y0mFYHLF9y7RtrU343mmzPr/2343du37Lp8GQt1gyDyC8qWYuBRnNsdCL+EWj9VUMbw+K2QXljYN+eFtBDcq+jdozbAj+xDg3io/6I/7u9A/MR9Bx0QhoD1Q/a/gR2huJ7uw0D6yb48kDmtzJ+mY6X3/QNeF91I+VhM1wHxEfjvbWgH6DGz9T+O3z4WFXFEf44faR8Qt6pVo88DdoTFoPfhvjz8/RswWPC/vc0aENc/IU6Q/a4VcCPtptAkJUyZej/eE2b78zbFAbDjHeN2U7x8aPR+lJ/ns3rU2o11QHq/ZFb/8+2mYKSU+jn0bT/XlYeF9r/7Fe5P1E2UT/h9H9aPihR5QHWXaAaaLJ/qykpbPyJ1VVCCF9MSDuoGfslIoBnvdpatvH5ls2yhaz36dWldH/5ggdq+yaROYL/7jt2PNwZ+z9ev9ftdU2y/65dc3wEdD/U8sd21gn6NcJBFlsn+LrAjRJneLaaftY/3Vpr+Zwbpe2F8h3tbo3w/q0U2i/naMBzBZKL3DuB4EMDJxoUHWq4h+xuiIGf1dPXcmrmPV8zXCuNL3EuL6bB8TXwf787rtTkH1NPtEIfjhfkgrNpI9/GOMg3LkHtx8I8TfC3EPwp2hCTDF+Pnqgcc6+aqhyDg62XpIL77Qy2I+RZDOAL3d4IdwcPG0eifq35wrJ2rfqxQDlaWDs+X7JOCssH5Fb4vOk0/xIsLeETBjpDU4eGCdLPovy13fXVA/CBLh+PB960FhDkCxKeD5U/2a2E+t2vyHvNFmHY7rb/9TJn9VhDzuR3rTyb+AbAjtLI09gM9Nlf94VgiV/25oLysLB3E/0Apc59eD/gj3F5A/bvAjmC7Iz1OzVl/qdtz118H/L6DpcP3YZL33qCcWm+j44oM+iEegszwC4AdoVUYSxI8Itn1h+PNXPWHc6kulg7igULPqP4QnxCWleSQyXkhyMcWEd4LQDvAF3fQ+gtHMvF3gRvhIRa/COwI3kgm/hFwJ8xPyzYLlKWF4o/ztYi/7VP6btv8q4DHr2Lt4IaE0t5M0+H1R+4xAXdUwA/TRQgGKX4DWd9yfY/Xt7ofzt9H9H38HHcN3bp68BHQ+R8x5VxXd6/oVLwrOvPrW9/zL3pP5vpWrvNlhaxe0eTny/zwW4R+z5fZ+j5f5rpn18+XVcMP2rreLBTnKbohne57sufNLxLmKWr+N1m4AHWRXwHuACUCv2O7yHjfflL2NPhA/bj87ctPzuUnZftxOSwbyHQDv/Jc6clk5im7PTtnmtVjGPD+vg3kuLUNdIp7MucFLLp1sTfeeKMX743H805JoT6CUL4I+vyNzjvZIZ/Ir7X66Ou8U2iGWdWv3yGO8iOUF3vOoO/suCFvD6TZ8qtM/Pn5tlbIM1Ruzjr/1VViVnGOA/cBc/3JdsMTcvfaJ+QomDzP0UFZilxP3ZuidN8weS/xfsj3Xhh3AS4La6vr+DuDHGesytns/nSE9miBWoPl986bhU5h/iAO+CGkZ5jZuKxKXF/4SbLwz5Bg0b2QP8AcrMtlV5sibnaeD+hbx4DXawDsSYiL+/76m+/pC++qfxnj3QJpt9w7MLy7IF4PwFwd3kVQltMYcLwcEK/KYiZ7FQeDt7W0MF2vicQTVumVJ6yOd55Iz7s4UE+/hrrXXQm0XEnrtf2+AhX3seOe9KzzSVwXvdSsxj+QVH5OAc+w4FmAyMXmrHMRyIf/tnPavF2xc9qTBtg/kHcPgE88Z5vVrplmVaQ3BG0LQdLJg/Nr6hZjPD+EIVR5gfblR02yC/ECwjszzmvNqv58J69PN5bTw+wdLaHcuNurq3+Mn3z99d5RrE2L8ZF3UKa1PsTGVzjWYXo46t383TPvMosqVZtJe67apOnpIaC/GNp2YJNuXADuxJLNchTAtnQzPQ98PztDBG6Cl5BOHMIQJIDiB+i7EbwdRYRyiMNv4psG1o6cDSA/HyhQ57N2NPYgdod5mVkdwcDPxx9Q3kU/MpM5n3R9Qh17wR1i8l8cH1UBnlVzzOTOU/RHuwf8Wu7Xje+k7Het3RCHyEn2rvVFD2hysvsSsxpso+mI7QnLE2H2Jm08xOs3CPiEQiaHWL9tIM9Qj2iHfmFX9QjC39CeW8+TZSfgdQGUZdun26zR84T1D/B3MzmE+PJ+zMPPAdyvnQMIAI8FAco/2yPnAMj3D+CDvwJMlvTnAHLv3yDt6kHgtQd5nf3n92+0AS5tD2aOFZccbzv+tc0/39z7zw//+dG/ev8lP/fWc/3N49p+Rfezu1dR3o2vMt7P21Wa6R/6lfF5oZY26t/NTImZ7vsHPq6VQchHLzEbngOwLQI+LZNk8XU6tHuwr2cKkP9emmcKTNkp0LpIoyF6XyY+vO7JdDjIOAS5F19GCc68CPjRDm4EHn/xTJ4W6HjXmNXwj82q+1qz7hyApwTz7D4XZCe0s1Y37Qeq5kJ86BPi82gaTZAuwkoG+g6N6+tuoV1FIF7koYHp6z2/AV30YXo3wv81fd1ojO6HsXUtA33/q3cnLfRdJ9TPo+dq5e+A8nQ8PDD9vB3idQjl35d+jn2DlfEn51Hsc+X7qH4e3UT7czuYqKPbH87U57xzzRluzBf7BWwa0ZMz7wXG89beYOY9yWJZmQzmJ3RbVVykbcpUF+D3JGO/EXgku73jHIpeP+J6iQdA1ENMunCuh3ihHGxVmj54knyh5VZpq0myj1nS37uV/GP9s+H7hnj/Ab+/YgyuS56asLYI7c4egzKPsb0sP5yYHr+PNjiX2b1tvBpf9UXGG4Yr1zpVaa1TK4dbJ9HzRMzsZqbtF9QMMdPoq5qesNonTlJT83LHwXOE+IZ76KtJuzCv2Pe5zL1pjibxW9CPfpvJd2+D++3fZsv/Jbp5Y8uj0A88qsWLf5JUBjK/vP57PL/svHV8fn75+/j9xkn08OhPxu+yHn4v8En7YzC22p/q8K/KDgtCueyQESrwDUBJeycWv5fhN7+RtTF74tGblYcMZL04P1kgOSzp+c7gogxcAo/crMiSw0Tmr39nUjtNdxS8JDeZaZuIm8nYS+dvgfTQvwX8nzX9quAReSXxr5WqSDphnT9Ny2HpBlcnIIGvvnM6DpSpPo8aGwIWzH5pXZ4C79MOYv720VBecpykcRd4BPYBXW2YWW1ZsV4JSvS6clIGIyVpZEa5yDnumK4ymRnus3+fqRuAxpbRWr0vqtZaiIMQVoneaMHyMEtBEr3qO5NatJPqJzQvh6x/U0vvNnqDS3yjy2BVQ95HondV7wQ8unrtEgLniU2tZslt0Ju+LlM+2NATJ2b8AMD/eVVqk1rJPh3340i7yGFafx+AsND5oKc8bsqcD3k893u66N7Ye1svgjh/IfbnYpcu0f8q319wt13Te3YcaFZdJrP6LNBWjfLw0gus2G4ID4OJ4HrpJSj31qz1l80n3ELoc/5BwzViYm9K/EFf3wJeMn0mm+FF5o/8Y14chnl1gFmE5TezVeH5o1s+7RZ6fwZ+wnyPxoKZ6VmPnmIi6Qh0oLtlNPVzieUmzvuw95yLNvf97rdjDIxhoI6cdqpfOvC9uJPMqu05k3o60YX+kVGO28GNeXeBiXiEbnyF0Id+HM+MtRQo7xz1KK1GGfgUyDcA6UmT6gEIAr72OOjgYHoBosO2KgHArfgJCAPwQ31EALoBZw+YdsC/Hex2iJM6CO8X2qo4rVsVK9hdYO/BN5WBN7oBPzdrd9LLNysWyWV6EtoIX28J/WIuqTdpM5W3XeBGeoxoC2bygf5T+fvg+Dt8Hxx/i++D6/mRpyu+D/6T1N338frj7QTrIQRl0w3ghrLpBroDWDYAbigTD9DuAIgAvTagOwimBDQXsbPcmMgL0C70fCLUi8h395D7ku49TA48/KrCeS3upHzcDf7ottx3mJzBlxBXnz7Wrx3qNgQQBtwlMK1g+rGugQ4/QAvQYAUT+TQENHiAniow24HGFNIJEAYQ+TQJ9NmBzp4DM+m7vWARqFZUHEcKVpmjp7eSuxHxvUHnRxMLEM8QmCLeztmvZfBvxtsVw3KPM6TssalZ36718gznM52XrCjAvFxg6vkrDqbN/5pive01pX8d3sBfFsZfOjkr1gvKx47SBGnXRWUJ0o7ngxkalcyqb8n0oCzKnf7UHbMkvDOvG4rpy4fLJdR3o8LC+v2WEVbpGvIUpeR/2qTy/S32T7S18z9C20UZ5RDG9bY/snek+FzkPQfKtideVvB9HjfoSkUzaPwxQp9q7VmnILfgyFnst1xPa3KfzIvjnhiCd2nGfPwsSDc4g8ZFfQ3xRbxkhuMfmYzRfxuBvzayuWtZGLsna9el9TUph77myOC70gxeRH2N23sAF96/inFsz2T6X8n7P51/gO+reSY7HTKmNWfTkZ5nvVp7f1g20NeM5ofScy0ow0CGB1COiRrZiOy4xvpaq9J2LdVZdj7T9/wk6mtjnzWpCNITLC70D48yXUgymHva1W9fputj4qONIrys6eibnhX2cK3K1FV6WH8fuVbzT23aRP4TqrEfvSG16e7U/UTZ7HlWV29MnmH/ZO0k01GSB3jVvc2ktgN0AETA3cUA354KH2NOm8jb916iDvn7rZheANpuEsD2vEnt2QL9wwsg+wGsLwJOndC/b4X+AqALIA7hCcDVkYA+AiD6EvQLL0O/+LKwLnrnOqUY5EXHvkek18me2UeU37LhPFEuOa/Xd9s7MvVa/P7A0ke5FnxhG7lq0Ak0BQDHNsQzwe6ghbJt/SNd12+DeOhGwDKosmfWeRnIF8TN6DUlom/eeiBhyWL4rRPKIQTQ9pKWjwR4Pob5QDx0WzYeKGM+aMfyRjvK+gHN30Ob8DAZi6MADafMPimX/0C/TYAzgiiPq/6YKY+N6m+MlPnu27Lm2qYakAXpfucpmgbOj3Zc8YEZy+CYKz8wYxm4wMTywIEkrw9ePl01nUrLH2jfFwb+7Hh+1/byyRgfeNa5RePPCPgVCXpY+u7S5/seLyUNfofQDf439t7fe1PvQ2Sdl9vFflaP1+HXAu1b3icKE7a7XZtnNW4/bPJYsgntJ/GuKevdOllHVxe0c+l5rXykLdpvEC/3qVdaCT+/SOuG2IU4qM+n2+8+mpxru3C4icTl7UGQ5fYXsusR43gWbVUiNpHPpAw6x7Nywrg4vygC+pHxxJpDSfgOMJGHpOsPlZN/1PAQ+cs+YZtiG9WPXGLjOZSFoj6HMjIHnhnxbIzvOd5prRHS4yAz3EJYF2x8RPr/F7X4JulB4jf/xcyyI/cGvZi7XXSPonqn85bPSP7rwExymf8clfOBNdv6kEOrzFyq9F4tBxEi+B5BZ6ZcSDNvZ9/tyNFp3P6K+/kdudj/fIFPs/qL7Prj+uhooXy+wP4DaI8UHJqerxD5FIHOV+Sej04KuC5lfjs6c81XZPMxn6/AvHC+wog/+Xtn2fMVWemZ+HxFLj7X95dG8xWpbbT9oK5+Mp9vP4K+K31pyn0K/+md+14ivOchEzz5fIVYjjhfQWQ4mIgHzlfwvjYp4MQVs9ZtYnvKrEccz6KO4XmF6hzQCapF0Kd3JKg+Yk1Q3ST1AtVTirZRvcWzleow0lbatvydVLdpe4HqOsUvUL3Hs4X214kOqh/geAb5Dd98qZe1fo3PVxA6t9EyxvkK3payaGOckEuf4fMV+Ducr8Df4nyFnh95uuJ8hdF4k9QDlE0CoAfKJLKV6mpVCXxrGMoI6G0BiOJ7d0B3GEwr0Jx6yngdUcriO6FiZPZuBJuvEHUaxBnnK9CN8xWkTMyUnlzzFT2Asx/qNwBmCqAd6tmOeiWaqGcCDe2od0K597xAyz/xAtVNw0gngAvtUM9elKvIC0Cf43mtfxuIPozzFUQWg0nwPojijfMVYl0M5K3NHPMVWe0a9ys5alYQNvO+bNw3ImDdZvS3uvkNok+BqedH1NEHPr/R8RSF7D0zA53fwLxxfgPz5vMbev6QXtH0icw207f+k8GHrGD15bmCxCvM+C3uG3ezekAT3znHEbz3pZcV6zu7+X64Lo8xbD0ERWdqJrS/b8xkPx3d4nFQAV9ZOEQ61Tyy4KACNNH/VHOZObndpCL/uTZ2KoHbOhVrCZRLKZQL2BNlUPflUH53dSpdAMV3dyrtABEIj9zTqXggPPDLTsX1KwCI72mj8zW8/2vpWqckPl+nSH/F9aygCceVDkk7v9QN7d97IbSnw5zkrU1HNZ2vGc/0RUwD3zc+F8JaPnpBWcmAvwcUWZf5XlBgsznjnazQLVo4vw+8cnJxOjzQqoWbSJ+8Pr2PhMyy/Enr98P4+1IneQ8Jy7VSurigQloI5hz4GzSfW3BxAZroHzSHzJX7Mr2jmslU6b/33d4xBfQ9ev3X17u9yaQp5zu6/jdMQ/5ub88bufPreSN/Vmug33/y3d6f9RHect60/XLxo/iGvMz0PuS/KtVijlgt5rDV0mfLjLxrzB9DiQ/y/EDx4XJpd/AxGeDzr1UU8L7Hr1exucddwMfzjjE+/e2vOVm3vwZ1foTvw/6a4Ky8TPg+flUVJvWyHHrW6Yyv0LwV9KwybLs4dhuknkXef3tbO5/H24+jIPsXZcJ+nlx4nsHwRHMm4InMjLpg+3mDw5OzPa5btfxsnSLOvyXcTtU9nb4jfA1fNXkVxisztH3Ka9/N3LPM6SR7eAQZGGe6Wfjd7DGn+BV91qrw8xo0vUppuOSQyXgW6DUNoDzLpcz39HjfEnhqo0JfEB1N520mOtXif3UqTb+n8wgtrwysvkp16ZO3l25IKJ6PtXfisB7jIHPx7PovR2Su4ShAD9LxY1wbK9DOkFrZXNohjvFLBgoSi4/5FaWy88O8+svPtQt5ivlFWH736OizsvzIGqaQ37BB0mf7c3Z+VrI3qu/8Ru4mfUGW3906+jDd2wu0PdJBM29Rg8uv2yA/zGsg+Y11OJYMBCQWF/Or+gvN7y4dfYVsPVqfn0WKkP1tA81Ln1/CID/Mq7/8XLtJn+s9mt86HX3rJdwXCXyEtEJeBzCG4XsPd5e+KMvvOl1+mG5a6gr53cTo3t36c7xvUvFM5LVCfphXJaQ64k5aiC7cn6+TX7ubX5jl92Ndfr8V8kPZOFT5SR/QdYxrhPxehTJ7Vdgv0aHLb1fqTp9fAPLbr5/8djX9vvJLfUDLM6grzz+z8pSHOD/PX2l+K4X8sC1g/Q1n9cdf9ua982Dyi/+Vtge/QXtAHn0qR3vY5fzG0fyKPqT1d46Ovlt4uhBvsCDmF/mQlufZuvq7AnIbxspTP64dTH62LprfXCG/cilunttHfnz/5+7kF2T5zdHRJ+Y3lOXZzfI7S8gP55D7o2/kbtJX9Tea3yyD8izsT37uRn4Jll+lQXny/Ogus6HJj9hxPdKgPHl+L0TM0nD5b5JZsklnSRXSsIJDzbtTfzh+6vkIxv87TGrH302qzWlWnceYVQlM6WizGp5qVt1T8f3P9Yrj407FX2RWWw41q8FjtP2Cas71HKnP9RwbpNO6o1PB+Xrcg4TrOejG9RwMI3syjsm9/zQEOPcASACBHbieYlIdgHcC6OgCKILfhtAOdESBBiuYETADR0G+AE4AN0A7/CY4yax6kE6gzwl0BsaZd2k9B/HE9RyCN+CCblzPQRNpQv9BrOfIudZjMG1cj8H0xbysE8z/1vUYzBvXYzBvvh6jr19enwi8fvucizMNfD2GzweY2D5VfhankM1hWyV6vgQzHc62G+7D9u+NZHP2WC+5zvXjm2huGCfyc/3ivWdctrU+ru3JWy1nz4GR7vIf2/J3RP0bvz//F9M2lvH98QzIvGqOd+FraxY2+OqXLKlZ5JtcsyzQ4GtsTD8R72brcKlz1iuhH60ne8MdH0A77TGrxWdb1NCF68k0a/RfkhpoTiihBpNat8xXx+dL/J/T/vGVUVp/hW9MYn9Vfpc5a3zP5y9yydPwx3T/Tss/oI19CfaP6dyT8590XIHtF+9BaWLyCNsynj+ezNz7SJnnj4+XxqvFdU41uDahjJHzbcLoG9+H/ES5iPVsrbOQen5ZqGeTrp7fJvrJDNBHUiZcLUW9RC8Ho59BfU6jdUp7Q1nV7ye9E/c9vd+N5xB765hZz8xlzPQxczIxg72NzL2ImQ26eD5dejx+NTMv18Xjv1+pvLfZJMWVAODtAH6McL7/Fx0nvT4qc5yE5zefhYJ8BIj9C5gdjOc2ML7vAb4u+iJ7zQHHP/dCR+U61aTq92riQ0cc32YdHZx+TsdyZjbpwr3MPVVn6sMrdfRX5yh3T47y1ZdbnK2jJ9+5TqkSxzdzNQ09HqBvxI2Rtf400cHelsK57X+sS9sTmzem7dbPXk3bWxzr0/auizS7t7I1bQ9PuC1tdwj2ZK+Wl1vamra7vtH8E8eY03fh2IZrcdrGaP5VAm6B32v2lGD3PK7Z44Ld9oRmDwr2wPnblBIp80xEx0mvaWn3rMvQKXZ8mc1byK+t/6Ryetuo7HEFb7+vsvEFzt+LJn4Hs3m2pn9m7w8N6fwwv56tCQXz2zoqe9zE89PPAxmLZzORE3W+2sl8f2gK2k/RV+yNKeSvvFzv94v2mFRcN257e7synPWjUXZusu2D7Yp3Gm2D4eMTSviETEjr5Id9K41jOvPurvU/Z9JkG2eNOOocUvb9IVy/xrfrW9Z9S/BwnWa2YrzqJYukxSBYnGwcMlj9H9PEeSh8MwCX6g+QJHKHMe//WhfT/u/VPvjZaB2jB/qNYtCRBmJKLL7yn+Hn71Uragd+rZGMx1HBP24d0nHUZUy/xPpNjMqeV+pLPoagP/cD9Gd6IC0in9ebMx8u3Iu+IskuxVm77NppUtuPTSpTJe0ug1z3LIrnUZLjM+9V7Ph4gyLOf3gPo/cjOoabVc94ur8R/Uc/f6PSspPeUaqw34/KtxOpDdqJE2SGjc2LWOsOU7saXlPalzvT90qFvztCFe9hCJ67XuHu6IHmrP37bcJ5uqV19ct8k5t8Dctq6qprpSZeH+1Va9P15qh/QQrWvUB+33O0U418Z1K7vj6c5B8GexTAFl1P5vEwLA7g/DV1Y1gCwPVL6sawFID3TurGsG6AwEbqxjCpF9rVBurGMBu4wzdRN4ZFXZDeFdSdvBDcAO33dtL8wO7qpfuCyX4CsHt66ZwdOecE9sjObqX4Svr78L4WNQB+1o82EHcV2IOY/4U0HMPCADhWJu/MgD1ZbyHjZ5I/2KO99O4BQj/Y4/j7HzH6wZ4AwPE3oR/tGOcsRj/Yu/H3bkZ/L/YT0F+WMfqRFnA7ZzD6MQzAejJ1Y1gRgG0adWOYC8A+hboxzAPQM4m6MawKIDmRujEsANAxjroxLAiQOJjRD/Ywug+gbgyLAIRsrPzAHsU4w1n9gz0O0FbI6MffYhyZ0Q/2LiizyM51xI32bqTpY+pOIb7fQJwPqdtTDfI1BjS+St1VtTBOkyHNDuq2gb0IoOtp6sYwF0D3E9SNYR6AnseoG8OqAKKPsPTBHgBoe5ClD/YgQPw+6sawMPrdQ90YFsHfRKgbw6IAoVupG8PiGOcW6sawBADu4yH0gz2F4ddQN4a5gF73jTcT93uFcZP3GW3/s2VY3MTPqRO9aFFTzeU+rT07/gq4rziCzOmk72vbqd2jh9+DrL3jvPpQ3S8XuCbzfrmuh7Pf+eq41njvHSnX6ia/5AfZw+SN43cblRZou8GnzWpDfT2RQzjelt69Tum5PKT0LA8p3jdCSuCtkOLuCilJANf41UrxOauVwJaQYp+2RvE/uEYJ3L9G6TlhtRIBu/MkCHv1eqXlyeuV1GvXKyjTXJPXKonfr1VsfwD59skNivcfNyjSD1crRReuVrovXaNEatcowdVJJTrzDaX4lKQirUwqoUlvKd4fvqUklrylRC57S0neLan+pm8V/1XvxdpGQ/l//pfNUUYX1kXb79aRebaTM+fsausXVdf6pvjqFpw7b8rssgVnVcybVzKrYt4U3zIsjRXHLquXivAP9oHkXS7d+yLkfcLNjhR/X2Qje3cV8zmcQV/zhI2Xrgj40jOD9fRc6r0mFe8uxHtseX+C821mA30d55EiVybS6mtxIbSlRymvQoIZ+7pSwIP8binELzHRnN6TlnCuVjwjQeYktymRsm6lbcROJT4uoRRv+FRJjaTpFUv0HtGkbZi2X+0Bi+ocT8crzg+OJO/mxd+2qPFSReV3+qM/6itF4B+Zr/n7/1dIxwby8bCEggs1XdcOo+cn2bhiWB8KQG8f/p4VL6XLJXTN8HReVWcqWr4/Tyr2FQlFkrLvV5CY3tP1xjalazgtK3L/WKFWbl2Pgayb+Y1iX5lQSLkX6tzwIf+Qerq8M42P9/rrlFQTa4unzvMRuffVx0ry7VcUvA/8dCM+nVxbXbc0UL3oUmDYY8+dXzm5OINnG+uXNC2H2JMX+epAe8BsHWf3lw4w/sCSojyHeHkaKN6Rxg3p8nYs2iAVLdsgJWqpX6p6Q7/reDnaIUXn2OamJZk4UbVoUX1dU0N9LUNs8nHHkuaZnk+deAcds0rPvUTGEvKceeSOD6w326fb0uXvhnLGOmofSdtL+zDgP8HN6430Fxbom6Ht2Bj/t/7jTcOxUPL3I7U7r961qO0Oylf+RpOK41vbMJCPVrPqn0D9Rf6s+lpK379T1aTph4FfvKU4LqfxE+eOSvsXFRSoVeNpe4mkxmS0l+Esncj7R9J2UwcyE3gt3R5fH2UYv53taQ2oWv6E/4H3u855L9ZupvKzdT+N/6NXdSopBcruL9uUsCV3OZJ3j/B9xnLod1u1/Z8Z7zxBOIKd1deRDPqSn1xOcwla0gdfZXGUAZeT8/EpjU9aWzoJXWJ7djL83EI5dPxPp4LtntNtVakcMOInZ+NrCr7RjO9Q8fNabcK7pfi+pLNVO69lvyMVO9H9rZTq7lR0KBN8cU02AULyGagsbuK9P54qKzmihPcenr57ckDoBmWybpVrIcki6Clc3jtGmVXv/sOy+gEJeDfgHZXhj+qQ5xOL6lm2T9pfbB/xoNZXYHycN3JBn9H9Yy19KbBPOk7iHUjLrajYPqrmjNba5Z8sqreC+mM6R2M+NlxL1/ol+DN3vMj/BcD/0G7tIyj/t4wU5P+E1Yr7T9tI34n9pueONUoX8A/2nbzf5PqDEV/mKu2SAeopRoI6mopuJufRR2h4eupgzGShPMn5ke+/jyhaPC/wcdsIrT3n4uNc6/b4FiW+V8bX7dcBH2N7x3yqVmr9X6K5U3FAOTl+B3r6FZ1K8T4w3hDcGAdpIeMR0NvcATp+JnJk9YGq++ADVdf1B6blCNHzIoVqIHigWrXyQDV97vCtbQp/L4Lv30d3PXsvgtTnDYW7da+/Z32hKuphoesLVYTFNxWm3xXARoXtmJdX6q9PWT0fPmWt6gLA9wtaUrFl0P93X/4UaRrbO0ep7QBc73OtLVR9k2vq9Hpfv/3nwLtOGG/Scmg7wKxe9PQkaTQAlp3nt2uUDkbroWyS1T0Z6kJ4F7SkP7mSi8FROWXzV7av1qX5ouvw1UT/FNtPznwGIrYgHxfwMZknE+R16Hes3xf4+qesHm1i+564Oo2Hg/f/M9+LFQWSMJ6xqFV/g377TYvqAnfgk22Kq0tSg6dJqg1kX2TBezHy/shTEA66rwvcOLeNMgvlV6JwLL2DHGTP0YLbXxhShgnuKtd75H2rMOjaiIPjKfpecXjs6wrmH41YyNkTHr/1jrdo/QA+j0N/XATxMS6Ro+7XFC+kh7gRfgR8i0G/lUaZ0+vD8X3N6fVQnK/vgrAuSEtiG4IcEN8D9CZAbgb/KqnJGe/FHFHADdw74fco860CPqHLod+HNFyQxjS8E+jvMD4A/cgBMtolDVOTMP7j5e2/CuLtw2Q9xK36UFLtzaAXwO+LAJwgq2zgDoM9wNxhSD8C9iBzSxAeBXuYuYMQHoa8MY4boGr5e+n3wuLfHKHWHu9UIxugPpuof2THxALJSsuD0H/Ze7Eu9jh2/3r5QLQMadmA9PIBJaXp5UbtI5cybZAS+U/evwYZjmAFmSyx92XIe1atnyoI6M/lLuZ7IoO+9LTmhc11Tc2T9dlytY2+64nvRZtlss9Lkqprefr8frXED8xq6xMm1Yr3mgI4xoIuzQDnPnF+j5uo8/BRo1vKvl+GzBOdkFBwXI08n56n/bRTsenOQ3mg7+HjZv7uUvQiGN98KanuhyhfoHxZKvwmqbvz7k8y3uPssKCcPYwBfov81ctqaqtdzJxMy+kUx5TLqxumLGqobvRLxcdLy3ziPWjt0B/Ggf4eACluSt+/ifeyknkckOP+A7T5KvvjLynFZ5jU95fRuXx+L0XLk9lzQfx+Srwjdb6Z3fsE+Yr3rOrvVSuVHUQu9HevmhfvwwR8kwA9At54r+yYPvbJpN8DI3v5tB0eDmH/ZrxmDTkPx+epeP1FPn3Oivf7i/j0d08m8g6W21lAF5/34/e+Ib547xuWg3h/8IDvfZMcsgvn0wuotryr975tLDANaI3i7gPNKoK47uP5Tn/vW8YTD9i3Kcb3vq3X7n0zmcm8Ob/3DcsA730j97CCSe41da9X9Pcr471vtndh3OcGWQvu9sKtSqVMzxvgvDnHS9y/o18A6obf2IdtTetfwY9Brj9uIusspzMdi+tZmWsok5cTlW9y8XFTT5w8eeqJxdNOLj7puOOOnzz1+OOOP+GkopOgjVG/HPf4Ej7cl0F2+pKP31OGNOM9ZeRO6esPlXPdN433lHnYPdH8via8h1nc74v3MKf3dbNtufze7lz3kWEeNlZ+CUiPg8xwwDuekTQb32Mj3PudslO9533Br4f59Qh+AfZ72xiaHl6Qye8jwzzwPjKkk9/J2wq/7fs+MsrvVZAW328ShnquwvvOx+DcfOa9YuExZsP7ZON4f/Wnf9nMxwNYV97NG7V1t6cBF928fM+V2jodhtkXUN4l51auoPsPHjVYny5l69NG5wzhm/nr+z6Pv28KFfxRxhv4aRteHQql79lCe+eL7WRZOlTwywLMrwvwx/zahfzwjYIB5Ee+8849DdOb+Zxpu+kDGaV3dr48HubnPZjm95jB/kKj/Pg9+Pr0GB0zbwE6cuWL+XWw/H5nsG+1r/yM7r5kac+cdvyFT2I5/8jcYOZxMAzlvH1SQsGrUdayPTD+o7V9NXaI62TjqKH8LsB+ld1BbWV3qLusILfstB1gG8d71/FObryHHe9kx/vZ8Q7yoji9u53cXf0UmKDvSKDbeBl/dvxtgxI9RFvHqpRnW56SXjdx/iV7PXfQtX1+XiEEbjyvEPp4g4LrqehGu/cteRfOK9xVBjVUluF/681KX+cTMC88n4B58fMJaMf8sa/EcCL7P2J4CXsS+vqM7gX3d3Uq7R93Knw9MPBJp+I63Ky2Rej6XQuUYds4ut431PUt6jcS4NDzd5Pq/ciktnxk0s7THErlTSuEhwGkcdTN7xUV9U0ypzrJqSKIegemg3oHnu/g5zn4WY+BbqBwTAR+grxxP/iu6h2mdKvsZ488pI8g0uMW7ho3OKdE7tc01juE+j5G07Nz36tKvZ1c3kNbQV7g67pG+6+nO7W+ZDHgHS8yp+81d1z8GXmTpe0HNA7vV2wO0FkP09bPHeCWHNr6ehHYMQ5ff3eBHePw9XkP2DEOX7+vAjvGSa/vgx3j8PX/INgxDt8fEAY7xuH7ByJgxzh8f0EU83Zo+w/iYMc4fH9CAuwYh+9fSIEd46T3NyAumAfb/yCNhz4Y47D9ETZwYxy+f8KDfAV+OO7i9R5ufMqa/NXwjHIjY9URP1VskvG7ZU7fGiUIbTXj/dXmhNJTb1L1763ydtxmwAsd0q5dL1MOTZXrsyiLUJ8lchPNj7PlFIahPlv1MOWLDnAndmaPpTwjqF6K5yr0PEvKCH4TfyTznn0iw8GPv9nWKNUvdzC+D0P5tAO4lqxR7EvXKAGAIv8axQ+QAuDtq+h1Ol5uAx5F4HKyA+w2qKuOP9H2kAR3+2Havo4usGMcvu8DeRzjuD5n7QfqHOPgPhFxHNn1UTbt/NwZnnUsYvm7J8C4FGQ139fhBXfxBG3fhx/sGIfvC2kBO8bh+0YS+PsJdF/JQPa92UHWjhfkUFtz5n4Ivv81BWliXnz/SjfaAVKdjG4oM4yTfJntbwE3xuH7X7AMMU7VO9TtFM4yknWEcbQs8E7jaVPN6XuO+f4nD/ARtinUO8n8y0yT6vxCUq2XU7kZvmMNaVeJmVA/B8vEX5z3PpfMGUjpdpO4FMZEHovapND028qc6XvyuJ4QOZy2s5JdnDcSZlbJ5BOmd8rUY6ceD5W8+CM2TsQ86y0Z9wVKR2j3AUZALjftn1SKH76Z1A/uF/Es/VRxnLlF6j5ji2SbvUVKzN0iNUiN9PzqR9cp84W+gfRO0/xpu/d2C9BCb+OL/9Wfsa/O+Z02PiRjF2iH5U9T7sH5bZ7GD3IMqyNHF+3L983jPNLf5Ez9F+1Ll/wyXlFeHi+Wz5PbyWn93PoqxjtPnmER42WPC9Y+ifFmWC7qM56Wb6X8lPSalEvfx3iYN8Z7jbwKlju9acef9CTG6zS9buoPv9mAX1/5YjzMF+P1lS/Gw3wxXl/5avidJ79u+sjU97jgpCexnMV4ufLFchbjdcminmJwDzi+IYprrkXa+B3nEbmex/VTcVweFs5vd4zDvp2CzGRlFPWQSSAPj6Z+fkEvKWJtaqXgx9+4CAt+Hif9PcpHPHfQDfohH5djHjguR72Rn10ucvY3LqdnqHF9iI/LW4Dm4kk0Tzy7Lup5zknmPu/7dkO40T3hVf38DqfpAvUWta93zfT3S/N7wPXnoOk94Ab3abF7t1ICLiPY+PMLwQ/d947IzR/8HnDMC+8BF8/Vc71dPmNNznfLjO4Vx3vAjdJB/Z/oL3KOe8CxDH65ldyNhOm3/Tih0Hd3ZInrZXydu2OG1jfinEOAnQ/h94CTcjyK5o33gGPeeA844oH3gItn4fVli/cl5KgnBfc/BneY1BRAEHSFBEAxpgXjqCTwsg3twHNdR0KfexTlbweYXoA2qBfrUbTthMHugr61BQDbpQ1M7P+dRXT85ULdHvDzwnggdAzlQ9Rv8dwjuvk94IROVsZ4D7j+nD9vF/3cA07fe7vPQcdreP/3ofTdMpI+kwdiuuI94Jz/+boFKjP+SZpeTM7YsTGV+P5MHPpVD5RPHCAB0AH02z5h8ByU65Xr02Zwspm8tczP81qHbyV6+dQBzI/jbwmObN3YAenlWjcey/rVFtc3Cq4di/sOuhevyfm7Q9jvbPCb5L7a7/BdKMw/zM4G3o53fv1b3oVypePiu1AjRoz4nOyhOtZs+C6UU+f/XgFbz88R32vgj9/QvgsVbfr/7H0JYFNV1vDL0jbviRCgalB0gjpaFSQ6KFFRIhQIyBIFpAhoChRSLTSWFqqiRAdnoqJmZpyhzjD+mUWn4xoXtOMaUcd+KBL3Ai5RUSNuUdEpiOY/5y55Ny8vSwtl5vumD07ffS/n3XPuuefee+65W3qdJfQjQlAPWSdd381zoSBPh9M8KB+uLfOZY194LtQIwEFw7zIo0hdfpK699to9IMOX9HrwPXIulBD/s5n84rSfSQceeODnl1xyya73338/5T2ArnHkF65J+54Zn3HSntC92Ej+O7T5ZhfbN219Z+Dr5Z2pTbKbrcvpy3zYDuxnf0Xnv4nnutzP/Q5QB+A+KeK535JwThKe6xJie8nw+kVymHTPATBoznUR20mJ7aVHxlwcJt2+HZ7rkq/dGsQEy3foHFu/xF97uZQ+zwXjwHES0obdcATdf6Yku33DcRJD7nbeKNpjWn+kSzgvnY+T8PEh7TzuquhRynbjeOlb9vtrj1YobQBIN/r6EMX5lyFK9CQ67u26vyJ9birGG4RvESpiQ5ShAFh3FNqfF2cH/aeefx1686je/Xn/A6/WS48n41K4dkLquCFtL/gnmSzeiSaLx22yuCaYLI5xAONNFnulyWIda7LExkAYIHQ23F2m9Lb13rPgd4DomfSdA3BigONAnNH0HZaf4cwmwXUl9Dnbjg8bIZ67hqT9fdxuJf4zaLu0/jOp+SKH9FuTlNsOzrQT851zEznVpOTYt0jWm/eB3zlZfcDtW3E8Au1b4uPDO/IL9q04dpKO7FRaNw5m63jsYH+1nGJSwk6T0jYS7FQAf2KtHAa8Krh3vLhWdsE9BjheANsO+A3ABSAB2D8BmgAWwPFtWitXAFgBcP1m4iGjEvwCfkMAHvg4D46hlUBdPRkS/CjIk9uxJD1AF+9ox2rHf7TWgd5+Yrwdtk9S/STEv/WkUWkHmw/raX7eDcaLdi7GjXYuof/Yb+R0vjO6op0793E6PpPe7+rLtWSf6dbBYMOCfBIgvyDcrXD3AMQhHAL7wQryCcA9DnKR1uPcrrVyC3xjKHERIy1gzLk/WtZiUnF/NO34FO6Phs+4P5roB9buj9aP5X8F5H8AIII+bLi3gh4kEYB3C9xtcG8FQH3tAEigrkA6KuDeDGAHHfDAvQJ0oAPABumUIP8TkE430Cf7UPQfaEDgc5Px6if4Gvn+aETmcCd8A4/4jPujiXmRsT+a0aQUGm+zMr+DOYeN9vjXP7Hkq79MRdZzqyb1FSgswr3zFqnhrlmHhdrhs/+D22HLKFNvO/wfeLVAvqBfLxlUz3bgcxe6s24zcpqJrNuUSueTMhbUyfeWUfp2PG+HhxipHh8r0BF54B2yEiEs6fDZfpdR6biLjucYdfqAHfcYlcQ9vec3/Kdfnfeoecjn32gXNeB5CQrLV7yPm0XPIomfBW3tWaYizkv4dn1WlWpV9bP5b8bMcTCsBxccoDTP+V7u+LaUrG9tuR/06XY6L9UmqXu6nttUu+CSutpljefX1qywn3Tyz0accupI52kO6cPP5RYAMk4Gaay626iER6tlg/fvYne+YLDe9YLBA0DWpTB5hO54gZSXFiGeyFxof482kXiwf4fXV4BVsXGzxXO+Om6bhN+TozN9weScSKFJWvf4RssR8NyM5ehskzLjhc26baJn0V7U7Zom8DCJrs21LqBxIsc4vngYQz1Mt/1pHyO2T9nzfop9t7ffgyxATghpzmpo2FNTWEar4bvV7NuuWAbPwjcIKKcSnfqUzLs416S4WkE/RwvjHDPBDhoD9t0YSpM08xgGqBiTqYcheNb6GToZr3y9eJ/zQadmsnHfCWAnzqbxcD3kfgbXZBb3VLCBgS8b4ATHsP0t4B4W+EG6CKsBcB1S6oFZd5P1Z7i2fzibaT78RDLWqzNXn4w3if4N57UmBaFilUkpH6vuG9Vxb4ni0fQXcF48rl8mZe3qDRaMh+99ReYCAQv28fV1C2sapAq5hI6fQT53XgP28NUm5boc+dUn600yx1nY2e8Nxdme4Vtv/YR9++KLyPfS6qbG2rqmZcNQbupSBcUJeYRzk3xvby1tF+Z1WCtBLypVHeDns3gFImuu7Sh9D2cqAl5b0yZ5CtrrS1YZw27mNwZ9G8qgL5OzUwaZ/92oWCpN6XVhqKfxBYNw2wjJA7+hr6sF+ojYr7Wx+sv3cMxQMUvlLwLfRyrz119172y0zMM+2HjgD+CWR2K6xapjwt7XX4cxSJ+7PTOz/lJ92qlVCP+p9ZcV5ISQrtuZbDrGF5ZRJeBUjs9df53y6w9/rfb0hHoPvkFAOfH6Kj4L6oRJ0MfU6ImUo35rA1xrFcUX12EnId7keLU+iUMYwcLShTzl8qPyNHM/qli/ReD7qjE0Hl6/iXR98N43QaVbhfgAgbSuyen2PQR0Q0DXfxmly2X+lQ5dpxvqLxYPp0vSfw6Uq9k66Qe8pMBHHMIIFjdb/1omlSEffnd2/c7LhV79XgH0Iiwe5CO1PbQ9q37Hsgf8dALehMCDAdIOAX7ArfKDdBEWuk1snakxXd4dQn0Uht/Dbk15/yj1kba8Y/3UgnozKXd5bz9nr8r7r3l5H6xb3j/8dXHl3fLvL+9lw8okkBMB6X1y8qaLyaZ9kp6MDiD6wp9GAM4IhmdIvZBlX78LCVdG3DBC+74RvkEQy3sLljVoO1vcxZV3B+C2j6f4or7HIV6ECw4yHETmmUEYoZPxmfr0iU9zlXeeZr3yHga5YNnDeFDfH51qnSrSrYLfEc760xd/wvduCCP4z8m257Xlnctcr7xXQFmqYPEg3U0/pn4k/ZEpkP4JOukHPATnuNnjSPrxO4BORiP1zrXvIB/eydnlnZcLvfKeAPwwi4eU99T3KV7e10Bd7cFyPIbykwCcbz58+kMyXw6+809WyzvSRZgxmZZ31CeR/zDSAfgx9VyK2H8QRmhjcch5xr2Ck3Pnn3cKnqlA49Grr23wOwJ/b4EwgmNK4fyTpuTOvwT8hrLDeMT6+kWQGdbZ0emZ+RcGvLDARwjCCG0aPuxTs/MvOCV3/nmgbfSyeER7nIy5CLY+8tM6RZ1n6wA6CJwfpItQPtWU3hcgY59VZi9Hfxml9hz0Vb3YX12dOS8qOBX3ITEq5ffT+dAYboZ3fa5Wz0Xwn6vGl2zaYOkv2BV8nYEfbO3Wu9S+uY35r3ve7uY42Xfuh+b9brtgt/qmgV0wrbh+txf6Rv5zc/e7Y7V7b7cOFvJEr9/NZd7/P7zf3e6B+tCjysPNZBPzFZbRHvhuj6frdusoyBsEsd/tAV0MQBnyTiuuHYsAbuJsis/1RbR7WiB+hAx9gTpcT19CEFd4em596Tx7r/TlHW73SIIvRrV7rn2H2z2iryZLX9agnfHv1pdSqfM8aMvOQ95D24mdWkXT4b1Lzx9sy5gDNBRkjEDS3R5vL1Zf6uAbhAx9gbyNzKR+kGL0JQ646MtBfD19aYf426cXpy9RiCs2M7e+BKfsG305fG/0hcjx31+/VADfFYT3D4n9z9v84GQ9GaGOqyKdC9/N5ene/oftxerLOvgGQdQXrFuwb4ztdDH6gn1irGMQX69f1QnxdzLe0EbQ0xfsV12AeQd0parc/Sqrb6/0JaWtXzLbI1VftP0q83+avkx9YmoVyAqB60twMZtnvji/jLDvjLY0+ka1Y9NcJvyuvbD/j/0CsV+FdQv2rbDcFaMv2KfCOgbxhzB7m2tm07KaBuI/lBrSNoP36BKlc+X3Mt/fMwT6kWBlI5edzutYPTsdfcbEVq3St9Oj8D5apdqjEdRvgI6qwnY6r+P17HT05YRYPCJd7GOhrR46N3PdpCthVqw7zYr7H+b0+nsf8IdbM5Df4bfOS03kd25n21PmNI+RTvj+R3Pa/9xyAeTTBeh7/14W/dW2036QEQKnbZPbtqr4NogbQTq4k657bC9V3Gf+IJevpPnQPvp7ubVMUSzv9SPpi10Ead0C9JHGXEgjAMrJAXHHFj1liABYFz9F5JTYQvmMsP1yLNWqvBEfoU81tf/5/iQuHHe6t0RJPGTO6OfMqplvH9NQvwJUh863WQUyhm8DkBb8rvmKMsW26/31LQ+ZM/ZBCIIeIDggPbyfkWufNvs86O8C8H3a/iqXKEEAjKcT+EKIXJCtT/4L1kqIR3T0yMcsop5VzIH6fo6abhuEEVxzsvUsfkKbxTu0zeIZ1kb2QbPOofyETG2kHA6OQ9riNL0J+K3NXELiQX7W22NPZvT/4D1Co91XTfp/EEZoI3THD3POOzYn3WAeus3WEsXP4kG619m3/Dyj/wsyQriu475tpBxCGMH+JMSxbPk8L68vnoLnp8zqeNGFoOOou5p8xzQizbTfMVCmeJvj66tWFR7fRP0LQLx645vOB0sVXDsYmEvTYZ9Vu5DXa+3z1H4r6QNgvTaP1nsBW4mSBJ7Cx9FxmjjwjIC/Y7zW68qUGPBYcRDkzQ5J0e7n6WQ6VnEB88tgeB7VKwkLvX26j6y3BNnEfzAT/dPsk5ixh9Si2oaaRfXN6ZGYjgdZvYLkAJax+CZjmTtmrcT35aNlyd7oq7HPqm+oW4jph2DNfEGe1hufNCTXPGmIwF0S6vjwDfS5z1AqB5LPUC9g2cV8EcuH9Zoyxb8ivj6I+bWkZmkjtAJkfTj05bEMex8zZ5xfeGOJ2lbh+/E0fXax/Od6j/NP9tW+4YEd5ox9wzs+M2e1t84PMt+R9HohnaBzQSaHxmVsn7CBZUp48pdyW1oOFjLPLhQ1d2ufxcjHlHZ17dJjeT3f9kCpyg+UV6wbJRPVH7320w76Vb+stpG3n6O+hnbha5ofWMcnZtPyIfpbZtTX1zXW+tPpje0xKx1QllBPxf1rww8ZFdSJNq4PZceWpc+BAB2qqzm7AfHKGODFdFkS20H7wvoa0b7AfTTFcjm1ekmNdh08TlObMHXalHFnTJhxzhlTaxpX1DdccgZoClOUM6TGjPlC2nnyGG/Hm2+mtPEiv+ioQN0gIhbbrbuNSueJJaSeTM42ZZZ7aE8tV4A8AEAdUhnzSOdD3TifyhjXJ/oSW0sdFwnjZtDGeao1/bCmurqgoBeLbuooXY5tAuB1AowRdB/nP4lz+dLqAXji+mZicYK+GGaMH4Y+J1zdTPyuUC95ob5zV2fafR5JXXeFz/b5tYsxXbghStWH5gw/Gqlv4XuEBOp/XX31QlYuOjeWKh0gnwQvL0K8zkvo+i7U307UqftKlPrEEinksnvDdxqJXRtisvPPoHtrTx++uG6Qxt611IGMmR55WD2IeiTuW4dxt85X7c1/MXp3e26Wgy6XFJpH7Wj/ncwvGaoxi+WiksXL58kkLowZgoK/zgb9Dxvrg7hq1LPatP2jhVj+4Xc7QLlXv38UunjfzZMZxvoAaHfnG2fWn0fy7+9PNy8Ee3Fh1+XhBhm2L4J6GvqaJo1YuEyG5egfueC7aC3tH/F1RzjG7BkL+rqguP4R2vRkrJnhRyC/HRerdmJ6/BfeI1j4+C+EEQJsHtB3wnnB2vqdzxXi9fvQBZQesTsgDS4WD5a7AzR04/AeAeMn9Tzi4ZwUFmefPP0jPlfpKx26EaAbYfEg3R/5PpOQD59BPmbMK8L0A75vkTD+DWGEwKJM+y+xKHscg88n4+MYIh9+6D9XsHi04xhuoXwhP37AOZDnG4Q7BX6QLsJbi7LHMYj9j3QWC/Y/hBFci7PtVy3/vI+vl38J+A1lifEg/8lFmvEfeB8W6IYgjNDG3kUXmZRc+cd9DHr554d88rN4RDsdywOWC94PTqcf8BHMPP0QRnD51L11kY9WX3b+cT+QXv45gB7KAONBPiw58g/5cWA8i2g5a4Nwm0+VC9JFWOdj88KYvnP+E/AeoYThd0AYQarN5F8v//iYgV7+tcL3fhYP8l+m0RsvvEfg/HggjNDM6FrylD8+ZqGXf1jHOFg8dPyVlj8se1gGcfwgI/0o51o1/zogjCBdnJl+38XZ+cfHlfTyD+ueVhaPdl7f3QvVuhn5Sdaq/bFmwG8W6kmkizD3Yv3y1wrvWwX8FggjRNm7xy+m5cACtkbM9IzBagZZmin/vJ21fkn9AXPvpefPEDmuhnihDxNl/B/M5GiDeBDS478QRghGqP8Bw6Tf+HNIG9lnd9EdvH2wr6L2zq+Y7dG2U1LwPBH7/BqzNVhjDi2AO4B4nkh3D4ELeWvMruU15mJwuZ2ENg/yJS1Q88Mt2D0cD20xxOtkcugPjaTluOOyzkeJPbBY8j55iIzp8S+7pKj0BJ5cJEXWuCXXy4ul0IOLpbhxsSRd5pZCzW7J89QhsvdSiKf9kAwnuHfJJZL9iUNk18OLpRjQIW3xc4fI4RXwDbz3tC2SHHC3wz0yDHCOXSxFL75EcsDde+LivPzYA5cQyOAR6HgfVr+zumZLnp/NlmIAjrNmS/vqcr0A/L7ClgEplJ4f34E8YseDjE6Ae3KxZF9awD46yS2FrwK5Nbql+PxLJP+Vbsr3CncaxTHSvVe8ht8NpvOE93M6Zqr2sRN4dC7NHs/W6+fEAC8OsLaIfs4Jxsw9kvBqe+0nCrNtU2n/85oKxXX+UYpjqb79Jj7vSz+DJ3Zchp/BX5+dV62vHJdznQvSQT+C62Bjt/wIpN1i52iJ50G0fnGcctlSuu4e1x+2n3yMrg61bA3q7pVjvcyotABYLjcqAQC3lPtcTuf6TD9KLrzbT+noVwyebd02uRBe66+y9/jMFV/zw93jj5xPORvsDZy/Lvifxf3XsF8b/UhSOOSLP3pNh6zVA+99ZsW1jJ6ToY03gOcuMOD4U5qW1S6AXl7gYTreQJ9NCvoATspBt+IRc851kFXoW0d7P879eEZS/7siZiUI31mBN9G/h3viex8yK9H5a+k+bUtrGy8DfnD+PelH1y9oQvfYMml4NT7z+eYS3DGeBb7auoUNNUuHLaxd5q+rvozLy/6gWbE9APTup7zieVHtd8G7u1XeEW/XbRP+9scDVvo3xx+bhu/O3Xb5n6qmPG8J3HddevkqWVRa3bC4pnHc0uW1DfVLkaEzKaf+edKZ59curKlfdkaa1TOIEM/w1C5obGqowR9WLGUujm7NEerOnCJJqId+fyte/xDxXJlfHO0qps5GfepcBvYLyNIGUAHgbMz0BwqnjajPklpv8l3z1GcpYx+rsZK6rxWZ7yishRDLUSX1b9vHLW1suCxHOTwmcN1Kw4wbPsXw9V+tXpmrvCZAL1rvonph0ehHc3ib7LgN4Cpa1rwW6Ged98H6aJjWKegLQb7R78jXUWvjtzcZFUcT9adUsLtlZ32EpLd+CfH+cvlO89cstV9W39Rg99c0LKtfWl1nX8RST/BnNFw2rrlmQVre6fLAnsmPfL2j8Lt92LCl9cPS6zMilvJlJL6JC+qXivsFqGOxzL/Ld29nz4uq65bVMBXDfJjeWN3Q2OSfWt9YuwjzwXJ6E4m3saGpRhLyfcZl/hpxnfnZ6qAF9cm1LI/g/Lr2JqGvhjoGz83sndsSlNvK1PalcwXuHa0+twJebEVh308C8KpYnPZmsLGXszFYC40L+ejYqW6QGoNwZLlR8S5neQd5aGtS5/Pg2SrB5epzHL9tKrz+sxW+aWPf4XktARauYnfk4+xDPrhU1GfngMEjuC7ffcITnoM++kWY//7UU3fO/tspCyP8ue8Lv1h5yfyfv1iIj5Ou/XhL7WFX4hba0ktD1v7hY8eNJH7zKVt3p8tldWPN4vqG2ppl0qJBGf70sfUNNWek9XHa0rrLpvvqV0xcSvOZ4pG6kiA1gw6gXlYNI78MG9O0+PLaurrqdIDFQ34V9Cytx7SyJfSehl8HmyRT6sVFL57/TOoZyTAwo7vw9PT+01+CAmo6ovYIMm7Zw7hzn0s9Z5EPky3C9UzVoCo93FSOSw/3qldTr54xatKoM4TrlZUTV+7PtO1rXLzu13dBk6ur+yRYKn4VsZz9qwjdG/jw9LerJvaVgkGjHQGf0a+JhcvXTMs8PoefAvzo4Rb7/EEWq2uQxQ9314JBlijccf1Yuj2AyOPf3KcSdai8ky0Nqm+J5J4TvDfzhHn7XBA/wPCjgStMCgJ9Ps+VcY82ZNxbAS/CQGI+7nYIbwfAfb2qWMeByxBlx+U4VKL7wFVcblL6sf2wLjXk1/ND52+cj5YJx7n69dTro11TXaPZNQqg9JDhhxTSKX5xnNnPpp41lxxSYmaX0WQ2aXG0vIS2p7ZL8ghZxLnildQrI53jnSPZdfiJp5woGehxZ13hZ3/g7OtyhHGcJ/E9tnOXI5nlv7RSXT9RbDki53AVt852eI71pUTp9j4euwH3BSLnLgZM3eov4zioOB6cbC9VOr57f32CzTsqZe8Dzh9kJ5ujYjn5uvT3jgtNCo6pYn8pz3paCe3TfOcjYl+Dn494yxVGBdc35MKvWtE1/ODkL2XEj1yfjY992VDr85bknc9bpHueJ/gOkAnB/59/EvzE8Ph6PF/qJDb/KnLOBksSwDGZxm9j+K5TafyBVV/KCGR84YVSxfVDUrYF1PPUcu3TwM/oxTvfpyEI3yEU3KchuTPvPg0+yFdX6Hty7jTvvyZbNlj4OpKHBL9QOFJC/LbvSereEvumHchcL2Jmfn/L3Sco+t9l3KMvvridrSFZdAeKefDz743uAr46GEr7PQG+vjtj/4erTQoCfybruyEer8AdX9/tucakeAHIfkxLVhm9x7L1PlNNyrMMpNun7S40fjpEGJs1sbzg56GFHCXpdegugc8WoIuQwSeer6TDp+Xn0N8FOE/DZ+Quo/IQA0n6M/H345hvBHBD1xQe983Hd+csle8KgW8PxI2QwbdBf/18FPBiANM1fDsuMSkjGJj4OCbwi3Ow3D8vwHfAYMnHt3eVOr/I8dTjFvuGxy3hZx+n9RTZXyQ52tPwuEU7ftK6GvQGx1dW68/P9cJ7BO6X9EAYoXl19rhpFl2Ckxztqsmma78W6m8WD9m3ku0XwOl2wHsETDuZtwthhCTGCeWiYV1uulFG13FpNt3OO0qUVhYP0uXxJ8fAO4D2O+gcR7NQr0TYejm9/fUBzsTwnhTf4TX3vu8YLic4Kp42vpdefPEsWs0enRdPpasAVrmUa597hjca8coLxHfXnXeeRfHKC/JXDvzlo8vwRiNeeYH0Il2KV14Ef1bAqsgrZxqfkoGXi66V0FXxcH/93nzuzefefO7N59587s3n3nzuzefefP7PyecRP/sG4t0x+qbUH1O/Tq1L5ae/YzSefiDiZafH5qJ49+TFU+muY+cp6Msb8ZD2TSl68kK++MZVlrso3h+L4i8fXcRDuoj3xwLpRboU749F8IdY96fynxuG8a3LwMtPV8XrLc+95bm3PP/fL8/JL5aCXhx/1tcpk/RdSiqgZ8efVULWVEhS7vP2jiF4JumgvHgqXYmNMOjLG/GQNuKVSPnjO3/mQQyvpCB/JcBfPrqIh3QRLx9dxEO6FK+kCP5MgDUor5xpfFIGXi66JkJ3kFR8PhuKymdDgXxuXjGS4fXvQj4bispnQ4F8xrRTPENR/OWji3hIF/Hy0UU8pEvxDEXwh1gH5ZUzjU/KwMtP96DefP4vzGcc33MeZlJwD7HH+ODDK7+RzVLYOA1+H/MXOgK27k/0XlZyhGmqNJ/cu2OHyd1dNNHta78TLHiZgalLhfnqJmEsHMewy9hYIx/3P4CNY+IUe9yDuZ+knp08AGCgRM+Yw5zFOSSHpOfX0/zw945j/Ffb22r9KRdVb1tBK/PXx1+Q+GTJ3oV6+8Ci6m0rKQG548O0I96BpATk589KZkvlo/sFoYt4+el+QegiXn66nD+ZlYHccqbxGTPwctGVCX9H9/rDestzbz735nNvPvfmc28+/6+2w6xF2mGPFvKHRRHvUamjC3ZYeVF2WLn0ZKH4ooj3pNRekL924C8fXcRDuoiXjy6LL4p4+eiq/FkB661Cco6inEW8XHRRziJebz7/d+dzb739f6/eJvuuXb9J9j9oUvr0+k3+q/IdVwbzfTq5HjSvz60HXa/nG4z56u8vvzjiacRrMIaM+76eP9OQL74B/W8l9fyZhgmGQvwFgL98dBEP6SJePrqIh3QRLx9dlT+rNMEwx5BPzoiHchbxctFFOYt4XA+CJ1QonqNNSmL3TxWuB4FHevXgv00Pwke8lI6XDI0YTIq3zqh0vHKLvG/0YIApX/7+/taJRM4DTA7TvteDwcZ88UmS5WnEG2w8xliIPzvwl48u4iFdxMtHl+JZnka8fHRV/qzSMcbTjfnbX8vTKGcRLxddlLOIh3qA62+afV+mh63ijUbF+whfB7NMtz545+3bo+fP/Gl0pGGm4Q/S7QXG438anWk40yziaeO76841TyPemeY5efFUuuMMt0v/yJkfiIe0Ee8fUsSYL77mFcOfRryI8VFjIf7OAf7y0UU8pIt4+egiHtJFvHx0Vf5mGh41vpRXDxAP5Szi5aKLchbxRLsw+ARtB3Adq7TlVVUvFq2R3Ss2yfbvPpe935kU309jsuXWL2V3crMcmkLXsOLqUvxO2E+crKGtGc53ahk+eSxu/jv97AnjpqeX0Z64pJ7SszZKSpreml/KzVfE5JZ3XpVRJxP/MCniM19bjvujBK/YlOYT+QleDnw+alLwju+eML5gPFuPr2F11UsX+6sXXIIMNjUuys3fiUjH/agpzV/HTb8kfAThHecHr7Pzpj8/EZQD0rGsUNOD8vZp0oMX7vTmLlP5Sc5fI0ffeFVuBjlhPlVheLmaX65tr8rJ11+Veb7FmjbJoaZYRv5VCXZh6Kne/sF/W/8A96+WXjMqYv+g5encetA7z/H/3jxH7fmF+Iyb7XS8kHu9aK8e/N/UA7q5WnWdNH2euh/rS7168N+kB2TfxxkGsnj/g9KocZrBbgi+blTWMEC9ONwSNbZPqlD37fWYlbZBJiXUaVL4PLAotCsW1roPYbNW+L6N/Ow9C4PDJfFkOvos5XmOPUfbKAOzB8ne0tBjiwg7EN9j7mORrpZJtM23bpL/TgKHGjBNUyBNzmtaZNzjdatdiPg5al+h3kcl9Qw3NJYmat7hNUnnXTEXzo87BuAUKXM/V5TV1dwenmdUqp5V7b2659SwpPne/5y6jwHuga99h3MhKzQ8OL5qkVMMl8Z3CsFBu9xebVSwDSB74AKh4cDUqbe8mdahROj3o8T5iAZhvwWyh8kT62RqiZVLs0E4nUAHz90uEdJrZvP8tKeQM+u26D1NcC4hj/tfbJ+WUhavfty5Lh73z1ziTEuM28zyhsfN+TZ0me+x6bg7Ga8lmnwT4zV2RyYBl6uTxcXj3g3PskYmxcWtvc4mcf8o6A0vHxhvqaTuV9z1vKxMy6aUyRvpGPdKJqNcXCY8P3ncKBNlr2TC4gaZSAKvXE+UvZIJj7vSxfVEZvwfyOrKvS87la4DhPzDsnOgwPfelZ1KF88v3gbwuPe+7FS6qsx03+9cV/P5Iwbw/Ob1JL9wgxa+17ahnL6r2GhSvIrZFLaYTSGL2ZQvpVUx/T1C9yU/bV3gh9tn3eHHqMPPrtUUjsUyspr5WF4onp/IZn1+Zhvzz2hPtzfswjYHwXAcY/IYvS8vfxagUkqvUQA5MjoTr2e6PShdMZLfE3m4NwGuGaAEoBQgWMrS9MpenJHUe/XYFYKyiPZK7CV1/z2uzw4dfLTr+P57+J3zJup3K/Tdz4TvqDoZxIso8CDW3vI2d0lTXSPuwUX2m9NEivvNTWV6j3ff78wm5M1WZVR8m4vYb063IqC3XPSmMXp4/wPQQ3u2E+Rmje0dPXJewObi5D9RkGMuPj2MT7yPBj7RxkaZtN24Sd5bPhMQj7EIPicJfA4x0nrJlMP2NgvvTs2Bg+CbZFTC1cbeeuR/+cXbf96cXa1pw7V5L4bF+oHebWOg8zqGt03oc+Pnd6BeNm/M1peQxv74OzDieBXKx99pXWaQwkYEEYcfJLEOys86ZruL9ldH3S3y/UKa+G+5yttk+5iMttv/0G9kHo4CL9Tb8seUiNOR430yx3vLa9nviTVoyk5H+nzBVaptqZ45SEF7Zrmk+VbasE62rf+NHPjrJtkqqVuE/rJvNq5Wflpb5tnX8tsLVS8qlu2Ag9DRuknOh5uP1r64MO7G17tv33j+rvJP8v91/XzDcbLWFzaXoJ4itN+5SfbaWmQ9hui+oZmv0Qz0/eFgIooQfN/8LsgOoPNdyjvG6XnDlD73PMbyDUdvW+E7/N287mAD0sWwDXAxHK1okYuVk3SXmlaVx0xfXK73xV57gC8E8dzR5J0qXfo+0/4w5LE/+nNrhcWB9VX75R+aUAZDr/jQhDJwwR3lweUoyidRq9KOv2lSbB1d0xXSlsM3zR3qOV/JN01KZnpYX6gj8zwQ8SLntHdkf4fg6lB1rj+p51T9O65IPovFyyV/cr498IHnHz1syOTP/j7k6a51Kduedan+mvKMz85t8N2bwjnhW0wZ54i4z7jCgnkibaX1PAlvMeme4yT1FcrbnAOMbax8tmnKqW9Ldj6SMrTgJVmbTklI5xABF88sFQHfoZ0VvP4IUt4+gzvqkHTDEYZc+mU7anNeev2Zf9cPkNymlm98F93Cy0nWdxl4VsGvKsohBvFxMLDfOrZmnhsW2popJ3z3V513bVvzlws8m6Lid18RudwCd0w/Aj5Xwbf+6zfnrYd4rZJaZQggJEHXvNv0y5FnW/5y5M/xXbDAd5bmTXL477R97F9kueDnSC0U5FMJuu5i+kDkcslsi6inCK6XX5bz1SkVb2Xnwai3MvMun16R9mTQi2WkLYK7nn4axPqziPgsJww35tLzfHLl+u14h+qzNg3oOkvzAXixLUI5EPpWvgu+yZDja/BM6nC4Ix/Bm15Nt72cz2LrNzxPxvKeSfG9h/vNA7wNtirwa4P21w73KgAr8OWAfHbibwA+yI8wAJZbD9yxbLVBGMttJ4AbIAjgBX0IY90JPNkh3AE2RPPf9e0iUr/8flqZmM4EPPOypE2bVUiXrkcb5XanndRTIbjjtw/BXauPPF7bya/JuvWukA8BkE8CwA2ySUK6/SCbCIAbZGIFGbRj3Qvgg7TGId1VyPudm/LGq6N3RClRHu1/P9Lgf/D1DJsGeU7Ce3w233lkRv2LuNr4MX+tkLcBgCDw3glgAbABzx5Ihw+gGdJggTvqqRvS4YHf7JinkMY4phMghGF414r1KqTRCeB/U23fCl1kP/dPjyZ2YhDuIt8Vk9/IyAvxLI5c8eH+2vbay4hZVPG2fpuHgHmGz2gzVVx8WQmxi+Cu1SsP4Fl9b8iWP76Rp77mtl/7BgqZPsic9YCmvWgfEyPl2TE2RsrvDLgH+3dk5bO2vumWHSNJ6fZWrO84X66PTOnzBEkdVAb9HKDM7zje6vFa6Hgr2DtFjcu+T8/L/RIfvpWUVx5fKsXtdm+yY7OMnzgVeg5GZO7atCsH+eG2VAuzB1zv0z3Webo4uYor38iqd6ODTIrafp0s2aTVJivrRyM/9g9pvW+EPjRClcFuQJgN0J+NN+r1zWxCP9qQpx9tl9R9UlbZ52fkidiPtnyg2owiPXuO984c7z0673k/WpL0+7bd6UeHoYSthjgxT9qgTnO8T31tCCSVfbQyMxTsR/fZnt2ea/vRQwEHIfxefr3vbj+6L2tDMPLyAvE/DnwkUjYJoatX+3uZabV8iM/ZXGN7ZdlEplZIXsCJfQG21JdQLwFE4LmTAc7FwPUe/I66zevXfXlhfDGoG5wfQz2fgLZsB/ABEAMIfWpSKj6HvAFIAviBVzu8qwJeWwF8SfjuK/gdvrd+Tfnj/YvAa0ZFwvqs3qxgObR/qPaPYpAmu5GmUdvvGZQWoWC8GPTbU72LnLudyLaDE32z2xPvF9k6h3wiBCFds5hdGHhhM8GvgnR2QrodmO4kO0MQ8wvec/8I/x5lqvWPzII6yFCEf8QH30Ygfivw4PhKpeOFPOL+EHxGfwjSwTDmH4a74g8JfJR5lkhP+EP6QF4giP2U0EeZ/RcxvwuNx6TbN1beuD8EZYD+EJQB+kNQHmJ+cvkQf8i39Lck8FXxSdf9IV74JviJ0N//RL8/Zvskf3/M+Ym+P8TziVp39NfUfrn8HD/9+Ycm/8btpFXActw1f0i2/IuxE5I/qOfFZPRPPwNdTQjyQdy+qp4PZED6klMrx9bX1dUswKO6ZtUuXVi/QpWXoCfcH8LrEX7n0mneoV+WRX8IVR32l6VziICLPpChO+gdAd9xfwiG0R+COoT+kFz6hf4QTIOg1xn0uD+I8P8Z/ZaEP9LxB7F+JdbBoj8E6+Z0eqSM9OT0m4jyskB8HAzsN+tnmfJs/zS7f/6Wzrvkp8X5TZAG+k1QTgj4jO1LV/0mEqS95bMc/o/P8pe31hzfRQt817Ib9Pl90e7Maoey2ivuN1knyGcGlAnrjky/iajPCIX8Jt7Ps/Og8XN9vwkz0gxa/UO/CdJCv4meHks5/Caq6ZcZH/pNcpWHYvwmvi+L85vEd+T2m4hyRL8Jqevhjnyg34S3yZxPfs0vkI+kXw22jf9raus4wWZoQ3stSe2g0JfUJvJ9Su2jti+ovdTxObWdgp/TspX8jNpUlk+pjdWyg9pbkU9ou+5IUDvC9ZF+eeJ+EzGd6DfhZUmbNmORfhP8Dv0m+C36TbT6yOMtxm+CNlMSIACyqfiC2ogJgACE3ZDuDkizG6AZ0pqEdPsg3tB7Ofzg2fmSoXei30S0fZBn9JvgM/pNRL3M5TexQd4GAUJoa8HdBXcP8ByEdIQBIpAGF9xRTwOQjiD8VvUptYltmE64t2MY8jiOAGl0AP1AQm0Hi/WbENsT7iLf6DcR86IYvwn3gxB7CO5aPSE2e9F+EL33XfODIG30gyBt7gfR5ptePVSM/cIVQ3V4ZtdfJxXhz0B7pnMX8Cnti/NFQde5vSac4adnr3l+UP0tun1LrD+gr+SR1Pny+WRSwetv9EkzO4CMb+0EXQBaskR9IXhd2y9znAr7ZJLBTPpmJLxbzYf0d7uz7TKC+z37hvGATFp3Zucj4qBdNqNfTruMnIfK1xfgVVfdtHSBr6aBJL9fznpBEduVTkiHaA95dhVvN4n2QXxnZjvmBhwE+3e0PWoGOqKccR1e63d0jQOW605IbzvQxnxOfgP1EPQ/kJcWyawgj36jWYkCuExmpQ1+rzCblWYAZ4lZsZSalSTgx+F+W4kxq3wNEWSKNuuMnar9iu9IOgLA07lriY8u5jJm2OVtrC+Ur9/duSe7Hb+yX3Z/2mEy6+Y1QhXwz/vT/MIJzJYy1f+GPqg6k5Rej6B3YXor3lTXOVsXrkmvh+X8oZ+n3UXXRYr9KgdJB+7f1J5jPdTms++68xdnf7Grz+6+e2x78q+H+sXZfXbflBLxstfxD3Ih3k2pu/PiqXT37LLtGbon93qozVjcRiPe0D2/TuWL7/yZB7kQL986LM7fOuAvH13EQ7qIl48u4iFdxMu//ovz12f3ulQkVeB8ABfKWcTLRRflLOLdBvWV6G9rg/opDDpqhbJlB7CC7lcxcJ5rpu0Ou2NbENpNy3eVB959RH9DfWp5U7FwnUr8BNp9KdNP5IX42iF+CctvCS0TWAaCu2h8DrhXQX2xUFL7CaT92ZVZV9q53Qf9Tvwe+59Yl2D/s53h8vKFz/gbHY83pOfr8N/xN60/6oIMf5Qxpz/KDXVZANIRx7SUqulx7aHpCUJaEC7uR8ufdXfmudhcVhW79f0aF/fL7YfIqr9u/VKWNP5//uzAsRahHhYnz4l8+IgvlX47RHif8GDasBayScuk+hV2Fo+vHurjzzbJI7bT8Y6v2XiH1XOz3Gm3e52/SpLxjlic9mUJr8J4B69zOF++B34jOwU+XaCXMwa1yM4Hf0Ps07gB5AfvWsP0OQm2hKfaqLS/e0vafvUOMSljmhZfLp7Pa9Xok7+vWh/z9AzS+NOXNVbX1UGzuq/9ysR/RHvsJP9QpuESHJWwkfc26NH/sX+2fLh/E/UL/ZudGv0u2r+JfhLWtnn2cJvZbtD3b2a/rygynZ9B3AgZ9sK33fVvmtT+7rd0/OU65t9EGaB/E2WA/s1c5R/9m2EDzXf7rkz7zYf1EtiSPoM4b9qeYUsawMawgg3i/IZ+Z5W8UlBSyyEZywPd935IdR3H3Uhd2Ul9SSYpbESYA3ULwlyAAVLmuec9Me7mMDCf9o9q2RbptWjeK1KUnquseW+QwsQ2bNeJZ9+Pu9nNJ0vU5omhLxDKfPPu7o67hY1mZteuTmn9QZl5jONufwUchPZP/v3jbiPADu7uuFvL15lpDUhm3XG3qwV7lL/rgHLCwcB+sxnMGfHFJHOWv227zrtOyVyUHxRpoB8UyysCPmM/oKt+0BYon8md+v7MkJAG3flj0D+xWMykf9JVf+ZfhXSOgHLf+k2mP5PLl9dLhfyZDmO2LCuN5i77M0kdCHe9erE7/sxc9Wsx/kyn2VyUP9O7K7c/U5Qj+jNJ3Y7zwXZRfya36dp3dd2fiX1JVxntW1rAHg6iPQy2HfY7vWbaBw2jrwB/M9H+aauR9lWr4I5lJAqAfVjfTtqndeyk/VvnbmoXWn+g9m7bt/n9mWI60Z/Jy4Q2bcX6M4m9gPPBdlF/plYfebzF+DOxzxoF8IBsOo20T94G4AGZBCC9VRBPHNJehWmFuxvS3frt3vszRVsHeUZ/Jj6jP1PUy1z+zATwXAX564V7DMAKYAeeqyAdfoAA9n3gjnrahumA30JwRx9EAtMJ0AJghzyOAKCeBnEM5AfqP+qKP5P0e+Au8o3+TDEvuuLPJPYPzu/S6An6SPanPxNpoz8TaXN/pjbf9OqhfeXPRD6a/3VL2g8SOuo6WeoDPNWYFfe7m+V2M5THfkC3Y7McHpuUpd1bZc//u152fPSanIB+SmufPXL0JzHZufZLOd4vkzevpj3xjzZnzGcv5EftPNms5NqPEuBJ3CexL7H8cvf7EQ/3vRLxdPbHegLxjpbG5MVT6aK9OVQqZj/KodLlpvznG9aQ/SgvN602FeLvZOAvH13EQ7qIl48u4iFdxMtHV+XPCtZriym/f6XmaZSziJeLLspZxDsA7MqJgn+l82CzEj8d6sczoM4AiB4F7cvRFNrGmOnaB3ZHHbGAvdsCfVS3Rt+IbfYD9auQ/vBZUB/duUmGXjbxkxN7fqyqk2j34m88hgohvgiUhYXEbbxZtrH+sei/cfe5WRb7x7iu1XGAmfgOb+ML7175DemfYH9Gzy42MJptbL7j/QxyzU9qYfaZn9GT7v6NjOekhTT0DgT53gYdxGtMmXtQ9IH33V1TJsq5ql+mnbigfom/9nLJsLtfpj/LAXlkGQU2A4B7FP0G5W2B70X/r//0bBsY8RBazjSTcRWk75vxWxnB87lRkepoHxDlEDzBrKAcNg9U5VAKaS1l/Rcug4Ap3X8y0X2I7IYyAPxtXYkxncKP+9F2qAr4jx2p8oa+EqRnO5DSe1qgx/usHJf3z8R8r4K2nvN1IOHNCP8CJk73w350/4bkwZQm4iG9jqFmZTHONxDoYV/5AoFeGzvf8GTiE7Gxu5T2J6GsEq8aSX8lCunCPGyD+xCWLtLPV+i4h/cQWsa0frjOd7Cv0Ydo0kks7tjyZwzWFc8YYgDeKbdIsSajUnOZ/djP2e/r1hiVAADGE1+1SXa2GJUIyC826xaJl9MklFP0lVo+XSun5wUdalYKzdfTPo+lepj2l3XevFZ2HF2h3J2i9nIA+8nfq3Y9+tJEfxpqgGuJOT1fI7wnKXtToGuLf0v4Cn0HNsgedT7H6SedeNLJIyXyzP2tqLNk/RPUBehv7ThS1XsEfMbf0N8q+hsPtQrjYlB+OD7iav2v8zDfc8wHJHwfkN2PG2hVx0HUtl/FQznweiyqUP1+qF9x5elAVq8cZIgajZLXaAI4FMAguaCc2Y2XkLAXwmGAgMnEvjRJURMpv/2y6d3P9D8fPWIJQ7gE6zuA58n7AFkHjeUR6/cyADNbF13GylMno7deoFfG6gKsN7X0StP0Agbq54niM6YP0uoyrgWAdxCOGo8BMEhxQg/lgfR81mx69zN+8tOzm80AIC/DAIA1Bpfx1/DbWoBKNj+9DmT7WyYnAzuPs4PRe1igh3WdhdV1pFyWqO1CGaOH7XIfVjdd9mNxLQXSc/fPpnc/q1/z0evOhfTaGL1HBHo4xiwzetjuifQse0mvYkA2vfvZuHZP0Gth9NoEegrEqQj+OLFdl/eSnmVgNr37iQ+uZ+g1M3r/EOih7h3AyoOWnrKX9BI69O5n+t4T9KrKKb1HBXp9WNmSpGy77IC9pNeuQ+9+Zu/1BD3nQZTeYwK9A1m9sa/tTqTXqkOvp+xcYt8dTOk9XqQdj/Vwd+nt6/EztJfavGtkz+Iv5cikjZI0caPkdW/MsOOs36vzGUj7dCRN71ad9OJYMwJu7NaelV769/l+dJ+vUJk5vR6LlqlrTKJd3d6Plf9DqD0r0tPas1ewc7rR0FkI/wwsDqOkxvc/8P17BpWuwtoA0eom5f8Qmr5t/XLb62L6eMoOYHUubaNVuhshnlqBbp80zWtMfBwSbTey78QBmXZf8ess7AY36WdRul1dZ2GUjEXpS+Mgs4LQtf0lzKo/mowVX2MS9atjkDmtX+I4rfeo/HT03hP7kJXH57poj3a7/B+aTa8Ye7S79IKM3j+7aI92l16nDr1i7NHu0vMdRuk930V7tLv0OnTo9aQ96h5M6bXvJ3u0TYdeT9qjFYdTev+zn+zRFh16PWmPWo6g9DbuJ3u0WYdeT9qjCUbvhf1kj1b9JJteT9qj7Yzei/vJHnXas+n1pD3aCvTQ9bdJxz7b13uEkfZvCKW3WaCHtpJJs7/cvqIXBHq4V3lMYw9OM6h24L6k18novayhN7EH6InzIW1gK0VHmRX7mWbFdabqF2y3mRW+HhWfyf5cYCvifK1c/kNxf64A2FVhwZcnegWJczmwINu+BJrhUyCuU8h3xJ7z9aP2bOeR1L7j89XbmR0XHZQ5X1288Jwi5IvwC7wEToUwAPqawyPNivM0sxIBkE6H3wDc8JvvDLPSBtCM4wMgjyR8bz9LTUcVr09stLxtz6OPWvud1is4V8trKMZvR23uOPHX2Y6m9D7sor3pkaI4rmAuxm+H36Hvjui/Dr1i7E2ZtcGi3+7pHYbC+s/ofbSf7E3fT7Pp9aS92cHofbyf7E33Mdn0etT/yegl9pf/89hsej3q/2T0Ptlf/s+KbHo9aW92svHK2MCulYd+3bX/WPpeHti18tBdelXHZdMrpjx0l147o/fKwP1THpzHZ9PryfLQyui9OrBr5aG78mztQ+m9NDB3e6sd394be8w3NLs8FNMedTd9zj7Z8wXytbd8vkB30xdaTulFB+r7k20aeXL/arftlxOy9aWY+qy79ot7GKX32sCu9Z+19gvOxbeSaY0unE8PEGXz7eNpe460fzr0iuk/FzMuDTRNOC4tMXmQ9u9ESu/1gV3rP+camxbHpUuZnvN8IO2fDr2e7D9bhlN6bwzcP/3nZh16Pdl/Tgyn4w0dAr3XDXbzGMH//xiZP3OQ9IrxJsMm48uGV4x/MXSXXpWDpm+LTnm/GPpmjj2plF5577b/w0HTtyXP/KDHhPlBFwMHJ3ez9ib150nMHixyvtXe+sdbdej1pD/edjKzB7vYHnXnwnVQOKcR+/bsXAkybyXfN+2S2te1Y7v5yG/S66DEccksP0DaYZDpDxD3Hwz+TB27EcfCwjnet+V4H9N/b+g0Zaej2+ugDGocwQPNSrivWfH2NSsZ5271oXZCV/bxXzPCXHAf/7sBB8H7jc7eoui7YWso98c+/qNOMXd7H/94WeaameAp2fnG/VjF+ruKuTL2fz81c76aQ7P/hHafsIDTrEQGmTP2I5AuV+njfhRkXq+TlisSPtWcvb4C3tWy7/h+FHQ+MPW3Zej/qfpzVPX2TTfo7JuOuLi3gnmkWRkMMGIk5WuQRM+KY0dO8bm0UrHvxwrvc+1Pn15fdFrmvhbom8vxXc79wES52CA+Dgb2m92ZKbeOkdnrtD7TeSc5i1sHhzRwHRz6GRHwGf2LXV0HVwH52SrQFPWxxZl/HVxbju9iBb5rh7LmzOE/LbSP+t2CzP4Kut/J6he+fk7UW4RC6+f8p2XnwerTzHn3UTfo7KNO/Ndw1/NT83Tn2kfdoLOPei5/dz65cv1uPqO49XOxvuac6+dEOZJ91NHXDnfkA9fP8Tm5HUeau7yPOvq2A2dRX7f7dIgH1zuMon7w8BnUJ948kvrH20+n/vLEadR33nIaK1unUZ+6ayT1sUdPpf72xCA6jhAYROfX8/nT2ouvnxPTievneFnSpq3Y9XP4Ha6fw29x/ZxWH3m8xayfwzn/EsgpBLJxnk7HCDoBQhCugnS3Q/r9kG4LpNsG9xik29LXXHD9nF6+iOvnxDk6hG/cRx2ecf2cqJe51s9V4HoTgDDwb4W7B+5e4LkF0hEBiEIaPHBHPQ1BOlrgN99IOiZSgemEvO0AqMB2CwD11Anpsx6ltneFLr5+DvnE9XMi37h+TsyLrqyfI+NRcNfqCY7Z7M/1c0gb188hbb5+TptvevVQcfZIcfuiB6AOCbB6PN++WmiT40nliqSQ70KmYxSPQtc04XPkqVvkTrBbcX0BGQfS6Xf01DiJOL6H+U/WYZxiztx/JaDunxJNbkrvn9I22kz2ocG2SVxP0HqWOWsfGrKvyzNGReq8Reb7rSdGUxkYSNqoL0SPR37eFxmgFN539dwyKTA2s+0T+jvNLrOyLnVHCkHECeV435rjfVTnPdFDU3Y69ma/dR5HHOqHAMixdbRm34Ju9HdWnl24v7MOcBDazjL3yL4PXenvDB3T/f5OaEymjdM8Rj/feD8m33pV1GNxn6hOiMs9GWQE0A7gHgv1PINY2TGkPuL3BFsb2xP7srcDvXAlxD8e6EyAetsNYXi2TIT3k6DNPAfaHYAEQAR+jwGv9ilmJQ4QmQptFuAHp5nT+7ITO/6K38peXKe46rcylte2MYJ9h+Z7pTl9TgRf/xeBdssPcbZivFPo7/idp5LZXxPUvEifHzWGrZ8aS9dPhSvV7xDwGX/TOz9KbNfT586x7/Cbrpw7R/b9HZe5fpnP4+gAHipATkGA1qkqf8lK1a481prfbkqfTzeGzRMem5m+ruzHHqo09/h+7OtAFghif6e9UtsP6sb5dGw9bvp8ujFs/stYOv8lV/5nzH8BPW8bb+7yfuxJ+MY2QdXj0Hj9fl3r+AL9Op3vEOLj1bqFnk+n1jP783w6H6TRQ2wUJeOcFItmf0atnyUB9UVynMbPYs30s5B6YCJbp43hCfp2+DBrpp+F1x9tmvrY4s7OR1JnFOlnQVz0s6xzm9P7WeI7cb1xxzn6NAgv09R1p7n8L4X8LFjHiv4TrHu76mcR5RKA+DgY2G/BiZlyc03M7s/P0Hnnm1icnwVpoJ8FyxsCPmP70VU/Swj0wTpJv1xJk/KXK3uO75wFvhP1tKt+lnJBPttB9zsmZPpZRL1FKORn6Zik4/+a1HU/C2nD4K5XHxY6r07Pz5KrXi3GzxKfXJyfxVqZ288iypH4WcZSPwvyQc6rY212uLLrfha0XRLTqC0TgbLuANujfQq1cyxTqM0Td1P7xzGZ2kOec6htJJ1Dy5ZvErWZWt3UhqpwU3vKNYG289Fx1I5xVub3s4jpRD8LL0vZaTMU52cZS/0s+C05r06jjzzeYvwsWNf5ADpBJuFzqA3oBeiEcBTSa4F4khCfBdIdgHR3Iu9ju+xnyTqvTrRxiN2Efpax1M8i6mUuP0sI62jcLwDuzQBtkM/tWKfD3QZQAWloQ3sW8rYT8w3uMTe1eUOYTgAXhiGfqyCfUU/DWE+NV9u7Yv0spC6Gu8g3Oa9OyIsu+VnGUj+LVk/QJt+v58+NoX4WpM39LNp809Yf+9rPEj7apEQXG5URZrrPeaFzZVrPpfVNuM6oRJ6h++6SfSBwvwncT2oO9bNIo6mfZUcX58N1188S2W1SWnfT/aqovOlesdr9NW4sUevSYvZLwvSK/U/PDGiv5kG/80LQa4AwPCcYYNpDTAZ4x289E+j+H2Qsp17cFydsJPsZC3Zhc1+6Lwb6b/Bb/N3AcBEuMtgNCF6AgWQMXt8nsK/Py3Oep+69K9Lz5Hjvy/E+oPOe+2+06djb8/KIDEAHO6AOq5pg3uvz8kZNNxc8L28u4CDYPeb9sm9naKY+HWL/TO/+vp3WczPT6pyhv29nT/hV2iBNwfOh/psFdsFsoHsBlAl4boG7Yy68A+gEaIYy6IffvVAGIwD+i6BO90J7BN/bqjX9qYzxFUPu8+tmFt4Pxzcr234bx+xg7P98hYFvJeWraTfLSbtdCnxnUsh5m65k1v7Txwk5Fi5RNStcgnm2msyHvEVzzl0S8wLS6sT0XkR5wXrCfX5m/8s3L1s3nKxOCXnpfk/cH4Tv0B+Eskd/EMpfxMdn/I37g7jfh/+Ov2n9PhcWeZ5eBXzbBumwAU9Or0o3AjS5/waf0X+DdER+uuK/cc3sef/NXNANhIzzwmealVz6V/R5ejMz/TcoA/TfoAzQf5Mrv9B/087KgqsKykxV1/03Efimo0otT54q/f6iryp/vyZYpe+/CVeZ9+o8Pawnuuq/0cqf9IPnfUXKm7MxJvPy75rBEFibque/aZ4Dujors76ZovHfYJ5Ic2jekPAkHfteeMf9N85z1XwV86R9tn7ZzjxPj+1OqXOeHuKS8/QuUP03/PwEUQ/91Utr6jR6K2nrTX6++txMfwzW2ep+mRl85PTHiOm0QnwcDOw32xzN/s8X6Oz/rPOu84Li/DFIA/0xWH4Q8Bnbna76YzyQP+E5+uUkNCd/OYnk+K69wHfoQ0s6Y7K1C+1eet9oQT5/BV32zs70x4h6iFDIH+Obm50HK+fm2jfakHPfaKSF/hi9+i3XvBe2zbpBb9/oXPVkMf4Y/4XF+WPs5+f2x4hyRH8MqaPhTvTtpldl3pZyPvk1v0A+knPSoJ5vrqY2kAva/ij2Ty6i9lHLhdRW8l9A7aboPGpHxedSmyo0l5atzjnU1nJeQG2vxGxqh0mzaXscmEXtDGlmfn+MmE70x/CypE1bsfNe8Dv0x+C36I/R6iOPtxh/DNo+nQBBkI1jHrUdkwBBCHsg3Ta0NSG97ZBWF9zbMN6Z5iL2jc6uH0V/jGizIM/oj8Fn9MeIepnLH2OHvA0BtADvFri74V4FPIcgHa0AbZAGN9xRT4OQjhD85r2A2sp2TCfcYxiGPE4AoJ66J+EekWr7Vaw/hpQduIt8oz9GzIuu+GOIHQN3rZ6gLb8/570gbfTHIG3uj9Hmm149VIzdUcy+0VhPeTZvltfAHeGfRoOhfUosnXa0Qfj5cXhOQGS+ek4A1v/OsTGZ+z/QniHf2P5I/DE+T7Y/pqfWz07U9OFdwFf6/OSxsYy8rJufW4a59qm+687jz8L9k7/LYaur54Adf5ZV+nWJiKeN76gjH30a8X5dEsmLp9JNz1AquE91Oemx544P7iS+/nn2x+b8hYG/fHQRD+kiXj66iId0Ea9/gX25KX/WjP2x9eSMeCjnXPtoi3RRziLeAWw9ViBpJPtFvNZf1U8z25+ikq2r0c6Yp3N11P3IxP3D7rfS9iM4GtqtpdSvRvLnMtpfqGqIZZQzz6VCOXNINRWsPWu7Z216H/eqY6+Tyf7tbN92vl+7uE97vcTWW9bR8nZgedf8n96a4vapjs3J3Ke6s5rS+3Q/rc/tqMmm15Prc92LKL3Purg+t7v02nTo9eR69YrFlN7nXVzf2V16LTr0enJ/JIuP0vuii+s7u0uvWYdeT67vTDB6X+6n9Z1Vtdn0enJ9Zzujt6eL66u7S895MV1vuSfPessnsvZj7/56y9aLafoOEOrrHt3/8JJsej26/yGj10eg16P7H+rQ68n9aPxL2P4+gv0wDnQF1yBzvFeAoHbFcRnLYzy/Vzwn4F4rtcddfjpf2yLkC5JAtjvYPvZo33tlg+K626g4rzIqjp2Sws9NsPkpXx0CX7i+H3nDAcXDNXyNZ+XGBYB+uSjYK9bLqZ2vvdB/E+Jjiqw/gYkN+FW+cH551EPnl1tfp+cLk/b0e2pvvSzwhbLKZ2+VlRxhynWuwj1Wdl7GEiovvt4e5Tpb6plrIhtH4eclDm9a1qB3BvgCX0P9ktqmJcPmN9SvWFbTkD4GXKbngKfn139Ebbhm6NthXcPPCeLnMISWP2MIrXjG4L+MnsMQWQvyfMoe/4rbc+wcBnLuwa5Ncmy3SVk4nfqDSpjNxv1zyXmPW7T90Yon1sna9Zg1y+hz48AOubn2SMUa+W36/IbQz45R51WmjEoYAM/HJfahZFLiAK6v1XNJQ+eq9NtqjErVJKPybFOM9A+bvzGS+vZNjT6I6/fHMb14xXgXW7//gCHX+R73sfLTdhnVB9VGv8bE5REofYmkF/OxY+H18txnjpMqAUg/8eHr0+PPJ7NGLJj8XO68tyTdX/znMyP7CtPQqN1dk213F9PPxf0oRgIUsz8Hb9+QXpyV777lXbO7y1hfoJj9Oagc4iR9nkuz6RVjd3f33Igoo9evvGt29+/p3VBof46LmH7xcyMcDdn0etLuDjN61vL9Y3dbl2XT60m7O8Do9S/fP3Z3UodeT9rd3kZKb0D5/rG7I03ULj1HoLejLGq8VKgnN7B6crtxfMa9O/Tsy/XpNfQQvVgj3bdzkib/KoHa04zOvtxnT1pB8+8vA/aTnahDryft4Dij9+cB+8fOD12RTa+n+jH8PKfmT15J+50xWr6+kaS/mfJz0YCutR9ae/wmiPBlQPLOzzz/4LYSdYUiaR8vo/QuHNA9v5TWjrnZSs9d0NJFO4b0w6/NpldM+6+NT+u//JWVnrvgZf5xhbWPyWs2yVg+/0fsT0BbLdrtJ0vZ+7TiesXoQowrkO6vI9gvp/Hb4I7AbekA0CX9hOuYH6x/1+pzzxXqOlf0pTohbt6u6p338ADrPzRX0Prn4Qw/sIv4gcfkqX+09FpJn4m2cwcQXq8xifQetNJ5B5duT6KNlWpk93rNvU7zey27+9n9Ig1eNbvPZ/caze8r5Q+eMkpROcDrv5VUvms1+loH9XsQWD0Hz8AAtrek0yvtXf0H9CbjvDKB3lKDahuTfgKjNx3kvTdrTUn5Z+n7jUAP07ZUaL/E9El7Sc9zZTa9pT1IL3ol1dfQANFPFTBi2T2vB9pLx1V03/CbdeRp2MfjeMQ+1qG3VKC3r/381lW0j3pjkfqyt/oZWEX15RoNvSWCfyYA9B7aR/qSZPQCOuW9E9rQDwD2ZXn3Bqh+rtLo53hBP/dlfyPG6F2lofdwD9FzXU31xa8jz/RMACH/9lZfIlfT/Js/YP/43e3XZNPryf5NiNGrHrB/+m/Sz7Pp9WT/1M/oeQfsn/53XIdeT/oX/Dr2dk/6T6KraXl/QbDXjJpx+1z6See506f1Vrpe392cacf5V1P79ELmb0N/ONLbmMdvTew/+I6vlZF06D1spX5HLb34anX8Hf2XFVvfyJgn0LHLqO7NhvOe+PgY6wfMG9A1v2N3/YDOX2TTK2Z+QXf9gK2M3twu9tPx3NRifYGiH9D2y2x6PdlPDzJ6c/ZTP71Th15Pjjf6grTc/CyjHQkbsF2e2gN2agejN0DHDpisQ29v7cbmjbRfnNLUC9iVn9QD9Np0+sU92W5VXM/m2/TfP+1Wiw69nmy3LDew+Yn990+71axDryfnEyUYvU/6d88v1VV6VWuy6fXkfLB2Ri/Rv2vtX3fpOW/MpldM+9enm/RaGb2P++8fP3XLik2yll5PtX84CHt32j6jENh2K7mTsdVNNIxDAoE3aNgm4GC9a2U4dgQWPhr9FSyMdpKLhXH2p5eFHQL+CAHfifGzME4kDbGwC99vuZXwhc/hTTRsZfxYGZ/hN2gY+YwynMECDvIZY++RzzgLI59JFkY+rS/RsEPAHyHgI58OhoN8elkY+XQBn+WMz+SLNMzlWc7luY2GbUKYy7NckGe5IM9yQZ7lgjzLBXmWC/IsZ/wkO24ldDg/NoEfm5C/NoEfm8CPTeDHJvBjE/ixCfzYBH5sAj82IX9tQv7ahPwdLOTvYMZnhIV5/g4W8newkL+DhfwdLOTvYCF/Bwv5O1jI38FC/g4W8newkL+Dhfy1Mz5DL9Ew8hlmYeQz+gYNI58R9h6/j7KwnfFsZ3zG2HvSF2Fh5FPaTMMOAX+EgI982hkO8ulgYeQzAvl+NOPTtZmGkU8PCyOf8TdoGPn0svfIp5+FMa4oCx/NeDia8Rlg75HPMAs7BPwRAj7yGWPvyQTxGA0jn37gs4Lx6YjRMClLLEyGJN+kYeTTw94jn14WRj79LIzxRli4gvFQwfgMsPcOAX+EgI98RlkY+YyxMPLpAD6HMj7jMRpGPpMsTMrtmzRMVt+/TMNEj1mY5D0LE3mxMKHBwkMZz0N5OWLvRwj4yKefhZHPCAuT8g48OAT9dAj66RB00iHopEPQSYegkw5BJx2CTjoEnXQIOungPGy9lbzjujdC0L0Rgr6NEPRthKBvIwR9GyHo2whB30YIOjaC0Y1C2XTyuu5lGib1+Cs0jHT9LIx0wyyMdJMsTPT+VRomvggWJnRZ2MnoOpn87a/RMCl3IP9RXJ9fo2Hiq2RhIn8WRh7iLEzK+es0jDx4WRh5iLAw8hBnYaTnfYOGRzF+RvEyBTy4mE4mL6oxuxjdMAsTABwcE0Jw7VoreTB/kFf/Wl17IfXiohfPfyb1jGQYmGFyPD29//SXUqmU6YjaI/C53CSZWhvPbPzm/Rfe/wbe37HxvY0Dz2g4g44SS9IRZsn8zO+rfv/Vx1s+TqU6U18DzprH3n5sTd3FdZ+8/MDLqdSuVOyj7z46xX+nXzL2Sw9RHVoqld5zReUVnYmXE1//mPpx3fPvPd/XUeOQNOexDwb6uXjlVyEeR8iSnNoe2n7ymvfXoDWL10/KpLJHgtOCuz557ROk/+zGdzemfnjnh+Ou3HIl380uH4+DIN0PXjf5us/jL8VTqX+lvgC6R8x/dD6X7dznUs9Z5MNki3A9UzWoissWJ8a9cbXjahwrmLvy3pXzpkyesj1yZeRVeLYMu3IYxnMi8Jh659p3Ln985+NjK8+rXH3hORemvn7y6y3Ay/wrbr9ixpTpUzpuW3obxiGfEjqF9uEkacsvfvaLf+5M7ZxQfVP17DGjxuzc8IsNv0+kEoZ+rn56sp39bOpZc8khJWZ2GU1mE+0vFeZRK9sDDZJh++/O/N17gFN91T1XzZ567tRH19StSaU+SXHZFuKRp3tV9NvomAlVE86bMm5K6RGVR3DZpnJcXLbTBhgGpP61/l/Dr33rWp7fJyOf7wbfnfzAdw/grAdO45Rff/hrTCnm+NZVJ6y699vUt9KB48m2PJOskjX17X3fVlz+5uXItwfi/b6zrfOw6mequW41/bTkp8nUa6k+rttderLV8hjantouySPkYnjUynbWwcaDU7uf2H38lR1pHT1dkZTUjt/v4LItxKM23do64apXU6+eMWrSqDOE65WVE1dy2QYdFsdnqXdTB4y6Lb027ACAL/501p9Wv516Wyo7sUyPxjPnDzz/nxCH4eA52CWSHBbJkopfFz+V4fxyuGV4CuLVu2wXPn+hWC9w2V7xSuqVkc7xzpHsOvzEU06UDIqhGB61sl1zsuXkHan3U8rpvz+df6OVbSEeTywz5pVtofo2H9/X5pHtE1P7TW1P/Zgy2i4ipsoJiLMtsM25NrEWawRM205I2wjveu/xwlUBYO73k35dqW+L4VErW/zmc/zmrPBZuWRbiMdCeltItlguUp0Pd4rl7STUwXeC70x58F8P6tUJxciWlsnHd4+8+f2bqSRyX4VkWwyPRLYf3PzBiJs/uBl5nMa+GXnjezci/dOkzBbUQNaRQnlbZlRuLQEb43J17MN+m1nxsDDO77cP/IwkOrxMtRnsC9ZKjiVrpVgdfRevXtslvwTf/8IzYrlFfF/sfi/ivvnbkLcZxykcyBwr9ruz7uelyeXHKIlvf6r4Go9Rkk04rz5pQmMtBmHr8mPyrvM+EuAwjP//mZUoxEHEzzgOuajM8PFfKdzJTJJafzwm6x1Pl5HFRfbGeXYV4Qt/859ToYR+YiI+HnH/nFMRb+mRSnT+2rxyaSsNkvz52wvvv6CH5zgqJoePUtfAot6SdQbsnCg+388TNist532wnj/PlzJ/r1laPb+uZiGJA9ffCmsy6uoXVNfVDK9ZetHM6SfOnDF+mHP45LEXTRk3ffrZE8ZNH15XO3/h/KZlS2qWNp24pF4atWwUxje5en5NnX3cEn/jZWS8Lm98JzY1Lsob6Y875/w59mfU12iY7itDrj/9Uvb+yaxE/mpWYnBPGoJy1V8gLAVlx5/Nit8UlAPwnIDfk/DsM4IsIewCvNCfM/dX9wvxVkG8GB/GhfFgHPg9fqv9Lke68iWG5HfLn1R6UaCHdJBGMfHnjZyVn04hftuff5mRXt38HVZXvXSxv3rBJYUJYPyeP6vx+7safwEBoXwiQvyWv9D4tfLJpaeFlZT+Rzq2vwjp+AvNB7189v1VxUsCnqgPufRjYiE5FGY0Xb+0CXy2M3lo6eUrt4VKGMpjYhH5VgzLKK8KQV7xv9LyxMslL49iOcRI8LtWeJeeZ3A7lTPH0/sOCWK92g5lPfLHbRlGwnEQUfyb+4TKUm1XbsB+stW6WRL859or+10yx95y2vdHu4rEDzD8aPx2s4JAn89zZdyjDRn3vn37brbeYVYQTjjhhNcPOuig2MEHHxw75JBDXnY4HG8ceuihLx922GEvB4NGO/lupUmRWT+R+wT9V5qUY4cMeRVM6DdxfxjvkBIl1zqukcy4wDVcllFyWt+cCyYRQ+OtkszUFdvOnyTlXvu3qLahZlF9c3rJn2hX4F6M3sfYPgr1Gyx8nV/8ow0Wz8cbLN4EwJRbJHdzfH3NZfZjk8s3kFZ9JXyD32H7NLZ+CShsozR26jzdeB3Xb7DovU82qe9xfSZ/H2nYYBmSOz1E5kN04nPVb0jbSJ/kGQg61CyZb2hyNx06+arJ6ikF2ZfWxu4pvGJ8KcX4BfAqpo+LVzH9Nd5fKdT3wEtrR+fCw4Lw2qoTV6G/55Kbn7553MSZE686331+6l8b/qWVywCw9/948ciLP936zNZUanfq692p3Ru2JLYceu5vz+V98/vzzEd9/OufWPKVGe1CeZPJtMlgMLxI9nx86PD0t6sm9pWw/PM6QGH1WeJvfF0C1K9PAX70cIt9/iCL1TXI4oe7a8EgSxTucbgXU4+uIQKSX9q39Si/VxRZjyafYvjRirvMCkIx9WhJScmmKsBFQDkiGI3GF1Ge8HMauAxRdlyOfMwi9nezUsbwsHzPqG5YXNM4buny2ob6paSGqW/yM1z8/fzahTX1y+zTffUNjQuaGu0TGujv3A6fWr2kRhLscoqv/j6uuWYB/x3jq6xf0IRk9KLU1sNVYP8m7qayid6deX6PeB0TuG6lYcYNn2L4+q9Wr5QE/tL0dL5zNhkVdxPtN7majBn784l8Y/25tLqpsbauaZldiHCQrvzoRGoni896j1mNH8J29ox0+W9ERa/qkGONm2Q/e+dh33vYcxU8uyDsZc9eePaI39+2TXbAc4S/W06/D7FnCzwHIBxmz1Z4DgnfN4e3pWkTG5x9H2Pv7PAcxfC92ftoYaOagPeJRnqOD6a/AvD5t51wD7ZRXYyVDiZl0bYV91Km/Tv7DklpvsKohLfDvY21T2dS2yjC6ZWYFE9Epe010vXZ0S/pO/59+0P0OZgA++0LsDc/p3ufB3ZKit9qUqL30j3j3OtJOUjzEx21TXYhLUYjCPghRtv+iaTYAN8i4Gel/z5IP0sv0ZqztsnR+1j676XtuJSQlOjPy6hcHzETG4fHFxv9wfow4NsjlN+OYWvSdqXn+dK0fKKPYJyl6fS6G+jeAY6nzYrnbch//j3EF4H4rF/QPUX96zPlH3kkvl4CeTjuo/IIH0PzIoA8Q344BlwnE1nwNPxPaca+xlnpB9zEvWr6A/2vkzHvUAadAO3se9fbFCdw1gfrkba1P+W/7VKTUirwx9PXein93Q357wV98dxL88FrvS7Ddk4OLFNcn0L+n03tveZ31sqx+g45xOjZQR7et0D/36Lft7+9lvzmAB2JS2VKFcjPD/xEIR17MH0bqCxdb9FnD/weBVmijL17SpWs9ANe4j51v9CZS2sbL8Mz0iN0X/4pTctqF+hXo1n1UuB+6DfcT+Nqv7979Z62Xib0WTOojQfrGi+rb6qKrQdZhPy9Xj0oyiHdD69d0NjUUJNV/RMbRuvHfQB05wGa/tgD+0YOnL6u3Q91lpXVe5blRcpBiLArcqisX7G0rr56YZYgRo8ereUr9CCkndVrHQ/uGzmk6evEg3V/BUu/fXnR7WI6Qn05NJyhlQP2n+MBE+nHlQMYWT+undE6lfXj3O9tluP9yzL8Gx5oH0rIuPMQaSjUtXifC3UW3u/uT++fjaLv3wJc7OnzflcY+l1W6HeFPqb9LldjfD3mopf1u26BugfrH8GeWcbTz9PL+4N68UW/e5/EF16ZHd+ypvnoeCARkv01oT5zLaN4+FyHfkipZpnGnlKWpfuTRsk/Y63kgbrGB22lFb7V2Dlloh2G47FaO6iQHZbP7sPxAaE+kfTKlZ5+BaD9CQHEAZIA0sNcj9Xx2LzlgvGlW4+y8VhVfuaM/XSsNz5pSK550hCBO9eh9fbYA+Eb6HPd+4Afp/1s1o8XznOh8vaCvJuhLUJ556vHcDw2lz/h9lM6MsaxVH5peTopx3fu21Q/ER+PdWjGHTrxz8fQTWKA41oYvytC9SvwSJ796/+Rve9wOj8foXIRn3PF42jLjKe7csjJ59dbhTZfpnzel1l+VL2b7tPooUnMTweUO+c/aPk5qUg+9cZ7UO52sOs44D8xPZ1tueXlY+MbeOF4Hn7nEOqDr4BI4sKYoeJ8dcqtB3j2sPzypajP0vDy72KfCUbp3Mc3WrCj6QSb0z3bpJR7Y7qeGpu1pNtn74IA/OLjdDY/CMsRtQF9jbivmHqWTmoVAoaXndE8bNkCX82SmmG+6qUL6wrtq1z43V5+H//bLyOPgr33KPIev6OY5FuYP8zbp0Sx9i1RYv1KFPR1GOJ3PKmVSVo22vyXShQ3fIdyMgr+QjwPInaVSWmLmhV+HgSvl37aJElPA3KFNWZpFvTCB/z4GE9tkK9E7r6LZjwuDLRu7/uC5aeoQ/NNiusS9bxQQ32z/aF/liqdB6n6YHuLtrchdre8Te8V2+g9vK1MV3daNpYq9v4xS/DoEqXiaBpfAN61baQ2s+MFeo8Oh/4H6Er4uDRNvKfzZ2TmFCs2XszzWh9O7oL6mgWfVlqIV798zRdwe/WGsf1yfYe/H/547t+LvexPQD8NoLFJfTcUnhFEvEqvSfkDlUD6/QzAmcHwmlFXoK+D8gTVi6f78/B7M8O5L37H42lbEt6F2Ps7rlN1vRXetbL3YBbM4e+j8C7K3tvBjmo9Htqi2JMvE1v0DogL9Kb5pOvkv6CN/kQsXZ91wjedPC3vQl0LGdjfhP7AsJHXt7HlzxisK54xxFbQfe6kuSbFOc+kfM5+H/U1yOhreh5C+5NQ7/0Iz0/iXvK3SEcN+vGE9LkVIIMAvEdwsXLkhzBCC4A0T2r982NDW5GuA2h4gK4HaIabKV0f4CBd1+RnDFq6zU8BXRYP0v1W+fEEfr6JPaXmVVAuUYJI60n6HdJB2AnP8Rm3SGB+zxH5dUC8CPUN9ln43g5hBDeAtI2uNedy0vJre4ry+62OnEIgI5QVxoP8tj4lnBMEdPEZYXlNzXx83wJhhCjS3QoyNOTehzDE6H6loYv1055vQE7wW3y3WcH5Dt5Z5UozQOj1for7/P6Kq6VDbq3aKuPdNXur3DatXGkHsJ1L28CWjn5KEIDjVb3RX4lUlWd8h/c4xJkEcMK3bgDit8f6D/rnCaGvol3nkt68j9eX37bIfZhc8D5uFp1PiHUuQr7zBOjgzc71WS0io4H7vSSe7qd0AvjfGkLL6QU0nTwdgbNlxTZFVmI7aH1YAeEIvEtOlRVpmqxEQRa2Lf2UxMz+SivIzz1ZViyID7+3AF6zR1Y6pslq+jdA/R9Vz29KBiVp12pJOlazxsygCYv1H7uz6bpQp8KLqg9BJyrnG6TS+WTtsj+hs49+MvMd0o8Dn63As+NcSJNLVkLAaysAT78N+K8A8MK7ZoAghH0e9fdW+K4ZoA1+C58D78+TFQ9A1VbmF4Fw63lC+uE96gDvH5K22QTlxgy6W0L1twVsIWL3f76BJHVwnNr9tfNPdjgz21k7trNDDpF6r96r9/pfcP2kRCq591ezfnVs7Z9rc40PFzsm3XtlXnprE7o7Pl/MVey6j3/3lWv+PF6Hzt84X7tOpFe2XZft1a+nXh/tmuoaza5RAKWHDD/kf7Pe9q5X6l2v1LteqXe9Uu96pd71Snz+X+96pf/c9Up6si3E497KFr948+eOn78Pz3OuuOeKuZMnT/7gvpX3vYbtxImrTsxFo5Bs0df1zo3OGz/FuaE3PXGT+5xZ5yyaNWXWabXLaiVjf2NXZFsMj0OgTU/FlsZueiP1Rr/jzztehjqn0NzUQjzurWzx+SBI29+bzmra+cGLH+yE97heqXzUslG8fu+ObPE6GNL7t+Wjl3/2VvtbOJ/24510LZBkPsLcVRusEI/4N1hZXvnNh09/6LzlnVuQh2Lm8+bjMZ9se6/eq/fqvfiVHleaa1ISs01K7CITGa9G/3/bebISB2iZVq60TlPHcdrOlRUfgPP1/krVm/2VZ8+uoPORN/RTfML4j5uN5cR9hyp83ATHjTyf0vESy+8GKzYA7v9PJMwKjoHgczUw1ZrYWto6Ux0fD241K8GtmWfDG86eMG6uUPPW/qKj9CKkuc2sJAHGsPc4z+y9AzPXPxiOyxgz6dI76ZjC7wy53knZ7xImnfjIdfmzOu8qc8Vn0BkfwkYrcZVJ+YyBVL/Uzs8Fc88wGOJP0fE/fOb72xKpT5LT58Xh/NloiUmJvGVWPP4OGeOM3CsrOBfY8w6djxueIWfMr3Y+TefiOqxsfvMOeAb8wDv0jLoWnL8O8YUi9Hs+/zcE8dgxDz8xK3bAtb5rVpBedCdtoL1sPm8E53dH6JxexPdtofOkrWx+cHSMrBwt8FMF9B1I/206NhibCt+wwTUy/xfeJyLq/Gdx/rb0g0WJ7i5V/PUdcgTord5TqtggPhfOfX6XxufZwea5vkXTFy1VFCvO5YbnSkiXHeQRi9A5yohvj5qVCM5F/sKshHdIihvnf5eWKFYA/N0L8WFcnos+WL8d6NnfWSsH4PtwhH4v8ufq01exQNmwl5Qo3rfp/PEK5Ad48zB+LIYSEhexsfTmf4OscQ60RA8gl1q3UnnaIb2dEKdIL3GlrHRA/vjhmwCTd8cDhyv+iWVKtPmD9UjPO0mdX0L2N5t5AJFFCHiM/1iqOGoOVKR3oM7Y0o/mB8QXe4fmOcbn3EF5D/1/9r4Fvqki+/+mjyS9PBooYEDQ8NLyropaBSUqalXE7ApSBTVFi60CjaVIXVHjA62PXaOrS3X3t5tdX13X1fx/inYVMSK721VX4ypaRLQIalDQoK5bXbT/8733TDK5uWmLLVD8ZfI5n5t5nXPmzJkzzzuX9cX9ia47Re+zvlH9Q1YaAcLnG5uvioMh2mv1n+i6gzryUnzTNn5/7z1dPinlp7TRTYn6d1F+1yZdZ7Xz5J/oZQ1z/vpe2aqLz+aDXsknOq+JASvJh8rqovp1fWdVG8m+BcCPXeM5y2Nh3snvHuJUXZtX5oVIZr4zbFr5nCR/D78bobxLdpX597C+Od1bVrlZxmgfTVMUNUL+IpKJ6518NUD4HcBNYW6Scwnqi9Ob1v8OKj/zfwzZo5Km1+yt0vkkewvJnc+GlVJ/IWxNEduu6IYcdfLql+yn4uyIP1ttCOWqW//xmr3bOy3maCeVYSuB8WyWxVJRnu7cGh9XK6+etKDGN6V2wj4/twa7tZn6vc05aieKrFznF+er/NP21ZgBe/C7U1XF2hnF5HNepUO355X8JUe11C4iW+PzJepu0cI6nCuuvKgsBVnt0oXib4l83jVPa0dxHFz3Wtp1H+SoAEvZJeWgu4v0sZn8AJF+6kS9HeL8j+8JqxoZlavWjUaY6wRFCRD43YT+BNDEWRnPV2QHvibb3ZqjnZWxkFJFadxESnXR8Cx9nJEtld/YF4vxiDyZNJ7niG6ntvgnffxkPOcBaKU4+6NZqpJxPdqFrsmO1yHcuVntt5WTeJwqjz0FaGPJQ8xy/mwdxoSyXchmOqfdyk1kcLLNibbz9Wscss4hyCWwEtTxlpr/hZyMvvVEF9PP61XQfKlV+k5c48c5KiBpfkDxdVLWBb9otl6BMQWNTbwEJ0n2CHoo66JwSFddeRFeR5pbUX4+K02uavlEH5e8/TuX9mlgb06uWkx9Rejj5PkF8snzjzqOhyvm+Qfmn8o9Q1UXQUQdorZsGawqv6T5IkExQSlBiMKiPx+qBilNiMC/nsZ/NJZsfKufqhAU8jzTzXPGYLk+D62/8zttzFb6r8S7CNr5MxofVbyTOH8n3PZa/V6luov1/IXcDsR81vj0/qpFG2M3EA+BOQPUcOkAtZnAeac+9m7h84R+4j+Acon5L9GP6mfzrKBfe6lOL/COnr6C+S+6M/kcYtEptiR+ijfq6euf0N858VzeR/US1BM0EDQSNBFE4ff1SZy/o/qr2JYofyvF26v7qE6CQoJwZR+1dmK+GqFneGEfNUbQTFC6hOLp6aOn77B8tYXim+npprCGw/PVWnq66ekkWo1VlJaeHvJXEJQulOjTeDWq0+/fkZ08sQfbyboLsjN2sge64i0JO+MhO1MY089Va21Ht5va56SdPP/z3LVlVdCWq0Ywn6L5m+vznKT3p5u391P9mN/RnIrGctmRHYn46TT/sm/OV70bySa93Q/hJzik+bB2zPghai80P/O+ZdXml0U0nwuA3mc6nvqo/u57EdMNkN//GIFOZ3zhByv1e/RO1+eLsFN++u+fp9uHxsuHqEGaVwZadBvjWG9Nmo/zMNQWn/8RXcyB6e9YlN/bmkgfpPI3P9xL9dKzcFEfzc4Xka10U/rI57rd921amYe1CY8+v1UCeUPUMM1lsSaA+buH8vWR1mPqaf6OtQrMWZHfIckv7HQmrTe4JjrVksZ87Ux9PP9UR9J6U+jD5He65fy1S/qrIbIvvh26DBWz+T+VA3PghQsXPqS9/07p3VT3YYLWz5LXPwqfLlCLdiTrgz+q102EdIL0ISvKZ9t5oJ8X6kV2gXD5dRkXtvD6qCc3l89D6/UW4PoufS5fzq847dmqj+K8nD6QlauGyB8inOC5jvy4SyGo5z/YT34vlTWk+61F4RxtLaIoN1ecjbcklZ/Co7ru5Yh5zKFdnMd4vNmq15uddh7jozi/N2Mve7ztvDB5HoP3GiueiliK5yTGm4U0NwZotua7nPj6kPG9RjfaM82hiwjuftr8vcb6Pl16r1Fzw9g7kteHxJoBOE63PpTQ5aYTLT9gLWdPrA/VfZmjAuJ9B8umvnf7MsK7TRU0/m5Zk6O/1yjFCZmMVMzfa2yh+os9n6O91wg/+k2M5d1fJ94XEuN5Ea8Y/D5KW0p5kB76UvjSa3b5O9alVP8A4/6FrC+/IX05CH0x4fISzHrZfD2xVum6vgg3LI2+DOOkw0zHhU0nKj1EXxr/TfO+fyfkGuN33GrbOp6/b6d82znv7nwjaDzVDQByyuX6d1Dd+lr19bLO6EuQ0rq/0tOb6Usd4Qd0Rl/8hCvQml5fSvO7ri9u9hak0ZcCTlrQw/Ul+h8a9/wnIddIX102pX07ltFQkjFgd/VlHuUByPoC2xL8Vl9b7Yy+RCgtbAzSm+lLI+FvbO2cvoQIV/jb9PoS+y6ny/oyUfJCJ1xfpPZHss70VH1xkpwAIrSCZePqhIxmUL4Z3+6+vtxOeQCyvsC2RHbp6/Cd0ReF+IONQXozfYkS/ui3ndOXFqIb25VeXxq+7x59GcXeAWn0ZYAU31P1pYTkBBCheAdZ06PnO5bRcsq3fNfu68tqygOQ9QW2pfVC/f3mzuhLLIfm4t/mxNN7SH/s3IfK72MXU3jxd4nwQvoPCF6YmNdo779TmIPD8V63EY+f4vwSHh/9B9RL7Srde91og1VLKmuM73UDD9659zAeQVcrz/nZKt75RnuQ+bBTevv3CT5aKR/A9X0yHxXAa3ivPcZ8mL2Hj3fwmxiPzEct+WslesALWI6x66yEnCD7Wn7P3Ux+YcoTlvCE6D+g2cC3uy2Vb7TXdPcHoM4CjAd0sX4u7o9Z/WVijA09afo+cX+cB3QkfQFdwOS2nHi5kK6Z/I08HpHLE6DwgJTfT/8BDRxW0if9/QIY68n3C1xMYxOMT7R6oLFyBeNBebzkT6p/8gPe/iPXP6UDuHiMXUzPdHoYa0u+X0Cm20z5mhkP6FY49PLX0Xxm1LP6uC+p/JQOULFVD/fTf0AD+Lhs6fkurs8Y+VPKT2Fyfcp8tNK8ycN4ZD30U7if51RY/w4cnq82Yv2aIEZQtEFfV2/k9XYnr/P7Ty5MWn93Ng9X5fX5hkv0dfviLYPVEoLie4aqpQTOSxJ3B2nr/xYq6yeJ9fcWStOKtGcOUJve6qeWrO+nekoHqMX030ng/dVQ1U9Qh3sUZg5QI8CtDlHrZvdTgwSlFF5BYGd+myltlKAQeyQU30T/66XzdxVZRF8/k2IB/SKK8yB+JfFK4Nmklyt2in4uLHwW70PwPktwQ3K5fVzuEo5v4H2JWqLtJahYTbJdnZ/Y/yD6UUtC/iGKCxNE8Hw2X22hZ4zA/ly+6iQoJCgm8K3PV90/7afiuxcy/WIudxPfz9AQ1PdDimfqfDfcmSz/CkpfwXeSivOHIen8oT2b2kV2bsr4wOz8oY/6jkJvdnw/7f/S+cNeJuuAPurzahjidq+M2if2u7IT9sctjceM9yaJfA05eh3UuCrK5Pili2uWav3m3GwV55P8a5P7GfBTaujvsf+I/gr+KOXBGBHnQJDKV9ovaX1ZXv9t+qSf2kC6GsrN1c7wIV2he8uqCK/davexnpZY7/fOHKl6wzmqF+u1vH5ba89WxVovbFkz6z7W1OG3v5WvnZVz4f7bd/LV4PI+2llLbc8Beoz7eXP1NepR31nVMM73IS43V+PH/XY/bdwSP/9I8dhLCPL6r3Dx9V/CE+W1fG3/44Zmff+QwnaBDs6zUVmD76WeP/TU9FEVnGck3nHmDPENUZ2W8rl+ftOO8hMNH5+/bMR6PPk9fN6xlNqen/4jzXJyIex/WPU0Wnul+KBVT6PZG6x/0/8A++sRj/Kx34u9XPI7bLq/4i5q7zvMx5xa+SldlOsG5Q/i/BznbQXOLH0vQLFp/F7bwvVVRP5C7NuQ30VPNwHWA+yUvojza/pw9cb4WUHsh1TUDVc9661qaIdV3/94d2We/wybWkTyc71PNq/2n3H5ekmXgmgrdn0PAzgCuTy+JP+oIU7V81Af1U/pHFduWaXdj/xJgbY3hT0Y7XzqDt4PR9+yeHjq/beEO2pNlN+7jeqL6hN7UkGnUy2l+sPZwjCFYZwcfoDoEf8og7b/8f7KPB+lxRnGll1WtR76+L5+5tBlsanOTSvzcFev6wy9XTS2DE7aDwo92Ed1vGVVvTt0fYEfskGZNP7rhya1R+/W5PuMPbaEbUb7CDIdPLG/5s5NxLvPGqmm6D/Riep123Yl2uN4s7Xprs2HNre0HC9ATpOFe7Wydbt0QuIjDsoGMloV775mr5fW2QNknwJ5rJfSOcxIVvI6++kII1vZQrB9k/k8Ffdmdcc6O9YrfsF2VZqnZnVmnb2HzFOzYmquChDb+2ZbWj3pHKbr/E7um82T06Wew1QMhXPMTcZbx35Rv0imn5k03t9nOCf0EM2DB+aqIznf9+hXeDgk5k9bn8mJ372I8X+9PsfIGszjekANjcnleaCYH4QoPNQ7MW8K0n9Ak7Qvkm5+hL2TdPMjH81HMFcBHh4/WGW6hRRfqO/B2BDupP8Ad2LPypJufoS9m3Tzo1aKw9wEeORxC+6XxD2TYj4aLz+lC/VJyCtI/wFNCT60eVpR39T5UX2f9POjRkrvYzyCD3FfnleSLfhpZFra+i3lc/dN1AfoAkb1jdefRebfBzp9E3L00n9AXWLd2ZGu/rA2na7+ikhekCXwmK0TRCk8KvHZTP8BSn5uh+sskb7p6w9z+EbGw3TzIRfMbTHHxTp1UvkpnU+a93vpP6DOwEcsP7X+sH+Rrv4wty9iPMyHzaz+wE+tTutgbTyMc9qOBD+gC9iab15/RZS2SErvov+AEkcy/wHyR7JftDhySJY5fP+hQ+ff8XnyPW7Ag7F7lGwO8DD/g7X1O/IHJXrACyj5IL6e4kC6wkEk6+ttSespvvNWaue7NV0a8ay9o/Nl03vw+bLwobmZ8xI90DU+YlXFuoEivTfjLiC7WNC5dYOGAWRDCE7OrBvoaWj8kMMg+hlHEc1BHreqxSRTs3V82Y97JO1j9LuUc6TzSo40dVj/RX2ewFP0uD6/cCjJ9zrjbubVBFifqIS93fSONSStWxQRr0XSPcxtPO7xyvtZK5qtm0l2TX+1qs0EOEVduOjarMbRfG5qeK46i6GC+18x/oLIcRdvDpfFM9umycE9gfqT25LtHuTnmJSr1pIM3GQXh0v2u3U8pR+lz3fmLyxb7JL6vUhkjV15Y43dtWlNfN7gd1I/dN2apO/agU7dRpsKmeDuaXncEhtNfhon4n5owU9oXuI7dIHrEt+1k8OLNqy1i/05+XxRHfEP6Mz+nPcJq+ojftPtz0XD1m47L3Ig7/83PGdN2p8T3+Y9sEfv/8emRQ+g8dABkKsuay/LJvq8uYwaJyTqYCjJGKCVe1Jqv1Q7yLyvmkd5APL+nHH/LTSE+MI6HuEw26+tp/z1zs7pQ4BwBYek14eKdV3Xh6Hs7ZdGH4Rt6tfDz4O0Dqa2PDgh15YX9XJUvNixjMaTjAG6WGymaXA3iTFsIeUByPrgoTYcGkpjPGdup/ZrWygtbBTSm+lLE+FvGtI5fQkTrsjQ9PpSO6Lr54cOlLz47zo4N2V/X7YhKfqSh8td9rG+vPHxG4UkJ0D8rMxwPj80wUxG33x6qv8Jf9wOUL55nNfS1ppyX7e4y8YY/hvKA5D1xU9123IQjQ2GdE5fHCRv2BikN9OXVsLfOtSgL32m9THTlxjRVQ5up79Zbe0WfRlmqi/1x3RKXzQ57nv7UkqyAsTXiVg20WdNZaTdmRYfN1G+2zmv5ejTju6svrxCeTSQ9AW2xUG6GhvaOX1xU1rYGKQX559lfSmk+ijkOvEP5+930KhW1peF771kPw91R/FFBOnOPzes7ZK+jDXal+T+qJfp+WfFuC7bE/RloGVgnYvGfS59nUhbd2LZNLzQvoxCT1vVGNnpIOlVjsmco1h6powHKF8z6aV8/hm2pXWVVUW764y+FD5lVWFjRPoAjY9LaCzjkM6PKHevsYtxr7anuVTfu9D2R0k/SrjOtPUhsqeAhuEdr28K2xv/vgTzoZ3/oLJBP4HHbH3MTvH2EYl1llZKB3CN6Hh9TNj+nSZ0myFTxiPPEwqpnna5dDucdP6D0gUkPvzgm6DBwIdjpMn5D04TP88j8VFP9eJhPOAjS6oP6Ixmk0ju4Kd+RGLe6SI6AMEP6AJyRurrY2Eaqwq5FD2/2u5au9oeXLda+55cM88HPdWrNX1aPSZ5XqSd/yI8fgm/j/4D6hHG31lOh7+C87nLU/E73rep9aN0PCgvvrMs022lcIB3nE1LH6X/gJb3bNoaf/EoxkPzPPcjuWojzTGBx/8Pq/4+3eocFd8KevODdr5PZnCaPT2K8JVmx/lsIRlhTlo8Mjfpe4XaN4iIRs14PV0TxdfRnLmYy+Pk+hP3gGBoPcOSmB+3UvnFPL1Qmk82E97mUZ2bp5fQXLaUYA7P04MluvwCxPvdDPFzDTRu1ea+ozq2E+3xHSy0x/mukNaTAoQ7MLpzfCuHkI4SlBr4biD78ChDfM4yWl8jwN0XXeG75HJ7fB3MI/FdQnwAOrMOFjyUxmYE0/8ProOZvWvXWpir7mIwW+eS/fl8fqqURtlo6GYbmbvz/ZgWR672/ZjQtjLt3Xx3Yeq4HmufxvYt9AWQ7vs9P2GaeIrv99QSfkCH3++JpP9+j/Z90cIftu7nn5SrCrmm4/unzPdPJb6LyAYAOuQ7nJ5vzb7xmp39CV2m4hxUBbXLJmpPdUTjXKLY8Plr9mZpr6WBwhvYDoUG5sbPBXhYAcIUJu5naqK+qplg+s49dz8T7pz/iGCCYryfKf37d9193qI75iv2cVQX43K7fD9T8H19bVb01S0jzXEWvp/8Xb6GW9J8p+9WPdzBa74u9jcPzN2t+5lK/mo1vZ8J8wUL3wUn111EOndQx7QjxLNcf2KuYVwv1OZiXPfaviX16QDxruU80sda8gNE+q3/m8BV97JVbbnZpjbU2Qz3M3lOAE2M8exPWtVWGsdh3RBrQRjHxXge/ybhBbzLYNQ5bdxF/TbGIo4JqeNd4/eoIGvYCvE9KnnchTFKiPGkjLPRj9NYOMDjZfSnk5YuqZ60pKKsunxSWeII0BIlMMkWHydGqfwLHtJ/wi64qE91k10IEp19dW5pDJ8BEu8vncLf4JpTPt91YnXVsiXl1Qpu+RL9QnhAoh9TpH5L9jeRng3mfgr7LkG+p0uUu9VvU2NX25LwOFbY1Oa3326T8TjEeBNzryKS1SF6/WBs0cL2E+N3J9ePUkZjUsKNenROSozHsYcC21w4KVkvSskfWfC8JUTguOR5TS9ga1GeEPm1hJMS5a2g/xUSXuQH5EzS5xEw1+I+H6d8/ynF100yjJ9KB9vN7vNxUTmLihLjp/bu8zFzkBHb5jbBN/Zy6qne0D/K4426uiyX7MeaPMqFPczmRxNtNy5frk/MQ0R4e/pvf8WqVh6qKPPnz2+ZPXv2pnPPPfe9888//32fz/fBxRdf3FJRUbF54cKFH1xzzTUf1tTUbFm2bNnWq6666sPbb789esMNN3x08803f3zbbbdF77vvvk9/+ctfblu5cuUn+N/Q0PDZH/7wh+0PPPDADjzhRzjikQ7/kQ/5gQf4gBf4QQf0QBf0wQf4AV/gD3yC35/85Cfvzpo1a1Npael78+bNe8/r9b4v84w8Ms/XXnvth9dff/1HN91008e33npr9Be/+EX0zjvv3HbPPfd8cu+99376m9/85tPf/e5324PB4HY84Uc44pEO6ZEP+YEH+GSeQU/mGfyAL/AHPsGv4BlpBM8XXXRRyxVXXLH1sssu21xVVfXBkiVLttx4440f/exnP9sKOYDWXXfdte2WW275+Oc//3k0EAhs++1vf7sdsgR/v/71rz996KGHduAJP8IRj3RIj3zIDzzAB7zADzqgB7qgDz4Ez+BP8OzxeJLkfOGFF2o8X3LJJZsvvfTSzYsXL/6gurp6C3BceeWVW6+++uoPr7vuuo9Ao66uTtMPIeu77777E/BXX1+v8Y4n/AgXMkZ65EN+4AE+4AV+0AE90AV98AF+ZDmDX5Tj7LPP3jRnzpxN55133nvIA51ZsGBBS2Vl5WbU2+WXX74F9VZbW7sV9GT9QJ1DJ++4445t4AvyBI8IxxN+hCMe6RAu6wXwAS/wgw7ogS7ogw/wA77AH/gEv2eddda7P/3pT98955xzNJ4vuOCC98vKyt4vLy/XeBY6jXqDLFCPsqxBH3UNfiBH8AYdAJ94wo9wxCMd0ssyBj7gBX6hy6AL+uAD/IAv8Ac+we+ZZ565ETqCcsn6gXqS9QMyWbp0qSZryAJ1LPMNmaJtgTcA9EL8RzjiZX6RH3iAD3iBX9YL0Jf1AvyBT/A7Y8aMjUKnIf+5c+eayhptQ9ZrYUNAHzZrxYoVmgxR15CnAPgRjnikQ3phK2Q9Bn4zGYMf8CV0GfzC9sn6gTwIk+0Hyr5o0SJNR6CHMt+Ql9/v/wjh4An6AP4EwI9wxCOdkK/gF+HAC/ygI9sL8AF+ZL1A2GmnnbZR6IewH0ZZw87A/qDuRHsEbqEn0EvYLCF3IyAc8Ugn9AH5RbsDXuAHHaOMZbsMPsFvSUnJO2ecccZGlEvIGn0O6knYPeABHcE35AJeQBd9AWQGHVi+fLnGFwA6LP4jHPFIh/TIh/zAI/gFftAR9g30wYeQMfgDn+D3lFNOeccoa2H3ZB0Rtk/mG3ooZA5eQBd8GQHhglekRz6ZX2HbZJ0Q9s0oY/CLcpx66qmarGfOnPkubKLQEWGvZb5BG3oHOSAOdS54B0B3wZsA+EUc0iE98iE/8ACfzK+wx0InwA/4An/gE/yeeOKJG4Ss0SZFe8R4RNZtwTfqD7ZIyBxtR8gdAP0EbwLgF3FIh/RCtsAj9AH4ZR0GfdHuwJeQMfh1u90bpk+f/g50R+gIbArGJyiT4Bv0oGcoN+JgU9FmQBvyQt8g+AdAh8V/hCMe6ZAe+ZAfeIAPeJFO8Au6iAMfQifAH/gEv8cff3zzCSecoPEN2Z9++ulxvtFXCnkL/QZ+tGvIBnhRr5CXzL8RBJ9Ih/TIh/zAA3xCf4V8QVfwC37AF/gDn+AXsp82bdoGyPzkk0/W5A3dkeUNPKJdQg9Rh4J31L3QGQDkB74EwC/ikA7pBa/AA3yivYGOLF/wAX7AF/gDn+D3mGOOeXvq1KnNkLngW9g/5BP6jfYgdAU00KcKuQv+AahrAPgT/0WcSIt8yC9kC7zAL48nhF0T/II/8Al+jz766LePPfbYZpRN5hvlE3oCPKAtdAU0UNegCR0Efegs5CYAfbHsRzzSIT3yIT/wCF0AfsEv6MryBV/gD3yC3yOPPFLje8qUKc3HHXdckryhR9B/WeawlaAh5I46haxAA7wIELwJQDzSIb2QK/AAnyxb0ANdmV/wBf4Ev7Afgm+UQ9Zv6D3ooI5Qdtgc1K3MO/QU9IX80c7AlwD4hTyRDullXoEPeIEfdEAPdGX9leULfidNmrT+8MMPf0vmG3oj7MlJJ52UInPQEHJHnYE+dBEAfowg4sS8SMgVeIyyBT1hH8CHzC/4BL/jx49fjyf4nzx58luIh56j70E+oSuQFdIAN+QB3ZT5F/IXIOYTAhAv84n8wAN8oj8WugC6oC/aG/gS8gW/Y8eOfVPwfdhhh72F+KOOOkrjGzokZC54R71BHjL/kBPqFrykA8SLMZngE3iEHgheQQ90QR98gB/wJfOLNILviRMnrgeeI444Iq4rkIvMO+oadSf4h86CvigD2hqeAoRfpEF6wSfwAJ/MK+gJXQAf4Ad8yfyOGjXqjUMOOeTNMWPGxPkWOi5kLvRF5h3tA7IR/AOgiwDwJECEiTRIj3zIb5Qr6AjZCt0V/II/8Al+hw8f/gaeyFdYWPimkDnooE4E76hbwTvaBfQN9GCHQBvtS5QDAPmJ/whHPNIhPfIhP/AIXoFf8Aq6oC9kC77An+D3oIMO+heeI0eOfGP06NFvHHrooZrMx40bt37ChAlxPQcuWWcE/6IMwCnqwQgiTvAo+JR1QPAKeqAL+uAD/IAv8Cf4Rbphw4b9y+Vy/WvEiBFvAB/qQMgcdSl4LyoqekvoO2QCemhXgr7Q/+Li4rcFCP0UgPTIh/xCX4FX8Ap6QrbgA/yAL/AHPsGv0+l8fciQIa/Df/DBB8dlLvRc8I5yy/oOOrL8BYAXI8jxQp6CT6GvwC/zCvpCtuAL/IFP8Dtw4MDIAQcc8DpwHHjggXHeIROZd+gh6kroO+QBeqIM0D9RFgDan/gvx4s8yC/0FXiBX+YV9AWv4At4wCf47d+/f2TAgAGRQYMGRYTMhw4d+i/ojVHu0CsheyF/uQ46AiFLIU8hU+A1yhX0wYeQLfgDn+AXefr16/daQUFBBGWADAYPHhznHfUpeBf6LvOPtoV2IniAvMR/ox/pkF7mU+ir4BX0BK/gA/yAL/AHPpG3V69er/bt2/c1h8PxmpC50Bchd6EzQvZoD6IMkI2oh45ApBU8Ao+QqdABIVehB0K24A98gl+73f6qqqqvAqfMO+oReVAnQt9l/iEPUQYA+gLwIQD6KPsRL9IiH/LLfAp9BT3QBX2ZV/AHPsFvbm7uP2022z/z8vJeRRl69+4dl7vQGaHvwAlAnQn9AU0A6hM8pAPEi7Si3gECp9BXoQOCV/ADvsAf+AS/yJ+dnf1PwTtkIvMOHRSyBz6j/KFvqEsAeIC8BD+yX6RBeqM8gVfIFPRkXsGP4BV8gl9sHwOysrJeycnJ+acsd9QF8vbp00crc35+flz+ogyQjQDwIMojQITJ6QSPQp7AC/ygA3qgK8sVfIE/wasAyELwjvJA55AH+oP8aDvAJ+SP9ivKIOQDHkR5YHMFXwBRX4JH5BfyBAA/6IAe6II++BC8Cv7aA4vFovEuy17wDzmg3oQOiboQAF4EyOEircgr5Cn4FDIFXdBPx5uRf6Mf+iNkD3wov9Vq1coAgL0CXQGwY+BFAPxyPNKLvMADfIJP0JH1tTP8dQZQflEGuR4EgA8jyPGCP8Fje/LsCDoqT3t+0IV8RHkAsGnivxzfHfT2R+hqefe1PyPvjHwz+pyRd0a+GXln9LnnA87vVR6auccl4zIu4zIu4zIu4/Z/Zyc3l5yfHf6r5Hoqv+OwME6uzeC2kptArqfxm0fubXJtaRzKgjroSTyfR66tAzeHXE/i+WpyHfGMe9N7Es9obx3xjDQ9iec/kNtfeM4ldz+5tk64nsBzH3KrybV10u1rngeRe5lc2264fcnzaHKbyLXtpttXPB9O7mNybT/A7QueTyX3Jbm2H+j2Ns/nkvuGXFsX3N7keSm578m1ddHtLZ6PJdcd/O5tOZ9P7lty+xPPcNPJfUFuf+IZ7khy28jtTzzDjSC3kdz+xDOck9yr5PYnnuF6k2sktz/xDGcl9zC5/YlnOAu5W8ntTzzvj/OU/Xk+uD/Ou/fH9Q2syW0mtz+tI8GNxyFzk/W6N8mNJdfT10WXscP/nijfjMu4jMu4jMu4jMu4H4PbC+fsLB1AT3Nm1x+nu6a4J/KabYCUT5n1IH4FjzkGkHnfl3ybyVZc4wywMgh/zj7mOx2/4BHfrLAbwLaP+TbjV8gV/OFsTC8D5HGcdR/wbdRdoQs25gv84RPeuHLVwYD/fThub/PdEb+9mUdclzuQ4ACCQfy/gHkXfAs92ZM8t8evynLszzziszIHERzMgP9DmHfHXuLbjF9Zd/uyHAczj6MJsA4zngHXFY9i3geZ8L0ndCQdv724vgewHEcwj5MJjiU4jgH/j+ByHGzg27YH+Jbtg9AHmd+BrAuQY1FOTo579uzZtVdffXV9TU3NHyorK/9wwQUX1B999NFX5ObmHk9pxkl85+8Bvo06IcvXwfziE334osNhxO9J119//Z21tbXLnU7nUIvusvr373/gqaee6jv77LPvyMrKOo7lfRDn78v6ZTOxJV2RcTr5DhXyJZhGPF21bNmy5ZakG9kTuGbOnLn8yCOPvIJ1ZzTrU39uv3mSDfyhYyqLob+wGdqb0F+cUZxCMCMQCNQPJZcOYUFBwUHnn3/+Stbx8buhI5bd0Am5zeVJ9gxXT7vYHhyl6FdWlz7wwAMPUt2n/UI0RWVfdtllDyr6FeK4AnykkriWvHc79s/yA2Qs6zDkgk/AYfZwuKJ/pwOfzih/iFxHiBcuXIg0p3WzfhjtmqwTAyQbMYnreAbBhZMnT77xd7/73e87yfOZBEdzuQ9kXev7A3m2GNqdUSeGcH1OZB0+nWDejBkz6lauXPnrkeQ6ybNH0T9DUsjteIBkP34Iz0ad6M36Jq5PH8/0TiPzMJds72133HHH3Ti/1pmGzTyfzWUey3o2kNvh7vJsphPCrg3iNg4a+CxISXZ29txLL730FytWrLjVQa6zxoh5nkUw1WCnd5fndDohdHgo696RsBF5eXnzfvazn91FfcfVu7tfwjyfw23B2CfuLs/t6cQI7jdO6Nu379wbb7zxHqLto34vZ3c7KeYZe4XHm9jozvKcru8Qfd1BXIfHUn88l/qN+84777zz0/R1neW5tJt4lsdrvdlODGY7cdjw4cNLf/WrX/2mpKTk9K4MuCSep/1Ans3anVGPCydNmjTn17/+9W+nkuvqoHYP8SzrxTBVVQ+77777/mceue4YiHcjz+3aC+oqzkKfQX3HmT2EZ7PxsWwzNH2mLuMn1HfUUx9S9kPbXzfxbDaGM44vhvH47RjqOs656aab7qG+ZDH1Kdn72G50xj5jTOSmLmQO9SV3Up9y7Q/ZfzfY5672KenGRgU89jqEx4/TqSspXbRo0S+ob7mF+pi+XewHD/qBPHe2bxFj/FNIpc+lvqWO+ph7cE5wH4w3OtOHH8Bzk3FinERwLvUxN1Jfcx/1OcP3wbhO5jvdnGqwNAc8lucb5x133HE3UJ/zu4nkdnP8PIZ57sr4OT51SzN3Nc5TIKszCC6gecoNP3CeMrSL85TdmQ8ewvPQaSy3i7tpPtiVOWw6HRG6fTDX7ZFdmHePSDPv/iFrBbuzvjGedXsG+skDybW3vkHDll+lWd9Qu7i+0ZGO5Bt0W1tHmj179nKSY1V760iHH3549R5cR+povU5e/wL9w6xW68nXXXddwGS9bij4NazXDTNZr8vthvW6dH1kWnnTMGQajf+qqW//lVgXJX2457DDDvMRv1Ol/npgB2te3blmbuTbTL/l9eepbIsP5zbbmTW67lzrN65Dy+1SrOOJdf4xLNNx7azz70l+O8O3sIODWObyfsowk/2UvcFve2NXa5p9q0HSvlX/vaQPnZG3sd/pxTJvb39wb/Pbmb2sPMMerCrtw+6pfaru2DM07nVb99I+Zlf4NkJON/Rxe5LvdOc3etK5EyPfPf2cTDqezcCS4bnHO5v4bnPR86vtrrWr7cF1q+34Pm/0RHzDOjbNV71aW2+Z91iW6ibQvv/8cK7qWpGtNj0U/26zPf7d5lkWSyHFA0S4k/4D3A/Hv81rF3SDRNdLdL1/1ek6tDSxaZ7yVLpRimt9SMeT8r1ofP+YwoMPJ74bHKD/gMaHU79TbaRbx3S9JnS9Dbmqj/Ew3SyZrpPiAbCLCLfTf0BRQ5yuVdB1h0nGRNf1N52u0qDTjV2bSreZ4lBm4GG6VplugMIDEl0//Qc0JOhmC7oRottCdFuYbi3TDSxMpev5Y67qZTxmcrZTPECEt1I6gOuPqXI20o0x3dDFqXT9DVlqM+NhujkyXT+F+3UaWriP/gPqE3Rz4vW74hl7C4Hrpmc0uhV/ZDlf84xGt6KqZRUAeNyP5KpNI7/Pq09Dt5XCW3UaWr1H6T/A8YiJXhnotjBdx9WpdB2jiC7jMZOzD+F/TsgZ/70UVmdC1/H6Grv7jTX22KY1Gt3SR1jON63R6N59VZZae5Uu56I/5aqlj2RpeJhutkw3SuFFj2k0tHD8bwa+P6XqlZFuhOkGrkyl20D5GxkP07XIdL0UHno0UV7891BY7Z9Sy+smun6iG35Pp1vyJ51u2J9K10V4ihiPmZybKdwhyRn/mygslqBrSUc3zHRjJnTriW4D4zGzGx6K9/05oVf476awikfjdLPS0S1+VKcbWZpKt5XiXIxHLi9kCRk3PZoqT/+dYXuMwHdXOEmemzhexl9KfKJsTQb8kBlkWfjnjvELuW02wd9I+VEG4JHlBtlAZnV/TpWPEb+Qz4cm+J2kzyhD3Z+T9RBtC20uasJ/mHAXEW73L8NJ7WubCf5awo8yRP+cLB+0IbStksc6xi/a0Q4T/CXnZasoA/AI/jFZLqlaVO46pWrhxeXVSd+RFwu74iCEmCxZDHmQbDhvlPTjwec8S2Lw3LQ2R8ViqDPPos57cYwynQA4PE/dmicGWEfy6mS9L0f1PpQTL+eJp5+u7X+8m6sktb/QvJUKyqWNQTasjY8jfD9JhPuqzMOLbk2Ehz2J8FD1WvsxPOlODP707RdfKFf9BfHgWZEd5y34OOmVksyXTMdN9K/jiRoc6sT1oaIK+Axp6Cngc/BDTwEx0KCngJ3QV3oK+IL8LVsVVcCX0EV6CkAdoDxNn96cV8eTL+Ei55XHzyt4LstWHdqWCPF/sR7ej+NilyNOUf5YQhP7/PxXMpCBDGQgAxnIQAYykIEMZCADGchABjKQgQxkIAMZyEAGMpCBDGQgAxnIQAYykIEMZCADGchABjKQgQxkIAMZyEAGMpCBDGQgAxnIQAYykIEMZCADGchABjKQgQxkIAMZyEAGZFD4nqKMy7iMy7iMy7iMy7iMy7iMy7iMy7iMy7iMy7i96fDt2bnk/OTqeogDL+BJJbe/yHEcufXk2nqo20puArmeLsc8cm+Ta+vhDnX9Q77bvDfdeeTa9hM3h1xPlmWQ3P4iy+XkeqIMc8ndT65tP3Loi3qaHPuQW02ubT9zPU2Wg8i9TK5tP3Q9SZajyW0i17afup4iy8PJfUyubT92PUGWp5L7klzbfu72tSzPJfcNubYfgduXslxK7ntybT8St69keSy5H5Mc97Venk/uW3IZWXaPm07uC3IZWXaPO5LcNnIZWXaPG0FuI7mMLLvHOcm9Si4jy+5xvck1ksvIsnucldzD5DKy7B5nIXcruYwsM+vqmf2eH/d+D/aeN5PL7EN2jxtPrifvj79Jbiy5/e3cxrIe5sDT/qCPGZdxGZdxGZdxGZdxGZdxGZdxGZdxGZdxGZdx/1fdPrqnyNLDYH90lh4O+6MMs3oQ7E/ybE+G2fsY0sl1f5ChXI6cHgJGufY0eaaTo+A/l8G6DyFXAlmuPUmeRjlmS/IT5bAR2NNA3h4CM1o2Bqsk054iz3S6mCvJD+XC+++9JOi9l0HQVRmErK09RJ7p5GiVZAj++xD0JcgncEjQby+BoJfP0FeSb14PkGd7bdouyRBl6E8wgGAgwSCCAyRw7kGQ6QxiAA8FLON8lum+lGc6OdqYr97MZwHzP5hgKMEwgoMZXATDTWBEF8GIz8UAmgcxDweyrAeyTPvsI3mayVH0LSrz1Y/5HMJlGElwKMEYgnEE4wlw38VEA0zqJpBxTmAATZwhKiQ4hOU+jGXavwP93JtyFG26L/N1APM5mmV3GMFRBMcQTCU4jmAag5vhhG4GgRc0jmeaUwiKCY4kKOK6Hc7tph/L076X5NmeHPPZJg7mNgU+j2DZnUxwBoGH4GyC2QQ4+1hKcC7BeRLM7SIIPOcygMY5BLMIfkowk+A0ghO5bidyu0knzz3R1gU+WY7CNjq4TR/IfE1gPk8l+AnrxWSGo1g3ijnNsRJM6SYQ+I5hAK2jWR+PYEC6M1mHi7jNO1mevVieuXvAdspt20yOg6Q2XcTtCXyexW2+p7peXN9u1k8X2ydHO/LsThuZyzQ6kuMF3I/3dNeP+S3mfmko26q+3JfKtrOrummUo02yjwOZ9mjuP2EbZ7Acz9iP1linclufyH3RntBNY18jxj2in4F9HMU8wP6cTjCPwEdw+H4kS9jxErajo3gs15/Hd3Zp3v5DZZnORvbhtjtE6meO5b4R/egibuv7kzuK2/nRPA4+kMtoHMN3RZZZ0pxG2Mh+3N8N5/GvLMcKlu/+5op5vHEM28xhaWzmD5FlezZyEM9lxjIPJTyeK+f63B/dsTzuncLlGsZ9QX4XZWkcR4o5dl+uq6HcDjBWO4XHwuezvu6vbgrPH6ayLA9inekOWbbXtkfynPAEpj+b4/dnN5XnRsfxnLc7ZGnWtlVp/HMQ19sUHoefxnSUH4Es5/D8bBzbsO6SpTzX7s3jg8Gsk4fz/Hoqy/zH4I5jW3U896ddlaXZWNJoJwu5vxmr/LickOW0PShLuX0PYxlOVH58bm/I0qz/Lua+Jysjy92a58h9+GCpD59OcNKPpN/ZE/ayvX68r9TOx/DYVqyp9cr0453STbPx5Qieb2PNbxbPefr/CGTZ3eNLWTeNaxp9eb5/INvNydzWUZ9lbAN+TPOe7phDdmbN8iBu60dL88hLeL1qf5+Pj5Hm492xtpFuLgl5Oritu7g9iPUN7FNdymtw++M6kUdaJ5LX1rtjzU1pZ/1SzINGcL93jLRetIjbyv7kjuS+FOuYh+yB9UvhjHu4qmQ7060HVyn797r6YCVx/qA79886sp3yPgX0Efs82O85fT/rx9Pt99iU7t+LNO5DCtsp75/J+5DzWH97umtvH9KsfXf3vq48JzLKc5Ky/+yPg7f29se7Wyfbm2PmKcnnX9Kd2ziOx0/Hcns6XkmcJRLnf07sZpDPFU1jHqYyX0cqiXMbbiX13EZ328n25JnuXFaBkjhPVMj9z1Qe08N+zmTZzlISZ4rEuSIB53YBZDwCtzhLdDaPe87kfuZEbtcT94Ec060nyfN2cV5QnHMbpSTOuR3JvAvdPE7STxncXQAjruMlfRTnjI7m/noS17fLRI7WvSBHM3nK/bt8xmiAknz+8hDmfaySOIMpzmHKMPEHwoQ0MJ7pjeU5zaFs14dzfR+g7L3zbZ2Ztwt5yjZUnMUU54IP5P7pICX5bPCeBkHrIIahXMdOrm/HPpZjuv5dtqGizYsz/gVK8pl147n1PQXyOfWBzIM4ry7eATCOfbKUff8uhdnZdfH+Sbp3KfYWyO9Q9GGeVBN93Fdy7Eie8rspZu/47Ml3fXqlAfndHpuy986nd9WGyjIV73vZ9zF09N5ZT3IdvQ9pBnv63UczkGXYE+Uot3ezd3V70ju6Pfk93Y7k2RPeIW/vnfye7nrqvQb7mxyNsuwJcv0x3bmRkWXGdeiweBO+zaqGzlhrjxEUzVhr9555t1K647W8RVPOLncftVa7h9x/7ed5AEyqW3YUqI5YPzV0q1WNzLlbwzOY8QB8r/ZTW2bp4VcSNI+PmNS7f1pXwja3tBwvQE6TRb1LdjYfiuibrQLEwvns+UsX1yx1nbW4PLGRX0zlFHnFQlErlQugbM5XD+O44Edr7Y6P19oDH+vycde0rIJ8vFfo8nnzn/3URgIslngJJwDyUcqrJ5X5aqYoyk/dLpZT5HarWttYoEZuS8gPdH2fFajBcD91FslP818zSI00FagV9VbN76U84dcLVCFvX7RArdvZTy1GGcurNTxYmJ20dEn1pCUVZdXlRNq3sPKisprKqsVLJi3Vyl+1uHxC5eIlNWULF5ZXT7y4fMllNVU+nS/go3p1/qUgjg/hJeR3Ec+gI/i9DouafhqsD04cGpUbfroOiZ+8pkf1RgHBX1tV//T5ltC2MgsmpxU/t6rGGm/9n+QwcQC9aJbFIvRMm9lKruLf9XlVTBPPk+fkaKwGCT8A3yxot3FEXl2VYmMNNAZL5ft5bqKcL1DhCx0Ru/ccS1z3Hb+wqgD8D71ZoGr5qqorV0un8rb2fdmORbfQFQVqw22JMltqKhfnvDBQDVM+5eQJZ2s4vhuoxRd+rz+D/Azv0p/FHG90dmq/rn4Re6l1kBritLHtBWrhDl23gvwMT2pZBd0r+qJAxhNva6caThOq8faaHnbnhaAcQ8cm3GcEj516fdp3EBC/ecn1XX5HoekOqwqgdrRQhL1JfoCcbnz2IPVbLK4uqoqH7aI0uzhdjauizPHuyjzIc2bZonKRxhWwqgBNv99J2KFiCivm8MMkOh4K83C40HtNzymsIpDgqeGqQlWh9o//Pssg1UFQdNgteVmUo3jSjJNEuiDlCUr5Sqg+B8N+KsEstO9YnaJ8c6O+ENyV9h1dNkhr34p1vta+S+5Mbd/unw1K277LKhcfOlzort0WTwfdrP8VtalfWlXRDn3nrVTct+m4PCOehXlSogcOUt1CXu/nq05JrpFHXrY4/vSyxUMAux7Z+Fqe6+Kq8sBDL2vp6z/ckQcAnopDB6nRRdQu70y227OqqhbWVPriC6UnJIxuvBylTF/4S8jf/PbbbXI5HWxP5iu6TUQ4+lEnh3sWFKi16/X+oPYuinfq4Y7fW9Vm4rsOYZULy8E/yleH/mXB85YQgeOS5+PlwwuOIfIDv5fyzJH48jCfon90S3om+DDpR9KGl1Huhug71kLJDjqpvgBJA9dF5XPnSY288qZm64WwJndb1QDBRRyOhYzNfZLtgWVMku7tVpi229JBmCVdmJIaFs02wae5n60zCZueDp+FFxWN7ayQdGA8g3LmyRNQby33WNWGoN4O+nE6zT78wuBvp5/0ifYj9ZNNJHdAh/1kuON+EuOSk6oWL6i8ZGl1uats8cWuRWWLyy4pd11ZtbTalRiZucouuqiKPMr8w4tgT+8Ef6Q/ztkJ/Sml8gKS5EX+Oonegl80W6+ADUM6shHzJRsG/QEYXW2fbLXhl8m2CfYF+IUMIM8o2hDJxXNPsnwvWTJlusFfKtqR06LbpCypHYn2Vbbw7PIa6t+dvGl86syzzjx5yqmzzpiihwOvPkyL+0snaIkmiIAJnrLF5QvjwZ7y6iVViwXeS5Yo8XbYJMkxSGUDGPXOrB22rrSq9vqEHP8vtUNjf4dxiZ3Gwr0ZhF7I7czML+y+sX9z/AC7egyVr6TpNbsyJ1GfPqofgNZGbtf1VuOBZQHbP3n1S3YcKKkgvmsJtv7jte7/zhRztJPazFaCs/lwQDya4l/J7W0X/FGSawHmiwNdmyd2PT/J7V7qR++1qp0osnKdX4yPzfDtHVfUWKDuTlX5tTll8ji9dOj2PO/yQdAhi8WSXHfRTuBH3vi857Zk2Ym618bONM4BWFhmu0gf3eR3/zqRZzrbTozrWgYPUuuHDFI9ByLMdYKiBAj8NNb0nQCafpozh/yU7noa966gcd/NWhmUGI85z81qXxbzleS+AbZKgGZ7DjHL+bN1sCFyvWczndNu1Z95g5N1KtrOm5bZlDaHIJfASlDHbxlFb7eqSsb1OIe1ieFZut5km2wKWqS5bK70XzEb31F/7GQbbraIWkhxpRsTc8WM65ku0ic7XodwYhxbLI2/XDRmBxjHG2bj2EZK1xRMzIPaG8fG8Sv6QS7NBtO41rKgZhnGsSeVL67R1hdpDFtPfDqDqfME2e8nwPg9eLdup3MkPXakoV3/RX2emEdibuqjeWYD22CMcyshj000rpfGL0U0jwUIP3i13HvvvV4J7+0rmq2bqZEFKV2I4F60iUXXZnkP5fnL4wVqDYMoR7CpQC35g1Ut/L15OeX1FKwzTODxCtryk9Lmr3PMIFXwLY+7ooQ3auQbfaAJ36XERwXBfQa+m/9ToL7LIPgKAOf9VrWli3z7PQm+o9I8PEh8ADrDt4P4cBH82sC38kCBmsMg+IKso38k3fpD1/j2VR0QX393h1fbg2tX211/W62tv7c+BXqxabFrV2vj1xsfLFArCKBvrZAZxXvuT96f0AgS3RCFA0R4kP4Dmu5PyCK+PkR0W4huC9Ot19LEpgUWptL1PWBV/YzHjG4hxQNEuJP+A9wPdEzX8YBON3RxKt3S7f1UlBl4zOgGKTwo0Q3Qf0CjCd3gimfsLQSum57R6NYx3dg1z2h0K6paVgGAx/ugVW3+b4GGx4yuk+IBItxO/wFFD3ZMV3lQp+u4OpWua9dANfqAjkdeh6sjf+mr/dSpDQWa3uF/LYXN8A5Qk+qfwhx/TPCF/0EKazLhy/H6Grv7jTX22KY1ev0zX6Gb1iTt+2j1/xDp1aUFGh7T+qd4n0QX/50U5n6oY7qOh1jvrkylG6W41gd1PKb1T+GxhxN08T9AYY0mdN1E1090w+/pdOuYbtifStdLeHyMx7T+Kd7TkKCL/3YKK3q4Y7rKw6x3JnSbKQ5lBh7Qhd2S6QYoPES0SnsN0tLjv5/CGjpBt5bpRpam0i0mPF7Gw3SXa+2JeIGM7Q2p+P13hu0xAt9d4SR5bhL7CRL+esqPsgGPXC7IDLKsYPwU7E+HX8htswn+VsqPMlQY8EM2kFlTAn9bOvxCPh+a4C+FzW/Q8QD/iI06frQttLlC6L7z1TYZf5hwFxFu9y/DSe1rmwn+RsqPMgCPrG9oQ2hbdX9Mlb8Rv2hHO0zwY08WZaj7o5DPervQq9C8lQrSIU/gurV2rR8jm1vxdIHaUFmQ2H/4SSJd0a1r7WbhsaVr7cM5POxJhIeq18bXYsZ0cpyJlysjSwvUeS+OUaYTAKfnqVvzxHjyZB6Atsb6qb7sxJw87+PTtffd3s3V/d01fyktylUbvdlp5y9NFNfM8RnXc124MDdp/tLRusnJPXjdxB7KrJv0RFdP9SLmxT5pXlL8OPVTjxvmxcVqsdm8OELpWghO7sS8uI7S1T2erAvFBbkp+zv1A3JVzxM0vni8/XmxPN6BHfc+m6Ofm7g5bO/O/fPmR61J++d1JvpcH2r/fIyw74d21b5PzFUrJuamte+1FFfH8RnXc13TgGT7LsYjzf8mXbswW8U5i+CYXNV9SK6KNnKYkviICNxPllZedNnCyiU151SWL3MddvgRk4886ujiY4oUPi+R7nxFeKBO1+x8hftrGifOI9pPJM/rwtQO/UNyVf+g3Hh7LOZ9M7GuEZbOKdRSfkCn1jWInyilPYfXNYIlOv5WCtvFIPhoJbkUj85VfU/odkHs5/18zeY18IdGkayYr52EpOKpiMUrrRM5nqR555Op633bpf2Vhe+9ZMcFq/anaMxPcPfTEdNtseKnu9CnMcYDGQQfroP1ukm3P2fQoBN7yv6cbxXNQ1cl5BF6Sv9f/FTHMnqA8j3AeXfncPJWygOAnIR+OIaTLv2F5m9PdrzupZ1PfYbm7JQH6eX5q4f49jyVmDe76T+g4qnU+Y3nihctnmUvWoK1L2rtS5T53xw/leoU9aqtc5DONI/I1fCYzdebKLxJottI/wEtJnQDRDdAdH1X6nSFzHea0K0nuvWMR5tXxR6MaeV/lso0wqT8lN7ztFR++g+oeDqZjwjSGcvPadwzXrQY+agjeTsYD/hw91Z6C7u32pWrxoiX4LN6/ZUCj22iTTtfQ/9bJH5AF7AO4XzOWbR3+Vye0kh5Gg3tfVvbNmN7h11qhd48k769Fz7bpfZuE+19qHl7t3WqvRdYCnpCe/eSrACKcs6z2trhM7psCp8xk9GAJHneTfnu/gu3d5suF9mdN9Ay8Pu2v6acd3qT8gDk9t5K7b/+eava+nTn2nsTpS18Sk8v67sbdoCg7b0V7yG8iP4DSrk8+TOfm5muvYsym7V3hXQGbQ94zNp7I4UDdv69/u8Ib6D/gAjjPPKuD+9K196FzM3aex3RrWM8oPv21WOvRvmbV1P5nzYpP6UHfPpN2zda+ek/oJR1HnLR3lN4NrW9i3Zh1t5LiJ7CeET5RXsPSbYE/JQ8m+jnI0j/bKK9gy7gyWcT7V3mXwGd1dL6KqUDOFd3bK+jz6avvzDlr2M8ZvVXS+G1Et0K+g8IrO7YXntXp6+/kudIHoxHHoftIhsJmx0bmptUfwql10CUn/IBnM8l8+F/LrX+oqvT15+f+sYw45HrT1tDG5GYY4AfO6XJEvtm9D8g8QO6gJrnku119IJkex2i+BDna34+cX7KaK8vRluh+EaCAd409vqvXbLXSbZP7I9hPN7e+CyVkdi0fW6vZ09wO0hOgN0VQ8s6svMvWFXXi1Y12zA+EzIRT6NrDlO7X6fba6EXGJtFqV4anuucvS69xqZijCbSlxDOpnUJvYrrP4VrIPSfygpwhjvR/p9Pbv/rntPpae2f8jczHuh/fn7+K0ntn8JrJboV9B8Q4DCkT9v+w8ntX6ZbQjIvYTyCrrYustaq3kj8YB6WVH5KDxD8xSgfwPlCMh/+F0zafzi5/ct82IlemPEIPoZLuhHXMuLHzvS19k//Ay9I7Z/+A2pe0Nu/UY5hCg9L/IfoP6D5hVQ5GvlveCF9/fmJ/xLGY1Z/xRQPaF6vpy+k/wDP2o7tt2tt+vqzU3uxMx7ZfqM9oF0I+xovP+S8NiGvEP0HNBv4cL+YWn8Na9PXXxOl9zMeo/2W6w/8NK1N9L8e0HlRGv/Tf8DkF/X6G156Q6nMvx90pPQ++g+of7Hj9lfxYvr6cxOPdsaj829LavetFA4Q47Yo/Qc41nVcfy0vpq8/2JgmxiPXH9oe2mDAmVx/fkrnl+ySj/4D6o18/DW1/irWpa8/2B434zGOn6Y/n7DN4KdunS4HbR5MdBx/TfADuoCv1on+Ny9Jjm6KA0zO05f7i+g/oPSvyfwHyR/JftHiyCFZ5vD4j9M4Pl+roVtNfST6SW3eOSpXdU/I1fDIcgyRPyTxB7yA6Lhcjb+hZ9x4hugf6gbmqvNj5ue1MfYvqbOpdS9b1QUPLXjI2c6+Y+FG/b0lsa+5/NkcFevF2rib4hoJSv6m8+Rpsqrp8AQZzw4TPMX/oDHJezoelLdgxp9mIPyUyuryBVW1rjnl810nVlctW1Jere0vFiiJj++ZpcnqN63fdYoSnySBpnebogrAe3bKR4oq4HPo0SeKKiCGdh5VVAHQdT/lE/AF/JRPwJfA/yHhZij+uy6HdO+zLtB5jr/DGqNyX64opu+3nM31iad4v6WB8AM6fL8l9FXa91s0e3mdTYXsnf1tmtydhvGBi+oTED9vQv8BxRzmk+rbS/rtgW7n6vptp7jFF1ctC+7Q9fvGYTa1gkCz57mqGvFna/Xfj9dy8f6W2NfX2jX5q5ZU1lRVT7xIvN/svJHGNQTKVVmqaM+K06aGGVr+rvPlEutapN8AZVBrnrYeS3Sbzs1Wd7HeBayq2npNtmonGShP/W/06celcz2G96bDX3+wqvxK16HB5fpet6y/MaJbS3UIPFp7PT8hx1g95ef9FSFHY/3L4zL/tMR+TNHNa+27o0dxO0q2o+UfuixqD7slryO6DQ8n+MMeSrh2y6rh0rj1edQH6bkAlfO1/pvKSzpU8lLC3uG8ZS30yfD+XhOlQ72I9/ca/In3IYtlvZufrRZSnQGSxqvIS3RCL0n2j/4DmhB2/es3KDduuEVbXyPdCzT83R575O925c9/189nUBrUX+gff9PqLzqpZRXea9X6vzxVLSa6wIP6GxC8VV8vIzwAx+qcpPlzHaUDuMEjj7s1O9+Ueh+Bn+ma3UdQXEyyo3YAPKL9iX2BBml+F6D4wMud2xcIUN3HKO15hvOO0dts6naGeP+mpL4nKd63apHO+zpeIRm80rn3rQpp7lHxT6t6irQv96N/3+rMkyeke98qODFXfYDBbB9Ws0tk02Jn2tTQIFt8fueleLx/LfffeENOO0c406Zijof0ot7GCDsxv3LxpIsqqqsWVS5dNGG+3iO6Rs9WOnke4tQefB7CX2LL7M/2QFf8pb7OIN4n92/Qx+G+A8kWrND7fbPxRZjiAQjHeK0uotuYAD/r+RnkZwM/Q/xs5GeYn03iuY3XwsgfPoXGBfT86rDWscrruh9xUPEK8kdPhT9Po28nPy7hdbzO5/356eJnIT+L+FnMTzc/S/jp4WcpP7389L+esKGgHwV94m3LK4++opWf4wP8rOdnkJ8N/Azxs5GfYX428TPCz2Z+tgi6/0qmX0F+yKBta2CrVn6Od/DTyU8XPwv5WcTPYn66+VnCTw8/S/np5ad/m6H85IcMpvax9OnILp3Sg+2SkrFLPdIFr7Jpdgh9WvSfCd1zSuum4twDemPfZzlJYywjvoq64WpwPY2F3mK9fysx32jxjFQjdr2Pd+3gdvRgH9VFYV5brrqL8BVWjYjjhz/8QB81QPgiBK6hTrXwg5V5CuFEHgwWNT/sKMVjLFH73sq8otNpHL2ex/bkD5I/zH7wF1ovlbNlZR7yIk94dHJZcIg2SrSiZ9jia/ORzZSe/H7K00rgBf/09BE/2vs4XC4c8vKfNVJ1fab77SyviC03Hv/AmSPVsJQe5fU81Ef17shRHUu2rIK8mifcnifGUZG/j0xpQ0HiL3Dfxvg7gyHy2w9vjX+nMkz+yLwt8Tlu5C3dfsfd2+nX7rXyU3yU5YXyO6T0ragHQ/4ig99t8HsMfq/B7zP4/QZ/wOAPGvwhgz9s8EeM5W3uoPwUH31LKr+UvpVwuSQ/xp9FBnxug99j8HsNfp/B7zf4AwZ/0OAPGfxhgz9iLO/2DspP8dG3E+u34XesqnMUtYcZtqR1ykIazwDEvMlJ/wFuDmvaoK+DNGxIXad0bNDXQcQ65SuD9HG7tl5I9MKjbRoejI8c0jpzcJTUpxA/RcDjWlQFPhvpf6PED+gCfrNBX6eMGMZZUQoH3PP271za+ij9Byjv6DjevvftP6ZbZ44w/2KdWea/gfL7GA/4j6xxRWS6XgoHPBNZo4V76D+glukif7p15pJ3dLo7TegWbSSbxnhAN8T1d7uTZEb8eD3J9UfTWRVQWfNiUCs//QcoG3mcc4NN46NiY2r9Rd5JX3/OkTa1gfEY9wnk+gM/MUr3u5ZQCHzWUvrajdL+F/0HzNuo119jy/+7Sea/gcIBocdbQtr6Lf0HhBlHbKMuR/u7qevMgY06/2KdeWiM8sT08XkFzSGjX+t4wH9YrLMRHoDgD3gBJV/o/C2+smxRR+O1kh48Xms8LjNe64mu7r3uu4/A56dxDK8xmp33DlBc038y71f0eJ3YYk067y3G7XXS+lmWYT2t1kp2bTqBW+oHYCdbrCpA2LUW+g/wHmVLeb8/KK2LOjbTmH9z59Zfm2fR+JzwLeD11xnjeL2PwiYzVDCf/hxV9fZWVTvhRr9hXLaLL9R/b9fixX1EaBszLIn3zUv6qPq+5zE21ezeO/2FD+qDjrWppXabdj5I7l/sH1C/96Vdnc7h+N9KPLk+4DK7Evsixn2e2Gb9/JLY5xn6EeX5iPdhv7CrJUQXeET/GH9P+OdrLLHb11hC9Ewa892m+xdGrSo+9LGv7uFFNzWAAe4krpukjUZfYj23lvevzN5/3Lns0rONYfL9q/joZcM5eWp4/kr9Q57H23b7vgrtvO9UGifyfFa0k5iqqnK7ke9vzJL2hS3k8Qy8Jel+lgFHNuflGCUXKlSRLvCrW/M83yTbT7P0yneHqEinpb8sWxXt2LdV2r+8ZEhinmHX37H0G3hpoPShrcnn3e3XbMx7nvenOnaxFD1wfdgx/8Gf0Dz3Q53/3cWP8oJX+xkDVO+HenndNL+uOC1PtRjKK6dvmepQA5w+9FmOGi5Jn17IM/xhQp6Fp+alypPiUffiHjcERqleoiRn2JRzSecbPn/N7pHeZ7NTOwZoejPYFj9X6OHOuZnavriXrZD60kJKM33nnruX7Usq30cExrNz7Z0rHC3pfo84V4j+5WMa739sGHu4En/7KZ27l63033Z9/P+l/qz4ym46nmkxhEf+bZ4u/LUeXvwf/VnC/thm627dy1b/hd30XrbWT+ym97JVfCC9A8O0C1vtqmz0kTdu8/T0buHnutf866jfAFiiVo2HeaSPzfS/OZqgMVm6i7f5iTy1dWOe6sxRDfeyeU4AzdgR1Gdupn7sQ7s2nmg90aYGJtnU8GE6jsnbqA0QTGWQec7muvRSvxsiEP2ihfddm2hsE6Z2E9//4PXxAD/r+RnkZwM/Q/xs5Gd4m2EdROx/8LOFn/5PDOvv5McewESbYrtur/Wzp0yQ+1kvzUX9ovzMX4Cf9fwM8rPhk+RyNrI/fJx+hXfTVP3pZr/Cz7pPeT32FFvy/geFYw8CdlO7F36tvv7blKWvYzZwev8CfY3RzniK+ekJ6OFh5qPJoucruadFC/dyfm18cNaWVS1G+YM+h4G+5129j/Ezfnd9c15D6Tt5QfI7s3pnNdDzqutfvT5ET9uEGyc00nPTrrd3hek5Lk/Ja6LnDqzD0nPAEece0cx4Wj5FGd9vE2PX+k/1c8nR5TfnQQYTbVk2bf1PWi9rpXDXdsP6n2E9zZ3kz1M8Br9X8n/V9kGbT/KPJeeX/DiDFzDgDxrohyT/ik1tm8KSf9v9M+4PfmZ+v1zhjmHxdNeOs46Lr//tIPljzTBrUBbKHzgtoR+twL0jmf/w+Xp9a/3snDGqY8vIpDlB6wfsP53G4TNHqkHD+ndA8iO9R9o/0MZEUjzCvLw27+Y1duUza5If6/PYW/Dbc9Xtvz/+90WMD2OYDVePvdrxWTK9r1+pfGXMkjeWxMtP8VgD7ZOlaOV3vWXAL/EzGfX/WUIeOfkH57s/M9S/5G97ZcEr3s8M67+fJde33+APGNIHk/y9lJAhPmygH5HxtT7VqnwuncO0K/a29+reO/OJ/zwRLz/FQwcmF19brOm/lL6VcLk+N+i/5O8/49EZ/rcS/lvX/Wedh+ILr2q+Sv+sGcmP/G3frv726Ds+uAP8+z43rH9/rp89xftK4D/wub4X2vbhPR+WPPbVY0FD+hDSk1x/Em4LY0YQ5vgz+ln6tX355y8jn6Mt97IlcEpj0f6W/pDJpBXvrnB/ru8nRWM350EHIBNxL2+TPP4j2wxQeK1QG1+5fNXiXl6c6RLjP9cN1E/S+G8P3ct7sTaP+gH38roWlde4yssXu2oqL724fGHlPh//uRZXVeykfndnvG61bzT4qqrL8OWS/4e+gsaGlq+5X+gB9/KGmnZj/FdT4wpttJqO/7Buro//qioTdUdjo/4dr8eKs06a+yT9vbzrvqDx3xfJ9/I2kx8g0m89WceFcymOPLLVx9C47hhbyr28Gk3svcy0aXsKgZ/aVD/Pg9x81qS77qcITcxVw+3cT+FcYVMLV2TWrXu6K5TWnOHSneuexfWKpzjX7ccdFv/uxLnuYPpz3ZhvFN2o82CPWuPnpIunZauN/0vtoDpP2/+xv2JV66/R10dxhrfoJavqYJsD+5PuHgxxjtfsHowgzauKn9DxYL0P514FnpZxjXbv+Ea7Z0Kjdi7WPtum7UsFshvtxn2p+P1/hAdQyOtlAfoPaASfZEdxPjId/rqvrab4h/N+WTHRb/w6sS4pxmFm30Hx0RzN11tNOo/s5vW++QvLFid9lyWyxq68scbu2rQm3g8G1+Wpnut0f+8BNjVWoMvd8Y1ddRJu9390PjwSfty7hnTa2MNwH5sId1fp97ktuexKX7niW3yJtB7uNbwfiPP1WYrh3C/NRy8jC+zk9b+YI7HmliPZHvERocNhh57cmBeaqY+DxXqVvzFfdbey3n6Wo/r+qnS4XuVrTeh5ySmp61VFFB8amTj7kWXCD/TCa9mY57lU5yf0347X81zfHaIiHdbzXJ1Z76T0Ll7vjB6/IX5epSE6XHX6m/MS4/9k0PJ+016/mbpeWPTt7qUPH7+xQ/6DxD/SGdcvtfU/kkOU10BR/+GtnVgPxbmerbr8/P/dPX6Fvvi2UHv6VqxvvpbXUBvJ60hfgt8m9MU9PVVfvBQvp49I6Ws7kV75byJ9KE1676iNebtTXllfQuduWdXwxTt5xnPisr4ou1n/sdbdS6+7Ue54/V9Xlxf9JlH/b5gvuyqNy/toaf6aJr7E0VeLf1JrCFY1vMuq4ptcFuaj+Dt97e5N0/yxabWXEf7xinZuxQx/7KVeWvw/tPZI/BKckCWdwb9Jj8fEzk20XduUpPjYHL0+e1nM8bd8M1DLj32EIOVHGUqk/N4VlL9In2eY5S/Fdx4o/9o0/LfO0vnz2ery5GMTtSduWVWBtX7+htpLsE/fU5+3K5l+6H5d/q+lwe/y99H4096teydf9b+fn1T+yHkFGn3ZYW8tSuWMfqrE6/+VNPUTeeudPORfD5tDefwG+XsP/E6Lfxge4PtESdqnKeb16b+l4d8L/SH+/5UmvrhG149X08Tb/bp8rGnqp3GsU8v/epr8FS/r9bNG26+i/nhXcvnq5vbW1xmhKyjbp8nlK52t57enoR+a4NTK91w6+o/laflXp4kvWqDrb2OaeKVG18+3IEuqe+iQrD+NV/WJvw8OiNc/zb2i3yXa/z/T4I9y/b+QJr4F+o31gDTxpeNsWvnWpYl39O6rxT+djv4Svfx/SRMfuVqX31Pp4pfo8c+k069r9Phn08Q7a/R4fCvRRfINWmxJ9V9o1e+nzUtT//aJuv7F0vHH9/9+nSa+8BGrlh/vqbqIdpDaeJJ8/qO3795p6Ld+MzA+J7nv3nvvjdf/xnwVNgB+8d5X+PjEHNOeZVMBMj5818DsvS9fNs2NCU6T5rs//u9sxaal+95dq82m7mIQ43DfcTYVZ1OULFuH93N2dL7uNKXnnq8LWzPrFD3RNVHbFvfWlkjrvLFcmpPmGtp5tvn3XOqobuutiXbeme+5JLksW8q9tV6yG00tNBbJtXXq3lrfk3kp55y6897aAGyZdG+t25aqz03H29q9tzbdus85TPMcad2nlvADOlz38adf98G5IY/th50bikp1L9aLsFZUKr53+xHNfabodmt371PVztlttmpnz3y8715vSf8dW5wpsT12q+n6UgmN43HXKvAY7xWT10VwT718v7EIxz31nb2fXpwDDMl6lmdTAfKeX7pzgBXbrGotpdXeiZbuZ62jsNsZ/uckh0U+l3XGgCz9uz8kA/Fe0jFMvaivpe9Lv13w27avtn71HdE9608f/kmxDLBgUen9Ww+/9bmdbTtPnXvD3OnTpk0bOPnkyaj94TlKzvevV71+7H2f3Ce+ci0c9vyxT9QmuTFXb7gae1cibu7D2x+eOPGoiRMmTpxoGzh6IEog4sSelRnOnhCH+peP6on7HbTvPUw4cyleVF1YfkI1vjEq7muQ1/2UigtnzTlfbx98b4Jr9FLdf3Jt+UWKsgT7Nfp7r+XViyoXly0U7WlB2cIl5WxazPyzsFzHenULxp+9Ejrlvtmmeh7OUQs5LHhzIs7H/0sdiTBHH5ta1Ef3e25K3+9GVbJplK+V01T0Sk4LPuoOSbxL1TyN/ru3rHK49bBSdyKu/mn9fIP/uIRSRSi9/3g9TfPxW1al46Oe0nkIV5BphRiXzMcJB2y5PD7E89+yvLj/0Mm37rxxOfyPjnvOI+LuX36ydsXLXX9/v1aE9X35puWXzb9Bm+M8PvsvI9PxsWXI6QcftuLjDePebNSWPT4u+vlyoz0/7SJSBKkfYj2Ix59UVlN+SVV1ZTnpkDaxL6u+pLzm5MVXVFZXLV5UvrjmuNmLK2uuVJRHViqRNZH/jaxyRf739V9Fnok8F1mj1C5aOEW6zmOS0X/F4osnLqr6WeXChWUTa5cuHGeMr16yJDXs4gVaWOWiskvKJ11SuYD/Xeorv4T/+hZfMqV2wpKLKsoXlU+oKFt88cLy6kkVNTU+89AlqcELzNJqZ5fLp1xReXF51aRl5fMXTdn745v27MHecv1IW2rKa2tIeFQP2r+UikbUuP8j1Q+7enZNWXXNUt+cM09aWLZkSaJ9nSK1JyndzKqaygVXSu2wpnppuVh9g39m+bI5ldjcmaKPV4R9nrC4fNmEZVoMKqFajGfi6V1nV1RV11y0tMZ1anXVUl8cX9miuD0GH2f5yhe7ylyUzTWHsaV818ZLNqzuK93++flpO3jmwYn+oeLCk2aer+FnK6B1KMA/y2gnlPTfzfH3Sv7mDMZ56e4DSvv+wKIqfXz4D6v2vZ0BBNqdS0/dmtfEMijmeWDhkzlqw0l5qd85M9yH5K5p0e5D8l6RfB9SuvcEcIagcbBNjb8nwPtx2v2M19Oc4nq9P0onhwePbM6X/e29R6DREe8RfJGgU0zjQNdVNm3vMx0dZ0HquH5h2fzyhUpiHq/XZ0IfI36b2oIzDEzH8XiO6l6y1g791Pbnls6nWl6qLJP4biF5eiDLqC7P0mW6PGNXpN4v5e6lqq4Ls1XP9cnjdOxh4lxOCd/fFbnKFj9P1pHev0D1XeiI2GuleWArlb2Vy499STFPWi2tRWzt+7IdZ6qj7xPtG5LnjEO36HuZygAeu3yjr/s6v9WfAX6GWvmM7zfm55ADpH+ufhF7xZd2NchpS2bnqS0n6HrZerSOH/c3QebKR/H3AvCM73sck5W8ZpKddIbHHI7YDVufE8dtSVoXwv1y48t/ky/7x3365gDZf2rgN/ldPpcz0KYCWgck6mE1+QFJOz7H2FSszRe/kLjfYCul2crpMH/BXQKQZ3XlRTPj63+DqK3wuRv5vmEXhbk4XE5fTGHFHH79w1tuiO/jUZiHw7GPVjygUFXYHx5Heb63q6VFt+Q9bihfHaWpk879HEv12R/nhpVg1jd8D7JL0t9GStso7kQaaTO9B3ne6pfsUJC6f1rV+n+mvwc5sLHr36kQLn5eLSbetbep6c6rNa/acF3zn13ND2+4sfnJ5oYNPeF9BaeT5r14t1qpruq48NRz1pQv0tr/KKq/DVa1ZCPfgyy9byNkYjzLF7fDlBfv44t7kNGftVp4nnbRReVLlrhqKspdpy2mfn5xeY1m7xrRxxDAHipl7ivKFpYvvqiy7HwX9+vG/hGaZBpesVILn1les6yq+rIpNI/kaeSU+DpPqTQviJ5IbfBq/Xy/dg/sB6Rb/B6D8Z4RU3rWQivu9S586TV7kfTdlTrqxwBJ63IGff4N6fNB5PcfaFMDBLNeNj9/WTrC1mV9nghbwl7NmM2wpejzADk+ecXsRHHD4T7VZ7JX0SE2FaDwFaGR4TyvHm4mo5qaSmnxZCjJGKCV+8DU9KjvisNTw+dRWgDklMvp/LPILkas2pnCztzrDR0LzbLF09uHkr0bkbjPz0e4AM3MFxpG2vuDKR3ahbjXYeiMxL0XfsIbIhzAg3FFyUHJ9ykUUzzg5y2P3KPd/0z/AZ6hOt0/3dbO/c9D9fNjO03o2odRf8N4QLfuVb09OWmM8+6Z+vnLpPvDKB3gyfW/X6/dZwq+CZqZj/WPr/+9dv8z4U25/5n5EPc6yHwEXSRjxqPdW0bjHHGvg186gwl+mihN9Yt/XKK1e9AZlqgP0AVMJsC9CW/d6Fq/gYxZxbuv2WNSv+WjeB/ns1+T6LciWcn91unop8m+1RFs32TezhtdXWrnWt5hin6/7v1CD+PtfMsN6fqtHLmd5yj7vp0/F1kTIb0FcODrYkneebBNpVnXXJ/Suffs9pazd/KctRt17BblSj1nrdXVhjVUX7ds0PDOTtYJnI1UNtzkEvVr2XDDRv1MtHE8bNAtu017V30k5/ue17+v//2W6+PtkvS6lPgDXH//lhu0dXv6D/CxbjZJ86AItUsHtcvIMr1domyYsuwwsQ9Oss+wEcCjnS8lAyfbgwjCQSuLv39C/wFRpot3AUC3aHiqPWhkumb2oJHSBxkP6FaWLdHK76Zw9/BEewdewN0r9PbuH55sr3zk90npvfQfUMdhASX9fe/om+R7eGT+iqgPcDIe8IeFgKT7bygcMMFXXaW9l0//AQr3HWWLyuems9cRpmtmr9H3NDIe0FVZL2CrYbPRTyWVn9IBQE8rP/0H1Bn4iI1IrR+MX9LVD/qqIsYDPh79TcujZvYa/NRSmok2i/Z9LIXmCBpwfYAuYOsIvf7Aj/Z9dkpTtDH1+xluCgd4R3I9IB1BKeMsHGFT037/aKQt7b1KCo19nYxH3+dKvne+kcIBLcxPA+4hQlqm+3Rk1etpv3800pb2XqU6jNcZD+iK8uNOJdythPcgkspP6QGBUVx+egJKxd1Ho/Xyh0el1mfhKFvae5VKKJ/CeLR1jZG2+Dn2Gc7EnAL8lIzS9Ulbh0F60J6k4wFdwJOj9Ppc1fLY80nf/wCd0Ql9jFE6gBPhf2kJrWkJPZD2+yej0tcf7vSqYzzgv7p80sKk759QOODCM08+W7uHif4DAqP5XHd/W9p7sbyjzesP8sFdXCWMB3S9NF6MFenjnP+npDvvoiirvzi43Xe2stuZFoSeHBbPe+1pfZW6uiwXQOHBNc7G1POeKfzB5yl9eJjdNX+w3eEebPfR033RYHuYni30FLjGEPKWL6UVgaIE738w8NHbhLfUsHTnYY3hh7g7md7P6cPFh9J4+FBhZ37qTnqGq5OfqG9KW3Fo++M0IUPITshxKK/ttYzWw7RzOxa9fv482zn7g7bP2/Kn3T0NkhpnV+z/ffXKV+c+sfMJJWdofHg2OFvJjj12zmN3trS12PtO7fvy0jFLn9j5zc6coXOHpswZh2QPaYuFYg88/sHjO7/51zdD5z4xN/ktpoR+/OWCAy9oa/tP2yV/++5vSs7BOWZlGpilZOE9XYwb1rW2tVpHLx6dcjyE4KGzBp31xn8//S/ey/zvy8tevvzv3/xdsR5ildOdkG/J/+7j+z4+4qYNN2F6VjvWNvbr7177btj81fMFj1Cmt6+bdN3/bPtum8VxknYUAnLcfEfxHQ/uaNuRNeCM+DR1X7QPlXlsZF1Qu6l93L9H2od4ujrZPmJ8LYsrXDqWbPnYzraP2LQ6Sls31tg+kukJGUJ2Qo6F3D6UMWgfenrjd0BcOB/OgHVY/6eKKkD7DgjO/zLENHywnzrs1NZKqb9nwHdAwpRPgPYdkO+tqgAsTsnfdWi6Ji/+XQftHsfX/pMXUvuqzQ/3Ujt7LkXgK8rvm3Sf7Q/aF4oqGl35Ow/+T0gWDMFtOkCu91KiQdR+Nz9y9iNo53A4h7Lh068/veaB8APY+4qvkZCNwXvKV7/R9sbUqadPPXP68dPvunzu5W3bn9/+q61tW5Vex/SS04n3mUWbefG8QedtINzWMVePMUtnJz5KDi049KsXrnlh5QdtH1j6Tusrp2szuPUEA6f/f/a+BD6KIvu/JySZmQ5HOIQghxM5jEhgQJBwycghUQ6DBIiCOgGiiYZkTIJEAQ0KGBAxKkpE143+XIx7/My6u79f1mU1P3TX/BXXcb2CHA4KEhQ0ImpUZP7v2101U9PTnUxIkIk79cnLdFdXvffq1atXd9X9U3lJ5eEK3vS+OWzYhGGXjBg+wjnj0hkfP7/meQ+F7Tpl6xRwosefMg4tS7K3vrx++h+//SN2khuF4/uyJ/zq81/B8vBwd5FcHI5ZjlmXT778npwFOT+8s/0dpLfzuE3jQLcXpe/j3839ndfbqPD/I8FHn3/9+eaqN6t6TbxpomiDz5bdAtiGtq3degalXFgD17b1+sAW1usDa+KpHQkIxW4pZztRWMfw0Op1yI7Lkdut6mR/vc7HgxOE8eBywl0+PHg9tt54cNkI6rOOMB4Pto8xt8k93PwVzzgrRx0n8u/J7iN8Dx4PDoNxIoyrUhsZwH0r2XmAdZ7mx2OGkoyHjjC3+B7uXIoDEMeDcWZh1cXq+UKhjAd7KGzCNDW8b/5AmKerJfy1IzT6EjcxTk9fagiX+2JjfUn5zNIafbmL60u/9q4v+9ftTyK+k1TeFXNUdYSdm3VEX0biZc2LKN4inm4peNF0BbVLJcojrf8TFAcQMH9AeesZrZ5FFYq+xJNeV41Qw+vd+91I+BsZb2mXsHFojb7gHlncLdRAdCUKY3Tvd+OXlja1L5gj5GeAGZ33IWnHocPEvmSQrAC+8X4mm8YvmpHRIYtcSXa6od4iR0vBe1lShN+gWViKl0TyEu/9hm1J/UQ90ywUfSmmsLAxPLyyDoO+83sFi7+2yGUE/LzJamrfOgfG+OZBy0g/ylmeGY2jwMbiHm8+jtJxlEpPmQ+iNEAPcT4rxjPe/umHnwLmf8gf8P7LjynjOlXQb4K6S8zN3mMJGw+6X+nQLSO6ZQyPeP9i8UGS52jV3op8pFJ4gGOM6p9CvwAnq2PxCz5qxwSPg6EeBh98HEzko57kb2F4tPdYQjcU20PyBT9pY/zrk+rouW6Mf1wTdAE7xpgD7jFLm2eVAZYUCsvWqyrjrzFy0D1mWH+Tf1Nejt49ZvYqq+x6I1bBAz631z37YW+GB1DZg9F9wfMs339SJ9gdF8UDaOe59fafWHBWiyzLM4TxgpbsP7EstPr2n5Tx+dpFVrmBIDslsFzEs/Vo8ZK/VR80d1+orjPk+wXE+ftU4jV1bGj7BaopXO1Y9CsD9wvUHIiVX2Xgm19eR+HGqefWNFeOmzo3uGGeLOvxLeGswnGh8e2icCUEmRq+qy8lfWPA+aokfjOOxCpn7bSG7/InZfUeScKFPXXYm6KMGyM+O7ce+sbPP67A+ryZVsUuNY7zlwuchYy9KZbxgfYiZXzw/YXYl4LBKn5/oWecP12pFD51vB8v4gMOjlP1PoOe+f5Ksb7NJv/s8eaQ7tWrmUA8EaQy//+M/ZV+0J6pVPMJlQkGsMHN7RvjdkcS5t3rSZ6AUOxOCelZ2US//Ftqd6Cj2n1vOBMUe99wbnMo+96w5w5708RxH+XcSuqxYsNTB4G309n3hrKDfW9VRzIV25dyaXAfEWf0a9e7iOXWaN/bPEYTv3zfm4vwA5rd91bW9HlHZSRHN+VrFeFqq/O46r6Lleu/izU8j6uS2i3Vnsj9AeHuasyB53HxfnKpuP/VQW0uR2jr7FLI3tRNbqKf/IWlzdaN9jHo94h95OD92eHT70kjOQG4b9Ux1k8+1ryM1lK8tZNbPq7yKsUBiP1kbb8GYyYpvdX7IfTGTaQpRHdKaPrQONUsW6YZ60P1V63SB/XsMsHW6ukDryu6hrM+bDtU6iRZAYhL5agPO5NNdYOejALvrd1C8bZMNdYH1IUNU4Prq3fJDyDqA/aaY+wEZ3k31Q7F+LlST1NYZY0vQdC98p9JMgfMJ9Vg3sSVqIAyn1QvyRwwn+SkXw7oe9ooPAfMJ/E5F4Ayn/Q5hWVgt1jlpva9oEfC972ckKxy6SmLLN5jgQ+691iwdkTNk+r5VnX8vO0j7B7yHHb+NTvvWtqi7tlMYN8z2DnXFYXsPOwUtreT+aex3wR2Pjaccv41+ddHxciYB1boP6jGK+fnatez/QrsHGt7luqfxPad1n3/ocJvLQtXS/jc7ljZTb+4J7COvXvoV9nXMV1z/je9ZzPelPtP2fd49pvAfm3sN4n92tlvCvt1sN9U9pvGfjPYr5P9lmjo4+5ZyCCW0S9l38vYbzn7rWC/ley3iv1Ws98a9lvLft3st479ejh9t+b8cXrPnu5Pf1u1I0v+HdiObHg3uJ1UsTKwrLbl+Q2461M8v8Gic24q7iwOMLWYM7kysM9bxe7ztLCB3rQrAr/XXOG3R3i3vxd4fnaNBp9432XZF33kkro+suOLaNm+P1ptA2/vpJzlXcXuC3Xz880RqV+CXMP4wS/4EfFZ3u8j2wT+TmrouXIGB6RXOf+a+KsnXAt6RvVE+tNcg2UHO/Nb4Ue4S1SR44vdZduxaLmG+MN33G+Ku0txJyroOWro20fRcgUB5rNcm/r6+FfwCfzVnJsgl5I9cBB9N4VHeiZ877VWuCW56phantOOBd7HivtMK8gPd5zydzvFd1F8yNuxPzC87cNo2UnyrfqIyZetE/Glfwal/wr/HERF6vu+TcPAV7VYc1/r3q3WNKJXQvEs9g12Ub5pUT1le4r/fMAbF8xaUHptD4Uvd2xf9czQK8wB57sX475V4g13vkr9E+Rswm8j3C7Id9eNu0T8GSf6yPGC/Dx5iQH3pzrzz5c9db2UvIFOWTT6kW0+V7YMu2tYQP6THKED9tL9pXw+IF4YB7LMpHSytd9YY2m0n0qZAJ1tluNnG88HxO9u1X4q5WjAfux1AGsH8TOhTaZJt4WyLt20/RnPWW8HZZKcZ1G9Mwu8s/qBrfurH6g/J+u6itlvsmPu882yrZ9Z3U8lhOEyGWAwH1De1yynnm8OmA8oJjtpS1PX0YYyH5BGYStxj/JM/XZzCuU/IKDd/FasrNduthMuR5pxuzlpYOv3MXDXL0hfspR2M5+L7GfUbnaFRz+qnPK//Cq/PCr4+uIBejIyy8XC2y6Kt4vFNeVlFWpDu5GneussyB8gtpsbSGfTrlbXAYeiLyUU1jZbDa+nL9mEHxCgL8uXF+rpi5Nwua421hf3h62yLzZul+G6B+mLKofujMfu4dzPuue/D9TOMcsA3zwEk41b1wbb8vJXZBX56jmKd3KOcT8r02WbnFmwPMh/AuUNQNQX2BbsccPZ+aHoC/a2wcYgvJ6+lBN+QIC+2G7O1F3/Qrgq0o31pbJvq+yLclToMIEP6ITefkhRZ4L0RUlbGKx/mUt927ngfbhyhpGNySbbracvI+3Dlvm3AQ8lGQOUdNuyM4P0ZVnWwinXXRC8/oXiAER9gW1x9VH3+Yn60ni1f/5Zea9T55crKCxsDN8XiL1zgJRadp76FHPAfVviWIHv3LBrtyr3QChtuPP/ZhHndW3zyH4R8H278XgmyMD+qb89Ylt24G+PK/O09F7VXfVX9guS3/8Nioy9RlzERVzEhZs7p4PUYUPepXmJGfdk8Lu6Is7YjbRK1mNvrXsr5f5371d30Jy+MzrHsj3IIRzOlws3p7ffAu7cxa8vHhQbFftK5U2VF+b9IS9wFWzLXFNnnLaVA3f71iav3fGj90dT97ndmwv/4pxuc97z/uCNGbR8UFvrTaj7bNq73qx5z/veJMdsxyTmJhDE9hreq61oNHX+bVu6P0zvPP0T7wmv9eLNvuPDLpYl+f2da3eOXrdzHacNPf5408hNTx71HtVb491avQl131V715v5r3hfkUzdTc3Jqzfl/582zNxwzPMvD8rSF1SO+i9+Udkfem6sFPuHlVNXNta/XX/8lPfUE68deK2zPcuOWaamzkbuQTKuLJpY9PXHb3yM+8i3v37g9e7jC8Zj1qwl+3Dhcvp36O/1vunt7XzNyVeoPDpWHuv1HvY+dsR7RIobr+RXAtmDU/+47h/X7vxpp2TqpaQ7FP5f2fPjnq8P7DoAK/Lndw6/03fG2hl67Z1Q9uE1JcumZIJ5xobtU7ZvPOA9IFlGKGMx0zpLnb1f/+5rW+5buYiPlP/Tea7zxe9Pfd+x57yeT2QNzfr24Gu46tP70TfebxKXVi1VV2w1nW5jHlW9ueZV76vRMb1iopmL6qCuQ9PqDX+/q+abmsnTM6ZfPWvarNj+U/ujFO9ef/H6f57wnpieuTnzmskTJp/YuX7ntnpvvamLo4vRudlWkub7a+xrPiF+Fq3671XXzZo562DV6qp36N2SvFq5D7sl+7IvofaY99DDhxzPfPkMZibB16FHxjyy69DJQ0dOHT4VN36bcvzqpXFSnPfYU8eGrtmzBjVcqPz/76feTzNu2XjLkqtnX33ohbtfwJ7IuDGbxzSnN3r7Mo1kCWvWlEygf/+T1j3tdW+jt0PfLEUGG0ZYRni9Hu9M5Q7frsoc1vHfTvvtktdOvrY6+fzkb70feBfd++q948dNG3f9nClz4oakK3N9oaZby6NR+6YMttQ6ymqkN1p7jbt3f2ysbuyT+Uomn11fPihmUIP3XW9Hx28cRvGuwp293/3lO9zZy26AVtri3o9KP5r5wrcv8FHUUPfpdzNJph/+OuevK+u8dThzbgzh+u7gwwfHZb2S9cPrt7w+4fEjj6N9v2JwzODj3ve8naY+N/V0+bcr9y2v33/VXxr/Ipm6mfT0pql9uq2RyQ3nRp373clXT3a76i9XRVPZeysvMe/HUydPbTvsPSzJ4+TRFP6ngw8eHFj4TuHj47uM/9T7mbeLY6tDO+J9uvnG9Wblv73/HpNyecoY5voNGz1MMsmmUPXm3uGW4bi3Xc8lXP/a9bi3XS9eqd1iP0rx4iY8OYH7oSL54qlLn1q7z7tPMg9TGuOhntsAz3/fOuDWnT95f4rqtbDXtokdJ778bf23sb0X9a69sd+NTx/94WhU58md/z7/nPn/+OnHn6LOdZ57uvxjHcCXzzieuXuvd69kTjbr6U1T+7Zxts/pymSA0l50vT3pqWNPJUR1jPry5YUvr7z7X3fvPfGPE+bktcl3JMUm7Tv5wUnzsHXDLiId+vJvrr8dw0TzM68/0+Piay7mZe50862l7Rsjvdk00jIS99WPcv7FOURwSQS4t90oXlMyWifoTSjneHB310WxF33l/dDbb+qzU794dvqzC1785kUpqmfUkr4d+n794z9+7D+7avbRikkVeW+dekuKTow+Xf6hN8efm/LcnR96P5Rih8Q2176BE/fxDzN3Pm2ZgNju1UNWP0r2ZXbfsX3fO/anY4OGrhz67a6cXReSjXkrb3DegwdPUp0xWkHcieR365WDr/zslcdeQdts5KrXVkmmONPp5ltb6Q3WAYn31YfaHxHvluc2eYRi/0v3z2J1dajnuvjGnBD/400f37v98PaG438/3m3m72fysxG+/WvGXze++t2rP31c8XHSyrqVvE17OvxP6GTq5D30yKHU/z7x3+qtaM3rjXiuwzBz3GnLBO42qms//endn/6n5JmSDfs+3xdDbeR3bxt82/3//vbf37s3ue0bPtrA43MXT/X44ccmP8b7kaebb22lNyh7++9Puf9z0uVbNv99c+qMBTOw/mlsTmGOFNU1yigenj64x37PxxRv4co/rFw0c+bMT55f9fy7aAOytUqhnPMjOrT1jjw27jHY2ifQh+o4sSPvzzyXGp/q9TZ4UVdg/VZL+b9jx4kd06anT1+24MoFX7368KtvUv/DfOGKC43axU2d82FUT4UiEz624X1z2ZvKusPS/aXQEbRNvN53vEqf7aK7LkK4uYmxiek5+Tljxk0dd83ksZO/++f6f969x7sHdevp5ltb6Y0y1kXpePa2Sbcd3Vu71+v9wXv4xKkTC592Py1F949uKh7G8J9bfunyE5/s+uQE8f/sGx+/0WNC4QS0alpy7pPonpncabKX+u4jNno2imVuHPpRh7ce3kr9BUlOkUPlvx99e3Xbgm1fH/nwCE5x+ex77/eP1eyuiR+ZNdK/I8XvQjn35XRlwh2e/rm039J93lNe87C1ij4NjJFivG8XvL2c9FWKGaR0tO8d23HstwdfUfrgwPXr1z55rdOIm0fwNvLp5lvERVzERVzERVwYO2U/+eWSupcFHsp5S93McuNdBCXqurIl2Tm5Swuy8pKX5hS6cjNvl3avrxuhg8ymucMJ5/OWSNL9aIAq5+fHynLJtR3kBNxbod47uF25F/UPVjl74k/W6lvP9e1r5jX56e5rrlltlj1rzIb7mhvw7e7I/b3h7qruDtzXzK9txjpHfs8T1iHiHA3lXMjFOXnDgy9AyVf2lOK+rD5mGesg8V6TbpZr0oXzLc43y9g/wL8rZw6x81GAX3dP4TJJwsVzyrkfb8bKtS/77+HCWskGdp62YfzMnNysTP+95A3z/Os3K+4kfu/UrANebJuid26GhcpqAsF0oXz84s/NIDka3Ute+02svIuBVKLmJ+5Eq1lLeXxn4Lpb3Hshvte9FivjnNGMb2JP655hMXv17tGBw/lSdR984BXX+3I9axwWI9eNU+9ZS3k9VobOkAovs7H42cJdOcr9KNd1kHHnG+7/Vc4pkmU5e1EH2fasb5+YiZ8L4hH3f8MGrgna/71V9z5sCldOcLlgb43OBRHvESKXp6wJ2EWyrI2VxXNBtOd+8PXLtTjH5iPSZ+bvpvxpoDxBerDueAVlubh+2U4yavwmNuAeonKSoask8Dwv/j1KkLdyng7JK+H6DnJ2d3Y+lOS/n69OuIM2W+feWaN77kpnfmnFPXdVG4PvuauOj5GRJtxzJ56bXkz1IuD3Jep5OjBcl6Fufq3leigJ9jL4nsetPnkDLoGtWUdlY/FWX76k9VbXg+ud1/vVipvnav0C7quU3H/z6XV3FU+iUHYbkc9HJJmDZEDHvlL/3iE/HfWeyRKSYxXpJvKP6Yd67hG/t69ekl3mUsglWk13lORK36rcX5gK/grVe7QrSD8BCTuifeeH8XJjF+xyCtkQgKbc6J6n46ZwnrV+u9zS83TK7ww+TwdtM+xps68NtFt2nfOBfOVky0sWfj94gqS/L6W5clLe5aSiW2VrE2VbdZYlWmp6fwHufMJZWPFWP12uB0/M8u/xQ7w6m3p+P+LZJu5R9nO6PkiUNsVvsEJfuX7Y50z/gMtmzp47ngpaC4V/VE7jCWwEdgKHv9xGIV1ZeTfMmztsXvrlySmS712959KkvrOPTA5ZeZJJlNMUyWQS5TsrZ1mWctf1sqyFSzKv8+27mKoeP22blldUwO951ep5I9mX7K5sX31Xv04h3PTZV82aNn56+ozxeje0SasC8MX4296pMR10y838rIJC5c5v9j5imF3i98Fq+cJ91Kb0+z7HM7+T2lf+hHtkIW92v632qAVf+OlZeVm4PxHREF4No9xrtyC/IHcpWaWlWYjN8GUkX3Z7ZlFmXmYyk2Ayv9ezUPmOhST8vLQ/S/7z0hrvM/vOecsWz7+61yzX3xvaOW8ZpZQfBAsl9Zw35wWqvpaT3xMMeLrq/xErx2+g8n1vaOe8GfHt/JMav5hwpxHfZaX+dKQJ6agi/6rS0NJhI77sBIs06XDvN8vvMvC1ewkn2hCVpa1LR8NfLb5zOype3mFx7iT4xw6lPqz4iNmGrB1Kfbjjwhi5gkDZz7TRLJfSd+cG//mPAedfkj+A+1fRM6BuQ/D5l1q6lSyMU4duCdEtY3j06KbQdwD3T6JnQNrGYLqOmh2WCqJr+6dK18bCNNwVTLeRvlkYHj26VeRfJdCtoGdArQ5dN9H1EF0Po1vOwpTlBtN1UfkoYXj06CbRdwD3T6BngOO+5unGszBVS4PpVp0TIyPNwKNHt+I+3GPsp1tGz4BqHboV6160eAhs619U21ksTMOdLyp0s/M9fwEo/TsqlzULTCYP7ALp/+LFiz3z5s3bd8011+y/7rrrPnK5XB8vXbrUk52dfSA3N/fjO++881BRUdEnK1asOLhy5cpDmzZtqr/nnns+vffeew/fd9999du2bfv84YcfPrJ169bP8FxZWfnF008/ffSZZ545hl+8wx/fEQ7PiIf4wAN8wAv8oAN6oAv64AP8gC/wBz7B75w5c/amp6fvy8jI2L9o0aL9TqfzI5FnxBF5vuuuuw7dfffdn65fv/7wxo0b6zdv3lz/4IMPHnnkkUc+e+yxxz5/4oknPv/1r399tKKi4ih+8Q5/fEc4hEc8xAce4BN5Bj2RZ/ADvsAf+AS/nGeE4TwvWbLEc9tttx285ZZbDuTn539cWFj4ydq1az+94447DkIOoPXQQw8d2bBhw+H777+/vqys7MiTTz55FLIEf48//vjn27dvP4ZfvMMf3xEO4REP8YEH+IAX+EEH9EAX9MEH5xn8cZ7T0tIC5HzDDTcoPN90000Hbr755gN5eXkfFxQUfAIct99++8HVq1cfWrNmzaegUVpaqugHl/WWLVs+A3/l5eUK7/jFO/y5jBEe8RAfeIAPeIEfdEAPdEEffIAfUc7gF+mYO3fuvgULFuy79tpr9yMOdObGG2/05OTkHEC+3XrrrZ8g34qLiw+CnqgfyHPo5AMPPHAEfEGe4BH++MU7/PEd4eAv6gXwAS/wgw7ogS7ogw/wA77AH/gEv1ddddXeq6++eu/8+fMVnq+//vqPMjMzP8rKylJ45jqNfIMskI+irEEfeQ1+IEfwBh0An/jFO/zxHeEQXpQx8AEv8HNdBl3QBx/gB3yBP/AJfmfNmrUHOoJ0ifqBfBL1AzJZvny5ImvIAnks8g2ZomyBNwD0gj/DH99FfhEfeIAPeIFf1AvQF/UC/IFP8Dtz5sw9XKch/4ULF+rKGmVD1GtuQ0AfNmvdunWKDJHXkCcHvMMf3xEO4bmtEPUY+PVkDH7AF9dl8AvbJ+oH4sBPtB9I+7JlyxQdgR6KfENeJSUln8IfPEEfwB8HvMMf3xGOy5fzC3/gBX7QEe0F+AA/ol7A74orrtjD9YPbD62sYWdgf5B3vDwCN9cT6CVsFpe7FuCP7wjH9QHxebkDXuAHHa2MRbsMPsFvamrqhzNmzNiDdHFZo85BPnG7Bzygw/mGXMAL6KIugMygA6tWrVL4AkCH+TP88R3hEB7xEB94OL/ADzrcvoE++OAyBn/gE/xefvnlH2plze2eqCPc9ol8Qw+5zMEL6IIvLcCf84rwiCfyy22bqBPcvmllDH6RjunTpyuynj179l7YRK4j3F6LfIM29A5ywDfkOecdAN0Fbxzwzr8hHMIjHuIDD/CJ/HJ7zHUC/IAv8Ac+we/kyZN3c1mjTPLyiPaIqNucb+QfbBGXOcoOlzsA+gneOOCdf0M4hOeyBR6uD8Av6jDo83IHvriMwa/D4dg9derUD6E7XEdgU9A+QZo436AHPUO68Q02FWUGtCEv1A2cfwB0mD/DH98RDuERD/GBB/iAF+E4v6CLb+CD6wT4A5/g99JLL6277LLLFL4h+yuvvNLHN+pKLm+u38CPcg3ZAC/yFfIS+dcC5xPhEB7xEB94gI/rL5cv6HJ+wQ/4An/gE/xC9pMmTdoNmU+bNk2RN3RHlDfw8HIJPUQect6R91xnAJAf+OKAd/4N4RCe8wo8wMfLG+iI8gUf4Ad8gT/wCX7Hjh37wYQJE+ogc843t3+Ix/Ub5YHrCmigTuVy5/wDkNcA8Mef+TceFvEQn8sWeIFfbE9wu8b5BX/gE/yOGTPmg3HjxtUhbSLfSB/XE+ABba4roIG8Bk3oIOhDZyE3DqiLxXd8RziERzzEBx6uC8DP+QVdUb7gC/yBT/A7evRohe/x48fXTZw4MUDe0CPovyhz2ErQ4HJHnkJWoAFeOHDeOOA7wiE8lyvwAJ8oW9ADXZFf8AX+OL+wH5xvpEPUb+g96CCPkHbYHOStyDv0FPS5/FHOwBcHvHN5IhzCi7wCH/ACP+iAHuiK+ivKF/wOHz78vZEjR74v8g294fZkypQpQTIHDS535BnoQxcB4EcL/BvvF3G5Ao9WtqDH7QP4EPkFn+B36NCh7+EX/I8aNep9fIeeo+5BPK4rkBXCADfkAd0U+efy58D7ExzwXeQT8YEH+Hh9zHUBdEGflzfwxeULfocMGfIu53vEiBHv4/sll1yi8A0d4jLnvCPfIA+Rf8gJeQtejADfeZuM8wk8XA84r6AHuqAPPsAP+BL5RRjO97Bhw94DnosvvtinK5CLyDvyGnnH+YfOgj5PA8oafjnwdx4G4TmfwAN8Iq+gx3UBfIAf8CXyO3DgwHcGDx787oUXXujjm+s4lznXF5F3lA/IhvMPgC4CwBMH7sfDIDziIb5WrqDDZct1l/ML/sAn+E1MTHwHv4iXlJT0Lpc56CBPOO/IW847ygX0DfRgh0Ab5YunAwD58Wf44zvCITziIT7wcF6Bn/MKuqDPZQu+wB/nt3///v/G74ABA94ZNGjQOxdccIEi84suuui95ORkn54Dl6gznH+eBuDk+aAF/o3zyPkUdYDzCnqgC/rgA/yAL/DH+UW4fv36/dtms/37/PPPfwf4kAdc5shLzrvdbn+f6ztkAnooV5w+1/+UlJQPOHD95IDwiIf4XF+Bl/MKely24AP8gC/wBz7Bb0JCwtvnnnvu23g/77zzfDLnes55R7pFfQcdUf4cwIsWxO9cnpxPrq/AL/IK+ly24Av8gU/we84557h79er1NnD06dPHxztkIvIOPURecX2HPECPpwH6x9MCQPnjz+J3Hgfxub4CL/CLvII+5xV8AQ/4BL/dunVz9+jRw92zZ083l3nfvn3/Db3Ryh16xWXP5S/mQXPAZcnlyWUKvFq5gj744LIFf+AT/CJO165d3+revbsbaYAMevfu7eMd+cl55/ou8o+yhXLCeYC8+LP2HeEQXuST6yvnFfQ4r+AD/IAv8Ac+ETcuLu5fnTt3fis+Pv4tLnOuL1zuXGe47FEeeBogG54PzQEPy3kEHi5TrgNcrlwPuGzBH/gEvxaL5V+yLP8LOEXekY+Igzzh+i7yD3nwNABQF4APDtBH8R3feVjEQ3yRT66voAe6oC/yCv7AJ/iNiYl502w2v2m1Wv+FNHTs2NEnd64zXN+BE4A84/oDmgDkJ3gwAnznYXm+AzhOrq9cBziv4Ad8gT/wCX4Rv0OHDm9y3iETkXfoIJc98GnlD31DXgLAA+TF+RHfeRiE18oTeLlMQU/kFfxwXsEn+JUkaRcgKipqV3R09Jui3JEXiNupUyclzV26dPHJn6cBsuEAHnh6OHA/MRznkcsTeIEfdEAPdEW5gi/wx3nlAFlw3pEe6BziQH8QH2UH+Lj8UX55Grh8wANPD2wu5wvA84vziPhcngDgBx3QA13QBx+cV85fU2AymRTeRdlz/iEH5BvXIZ4XHMALB9Gfh+VxuTw5n1ymoAv6Rrxp+de+Q3+47IEP6Y+NjVXSAIC9Al0OsGPghQPexe8Iz+MCD/BxPkFH1NdQ+AsFkH6eBjEfOIAPLYjfOX+cx6bk2Rw0l56m3kEX8uHpAcCm8Wfxe1vQa4/Q2vSe7feIvCPyjehzRN4R+UbkHdHn8AccEZRzQWTPWsRFXMRFXMRFXMS1f2cht5BcCXN4lsmFK78XYWCcnPZMxoPkksmFG79Wch+Q8xo4pAV5EE48X0vO24xbQC6ceF5NrjmeV5ELJ55R3prjGWHCieenybUXnmPI/Rc5bwguHHjuRG4HOW+I7mzz3JPcG+S8LXBnk+dB5PaR87bQnS2eR5I7TM57Gu5s8Dyd3NfkvKfpfm6eryH3PTlvK9zPyfNycqfIeVvpfi6ex5FrC35/bjlfR+4Hcu2JZ7ip5I6Ta088w40md4Rce+IZ7nxye8i1J57hEsj9i1x74hmuI7lqcu2JZ7hYcs+Sa088w5nIbSTXnnhuj/2U9twfbI/97vY4voExuQPk2tM4EtxQLDLXGa97lxzuxQj3cdEVzOE5HOUbcREXcREXcREXcRH3S3A4J6/uI7MM8HxolqUP1XPwjM7Jc7PzF+NXB56TBzzxjRY5fmCMgkfvfD7HHrNcsV84j5Ce7eSXsSf4fL74t1+yON55ydKw7yWFbhILU7X+paBzkKW9ZjmpZ4yCR49uNfnb/xnro4vnSoQNgW4FC1N2ezDdYqJbyvDo0bXT95J9/vTi2UZ+qXt1zn0kuiVEt2a/SjeBhakpCabbgG8Mjx7dSvL3CHTxXE5+NSHQLWNhGnToZhOeYoZHj66NvjuE/MVzPPml7GueroWFcS8PpltL35Bm4BHpQpaQcbkO/pIHaywNBK6HagLkuY99F/EnEZ9IW7kGP2QGWTaGgJ/L7YAO/lLCjzQ0avBDNpBZxv7m8XP5HNLBX03xkQbgEfGjbKHMSUz3uX8xvYMn+CM8P8fZscEsp7HzqTkf9pd3WGw7d1gqXlXP5/QMiFFw2W8NPp8TZ6/W0nfPfoPyT98dH/n1w07PgIyPgtOvpZvEwrgKguni7NV4hke3/JN/tUC3kp4r2Tmxolx4+FqyX7Uf+s+1Vc7GvUc9f/y5VEnq0qXLrghEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQgQhEIAIRiEAEIhCBCEQgAhGIQAQiEIEIRCACEYhABCIQAREkdk5RxEVcxEVcxEVcxEVcxEVcxEVcxEVcxEVcxEXcz+n4PU+4V600TBx4AU+486u9yPEicnr3fIWLO0gumVy4y9FK7gNy3jB34XrfnOhCuecvXFy43TeodRXk2ossw+2+Se5iyP0XOW87cuF23yhcJ3I7yHnbmQs3WfYk9wY5bzt04STLQeT2kfO2UxcushxJ7jA5bzt24SDL6eS+Judt5+5sy/Iact+T8/4C3NmU5XJyp8h5fyHubMlyHLlfkhzPtl5eR+4HchFZto2bSu44uYgs28aNJneEXESWbePOJ7eHXESWbeMSyP2LXESWbeM6kqsmF5Fl27hYcs+Si8iybZyJ3EZyEVlGxtUj8z2/7PkezD0fIBeZh2wbN5RcOM+Pv0tuCLn2tm5jRZg58NQe9DHiIi7iIi7iIi7iIi7iIi7iIi7iIi7iIi7iIu4/1Z2lc4pMYQbt0ZnCHNqjDKPCCNqTPJuSYYezDEZybQ8yFNMRHSaglWu4ydNIjpz/GAaxZxFiBBDlGk7y1MqxgyA/ng4zgcUArGcI9GiZGcQKMg0XeRrpYowgP6QL+9/jBOj4MwOnKzPgso4NE3kayTFWkCH470TQmaALQbwAXX8m4PS6MOgsyNcaBvJsqkxbBBkiDd0IehCcQ9CToJcACWcQRDo9GYCH7kzGXZhMz6Y8jeRoZnx1ZHx2Z/z3JuhL0I/gPAY2gkQdOL+VoMVnYwCa/RkPfZisz2Ey7XSW5KknR163yIyvrozPc1kaBhBcQHAhwUUEQwlw3sUwDQxvIxBxJjMATawhSiIYzOTej8m0WzP6+XPKkZfpzoyvXozPQUx2IwguIRhLMIFgIsEkBg4Gl7UxcLygcSmjOZ4ghWA0gZ3lbSIrN12ZPC0/kzybkmMXZhN7szIFPi9msptGMIMgjWAuwTwCrH3MILiG4FoBFrYSOJ5rGIDGfIJ0gqsJZhNcQTCZ5e0wVm6M5HkmyjrHJ8qR28Z4Vqb7ML6SGZ/TCeYwvRjF4BKmGykszDgBxrcRcHxjGYDWGKaPFzNAuFlMh+2szCcwecYxecacAdsplm09OfYUyrSdlSfweRUr8+Hq4lh+O5h+2ph9im9Cnm1pI2MYjebkeD2rx8PddWX8prB6qS+zVZ1ZXSraztbqplaOZsE+nsNoD2L1J2zjTCbHGe1ojHUCK+vDWF10JnRTW9fwdg+vZ2AfBzIeYH+uJFhE4CIY2Y5kCTueyuzoQNaW68badxah3366sjSykZ1Y2T1XqGfGsboR9egyVtbbk7uElfMxrB3ch6VR24ZvjSyjhD4Nt5FdWX2XyNq/ohyzmXzbm0th7Y2xzGb2M7CZpyPLpmxkT9aXGcJ4SGXtuSyWn+3RjWPt3vEsXf1YXdCllbLUtiN5H7szy6u+rBygrXY5awtfx/S1vbrxrP8wgcmyP9OZtpBlU2V7AOsTXsboz2Pf27ObwPpGE1mfty1kqVe2ZaH905/l23jWDr+C0ZF+AbJcwPpnFzEb1layFPvaHVn7oDfTyZGsfz2ByfyX4CYyW3Upq09bK0u9tqTWTiax+maI9MtyXJaTzqAsxfLdj8lwmPTLcz+HLPXq7xRW90RFZNmifo5Yh/cW6vCpBFN+IfXOmbCXTdXjnYVyfiFr2/IxtbhIPR6Sbuq1L89n/W2M+aWzPk+3X4As27p9KeqmdkyjM+vv92F2cxQr68jPTGYDfkn9nrboQ4YyZtmflfUxQj/yJjZe1d774xcK/fG2GNsw6ktCnvGsrNtYeeDjG5inupmNwbXHcaI0YZxIHFtvizE3qYnxS94POp/Ve2OF8aJlrKy0Jzea1aUYxxx8BsYvudPO4cqC7TQaD86X2ve4em/Jv/6gLefPmrOd4jwF9BHzPJjvubKd1eNG8z1mqe3nIrXzkNx2ivNn4jzkIqa/4e6amofUK99tPa8r9om08hwutZ/5cfDW1Px4W+tkU31MqxS4/sVo3cZE1n4ax8rTpZJ/LRFf/zO5jUFcVzSJ8TCB8TVa8q/bcEjB6zba2k42JU+jdVndJf96oiRW/0xgbXrYz9lMtumSf00RX1fE4ZpWgIiH4+Zrieayds8sVs9MZuV62FmQo9F4kthv5+sF+Tq3gZJ/ndtoxjvXzYmCforgaAVocV0q6CNfZzSG1dfDWX7bdOQY+zPIUU+eYv0urjHqIQWuvxzMeB8i+ddg8nWYIgw7TUg2gKGM3hDWp7mA2fVElt+9pJ9vfVso/XYuT9GG8rWYfF1wH1Y/9ZcC1wafaeC0+jPoy/I4geV3/FmWo1H9LtpQXub5Gv/uUuCade269TMF4jr1cxgPfL063wOgbftESWd/L4Xe2nW+/8RoL8XPBeIeik6MJ1lHH8+WHJuTp7g3RW+Pz5nc6xNnAOLeHrP0861Pb60NFWXK93tZzjI0t+8snFxz+yH14EzvfdQDUYbhKEexvOvt1Q2nPbrhvE+3OXmGwx7ypvbkh7sL13MN2psctbIMB7n+ks7ciMgy4pp1ORecNb1sT+eFhKt9be5sk3Brp+idfdFBavoslLPJd1NnTMTotL3P9nkOTZ3lYDboZ51Nvk1NjOlZDPr1Z/P8jFDGd7TjOl3YGEvcWeA7lLMU4tl42jnCeBs/E6KLFLgn70yPU5pCmIPg47t9NOO6/dkY6zlS8F7CM70P22j8VJyDOo+Npw8RxvQvZPMofF1bU3sg23IOsrk9+JAjXxMzis2tTGQwjs2xDJH8axubmjdtq/l8vfVQ2jUS9ujoaMe8efOKV69eXV5UVPR0Tk7O09dff335mDFjbouJidFbk9nWfBvNmWvXIGCeZwTxO+Xuu+9+sLi4eFVCQkJfk+qiunXr1mf69OmuuXPnPhAVFTVRClyzx9eZmdtobMzUjHz7cvkSTCKeVq5YsWIVGNXDNXv27FWjR4++jenOIClwT6rROgXTaeqwdm1xd0F/Ma+FucGZZWVl5X3JGSHs3r17/+uuu24r0/GhLdCRlqwt157XwO0ZX9MHe4C1W9iPk/HMM8/8hvLecM0+fepwyy23/EZS57MxDztA0p83jj5Nno3W0fD9/Og9YE7dIanz6FnbyTWHODc3F2GuaGP9MNpXwvdCcBvB16lg3/wNo0aNWvvrX//6qRB51tsb3Pk0eW5qX3U3yb+OLmB/+syZM0u3bt36+AByIfJstLZSPk2e9c540O5fBr0ryDwsJNt73wMPPLClJ7lQCjbjuSV7XZviWU8nDPcJd+jQYeHNN9+8ed26dRvjyYVqjBjPWNMR6tpqI56NdEJvP+40q9W66I477niI6o7VLb0vjPEsrq1vbp9CUzw3pRN8X8JlnTt3Xrh27dpHiLaL6r3ollZSjGe+t2LoafIc6v7ScVQfL6R6Y9u11157nUFdFyrPGW3Ec1P7OEckJiZmPProo0+kpqa2am2owPOk0+Q5pP2Sw4cPX/D4448/OYFcaxu1Z4jngH2JsiyP2LZt268WkWuLhngb8tykvaCq4irUGVR3zAoTno3WlAbslacqYw7VHeVUh2SebvlrI5712nDa9gXfzzaWqo7569evf4TqkjyqUzqcZbsRin1Gm8hBVcgCqksepDrlrtO5f1Jjn1tbpzR15kwf1n9S9mdRVZKxbNmyzVS3bKA6pnMr68H+p8lzqHULb+NfTip9DdUtpVTHPEJ1TcJZaG+EUof3knT2G1Eds5bqmm1U5ySehXadyLdRn6q30Afk+1CunThx4j1U5/x6GLkWtp/5Pq/WtJ99XTeDvqu2nwJZKfs9qJ9yz2n2U/q2sp/Skv7gYNYPncTktrSN+oOt6cMa6QjX7fNY3o5uRb87lPXaLRnjCHV8g58VNRP1ZB9yTY1vULPlUYPxDbmV4xvN6Yj2zDVlHGnevHmrSI75TY0jjRw5suAMjiM1N16nPXNvRGxs7LQ1a9aU6YzX9QW/mvG6fjrjdW25b0yvX6Arb2qGTKL2XwHV7Y/ycVHSh0dGjBjhIn4nCPX1Oc2MebXlmLnRng2j8We+92QkK7OhjNG15Vi/dhxaLJd8HI+P8/MzlC9qYpz/TPIbCt/cDvZkMhfnU/rpzKf8HPw21XaNNZi3EteId/uZ9CEUeWvrHX4GfFPzgz83v6HMZVkl47XOZ2qeqi3mDLVz3bE/0zxma/jWW7fb2jruTPJttH4j3NbHtqd1MkY8t4c1n+2R5zPuvqKUZv+P2+Ra4G/rOg9YZIBWcEcFqeTuf92CAzczPrHI2QRb/tetK7PSg348p5VjrLHYR+Cj4WKzghMc74rpaOH+Xq/3LkAgktrJ6m/JpGACLfFrbXxJqvnYIgN83kw2pZ80L6MTFO8Ei9sS5RxFuAGQk8QaVZ7RZjnlsEXOoDzuyvDZ09X85weoiu/ZFDb+ErMSvjenT98rCG8F4x3+ZfQMqBbSM4L9pt32iiltxSumiuJXTM5ZW5Q0f/Va+WvfsO8dR5ll5CvwOEkuZWPMCh73gi0Sx8/pJtD3hIN+uhZ6BtgPBtMtI7plRNd1u0oXMgfdr3To1tO3+k9UPKDrbfhNg5L+eotsG6OTfgpXIfBRBr4JqjV82A5Z5KD0Mz4cM18xafmoI3k7GR7w4egodUxkdDdR3lUSLw31av5VgpZ5mBl82okOgPMDuoAeBJ70LQHlneevkjfg75CmvB/xHtGWdycG2aA3h43Le3F9q8q7mZf3vvrl3RxSee9u6h4O5b3qU4sMkKT5f8N7w2FVNsWH9WTUI0CeBynewU9ZeTerchHdteeYzjnl/YdX6z+QcAPE8p5KOl1/1CKnHgqtvCccs8jFn6jhRX0vI7wA7/51++FfQs+ASpaeLrP/PtuovCPNRuU9jXQGZQ949Mq7hb4DEB/+jRQOYGO6NvqhQw8ZlfeGw8blvY7i1zE8oPvB6iGrkf6kzyj9B3XST+EAn3/v/V5JPz0DKhkfkAv4iD8SXN6L643LeznCMzw8/by8S0K5BD/ljBb4tFE8AJcX6AKij/jLu8h/GugI4R30DMg+0ry9TjlinH/xJC/IEnj08q+W/GsFutX0DPAcad5eVx0xzr9yolvO8HC6kMsuspGw2TUjzAH5l0bhAb700zMg+7NAPtyfBedfymfG+ZdGdWM8wyPmHxxsNccNfjI+8+efh549Aj+gC3j1s0B7XX99oL2WPqc4n6vxkqisGrXPlqKsULm3UJgeTgN7fbz17TPuktlEjPRpbJPtMzHahrxL8xIz7skIB3vtJFkBJGnd/uYTX3Zw5KaPNyl2/guL7Gqgupdk2UEjFi4Tn2w0LoniVn6l2usophdomzn+bJUbPwvNXpeaZRltNB6+nPI74bhfr3z6T/4An/7TMyD7WAjl/1hg+e/xuUpPKf+UhiSGR7f8k3+tQLeangGeYyGU/2OB5V+kW050yxkesfzXf2mR36V8rHdoyj+FB3gPlh1U0k/PgOwvmP0mp5T/L3TK/xeB5V/kI4PoxTM84OOn3Zt3c/u95ahfN8BPBoU59MLdLyjln549XwjlH/EJXv1CLf+TZ6TPEPmPBx2CYdQeUA78pGdA0pcqjieozWaUf41fGOefm+JDlsCjyNHUzSTSLSX/0i/9fBbTM6DiS55/VsP8c31pnH8ZJJcMhkdpb1P9CbmgPKBccPvqSz+FB6DcKemnZ0BSg8pHw7c/fQs+yhqC86/xS+P8SyB6kAHwaO131Rd+HQU/CRTm+HNTngOfFfRc0SC0/+kZsLZBzT/7mCvGiPy7gb/B336qoWdAfUPz7afqBuP8KyP+Mxge8D/KKllFuqn0HdCh30394J9CzwDnVypd6JNR/tm/Ms4/2JgEhgd079hxYgfkopQ9kmfj5MD8cyMcQZchVw9R0k/PgHrGh/fAowfAR9rx4Pyr/so4/2B7yhgeVX87mvTyD/zUKbSiFDvhJDpOwU4qdAmmHlfzD/YgoP1H/gC0N5X2Hz0DKo8HyrGB3t0dXjHFR5Mso1n777jKf/yXOxV0fVFHEijt0K+J7sexCh7RjknkrwDjD3gBqfWxvvYBwpXttcpO4s/rvXE73quiZTmN3gue8NvhmrStUkN3tS1Sc2+NRWlHH4iVLaD7tV9Gil43Ujp7mOV3iQ7k+F/MH3Xbpij/YGpl5zilvim85XZXljQv/fLkFJ8dsL+8w2LbucNS8eoOi9IOJ1oV31A6C3ZYtOlPO0HtR8jxa4P2P30HcP9GCgewnQiuP4LoUjjQdWQF060FXYZHj24J+ZcIdF30DCgPgW72CZWu/dZgug7IgeHRo9tI/o0C3Xp6BsR/0zxdD6Pr0pFzNfnXMjx6dF2I942frpOeAaU6dCuIrpPoOv+h0s34RqWbpiNn+7ckf4YHdKM0dOvJv16gW0fPAOnb5um6GV2nDt1Kil/N8Oil10n+zm+F8k/PgGLmV7HiNz66jhqSMdG1/VOlm/qtSrfhrmC6tu8o3xkePbp15F8n0K2lZ0CDTnrdRNdDdD2Mbg2jW5YbTLec6FYyPHp00+g7gNc/DnoGZH/XPN2U71S6VUuD6ab2Nss2hke3/Uf+td8J7T96Bni+C65/Kta9aPEQ2Na/qNCtYnQb7nxRoZud7/kLAHhKyU7F7zEreJT2A2vXcboO+g7gdtxOz4CMRpXuK9sythnRTWpU6cavDqZb/YhVjmd4QBf2UrHDZDOzyZ68ezw2oN6rpe9JJy0y13s8V5Ofh/HRfebvZnI+4t9+yeJ45yVLw76X1PQzPqrWv6Tw0ZFowI4r6f+eyut3sQoePbk76HvpSeT3eiW/8Wwnv4zveX5bJCO6Sd8zPbs9mK70A8mF4eHtNpFuNflbfhTGZ+m5EmEZ3Y6CnjmIbgnRrdmv0q1gdGtKgukWE91Shgd0eT3M6drpe/aP/vYxnm3kl/pDsH5r6Sb8wPRMh24D4jM8oAs+RLqV9F77o79c4bmc/Gp+CG7XaemWMbru5cF00whPMcMjtusgS8jYxmSMdh3HX/JgjaWBwPVQTYA89/HxEwF/FcVH2oBHyccv/viFYr/ID7IsYfjRrjPCz+V2QAd/POkb0lDyI9fPOEUfIBvIzMPwYyzTCD+XzyEd/C7CjzR4fPijVPtC5QFlznFSxR9nkk0cfw3hthNux8M1AeXriA5+N8VHGoBH1DeUIZStipPBeqXFz8vRMR38jlhZRhoqTgaX36pF/vZa2ZqdFiwuGr68sGB4YXZmQdbwTJcrN2dJZlFOfl7h8CXZBfnLcpYvS15ckL+iMKtg2NKswluK8l0iPte1W6WS3lYFX9r5f7Nwf4cwrpQg9Htqz7P60oZ4nn5W2cbagWp7z5V3k3Sd8n6Znxnlfa7yXX2/MMShpETj9EkZTqusJxf77p0W3s92zfH7u/J3WkS8U5h8bAuyFtsmqzKSLjH70qPyS/XjKdWOF58KbA8Xsu94H0uN4NTatyxVwnxpGYUvY3HKzbJvPM7OVthb0q3yqB2vW3BgcrlVlisJDv6/tyxSWzvG0VdU3x0kmKsZcwplPO50x87OxHhcg5fsk7fp8UnO+5oSaZIxvp/HxU+xyi3JqpJBCM9lpUJG36PWKtkKHQpYfYrnymnmZvEjrm/uvaMcEJ7nPdxMk1UGmJjMTpI+OukdwMO/mq0+o/xnF1nl4hutsuMm+NkuI60nKHFQabsMNGs6WuWGzmQjulrltO5WueQcFbdnkYrjmqimZYGNYQc6CX4X+kFZvT1YL+YdrxJMFfO9A6NzxUY2MtU7UKfqm9j10oHCRhPEEMQSlLJbtNzRsixFXNi5hGirnBil6k0HnUWOJjZOIQkL1rjTLvjxxMiy+xN13kLvkDAPfWtg3yMufF3qZVZfHoZid2aEsd2pNkfsTji6Movf7lzQSruTTXanOEY2tDul9K08JqIH4e7KFwXaHT5vL/YTqqmdVM3aZ/E2q+68/SLqJ8BguC2yXEFtKqN5e+cga5vN2/N+Qinrw7S3fkICyQnQ4jxLtMoZAyguyVI7b89lMtdg3j6e4pYNtAbM22vn5T3UHsbcPNrHeuvuaonnWsZ3VS9jfXBgXIFwuQmM1t15zm+9PvRjrwNYmnlfwmSKNdQHv22rnWwKE31IIjkBuG8Gk40nsWkZYcwjBX2dn4LXcXCZDDDQh6oE6hudZw1Yd9dANsETr/aNQlnHEU99p6qOanjoS9Lrb1lEfWmkNDUK6dLTlydIX/rTewPRlQhf+hv64wy2xLazH/2C9EW1H/1Y0H667Z/wWZedQbIC+OyCTX222fRlNNKq7DFS3CaKt4nFbcm67F0URwGSUwzL/yrK2/juaj86FH1xUFjYGITX05ckyn9AKPpiI1z27sb6UjGw9friYK/dDfSlOwvaPZz1xRxtLu1Gdr0beFfVIIHJpmJA8zLaQfF2dGu5vpykOABRX2BbHOeoYy6h6IuLwsLGILyevmRQ/gNC0Zc0wuU8x1hfahJary/DhFfoRE1Ha1D7RNSZcLUv1T2o3dfDL48UJpuaXs3L6CjFO8rimpx5Tu13zDlhXkLrP5TyBiDqC2yLq5c6PheKvlRQWNgYhNfTl1LCDwhFX0oIV1kvY31JO69V+nIx15eBjIceBvrSQ/gervpS39MqA3yc9WfzNv2bl1FfknHfXi23L4soDkDUF9iWauqHYCw3FH1xzyf9OsfqC28jPa9i+Rqw/oHoAPovfnGxMl9Kz4AGxvf21w+8brQOjpcZvg5uL2svKfOKoMfw6M1Lp9H3NKXsxajrX9FmI8hm5VFcD6BdB8fL7Fc6dG3UZrQxPHweUmn/kTye6KyWn4D0UziAZOqlrLOspWdAA6PxxGsHXgMfGYQ3KP0sDF8HJ/JR2c8qlzM8Kh/xuvN54MdDYY55/uVR9jehzdvbn0+gC5iJeb/0LVL38QXjd1MnJ3vvW5YSoT9bSt9LWTzPfH//xR0V2H/B2H7KXKucSnB0n0F90a9t+i+oB5KYPvrL/5XzQ+m/hEX5n/Rfk+rPpfJ/rk8eyjij9/hLx3ef8p5avPI3K9NnzZ1lejLvSfiHw7yXc0FoeZeKPL6g+wWBsvLPeyl5NWsa5dfU/kp7pG8gXjfeKeN4/prSuqepc1SBuILqlj9Sv+5mqzyAxTtFOJD3cUPSh/jKJem1i/ADrpk8YbKy/o2eAaWMj7tqvqnh9sFzUbXFObTakpZcra5/ozB5S/NXlHWoVvT7mVMWGeMpynoBSndGnKzgQbncMkYOWBdcT/71fdX2pLL+jZ4Bkq9M+NfpaOm6m6BbM4jsN8Oj2oPYwPVv5A/APkdlvQk9A4oZ3Y6ki771YGSH4skOuVeodgh5CbrH9Owh1VOwicWM7g9/nfPXAPtH/oAfXr/ldcX+0TOgQbABoGvJ0LF/jK6e/asiupUMj7ieAngAq37SX9ebTfEAfN1QBj0DSlh9e1U3Uzej+gh1MvjRq4+SyObaGB5lX8DBBwPWp3nI39Pfb3fdCEfQ6KvnOxiuq69ldPXqI9S5VQyPuJ4YdRHqJNTPAemn8ABf+ukZUMLqjFK7xQ4+6s8Lzg+02wzzg+rhJIYHfNgtkm+9xqLO/rEW8OOiMNjnCj4b6blRaDeALmDveWp9hPYuwpWgfz4ouH2RQv4pNn95SqJnQBrrz+/8yfuTUX6izy/m5y7qo6Kfqqw7pm/xDI/SvtDoURX5V9n8/FTQM6DWZm12n0u5LTA/RboliSRDhgd0j3o/8irtrfOt8iY27x6QfgoPmPTUsaeU9NMzII2N+dyRFJsEPqoTg/MT40Jifop8OIgeZAA84GOYOcrM83NmR/9YKvhxUJjplQ2V4LOWnmsT/XIBXcDvE61sHbs1cP0z+QN4+62engHxbBwP6TfKP0+icf5VU/wShkfJvz0lewLWP5O/63y/3jjpGVDK6BYNjBlolH8YYzTKPwfJxcHwiOUR48cYR+blxZd+yJmg/+yq2Ur66RkQz8YXTng/VtJfPCA4/zznG+efRPSqGR7tPpdyYTxQaTdRGG99eb2yv4yeSwf48w90AbkD1PyLm/DkhID1n+QPwL50pV1KzwA3wzFo6MqhRvmHMRSj/Csm/h0MD/gfQi5g/Sd9tw/055+NngGpbHym48hVI43yD2M4Rvmn2BiGR8w/lD2UQYynBKQfclZodlX4qKRngJvx8ffZXZT1oCmDgvOvYqBx/sH2FDM84ONL77tevfwDPzUUptZ7SrETqUQnVbCToAsYOsiqu0+4mPyLlfAmxT+bngFlvjmnWMWO1dG7dp8L5qXAP9/nIrZHsDYObSHgUeXYRd2vR+/1An/Aq+CWVP5mdDV1zcT6p/oPY93z/f0Py2Cq1wdrxh/MVLcIHd+c9XWxN6AsX0Blm2CmMC+L+duAA4AvDB7eDtWPrxNoys9k5CcF+/HxT5PO2gMdv6lG+EwGc9P2ZKs8igH1VCfp9e/F9+bWUcwM43UUdRdaI/PnYeiyh1jlNWhvllBZ7u1fwyXqqtHBTMKUgkPRDYwxUvkumbrYVHUk04QD7DKGBOd7tsZPO47VVuvJKuaS3Z5rNVzXUUPfkpZG9DLcXePQwHUdtyqT/xqd+qbceg3LV/xOWxCtqE8VxQWgn9AkkbQTfwkyqYwG1v2XDlXH1qIFvTO6BKT8eLmV63VKFrWHsG/1VnU8VhmDEd6jmN7H83a5RZY9N6prffEtQRLOCxLG/UqozihJVuVSN9xqeP7EtWiz0ffS4cbrFirut7bJ+WD8FfOKFaXWZs8HC7txv5ynczzDqL0zzC+PBCabik1Nyyh+LLVBR1OfgfIb6TKVLyiXNDIxGaxbqLRT23Bc4LqFtNWkAxdTGzA5tHH/cgpbsloN39Q+jsaxcT58KUzvlPOGiIfqcWoajfoF9Uusyr5r3i/YkqzSU/a/U3zoYf1wq+4+uFSk0S60f+kZ4LRbmz2/wG5X6X6lQzdhBPV3GR6xX1A+yiqnEy/22wP7BW6EE/iooWdAPfPj+yDTRgT3C6oZH7xfIPJhIXplDA/fB8n75dANxY5lqfzUUZjpJX8qUfa/Ex0A50ehSzB1BO8XROmeF1ZC30tGaNrdn3o/1TsfsJh0o/Ri4/JfOapV5f8hXv7F8wGLk3n5P/RQaOcDWsJgXUGy2TOS5D4SvKvnytiYbCov1pNRnKIv/K0HhenBwpm8bwTVNx9RwuVR943S+qdTHIBY/rNJdzPGkH6NCK38l1LY8uFqeFHfawgvAPv7lPFAegbUMT69n//9c6PyjjQblfcSkgvKHvBA31+cHT87YPyLvgMufeoLdfyLngFpo5ofh4PMjcq7hWysheEB3TdPeU8p6U+h/r1dJ/0UDpAy7ZppSvrpGVDH+ODnhTlGB5f3ylHG5b2R5F3C8KjjkD96teUdDvzUUpivD/3fIcWug85of3kHXcCo0Wp5hz7plXcXfXeN1s7zWyW98wGzoTdjjMt7eUrb1Pd9dct7+zoP1H0J5d8lfnnEM9mUj2leRtEUJnpMy+f5p1IcQEB5p3JUtpHq/NGhlfcaCos6H+EDxr8Jb9UYYfybngG1Y6zNni+FNBuVdxfJBWUPeKDvlpRAukn0npTip5tAzwAH80uhX6PyDpkblfdG+oayBjxi/Y72Eur4oPRTuCqBjwp6BtQyvw4s/faxweW9PMW4vFdTeBfDAz5Mkv98wB7D1baffYTKTzWjpazfoHgA6evnFX5AFzBwrFreX9O0k1ygM9bPv5OeAaVjm8+/jLHG+WcneUGWwKPXPqsnf4BnrBq+jn4BktImvNrRlL12jzXOP7QpqxkeLjfIBW0z2GznysD8c1E41zgh/fQMKIUf03/lfLBxwfmXMc44/9A2tTM84KPOxNq91NcCIPyF5If5L8zFDl7x/gq1p6fOOWCcF3OxyoDHzxhmYpwU5z365NHktfvWSqypoQ2TFCvFeutW1s3587d/lkzqGabaMBiGe2/lhSsPkzF2Utvz8ulXTX/25lk3f+mt94VRxl6o/vn75rmbfzz64VH0mT8/8eOJ53bt32W+cJlvGzku42lYa5YXvXKhNJUABNP+Z6OV28GxrKPu3B4tlxb69fa7269U7t/aqyZV+j/tGmai/Zs7pt9x6L2d73m9J7wNP3p/fO61/a/1mbVmlthbvKSTqdPJt9a+9Tnxt+bxnY/Pd+Y5l10///o/PHH3E73Tt6XzkaOOJsm0974x9+2lcF0nbZ7kH0EIdtO7SF28x393fHbViSrJ1L1Jc758UMwgr/c974CCdwoCR6CC3YrBMYO93ve9iflv5zcXdlZXqav3uz99hzk7yRTfJA9dKW31v5r2KzelDXMqzdVAs3pG9fQefOrgPgq/fNMfN81esHSBM312+uPrXesHOB9xcv3jbnjnqM5/Lruh7PO9b5D4fvB+R/F2vFf/XlLWY1lqW12S/igZjY9L0o7j5zW5t76DTrPiavZb9ed+vrh3XdFZKi2NsgHUFrd6wUTaBFWv8F7xMoWv6WexLe5tiXf0trjo17Gkt6WGfj30y3GhfHvIDvuc3c/7ixp+OurwHOzXYLDeh/vz34GOEMO/zMLXZE+iumQSLztXOwJ+awoCf9FeobDlk/TbLIlFZC8XmExchpAdlyMu0YFn/KVW2SzUL644WXbf+LKpiiD+ppcV+4ozFJQxNXpX5gFmUp2xSB1vQHjA0ZlqvYZzJ0jflfMdfOtmPt1pSTu80+Ks36me31Ts+Uv+TXk5DbftDDh3ZSxf09SB7DvmtGJYO2GKVcbJERXHAue1chaPtGNchRuoxquIrzSVV+cMqvfmBMqFh7PPmf5B4ys9FMWfs+eOp+a5ho0Tw4Hvq1xZebZM2+ysFbYFOZhUs+Xk0d8S8F2Ub1uWv5SKg3SPJL2s4lXGXRbn5AUdCGIbNE+S3r6bjyc2WuQWjycq60KSZy3PLcpx5WZdVnBTIQy96q8lx8OL54JI10l5WUVqvUcJUtNDnsq8IMkWUG2VZemWDv51H5TndQSNLO8TfO2GKMmVvlVyVUXLVfQtvnCnxeickYR5+vIPWsM2PzCcSEdy1VnL56t0EgWb04hicFiSOWjjufZGy5Z5fv5CyU/DdMR0COAvUWi3SLEkN5wl80GidPSHWJ/eB9NbkVOUTT5FWctc+QWZBbfbXAX5N+bkZhmXk4wV+uWktyCHusson9i+a+hXJfGC+rkHQRSrn2tZ22scqwY9Xc1yVZVf5obntEjr9iM9JqH65JfmmCX/JSluKmcJV1O/mKBsg02qITBpbL0Yz7evH+tSoUNzA+MpczT7+0vStVnRevFsk6ktR3lbP7ll8VIpfArWSc9vWTzHtT3kumt6yK5ZPUKK5xsD+Ky7XEGA3/gn/59URSDWmVXPv67YYH65VmcG7pk95Nr5PWTH/EB6nQ3k6cO3u4uc8n4XGb9G9EJxwF0/neR7u1tt20VhnanJBGicRjaBQJf+H6kPtoSAfo3o68k3KaOrXLOgq1xNv6HIl8/3Se91lSshq9mBcopqQk74bbgjUXasTpSrVybKFe8n+toh3A5XHCqJTfveaxV5z3j+J2vZ/yXKta8lymU7EmVx3lGxEUvPVeaa9NJnnxAvN1zcRa4d2SWk9PFLniooXcUE8VcFpi+mGT2wz4+TSy4yy/g9HT1Q8v8Kyv9pbIyDEplBeQ9oJL0A+Na76OivPb+T7C7oJKcShKK/PL3SrZ3kOlcn2XVrpxalt+q77nLqb2Nl/LZE76RlneTy3E5y9rJOLdK7hFs6yRZKY5KGz6hm+HSv6iQ3EuC3JXzWvd9VdhGkzGiZ/XE3dJUtx7rK+G2JHij5n3WuXM/yWSkImQU3ZRVNy7stpyA/b1lWXtHEeVRx3i6xRk5yMuq1ZF6lbX/08G+3Sr+11VXu3rB77Z5Hdq+37d64p+zDP+zeYNt9z571dS/sXk++99jqttc9++F66cA9vzpwzzMH7ik/cM+2A/dU0oP0gufZNZ7tlVSJdKgsmlj09cdvfPw1lS/sT8GeCF679I+WorF35KvDu6mL2+g9TmE2/W3f3zbl3px75O0X3vZ6v/e6P/3209Gu37qkqC5RfK7Hv3fL2mx/nNNAHZqVd8O8uZJ/PC4rb5h6+K7vXTKJ43VTKCx/R70dUL3mZik/8J+qHhtnm5ZXVHC7Uuh6mbTtkQRq25ay9m1xmr8MXii268ZfwRs149MpS9J4I0Nof1l2v2W1EShdCWrbpLBnhUdKK/ien1VQqLbl1XSMGGaX+DiMlq/BJRtWmdLv+xzPG79au0pc3zE7c1mWJMgjPatgWU5eZq6Uc53S7rhsyZKswkJbUXaW7Yq8oqwCpaEqSVt5+OlZeVkFOUsUNIo885dB+yQSmzJeOq04awnl1sLlt6j4ZmcVrcgvuGU8yZmJGdclq+1fyBlnzqTECvO8fN3bOGoTLbUq/Qo79Wc+eOyDJ5RxImpPZVNfp4L88H5jZm5hFjMfeu/pOK6OpXcD2hwzhb2H9FxKUM78qq8S5guYn1Pwc8+mPtVs9b1htvG4dAm1/8ooXsMMNUzSrMCw4CPt/6L9e6xvi5KrTkhyBf0q6xJ2+r/ZJn2irIdIEvwyEJe9pwh4tM5G3+IpXM0JtT1u14QFH5f1+uRWUW9SuvUdxXXm9xf9PY1/+69V0xRT9tBrHxVzv85vrF91y+J7duH5+Xl/HWDExyfnXnneiHWHd1/0bvU7eD9sv3+Vdt3RFUtIucVymlmUdVN+QU5Wofo+K2dZlpKXMH2wB1nFRcOzi5bljleeiulBmF8fXoxPN8C3OLlwSXbWsqzk7My8pblZBRSpyKXvWzhe8u2Tm1uUWVC03LVg1pTczELiQR5bPra30C7X9u9Y+Nn5RTk3wl5gXzz4LipYniUx+5So9Bsvuz2zKDMvM5lZmOS52fkFRUuWFxX6z33U67ey+D67YuPxbNML8pe7sFdKW7576/V7qFmltRc20hE70ycn15HYpFjgU2sV6Yb0Ber5lmr5zr5hymy1v5qurYd07JGd+iPVrO9fOSewn2OYHpe0C9991lP7neqM07V72ngWSnvCh2q6HUwO2J+iTf+IJscVkpN93VdJujmT0W1eXs94tPw4qN9WezWzSVcHykuoQ7QSeeF05dHS/rGWThrJzMntE5Mj6vTT0x+bpzk5BzRtmhjHSBPqUXJr+DqvNOV+AHW/iiJves8vpHwrGLYkIWC9L/Wbmhg3K535pRUZXrUxcDyAzxPalvrnn/h6s7oPPvCK84h83Q/2hdaw8yaN0uNK1xuXgfGxyklUH0oLrHKRLTvTd88B1WFYe0mVdpGYrtq5arqM6PxmdF0XrX3OzVyclSv506Pmq99e+8opOwe3cPliys3lUj77jvEpR+FOC7JM3y5t1eBR51/942O8veJvQyl496p4YR9EPtFe1I5P2T6XZA7QfZ/8Xo+VG3CPILufSkunSTvUt0NfddwvJ3dpQVZe8tKcQldu5u0S5YOefO2asSvUN6HmQzPlvz5oPO6IJHOg7/aW57e+vfStHojzpwXzEopeu+qsyA8ez/lDrHJ+EMbjdtAzH5fDb98fY5X9KUq7Lpt0tZdVxvmqyrw66XLNAmH+Fvv4EtTvyv6PdFXnExYEz8e6f/uGKf53b5jSCMTx8rLtbyjpKT90zApQ5tMLia7FrODRm48tJv/iBf550Gx6BpTp0NWOk2MvMFSXj5M/0dvPP/aIA8o0dLk9Uh5+ipUTJONzq5V1rf2tckp//3pBo3OxlXObfYdhx6nzfmQMk+LdlmJhH0ka9plmsLUC2Ww9K9mPHUJn+mDnNyyD8L0TtcWFcxkR9uA2q+zEPuQatR5I3crO92C/KeXqb8aj6q/7Uf12dMbz2EvktsQ/aJVTWRgH+RU/z9rf7LdmuOcv6CPgXGwWFb+++Z3xmqnG6IA1K/owqgVrSKID1gExR227L8Dvr+u7GMXD94J/GX8P1VmutcqADMGvB70DAuYBKV/QkUDfjftNoDATrvWv+7Tt32qFPMX1Tk767rw2OI+Kya+Y+ecvof4jX5NAfmXMf+5l06f51jaSX6WAp/HUBbJky8tX6knK4wrir27YBuvf0b5flsWPkpQ8FMfD41H4CZSf3TtgtKEiiu+Dsgn6G7+Q6raFmvVZlB69fVDF1I8sJZjB/P8j9kGlX55sYvO12n0abpLFuwykCYUTlP3HM7FexSxbFgauh7JLgfuiyN7kYr4j9TTm05R1VynmgHPm0/PzMb2mnCmq8EHfcSYY9v9pz6HnelA+Tzi//zqrDJA05VN3Pxy1h1KojrjyP0kPJOP9cGS+5VwGkpDPfJ16W6438DLX3HoDKxsH9bA1SdY2Wm/wtzOy3sDXsw5xvYFUwsLX1N1AdvCG0NcbWKjes/jrPr1sjeIyhOy4HAeyuYKS6/3rDa6hzKn88i1LpWBPnYTbyfAnZfv3t6SxjEzI8d/nkErf66g9M/WrM3efA8acPyXQ3iHa3Dmt9kyrDAiX9a41xEtNprX19zk8zNbJPsjO0n1IH2epxr/4Yf1w2VvYGUbst4GFs+e07D4HR5n+fQ7Yj6R3n0N9tnBG6SOsbfgIwvrLDt/LpLQnNPyI9zn0XWKVASZlvXPJpEWkj3Z6B/jabb71cKTfv6U6jqDqd9r7HNIuA02sXSxma0obiijMCnX/CNZMAsMmwgvYwkBrF0O990W5bzufaBSrdMR1BfFLqV0jjCfwehedY+VeJqILwL4facWQC3l/HwYgQ7N+OSU5cFxCHIdQaP0x9HGLyhhZrs2i8INVfmch73ODx/M91I5IWGdV2unupf7+VBLlg43y0rM0sD8VTzi1654ScgLXPVUL8rBReADHi/iAHUvVdVBp9Pwg9JvaCalCO8FB/o4sTTvBJZlKhXy5cXNd7G2Yk6Bw9Vn+ffNRrJ0g7vXWloOpfFJWqd9V3VD2QNrYfhHkK8kL+xPFfDVJwfvO+fkGdmG/EXSwWFini/W4gI43Bp9ngHsvU1nfrqpgp4XjL92mjgcBPz/jGeZ9psl/v2X5oo5yDuS378NYp1A/lBCdkhv9/PC63CnIYdO6utgDhLAB4W6yKniSlt0VVZHK0kd+oxjw/HSSjlbepN6z0tw6/Kb4dvymoxI/nnClEt9JjD7SkSqkIxXfbwotHdUUrpbgZk06GsnvJAPOJ/aQoozgrpjWpKP+mJqOOsJjJ74bGL6E3xP+bPVML+Wcvdso/+er5Uw5V4XKjOMRPz9lFDb++cBzgtwL1H25i3Mz8xLEcRT3SxbpnZcstn0vBdTnaWvU96WkS9AnZX059dExXoC+v7g/wELvaX8ged2phuNrC0BXvWtKGG/Z8pKF66fIR/z9L5kaNr1kqqJfsZ1ZcZ/6/upiNb0+PESzlspVUmHweUipJI/GMr8/nlPIz8lsy6AmxnNQByp02XhOkdNPt4TwoH0EPPxeT8wD1Q3V2/vTuvbDAY/nUg5imCj0izuo6YKNwhkA3O5AnlzvK4T+vYP0BhCg9/Sup/clsixXUN2Qz/VeZuPJZD92McjW6S/w/lmCeP4/0ai+ObR+uo3so51g1n9g/0yvn15bQLJmwMsZ6mC0Hapu1rczLTm/ZJYUvueXuPIj50SEpXP521cVQr1akWeVAQF6veL9FXrtqxTK29R8fzlvqn2FCujjTSM3VRzzHpPiJioD2tB906e70T30NrD9qGhb1VG7uDyv+XKhrDuhfoBv/J3sOOwmzmVpIIa/X+u/4+Z0z2VB2xjnskixixXb2KCnz67QzmVp7X07KVRHpi41PpfFQW2wtORIeQt3V1YQ2rks17J8xS8/lyWV4gKaPZfF0fS5LLaC0zuXpTwvcH2Dsr7ym1jZEidTOYlT53UGq/XaCNYuTGDh5yzPWXJLbk5h0fycrBW2ESMvHjX6kjEpY+2SML+HviXago7C5ucJef9Sb56w/l6S0wIVD2/fYv+dm9p8Rvvv+NyTZQK1i976zrcWYeX9gfvvxPtcefsX99zq+eOeV9984By/P+55TdTxb1geeP8rPy8YmV8h+fsXFVPV80iw99n5O3VMhLcXq8T970VWGRDQXizSby+m/WSR3UVqm1DsJ3nI7yAD7TjD/S8deAnvGTdiTF5tP/Lz9m1C+7GR4jYWhXbevoQxgNuMz9v33Nd297/0kfTP3eFncvSRwvz+F5ITwDcWx2Tj2di8jDZRvE23Ge/D5+t7tW4XxVFAOG9f0tTTttupD5Otjovp3b9gWWGVAQH6sH/dfl19IFzxtxvrg/OB1utDX6HuDtSHdfuRTt726GqoD9aw0IfsYiq/xeD9xz14r9vM1sVu1pMRzmrxi/QJivdEMUt3yZ9KgmY/lLZaY1C9s5fiAER9QBvOtlIdew3lXIY0CouxEITX05cUyn9AKPpiJ1yOlcb6Um1v23O78Ow/x0PVF+5vEsIG6MtzWc+ddX2Z8b8zyu+gtvYd4N37k5InTDb1S/RkFGgLdlG8XXewdB8sO6gNffOTHz5pH3PFmKD5OcobgKgvGEPH2V0Ypw9FX3BmF2wMwuvpSzbhz16p0Rfvj149fXESLtdqY33JGNcqfTnF9aWfrr7UeUPSl7CwLxapdhW1z1aBd/XeHjc7XyNjrL6+iBpzkuKdXNXyc18mUN4ARH2BbcFZTxhPD+mcNwoLG8PDu/5A/bo5cYHjjUQj9Y9UHqqsco1kDjhfI+1Oin+nNXB9l9Bus2/caQl9PZdZ/kpoP8NhA7vTGytzsBnQceSr7cka4hWQfadf7kb7v6spHDbZ8HHQvePj5JrxatpTGJ3SF6xy8TaywX9Q28t8Pqp6RZzsuMSstOv5+rMyYbzATfTdjIfSD+LU+ebLpk/TW3+WSm3Esm2BZXLRu3FyaTrxUqL6W95W+Sphv43sN8Gt/paxX60r7tBoxfqz0nlxcvk8NYyT/KrfVZ/t78X51p8h7WU3BuDx6ftEzVhbTEDZ0YfRLdBl3fVnOU/nYH1Z8avJRl0wZf3ZJV8Zfw/V1Q9IkgHlJf582ELPW0oCy++ia0hH6Bf7I3xj+BRmhxCudp+6/qxGmJ/z0HdPSbAtaCS/Rh3/+DXUtlsT7J9EfkmCv33IHp8pyVhNeUx6WTZsg7I3e4PYFqQ4TiHepZSfPdj6s+bGUWeH8Thq5frIuE44usZL4+TL8DA1rsXjKeJ4oXjehHLO1rrg+fQKsuNZt9su4PPpNgozd/hNub1ZeMDAdeo8sm1pfpbRuAnw1N5DtlgzbiKu40u6S60nU6g+zJjfUU69Wp3PnLbMlVmUfbskzb3OV8+WLIgLef0B5harCXCeqnKuIPX1XQvU+gh3HS3MyrtBmU9eS+V4rarziX66vk2OtllZhYWZN+Xk3STNFtdb257yr7dWil1WnGxh/Ekn1fXZvnsHtgv7sClexTPWgHrXSWXOHv/Jy5Anrw+zhPTz8XO30O70QP7rNO3O5bm5euPnVRQum2jMDmH83E1hlU0ElK+FbB0uZGgifcCYzlWzpiVzvjEePm/udRdIU3tMBd8wX9NnU4jx09NnjOc7PK/IKyzKzCvyyXG81JbnmZeuCTzPPOlenTrh0jjDcfMbZk2bazQuupDRXCiMizoJP6DZcVG78bio0m9dp547jfYS50dcj1P3e+pb/pr05Cm1fGQs7CgDeDuyPiNOxh6F4rWB7SiuN9Pz829qRp9tvLqwPU/lveC2nCVZhQoejF9Oyc4ssuXn2YCHtCE9M/eWobbLM5dkLc7Pp6dZc2fbMvOW2pZl5t1uyy/KziqwLUGMQo5H0vDDx+tw33ulMF5XWWqVK9kYiHsjW0dIstWem7kUYyX0vWqj8X3vtrJW9Z8C8pOvI+T7B7AzzGgdodc3gtHzDVUvznL/CedbkJwsythcM3rqG61Vw2Vsor7HZqtc9wC7713Qcy4T7RpLn+24j/ouDwTe944zcjOKyOaVhtZ/SiJdxFm5PLyDcNY8ELxeo5HSBuD79erpGRDPxiXhb3j/0cbAcxh3lKr0lPUqFN/N8OjdX+UifwD3d9IzoFSHbtD9R/cFnsMo0nWQ3B0MD6erjLvfb5VXbdSs+0P6KVyjwEc9PQPiNwXyUbxJ5/6j+wLPYRT5kIheNcMj3n+EgBM2+nVDWe+4SaWvrFej59JNwv1H9AzI3WTVvU+umvyrN/n5r6RngNt3jnuFYf7hrHej/Csm/h0Mj17+2ek7gPvb6BmQen/z+Yez5o3yT8K4J8Mj5h/KA8oFP+fSl37ImWAFOSX99AxwMz7gr9x/tFnn/qP7jfOvhsIXMzza+6syhDPywU/N/f55llSKl7pZOP+dngFDNxvcfwQ6QvhsegaUbW7+HFSMERvlXwrKOsOjt++ugfwbBLoe8EdgYTai4wPG59jWbTbOP9iYGoZHXKeGsocyiPHigPRTOICJp5+eAWUPBJ5j2/hAcP5hHsEo/2B7Uhge8Rxbbf6Bn5IHVBuprKejus8irl+jb4CjD6j5F62RYwrWt5X5+U/COjWCNIZDZvyXlwXfX4V6Fvzz+6sC1rs9SLznqHjE82Qr6b1S4A94ARWLVf46snBlmGNU9mHfuF3RS2oHYV92wRP661Vr7q1R2t9Yq4c1fGkPWgP2C2GPYD2FHbpE1YtQx83sgv7aX95hse3cYal4dYeFr/dLfZhoFeywaNPfSPSx5g986N5/SP4ALvcK7HEjqH0w2P5o6WItP+g6soLpuh4iugwP6GrzO4m+A75m/CTQM8DB1v93aiK92DsAuvZbg+nW0zekGXhA96QmvRXkD5AZP2X0DKhmdE82kd5SRtelI2cn/Bke0O2oSW8CfQfcyfix0DPAzvYt3Cukt4LoOomu8x8qXeydUPJXR8515I80Aw9fzynSLSP/sof9el5Cz4DKh4PtopZuMaPr1KGbtoX8GR49u2ih75YtQvmncAAb86tY8RsfXUcNyZjo2v6p0m1gdBvuCqZbS/HrGB49uiXkXyLQddEzoHyLzroKoushuh5GF3tKQLcsN5gu1ianMTx6dBvJv1GgW0/PgPhHmqfrYXSrlgbTxVrdWoYHdF2PaM6/pndAT97+o2dAKaOLZ1/+/n/2vgQ+iiL7vyeEZKYnF4cY5HBQwCAQAoiEOwJKlMMgV7g0HNEEOSKHRAEJyhEQNB5IQFejixpdXeN6/LMuQhZUsooS5AoKGJAjrLhGRcGL+b9vd72ZmklPMpAAib9+n89Lerqr3vvWq1dnV1Uvec9aQuxY+p5+TuRqYecH3tP0pswoeQeszatQPZV5xqrJMTz/m+6Xrpa+/0fXYOUpA7/y0lsk9EYsKK83c7tdzRdyoBf1pfbumepM7LEeZ/FKP8KtlfYV0HUSsBvgiNix0Rq3c6O17MBGPf1PCbsvLb9OPGYN+UGKLscw/XQ/Zp1bL66LoXNN5XqLhN6s+8rrzaX4+UKOkd4kup+X7daL6wS6l26gN470ZpDegoO6Xuxxh96CjPJ6HSQnRsiBXtVLbzHdj5DsjOtCulfmh94CobfMQG826c0VcqA38RnP/E2g52mkK+ZO0a7QdRzdSxE2SM92+7e3Xuzhh96iOeX1nqFnDiFH2PkarV4jHLBxYXb5dGU8VmAtI057vMDDngfEc1l+IuFE2grd8gO0+oviwJZRayuXz3Y7ZCA/n+IjDZAj5N+h1VPwB+JMP+SzfY4ayI8kf0YaMt3ytXNIULZQ5koN5BeQ7BiSHfdEgUf5OmEgH+/ckIbStZ5+jjKEshW/rnL5XI6+NZCfg3eW63Q5cv9Zm6d9Xd9HhN/DpP3Z8r4P0Cyx70ObD6bxZfYUPZ53OF1GgIPfx8fK679I/xmvd3+WtWvXGr2PLyPfV/5SwXqfnKqv34iWfjZA3Ts8pNx3WBpIz2vs+i+yFZjvFj8n2rvn/Fj/RfFWPnPu7+O3URyNpffx+WNC1AjSWbbOv/kkzKGWUhyEN1q/EUX5D/ZnvaCDZMU859tfHC9VyV8Wsr+0FBga+vCXhtJzA3+x1AB/Scx8luqyZzV7XKm9A3lRt43jRUMbebjFBoq34VmXvwQbhI/q0KHDKO+bv1McsOwvJeQ/KTSGdPzFP38pXEZ1zl/c4QsovzNeKj//mE7305+T5j/oGpzlLg+qz/mP5/T3Yjz/sZjyGPmsjWOpzkkQcgznP+D7z+nfntTmP+gabM2p/LtdxULv9wZ6Cyh+gZAj199p621q/5F6+fFIP4UDM44UugZnCRyZOXo/4UyOwfxHjo6D5z9kHImkL1bIKff9dal8AU9Gjnv+yvo8YX9eGv/QM/DJHPf81T4Cm7J/uzVCai+iKE6UiFe8zHWOQVyR9A5/HJV/nAGSTn6UT2FOHjAu/xnrq95eNBPtwEaRLnf5f9HnOQaBNbC9yHyByv8LLnvw98UycugeWH6vV+E5Bhfr/fqYEL/y7sxf5Twuf46Bqw2x6Ger5oz1lBs5Tv/N+WvpZldXamuHvNf7eL2P3H7aVhQWpl4t4p0V+5A96oeRFksE+WDEenc5UHBNHCXutZfHxVQuI6hcFs3VyyXShrm3bw3qhxKKjzoCcuT6IYLKZEKO/p5Srh+yKVy2hCOTrsF54h6eafXD+vL1A8oRcBjVDxnUfiQKOR77iem+9UWp/NNz8PolxvPXsRQ2VgofRdfghBfde2Z81d9ow4DPqP4+Q89gK8gxqr/z6H6epDeHrsGFL1Zef2cLvUb1N9qoDCFHtgvqbtThaM880k/hY6V2LYquwQniXvxLev7kv1Q+f9DP8ZU/aLtgA8jxfn8USFiKUbcv0fHEvSTtU6XrQgkP9IJfe8mdf9r7lJfJDxPs5dpjK90H068rtHygeGDHyy67BvjKz7KXPPNz8m36OhRt/EjxS4Qcw/kvug9Of1mMl+k/OFvoxX9f+Znysmd+ynoTcsmGQg6PB5H+nFdsakuydfbIEI/8tFJ4MI8bz1A8sCPXlf4w4MjMLZ+fZS975qeMI4L0FQo5wJGUq39PSDvTb1iIGvUqja8pP4AnQtcVoK2DpevsXKn80zV4fq5xeSyk+4V6+Dpa/tM1uES/h65uE1/5l5frO/8yCX+CkCPsGCrrjaPnYLZbDF2DE1+pvDxGveI7/yLILhFCDvRGifMqEshWJWRPLi+u9MPOr0j+T9fgEnEPe62AI/7V8vmX94rv/Cu41a5mCjne/akUt29o/YwiXVc44sVTPLBWV2A+XXGfEyD3n1IID1heSYDxdpI8/hP7vgo7UBopLA4FxL6vpGv09CfOsKnjBBv1y1tIaw7wXu1tRTp/ZK/dtR9NkXApOLPnb/6d25FG4TKIp3nhKsiyqR8IZlxYy4CzNXAukD/ndvjCrTjduEuldc75hCPfT9xRhCOWeLoX7iLCu0sw48LePZy5gbOMqoI7pbU4NwXjk8l2V7sfoJQ/LxnrxGOXnd/+z8LU07bEuqo2v6T9nm5XMTbDemqtnh1hV/Px3RSxBjtQxCsaTvcT7WrBUH3fYnyeTQUr4vzlmwc7+k1NxXnS0/Xwb1A6cO5JozPausQcNUwtIL1HhF6coWKl9grrBrXymxqqZs0LVh33N9Hf+1N/Lkusj0f5SqdwFZ1PgjktPp+kXW93OwYd6X3tavES9zknyIciwhMVpKqJ//AcWzjk+f5jm60Rxzdbs47r508X/HxYW3uWM39zuXlYZcppWxbJw/p7xav/WJa92XXOCt/3fC/6pU0On9FH2pew7Fz2Jbjl56JO+LsYf0Uvtxnr9ayHjc7b1urIFeXTi7Nn4t+i+u/vnu13ItV3+EYv8hVnnsv7LRSbqpaST5R6nYcDSqN7adL9JLoGZ77h2V7EkH2zcrday17dalVe36rPz4owef/5SMNZijXtHfT3MGdoDFBKeiFHxgk54DOJnu1mPIUDK3le52NR2LyBm61lxDGDdPvECb1x1+v2yVj4nQ2slaPddjUWZ2zmeeqFHLAyunx7DV5V120Trj+SpPokQNQnWN+o5bPY84L1isrETjGu+uHvNp/fQespxuC5/dCnsnuk05efifWGLs9BOo3OO7sVZWtwiKt+RNnLJ2y5ffX6BXtzgDlGrA2Of8CmyuuOvetNPierNOCMLc6uav6mUN2cQv83vKmv9+XwBesqPmfdm7BelifBMDYrUYJVZuzXyHAGqczf4TfdZy6DPvrPjL5KDv1n/kFbaRWkMv+o9TTJHwRjHt5XPRM3u0SrZ5LuLV/uSqm+wjsB1FuyX0VSnR2jqmq+qM9ClIq/P6nN9RjIR5nGXqJ8L/mZZP94kh/5Vvn+m9F3+3zJx1lYSAPk8Prai3ZuU3K69nEdPreJ+wkFUv+mBHXaW+X6CQFG/YSEt6mOIp7k1U/IDQpWXxNMP9tq731PWtWk/dSnf6tq/YQs0pdKeiZOnFgyYsSIA6NHjz44fvz4r9LS0g5Pnjy5JCUl5dDUqVMPP/DAA0dnz5799dy5c4/Mmzfv6MqVK0sfeuihY8uWLTv+8MMPl65bt+6bJ5544sSaNWv+i+vc3Nz/vfDCCyfXr1//Lf7jN+7jOcLhGvEQH3IgD3IhH3qgD3qhHziAB7iADziBd+jQofuHDx9+IDEx8eC4ceMOJiUlfSVjRhwZ88KFC48++OCDx5YuXXp8xYoVpY888kjpY489dmL16tX/pa7wN88888w3zz333MmcnJyT+I/fuI/nCIfwiIf4kAN5MmbokzEDD3ABH3ACL2NGGMY8adKkknvvvffI3XfffWjGjBmHZ82a9fXixYuP3X///UdgB+h6/PHHTyxfvvz4qlWrSrOysk48++yzJ2FL4Hv66ae/eemll77Ff/zGfTxHOIRHPMSHHMiDXMiHHuiDXugHDsYMfIw5ISHBw8533HGHhvmuu+46NGXKlEPTp08/PHPmzK8h47777juyYMGCo4sWLToGHZmZmZp/sK2ffPLJ/wJfdna2hh3/8Rv32cYIj3iIDzmQB7mQDz3QB73QDxzAI9sZeJGOYcOGHRg1atSBMWPGHEQc+Mydd95Zkpqaegj5ds8993yNfEtPTz8CfbJ/IM/hk48++ugJ4II9gRH38R+/cR/PEQ73Zb+APMiFfOiBPuiFfuAAHuACPuAE3ltvvXX/bbfdtn/kyJEa5ttvv/2rCRMmfJWcnKxhZp9GvsEWyEfZ1tCPvAYe2BHY4APAif/4jft4jnAIL9sY8iAX8tmXoRf6gQN4gAv4gBN4Bw8e/CV8BOmS/QP5JPsHbDJnzhzN1rAF8ljGDZuibAEbGH7B17iP5zJexIccyINcyJf9AvplvwA+4ATeQYMGfck+DfuPHTvW0NYoG7Jfcx0C/aizlixZotkQeQ17MuM37uM5wiE81xWyH0O+kY2BB7jYl4EXdZ/sH4iDe3L9gbRPmzZN8xH4oYwb9srIyDiG+8AEfwA+ZvzGfTxHOLYv48V9yIV86JHrC+AAHtkvcO/mm2/+kv2D6w9vW6OeQf2DvOPyCNnsJ/BL1Flsd2/GfTxHOPYHxOdyB7mQDz3eNpbrZeAE3vj4+C8GDhz4JdLFtkabg3zieg9yoIdxwy7AAr1oC2Az+MD8+fM1XGD4MF/jPp4jHMIjHuJDDuOFfOjh+g36gYNtDHzACbw33XTTF9625npP9hGu+2Tc8EO2ObBAL3B5M+4zVoRHPBkv122yT3D95m1j4EU6BgwYoNl6yJAh+1Enso9wfS3jhm74HeyAZ8hzxg6G7wIbM37zM4RDeMRDfMiBPBkv18fsE8ADXMAHnMDbt2/ffWxrlEkuj+iPyL7NuJF/qIvY5ig7bHcw/BPYmPGbnyEcwrNtIYf9AfJlH4Z+LnfAxTYG3ri4uH39+/f/Ar7DPoI6Bf0TpIlxQx/8DOnGM9SpKDPQDXuhbWD8YPgwX+M+niMcwiMe4kMO5EEuwjFe6MUz4GCfAD7gBN7evXsX33DDDRpu2P6WW25x4UZbyfZm/4Z8lGvYBnKRr7CXjN+bGSfCITziIT7kQB77L9sXehkv8AAX8AEn8ML2ffr02Qeb33jjjZq94TuyvSGHyyX8EHnI2JH37DNg2A+4mPGbnyEcwjNWyIE8Lm/QI9sXOIAHuIAPOIG3W7due3v27FkMmzNurv8Qj/0b5YF9BTrQprLdGT8YeQ0GPr7mZxwW8RCfbQu5kC/3J7heY7zAB5zA27Vr173du3cvRtpk3Egf+wnkQDf7CnQgr6ETPgj98FnYjRltsfwbzxEO4REP8SGHfQHyGS/0yvYFLuADTuDt0qWLhrtHjx7FvXr18rA3/Aj+L9scdSV0sN2Rp7AVdAALM2NjxnOEQ3i2K+RAnmxb6INeGS9wAR/jRf3BuJEO2b/h99CDPELaUecgb2Xs8FPoZ/ujnAEXM36zPREO4WWskAe5kA890Ae9sv/K9gXeDh067O7UqdMeGTf8huuTfv36lbM5dLDdkWfQD18EA4838zMeF7FdIcfbttDH9QNwyHiBE3jbtWu3G/+B/7rrrtuD5/BztD2Ix74CWyEMZMMe8E0ZP9ufmccTzHgu40R8yIE8bo/ZF6AX+rm8ARfbF3ivvfbaXYy7Y8eOe/D8+uuv13DDh9jmjB35BnvI+GEn5C2w+GI85z4Z44Qc9gPGCn3QC/3AATzAJeNFGMYdHR29G3I6d+7s8hXYRcaOvEbeMX74LPRzGlDW8J+Zf3MYhGeckAN5MlboY18ADuABLhlvy5Ytd7Zu3XpXmzZtXLjZx9nm7C8ydpQP2Ibxg+GLYGBi5nscBuERD/G97Qo9bFv2XcYLfMAJvC1atNiJ/4gXFRW1i20OPcgTxo68ZewoF/A36EM9BN0oX5wOMOzH17iP5wiH8IiH+JDDWCGfsUIv9LNtgQv4GG/z5s0/x/+rr756Z6tWrXZec801ms3btm27u3379i4/hyzZZxg/pwEyOR+8mZ8xRsYp+wBjhT7ohX7gAB7gAj7Gi3DNmjX73OFwfH7VVVfthDzkAdscecnYY2Ji9rC/wybQh3LF+tn/Y2Nj9zKzfzIjPOIhPvsr5DJW6GPbAgfwABfwASfwRkZG7rjiiit24PeVV17psjn7OWNHumV/hx7Z/szA4s3yc7Yn42R/hXwZK/SzbYEL+IATeC+77LKiyy+/fAdkNGnSxIUdNpGxww+RV+zvsAf0cRrgf5wWMMofX8vPOQ7is79CLuTLWKGfsQIX5AAn8NavX7+oYcOGRY0aNSpimzdt2vRz+I233eFXbHu2v5wHlTHbku3JNoVcb7tCP3CwbYEPOIEXcerVq7e9QYMGRUgDbNC4cWMXduQnY2d/l/GjbKGcMAbYi6+9fyMcwss42V8ZK/QxVuAAHuACPuBEXLvd/llYWNj2iIiI7Wxz9he2O/sM2x7lgdMA23A+VMYcljFCDtuUfYDtyn7AtgU+4AReq9X6maqqn0GmjB35iDjIE/Z3GT/swWkAoy0ADmb4o/wbzzks4iG+jJP9FfqgF/plrMAHnMBbt27dT4ODgz+12WyfIQ0hISEuu7PPsL9DJhh5xv4DnWDkJzD4YjznsJzvYJbJ/so+wFiBB7iADziBF/Hr1KnzKWOHTWTs8EG2PeR52x/+hrwEAwPsxXjk3xwG4b3tCblsU+iTsQIPYwVO4MVWDnBAQMC2wMDAT2W7Iy8QNzQ0VEtzeHi4y/6cBtiGGRg4Pcx8Tw7HGNmekAv50AN90CvbFbiAj7EywxaMHemBzyEO/AfxUXYgj+2P8stpYPsAA6cHdS7jAnN+MUbEZ3uCIR96oA96oR84GCvjq4gtFouGXbY944cdkG/sQ5wXzMDCLN/nsByX7ck42abQC/2+sHnj9/4N/2HbQx7SHxQUpKUBjPoKeplRjwELM37LzxGe40IO5DFO6JH91R98/jDSz2mQ84EZOLxZfs74GGNF9qyMK0tPRb+hF/bh9IBRp/G1/Lw69NVGrmp6L/Vv096mfU1/Nu1t2te0t+nPNZ+t0r6MPHn/w36bqrE/+x8oXAbxZK/1gZE/WtWmgvk8u7i3KWygqp75smrrA/P26+sDTTLJJJNMMskkk2o7WYnGEmUIwrWqqjX2mxptMaFP5PSiI0TtiWoaXhvRXiKnD0JakAc1CfMYImclNIqoJmFeQFQZ5vlENQkzyltlmBGmJmF+gai2YK5L9Fcipx9UEzCHEm0gcvpJlxpzI6JPiJznQJcScyuiA0TOc6RLhbkT0XEi53nQpcA8gOhHIud50sXGPJroFyJnFehiYp5DdJbIWUW6WJi7E1UH3ott5/FEvxLVJsyg/kQ/ENUmzKAuRCeIahNm0FVEXxLVJsygSKLPiGoTZlAIUT5RbcIMCiJ6mag2YQZZiFYQ1SbMtXGcUpvHg7Vx3F0b5zcwJ3eIqDbNI4HaYXG8wXzdLqJriWr6vOhcQbiuifY1ySSTTDLJJJNM+jMQrw+0SusDHYGqCubfFa0PzKJwOcT4NpO8PjDqR6vaTjDCa+cM77epaYeC1EgKX5X1gXHHVXW5Un3fiS+weH4nvqhu+XfykYHG3+/Qzh/GWZ6FQWqZOEdYG19SOk5uPN1WTteK7xfPl39nBOt24PNQC0mvdh7qXTY1c7L+3UE84++3x71uU0tIz8qGwR7njebe6P4dK84b1c4jjg1Wwcq/AvXviPWzqeCUOEqLXVVjQ3X9RTTeOTPIpkaMF9+ZJT3p84JVKz1XxivTk2eL71XaVLXod6saE6Lq52rONj6nNGtEeVtp33uffseIYdE49TVWk+f4u00to/RAnjI1eVbyTM/zhmFPjq99h4DsFR+s501izPJy5w1zeJw3jPNjfZ0DOyll5oxpqXOmtZ84c8Zc0iofJdzCdzyFn1cUn/OhkGzK+YABpcbiHOm8EMqHb61q5lmrZv9EyouCVu7zuItH11EL1DA1JjlUxfmuZZmK8stiRbmmin4eG6T7uRI0UfORWGt5P8+yeuadd7m8B3+8DulO+Snblih04v+NowK1IplG8sFOZyXfmU869Y73dBjr0M4hvtymJrUn7I3d561y/cH+7uv8YV94R4mwoyS8DvJvcKV40yrGm0P5ifPOs0jWMEU/H18rf+QDcUGqVq7k73Bo/kt+jXLhfW6w9p12euZ9XnQWleMZd01PNTovOv8Nm3rm4yA136braT9rUkpjIQecQ/UHzm1mXCWEC2U7Ns7zvNycf1B9Q8BwX9FKp/huzFtUVzwYrCb1c32Hy1JRuSl8wL0ePPtN/XxjhB+SPHvujJl397jBHbiHMldXhOfat/wcN0+fnTyT6iDH8OSpyWkpM6bf52pPqN6IJHuiHGl+gt+UFuBCOuZK9k2U2hVcFM90+znio+6zjhXnoI8ijMNtamkfm/aNA7ZTBmHPpjombRjdn4Zz4sX3GJrSfbJrSpzn91Ui6TeY9WYg7wfSPeIo4tiB4rtnxI/BL0u/CMqXvj+XS34EVqQyDc6UHO/OR4qD7kXab7epDsJ8i1RHHArV2R9C+i0huu9nKRWfHw+/4/PjQ8iXuN1D2462xPXdytNBKnwL9oJdZivrS1CfXZRzktkO4pzkGCpzGRWkC+dVI118XrWcLq3vE6zX56/EK0p4ePg2k0022WSTTTbZZJNNNtlkk0022WSTTTbZZJNNNtlkk0022WSTTTbZZJNNNtlkk0022WSTTTbZZJNNNtlkk0022WSTTTbZZJNNNtlkk0022WSTTTbZZJNNNtlkmRVxTpFJJplkkkkmmWSSSSaZZJJJJplkkkkmXUzi77zhu4qZNYSABZjwzb/aYse2REbf+aspdISoPVFNt6ONaC+Rs4ZTTf3epEz+fOezplBN+96oN+UQ1RZb1rTvzTLVJforkbMWUU373jAolGgDkbOWUU2zZSOiT4ictZBqki1bER0gctZSqim27ER0nMhZi6km2HIA0Y9EzlpOl9qWo4l+IXL+CehS2nIO0Vki55+ELpUtuxP9mex4qf1yPNGvRKYtq4f6E/1AZNqyeqgL0Qki05bVQ1cRfUlk2rJ6KJLoMyLTltVDIUT5RKYtq4eCiF4mMm1ZPWQhWkFk2tKcVzff9/y53/fg3fMhIvM9ZPVQO6Ka/H58F9G1RLVt3cbcGkbAVBv80SSTTDLJJJNMMskkk0wyySSTTDLJJJP+r9IlOqfIUsO4NpKlhnNttGFADeLaZM+KbFjnErMvu9YGG8rpCKwh7G3XmmZPX3Zk/HUFB11CriuxbNeaZE9vO9aR7MfpCCa2+mDbBWIjXcGCgySb1hR7+vLFupL9kC7sf7dLHHKRmfWqgtnWQTXEnr7sGCTZEPhDicOIw4kjJK53kZj1hQsOk+xrqwH2rKhMWyUbIg31iRsSX0bciPhyiSMvIMt6GgkGhgbCxuHCppfSnr7sGCxwhQicDQT+xsRNiZsRXynYQdzCgK+qInvLcwiGzuYCQxNh68uETUMvkT2N7Mhtiypw1RM4rxBpuJr4GuI2xG2J2xHjvItoL+5QTSzLbC8YOrGGKIq4tbB7M2HT+pX458W0I5fpMIHrcoGzlbBdR+LribsR9yTuRdxHcJzgG6qZWS509BY6exDHEnchjhF520KUm3rCntaLZM+K7Bgu6sTGokwBZ2dhuxuJBxInEA8jHkGMtY+JxKOJx0g8torMckYLho6RxMOJbyMeQnwzcV+Rt9Gi3Piy54Uo6yxPtiPXjRGiTDcRuNoLnAOIhwq/uE7w9cI3YkWY7hL3qCZmed0EQ1dX4Y+dBSPcYOHDMaLMRwp72oU9616AulMu20Z2bCSV6RhRnoDzVlHmayrZRX7HCf90iPopogJ7VmcdWVfoqMyOt4t2vKZTPYE3VrRLTUVdFSbaUrnurKpvetsxWKofLxO6W4n2E3XjIGHHgbVojrWnKOvRoi26EL7p3dZwv4fbGdSPLQUG1D+3EI8jTiPuVItsiXo8XtSjLUVfrr7o31mlcfv52tJXHRkqyu4VUjvTXbSNaEenibJem+h6Uc67in5wE5FG7z58VWwZII1puI6sJ9q7FqL/K9sxRdi3tlGs6G90E3VmMx915vnYsqI6spEYy1wrMMSL/lyyyM/aSN1Fv7eHSFcz0RaEV9GW3v1IHmOHibxqKsoB+mo3ib7weOGvtZV6iPFDT2HL5sJnqsOWFZXtq8WY8Aahf4R4Xpuppxgb9RJj3uqwpVHZVqX+T3ORbz1EP/xmoUf5E9hylBiftRV1WHXZUh5rh4j+QWPhk53E+LqnsPmfgXqJuqq3aE+rakujvqR3PRkl2ptrlT8XsS37XEBbyuW7mbBhtPLno4thS6P2O1a0PQGmLc9pnCO34Y2lNrw/cb8/SbtzIerLitrxMKmctxF9W55Ts5vtuF++adS/vEqMtzHnN1yMeer/CWxZ3f1L2Te95zTCxHi/iag3rxNlHfk5QdQBf6ZxT3WMIf2Zs2wuynpXaRx5l5ivqu3j8TbSeLw65jZ8jSVhzwhR1h2iPPD8Bt5TTRFzcLVxnihBmieS59arY85NqWD+ksdBV4l2r5s0XzRNlJXaRF1EW4p5zNYXYP6SyfsdrirVnb7mg2cotXtevbHiXn9Qne/PKqs75fcU8Ee858H7nltqWTvu631PsFL97yK930Ny3Sm/P5PfQ44T/lvTqaL3kEblu7rf68pjIm97dlBqz/txYKvo/Xh1+2RFY0yb4rn+xde6jV6i/9RdlKfeinstEa//6VvNLK8r6iMw9BS4uijudRtxSvl1G9VdT1ZkT1/rshoo7vVEUaL96Sn69Kg/hwjbDlfca4p4XRHz6CqwLIdl81qiYaLfM1i0M31FuY6+BHb0NZ8kj9t5vSCvc2upuNe5dRHY2Td7Sf4pc1wV2FtWb8kfeZ1RV9FedxD57TCwY9BFsKORPeX2XV5j1FDxXH/ZWmC/VnGvweR1mDJHnye398HthL5rxZjmGlGvtxD5fbly8da3+TNuZ3vKdSivxeR1wU1E+9Rc8VwbfKGZdTUX3FTkcaTI74hLbEdf7btch3KZ5zX+DRTPNeve69YvFMvr1C8TGHi9Ou8B8O77BCiXfi+F0dp13n/iay/FxWJ5D0WowKQa+OOlsmNl9pT3phjt8bmQe33sPlje2xOsXLz16VWtQ2Wb8n4v6yXmyvad1SSqbD+kEV/ovY9GLNuwJtpRLu9Ge3Vr0h7dmrxPtzJ71oQ95BXtya/pVFPPNahtdvS2ZU2w65/pzA3TliZVSqnXXDK/rE3nhdTU+rWys01qWj/F6OyLOkrFZ6FcStwVnTFR16DvfanPc6joLIdgH+OsS4nbUsGcntXHuP5Snp/hz/yO97xOuJhjsV8C3P6cpRAh5tMuk+bb+EyIcMVzT96Fnqe0+PEOgud3m3jN6zYXc6yXKeX3El7ofdi+5k/ld1BXivn0a6U5/TbiPQqva6toD2R1voOsbA8+7MhrYq4T71Z6Ce4u3rFcq7jXNlb03rS63ucbrYfyXiMRExgYGDdixIj0BQsWZM+ePfuF1NTUF26//fbsrl273lu3bl2jNZnVjdvXO3PvNQh4z9OR8PZ78MEHH0tPT58fGRnZ1KJTQP369ZsMGDAgbdiwYY8GBAT0UjzX7PE6s+BqmhuzVGLfpmxf4j6Ead7cuXPnA6iRrCFDhszv0qXLvcJ3Wimee1J9rVOwnKcPe68tbiD5L95r4d3goKysrOymRL4ENmjQoPn48ePXCB9vdw4+ci5ry73Pa+D6jNf0oT7A2i3sx0lcv379i5T3Ptfs06M6d99994uK/j4b72GvVozfGweeJ2Zf62h4Pz9GD3inHqfo79GTXyKqTPDUqVMR5uZq9g9f+0p4LwTXEbxOBfvm77juuusWP/fcc8/7idlob3DYeWKuaF91fcW9js5jf/qgQYMy16xZ8/TVRH5i9rW2Uj1PzEZnPHjvX4a+m6l6GEt178OPPvrok42I/CnYAvO57HWtCLORT/jcJ1ynTp2xU6ZMeWTJkiUrIoj8rYwEZqzp8HdttS/MvnzCaD/ujTabbdz999//OLUdC871e2ECs7y2vrJ9ChVhrsgneF/CDWFhYWMXL168mnSnUbsXeK6NlMDMeyvanSdmf/eXdqf2eCy1G+vGjBkz3kdb5y/mxGrCXNE+zo4tWrRIfOqpp56Jj4+v0tpQCXOf88Ts137JDh06jHr66aef7UlU1U7tBcLssS9RVdWO69at+8s4ouroiFcj5grrC2oqbkWbQW3H4BqC2deaUo+98tRkDKW2I5vakAnnW/6qCbNRH867f8H72bpR0zFy6dKlq6ktmU5tSp1LXG/4Uz+jTxRHTcgoakseozZl4fl8f9Krfq5qm1LRmTNNxPhJ259FTUnitGnTHqG2ZTm1MWFVbAebnydmf9sW7uPfRC49mtqWTGpjVlNbE3kJ+hv+tOGXKwb7jaiNWUxtzTpqc1pcgn6djNvXmKqxNAbkfShjevXq9RC1Oc9FE51j/5n3eVWl/+wauvkYu3qPU2Arbb8HjVMeOs9xStMqjlPOZTzYWoxD+wi7Ta6m8WBVxrC+fIR9+0qRt12qMO72Z732ucxx+Du/wWdFDUI72YSoovkN6rY85WN+Q63i/EZlPuJ95po2jzRixIj5ZMcZFc0jderUaeYFnEeqbL7O+8y9jkFBQTcuWrQoy2C+rinwes3XNTOYr6vOfWNG4wJDe1M3pA/1/2ZS2/4Uz4uSP6zu2LFjGuHtKbXXl1Uy51Wdc+a+9mz4mn/mvSedRJn1Z46uOuf6veeh5XLJ83g8z89nKLetYJ7/QuL1BzfXg42EzeX3Kc0M3qdcDLwV9V2DfLy3kteI179I/uCPvb3bHT4DvqL3gxcbrz/vsmyK77XOF+o9VXW8M/R+1x10kd5jVgW30brdqrZxFxK3r/UbNW19bG1aJ+MLc21Y81kbMV9wGtpWMckkk0wy6TzosjpKnVX3xN1z1ZhlY/48x+7VDLsun957eovEhxJNu/pH0cFKsPPgkoNdHj/6uD4MurTUyabYvt2+ZHvsql2ravMRijXNrjWFmpFdXrx/wP1Hd2/e7XSecpb95vztla0HtzYZvGhwdHBgjbJZqyAlaEvuXbltpr8+XR9yXziC9AOL2y/eQPawNBhW6Xdk3htaf+hu56/Ouq3mtKpuX2wUoAQcenXYq07naSfoD+J93/z8zQPrC9YHXznkyj+DH14fagn9ffvi7d9Q2hY9vfnpkUnTk6bdPvL215958JnGw9cNjw6u83+6/L4+IGzA11Q+bZ0f6cz3OquKumfz4s1dlmxeok+b6ZNRh1d2WvnsSedJxd7LXt2+2JTadOe2O7ct2Onc2bPnLT0H9+/d//F7xt7jPLnp5FNHnEcUe7dafc5uiEWx7H+468P7yQ/r9Xmkj9Gx1myzI987v3f+8s0vZWedZ58vLCkM65jSEeEbByqBby0ftPzbks9KUGb/R7KaT3xvIqavGpL9cmf3mv3j4U8O/0j3X/r40McNeszswcfjN6e4W9Ylrvv++L7jTucZ5w8UZuW/Dvxr5dQpU0/s+McOp/MXZ9Gxn491SXs1TQkIDzDKw7gQJcRZ9mJZ67l75urTfIoyu2Xdlt85dzlD+vy1z/nokCm1eZ3mTuenzsZJW5PYPk91U7s5nceda084Tyj2HpoPRFK9dfbD8R+O2fzHZsVyuTYfcwXV4a/P6z/vTOmO0h/Ibs9sPbQ1LCY5BnI4HVu+/O3LHw9tO4Ta7u2dx3c2Hbh4oFH/kX1xaIGzQJ/u1id9toxpNGYfxQ1qs6DN+eYFJs3LXur30opDzkOKtaO2XuXGMCXM+ePffnRM3T4V8ZHyj5KuSHrvl7O/hDQa0eiZ5HbJPx/ZegR19Fc/OX9qMTlvMtu/onT7wjggXAl3/vC3H4bkncpTLA0sFZXfzA9Pfxg/JGlI2shbRv6+8y87n0E+hPYJ5ecLC34q6DsgccBtg28cHNS8f3OU9D2LYhZ9TbrGzf/7/PGDBw0+krcgbyf9trZf0F6Wff+GUxv69b+t/+LbB97u/GHjD/sI/8R5L84bPnjY4OJnpz8LGbYuWV3OxxfPR4dHu0H9U+fRJ47Grf9uPV7doBY8urrr6m1Hfz964uzxs/Ye67DOQeltV+zOb5//tt2iLxehdUe4fUs7L/3olPPUgAmPTBjdt2ffU5uXbl5X6iy1hMeFM67/d8x5LPHuFXdPum3IbUf/8eA/KIOc9q6PdK3MF63k+/HXNLjm1L8f+Peaw87DlrA+YeebF8j4dxMaJHxMZbVO02Rtn8HyjtaOTmeJc9Bbp9/Caza8JPzh1RtfnbT1960L2l/V/mfnXue4ZR8s69H9xu63D+031H7tcO3bEf6m2xvjnFZ1Wzmdu51Xz9w5U5+G968tebKr2vWE85hT7ZbdzVdbc2t9S33n6XdOd1iyf4negunjDudXmV8N+sfP/0D6vOOiNvhiYduFf6dypoTehOKq3BKhRDh/euOnqPv33o/64nx98Vx0yFSf2o5f/zn0n/OKncVKUFRQV0rD6SNPHOmevCX514/v/rjn0yeexhhqbuu6rX8gW4b2fwVrPJQESv9vZ/LPNJmwZQK3A7B3GXDFvRhnZLcYq2J1Hlx68NZ3zryjWOpbjHzR6UXUwXde1n9Vf+ioSl7ccUXAFad//+D3+re+c2sg1bjbp7eY/tvZ38+uO+48rqjd1S4U/o8jjx1pOWvnrKd7hPc45vyvMzxuTZz3lPz5pBsE+zmde5wtZuyYcS6+OLlJQJNfnZ84wwb+v4G+ZGfGWGNOOr9y2ns+61o3jMbsf8/3fn7xAecBJTg62CjulpENRn5E9rU0GtvIlT8ly0uuF2Gq6ov+6JAJVvn8nqvv2fyH84+Ay8devq5XSK9NP5f+HNR4XOPCO5vd+cLJX08GhPUNe3/kZSM//OO3PwKuSML7eGVZB2sHar2cRhR5+9bbo4MDyuHCC/Pv1setf3C/c78S3D7YyBdnfur8NDq6Z/T1HTt0TBrYe+DhNxa9gbq0Xr81/aKDLeedF1dT23l2R9qOPs9/+3xkQEjAd5vGbpr34GcP7j/14ang9ovb3x8VFHXg972/B0cviW5Lfvndv9L+9S3pXbj+4/UNO4/uzP5zPukGDa6n1HOefuv0gNyyXMUSYfHXF8dcZrnsrPNDZ/iQ94ecjy8uqcAX3x8SPqTQedYZEHmHtu6zLcJ8mfFl7JrSNWgBvOP0Qtt48tmT7RcfWMzj6sp8sTId3rSwbVDb751fOJv1f7n//14e8PKo9356TwloFDCpaZ2mP/724W/Nh+QNOZnTJ2f69rPblcAWWqas7GTtdMp52Hld0jtJ10oURRwYfmW4ES744g+v9HvlgS+cXyhB1wZV1l8EdadxlLM0u3TAmz+/GR0cdt55AWX7Fly74CmqB4c07dZ097dvfduq3bx2P29L3daG6sLt01tPf+zI70cUWxdNcCj1Ee65pfUt/92ydgv6up3mb52vWOyW80k3qB61P6V/ufEvRSQrpNP8TkavQM/XF1FXO8+8e0ZuFzpqbVDmwcGiD1IdvhhF/WRn8bzioW///LZiaWi5EL7YCbgPrzy87KXjL5X98P4P9Qe9Ngi2upzy4+d/Jv5zxQenP/jjcM7hqHnF87iNH9UooJHz1w2/dn308KNG86BGuHqGWkKdR1cfjf/7qb/rS3Eq98WB9Sz1nD++/mPPv3zzl+hg+3nnBeheaieP/bHrj3cz1mcsP/DNgbo0jtl1b+t7V33+8+e/FK0siln+1XKOz0Q1mOX42r5ref7gfNLtqhsR98jzRw6QP85Z+ebKIaMmj0oaPmT400vTll6dtDopOrjuefkirvY+FPPQYZI7dt7r87Bx8es35r+xC/3l6IXRvnCdqy8i53fPazOPBsnOpIy3Mm4acOuAl6cMnvKds7TafBF3TqztvhbtjDZmC+kVwuPYV+Ij4p3OMifaSWvMctf3bhHg4KrYVZgru/uR9x+JHzhq4J2jBo/qljorVQmoFyCPqW4cMHzAtFG3jPr+gyc++JTGVMFt5rbxNXZZuNO5My5ucNzgm/re9FDqqNRfd760E+PosO4ru/tqo/3JCxDV6IHOT6d9inTGZB7MhN/pY4qdTm2s3nahtophWIugFsNTZ6R27d6/++i+3fqe/mjpRw9+6fwS/Qp/0+1rLqtDWEDY21l3ZH2z/5P9Tuev2mzqht2lu6OS1yZHB1vPyxf5Pdcrc3rPOfX1tq9PkcyXPzn8ScOes3pyn7Y6fFGzId17/5Fhj/x28ouTsOM3p3479cq2g9uC20xrUx2+CFrfN7Sv0/mds+OKkhVy3dAdfYTja46voXGiosZ6RG5EefvyvX3uPbm/ULPr8VNnT419oegFJbB5YDN69sG6Uet+PPHFCafzN+d/f3H+srZgX0FEp+RORnNrqIMP/23Y3zAvBfoNcynf/PjNI3mf5l3e665e6K9VJS9AuPpocrPJB8g2wdGLNR9tWVep69wxc8ccKgNK3VZah3xZt5BuPx/Zos3nQNZzW7/eGtpxSkduVytKt/m+ySSTTDLJJJNqF02g5j239IugghHS3rHudlVjQdoC4zlTp46ThtipS4uD7qD/iT3sagrxEHEfnYlDoV4b1du45ZzrPW0nZCX3LL7uKeXvldYxkKfR/R8Y3OvvS5734myLmIfMXWZTXxOszVOIZzHDdft6/8bmWtguc5EefnbKfa4NkMnT0ibgN8fL6+HOE+/n3Shd8YXbrcoodz4WUvhCESdrgU3lfIwRNsihe9dt+NiKDyPlTLGpMZk29ch/tlur3ckEou+pX4kOJjYvx8qP6fm2uiFWtimmLMGynUB6/zKjT3kF53KvivEnL5wc1cuuguUn3v1fBr0oQ+njW97FofwFNvVcsipuKNLGttI5selJW/xtIarljNNisRRvkvMu83WSH2Tw0lp756sT4vJ10lueeETeH8T14t52FWzZ/ftu6P2d/DGbfoM5/Mpd+rXjeZuaMtmuOpLtanEy7jluIE8nzohTlLQboDNleIiaPTJELUwMUcvW2VTHX6gc9O3ZN3exTcV7wBYBen1VR0q/d5nmek1+++K9ASNxMrDo6TI6tDmdnkW+6X8+mHRpKOs1dx7K7WPiSHc95LiBfO4Gr/aRyr5R+5jZl3yX+Nb/g+2j3aCcpPW3q7MFczuWT/VHLJWNSLJpZe3lY8QplB8OKT/yyL5gb/2ZEqY7HykOwkGKsf3sanw/d34EiPw4FKr48W5VUYBRtFFOf9t3UBy3Y84gFe37Iqy5IYC/LNYPl/CuU3xt8BL/43SmupluFA0OUTP6T7QoQRMtmF0v62cvV89EJYR43KvHVbTAdY82Ie4ZJ+WnbNs4oRP/bxwVqHlHFOUdmG3gkxxl75RrXiLc+nOlPGsh9BTPdNeRBdR3OdPNrvnFK2bNecEJ85f/zB6V3XbW32dd6DXH50OXep4R5XFyp/BOX25cvdH5y7e/YNZ2e8m3JQMz385U6kTWudT4br0s4DJn2d/KXt3v3D+S+ql3jBw68skFUxd0nf+X+XiTcqnxPd1D7VHm/K+23sWf/I2rF1Dvj32P7Ju+6adN4dY21h9eHfDqkoPOg3j/jPD4c3BJ9JJnvnF+0yy8Z3jBmpFrvju65yjm00+ccZ7J3lS8Kbzj5I7y3HtFaxOntghs4XR+4hyzvnS9xdbSVhG+a22q7dTGGRsfpn5qQL0+9VB3vTGw3sDtzlPOwBbTtLOc8K7p7MfJH9/yxqk3ooMjtLjz3z/1/i2DEgfNGnfruB//k/2fbXhPFTUHZ4pWul4NA7OcpNZJzl/3/LqXwkx7/J3HQ1rFt+L0Mb4R2UezS19JfuXZw78fDmw8lJsgZWgDS4M/fn7n56aTtk5Cj3dghBLx609v/nT5mIIxRms+eodZwpzHnjo24LUfX8PRHJWtYXJV+/YA+4NJvZO+2/bStu+ojMQu2LRAsYRbGJ/zD+cfWH2iXvfwdbJ9sfb/l3+N/FfSlt+2KHWa1FnTTe22/ffS32FPf9Y/VLauxTs/wyyKZe/i2MV4JxfcdmFb1vHXgu8LnN+8/82qXX/sCmjQt4Fc/t8d0WjE1t9/+j2kWXKzQys7rVyw7+w+6PaFT14rVNlaB6MysbqrrevPzuPO0AF5A1gH1kBNvDriauf/3vzftE0/b1KCr3FV1r1DldA/SteV3jb/8/m/fbH0i2vSd6cbrQ8EdcB79ANLD/C6usref2dcb79+xV9f+ev4lHtTBg68bWD6HUPv+H3X87vep7IW2Hxic1mHhXRkdg/rjrVrXRbvXqxYQrR+BgaJexdcu+Dkr85fd/zx6x91W85sKfvuu8ecx0ZNWT4lKWFwwtdvLHxDXoNa2TvRlM7hnT/Pfyrf+dOxn5DnJ087T6/b+MXGBj2m9TBaBwgr7Hwg+oE9WG/bYVEHTucdTeo0cf666dcpnzg/UQIdgTK+D7787ctTh7YdQt3/zs7SnU0HLvFYr13Re7LqqkcHUDn88cTzJ64Yv2F8Re9dLybZqSzFXt/i+oGxnWNLX5/5+tK9v+5V1M5qTWm7sQ7m7N5le+EYqzYe2hh05bArq7tvQcV4Fyrb+FdtKrgnccnwJ5V+/frta8x9d+pvp99qV8ExMTF7cD+FrsFZt+r94RtuuGFfRyEz4d4tloS5Wyw56VssSYOfVJIoTBLJ+Ek8n3xbiIp5DsiJTbCrEaQTcopGPalERkbukPWW0X3w1VdfvRP3S+gabE3Q9QI/680ivVmkN+0+XW+x0Pu9gd4Cil8g5EBvq1atdqJ/33J4iJrzik2be/FIP4UDN2zYsEhLP12DswSO6Ojo3cBxhn6XS3+CjiNu0BaLN46Sl2gcKeQAR1RU1C4+VDEl1z2uAJ4MCsM4rUMJ+1Bdd2OhF3ySGPkHPDL+WAoLDgsL2477UXQNThAyYHfgz6bfRXW2WCICyZaBOn7HUB1/xHebNXH7aYyDcU5jMUebPi5EkwP8LVu21PDl0u9cCR/kgq29dXxNmjTZwfMUcdK4uJDCFA4tPy42mqdwDCN/JE4w5/G1eb644Xa1v2B/xvkYzydmkC81ds8lnu94PmW0XRvP552YoI3nC4aVH88XjLWf13h+vNA5XhrPnyH54ErH8xEVj+ejEsmHSH9WgBsPfL2OeB4g8CXO1v09Z6RdzR9FZWkypWXqhOmYF+H6p6hoo1XZudHqOLDR9T5iww9XWhMW6b+PPED1CjHkpBfZ1cy9xMP1cqMUNLNCX9ydJPd1qg/vtLvqn7xxaxTE0+q4RZutRvdj9m22Mo4kKr8JKLt19fKbR5gPUYJyvtXL72skm+VnryYM9DxihMAhyqtFqyPd8guWFWh68yls6Ws2NXOB53udbIqfstCmTk7V58NwnUn3nuyt60EZhY9wnEihp4zkFY8Q73uil9tYv3hPFD05edbds2ekKWXifukSqkfWhqqlapgLr6b/r6EqmOPHpoaqOf+gNo3CKWf1+as2fraJbMeIVRstZSs3WvLoPz/T7Piw/vv3FN2OWr5RGiK2UzpGu/NNEb6SRnmcK9kV9TFsmEZxyu7T48dvP21LQB0rh3tyo5Xtzx9Y6DBn1swOs1ImzEzuMCEtbWrqpAmzU2dMn6XEPKDrzU+2q5i3ixXM7+Vi+4WrKe/b1chNur4E8j2wsnevU/v9jl2N36g/hxx80CPtjvL5FbmE2iuyM9JdMMpdz6CcJEr1jPb+BL9H6fq4nHP6YBOUpaJRbh2a3ak8Ft25yZJHHHHXJs1/sykc5OTRbwRJl/RGUHiwa94S18TzR+ntjDz/miC9L45BuU/0b/61kMIVJ7rbmcrmXxXlNn1cWTBT+18w1D3/mpco7EFlPI7sG5XoOX8c4FVPW0S68l8jn19m0+od+H2xRQ+XOJHayzTiqZLfIb/JD2NHl28HGnI+0jNw8VwKQ77I+csf31akd7WjAyp+95ageNoCbSmz1ja2Nop5/wdo4+T3jHWEnptX6P9tjT3fa5ZWcJp6HQobSFyXOIg4Uwxv4gzaIZMuPaEvUF3vMYsX29TSxb7fY56hZ5mjTD+o6ZQ0xW74HjNfGh+Ujqf+x3j/xgcJVL8mEQ/9vzQ+CFaCfb3HLJ5kV/cLVh4/+rj2HpPaH7QhJeMrf49ZWTswtAa3AzkTzfJfEymXyjz3z2Klcl40gfo5E/zrn6VQ3qZPdJfzyvtnngTf934/jr4Z+vKFEyovF3DPjNdD1Thp3Vd1vy9HX1x+X+6YVN6fc6ec3/j6dqHzdml8nUjywZWOrxXf42sc1h4zSbdtoNSO+/q4WvYP2TbGXTih/Hv21459a4vtU0dNn9JQH38M1eutjsLe/BGVoXNSJ909NXXW7JGpyXMdHTt1vq7L9V1ju8UoR7+1ZRO7xuuvfmKJ+NsnlgRi1zgD49CXPtHslS3Cp8JOB74ISpTWKaZRPxzMv2Eny9q1a5Ok9KxcUhyE8WIJhSsjhv2jpi0MyIkX66toLDVfMKc7BWNrGsNhjZiR38n5CbvwukRk2iCL+xDmzIgw1Qh3FMmOSvbCjbbXAHc2hcslnumFO4L6Ug0FM64iwou5C6xrqwrumNFu3AkS7hKSW+In7gTCkUQ8ywt3NpWPZwQzLti6aLi+Fq8quIufD1NH083c77ZbU6R6LJtwgHGNeRYu5wmiDYPP8XrWtLEhamI/u9r/+wu3nhXn6Bwjbq/4v561PF3i9azo099lV8F+JLnC9awFe/U5oyIxn1W0J9RQZvxez/uxxcbhovbp93PE/zwRLm+k/ZzWsyauNl7Pmr9K8yGPr6bgOlGSH7Vdv87ZrvsbE+K6+tGpdqP1rBoNp2dgi7DZOPLHFPqdIsVpKNV9pa+FqtbdoWrB7lCv9awJN0Bnyhzi++yqNVOfpyieTtf32NXYWbqMD0gueJtgb5/DavHidkWW6vbDQyUlvZnlMAFUNvHlNrRfRcPOr/1KozIfR/VX1hT3OPeaKo5zs6m+zR1l9znOTRiO9zRmP7emU84kz3Hu95R5UR9vt8ZJ7V0RlROwd//3pFQKnqF2ozniUj81n8rU8E+M240zWVXwCa9S10S0G1yXWCxUZqnuaCKCNjEcnxX2rSntRgzZCezqxwnbnHnUyEYt4+RfkyneZBH3XD5esJ7igGGnugb9Cvw+k0b1IvX9UD+yP8j7SEoofsl0//yhmGSVpvn2h/Qnq+QPmh2bSmMMT3/Q2xLuS9Wr4f4QR3YCK8qL+mjmCT0d6U9UbqPZFG922rn7w9sUB+zhD1SGz8zU28bK+qHae0tqOwun6+GN/CWC2lewP/5iJVmRs3z7S2561euPJtJPXKNP4N3vlOuQmuovaZRHYL7rELaJGF25jdZTvPUzz91fjlAcsOwveOcTNUfvR/njL4kUFnUMwhv5Sxzlf9ws//wllmTFz6mgvVlZPf7SzNBfnE6//EWbt7j0/pIz266CXe2NsM2Zhyu30S6Kt2v2uftLQ7IVWPYX1C2Jc/U+tz/+kklhUccgPPwl5d0ii+wvaSQ/TeRJ4Vwe1wZ5+MvUgx9bxyDv6Hk68ZP/r8gwGfmPV2/94tke2QzHtYpHX7uG1C82xVZ0L/X77gV2vWjFCNvkP1axjSJo/OqgMVYe+VWgwTuGWOl/uXEL1WGlK3V/cbUvlLeJ8/Sxm1/+QmFRxyA85klu1N8dO26ePjt55vTk2Y7BybNmTbgrdfpdSjDCFzcNV/MfsLnWT1gJQ6LIM1/rCFHHYs0jryNcLPRp868UH36I99l4Pz4g460Mj/Vv9ByMdfba+je6BieI+hvrKH2tI0QdD73fG+i1Ylwr5EBvp5WHV2r2mG9X+8/V61sZRwGFKxDycD+PrsHFAgfOmAKOuPvKryPMFfF4HaGM4wzZP0PI0dbFWOpbeN40QsxtpK3S8RSmu+e/EqDnPvf6CegFX3efvn5idawaa1j+6XnafRW3Fyj/WLOVQtjS5/ku/9nzq1T+g7n8N5FwGPUvvMu/R3txJOvIJS//R1cfLbqf8u9+O39jUYkQtsmeZ2SjtM97P/8/13ehAylM4Dzf7QWvw/e+35/igOXyj7bizHJ93sav/ugKu4o2A+Flf88juXkaJpvmXzl0DS6cV77cefs70uyrvKeRXVD2IAf+/uPRfx+V9UbRczDmibX1LnQNjhP2xJppX+UdNvdV3s/QM5Q1yJHXn0VRvYt6tFz6KVzefHf5yqFrcOF8z3VPMQvKl/fs+b7LezbZO03IYRxc3gPnutsC4Mmf7y7vcaQnboEbD/SCWy5wr5cCHh/rzDp4r8vD+jS2Y8ymDVbH5g3WnA82WHndobb+ceYGza/kdYf5e0JVbe3hAh1/e8VrfRzdB2NdJNJVTNfgTMzPTmxsLZnUWJPpEPEwL59UJ8xjvRr7rbwubQT8rHu4yx4Ous58MlTN7RnuWqeWWeeMLSbi601G69YGpU6cmXzrnXemTkp2jJqZSo2bMgH3R82YOdmRMHPGJGrmZsxUZs9OTp8N3FMRfoYevn37uVoMR6sRyv8reXMVpzeO9OWV5G0qyXujJFKyA3hVXXdZruz9+201+P171h5zXrImUpwlzOX3jtfs6tjk6Xd4+72XH3e+TvgxyinCIHykWHurha+m+e74RdQnXOR7vjuK8Ma+ZvpVTafY10LLzXeX3l5kkc+nKHiI+sUP6XmZtFmMJ6dNjZb7k+M2fGxFBZS/hNo94oZJxv3JvK1V6k+myj9d5/7khor+5LRZvt6TTk2eHN2xUw9luqPvzNTkO5MveX9y5uwJDrITWFFmtfMn+ZFLdduVbrGruR9S/4Fsieresmn7Em+bDPMxnkyiuCUf6f1JXs8cHxSmZrxJfZGHPPuTtw6+sb1c34wYfpP2O4/CltrCtPDafgnCVTaC+k7v6v2F5Psc13A7mTZmjYJ161of8qp/WeV+RAzFA98x+MZhuO+ga3A80olxjT3M1X8paZtvTWqXb01on6/1X9gWWXXytb5GU/gAMeREFBK+Jboc4AFuWW8u3QdHT5uh73+ia3DBUq/17njXQ/2+COr3Fc3V+31ZIsy34vlrb1C/6Q3dDo63yYYbdTnQe80118TKeh3LKH3gCdMno96OoGtw2Vskc/pdos8SrfWb4Oj9ZiZPmJ2M0I7kyamzHei3aL/umjkhLSV10ixH6nTH1GTqz8yc1c4xMzltxszZdDF5xqQ505Knz56lhR2VPNGRNuGu5FmOifc55sxKlfS8Miv5bo/xL2EBO6bPSdfGv3QNdmAvwszu3W9Lviu1on0OadeGu/wnVrRPPD7Nl96fRWRSujO9xqfh4du8x6dJGMNTXzpyhe/xaezDVapPtvH4tKnh+DR8m1/jU8J+yesTwpBGY0KwooRr6cpboacjdoWRjcK3hYfr4bT5b4q3frlIt3TfFTrcM7xr/pvigD3GpzQGy31UX1Pgz/i0mMJijgrhZX9MINxg6NXmP+ganCLSg/u+xqdIs6/xaQT5DMaKkINyyvJZbyHdL5T05tM1uMRAr/f4NG+F7/FpNsahQg7r1d7BraT0zzdIP4UHu9JP1+CUhz1xFD1cfnyKcuFrfJpI+iKEHMbhPR8FAp5EoR84S+i65GH3+BR6wR88rI9Pve0YAT0r3fgVzK8TR62sPP/OPOw7/4ooPmwJOUb5lwl7SnrT6Rqcs7Ly/MM7AF/5hznQRCFHzj/MJWKOAfPxHumn8GBX+jGHShy1yhNH1qry+Xdmpe/8w1wqbAA5cv5p4wRp3g94Ile58y+HrnNWufMPesGLV7nzj/t/8nxiAT0vEPFKHxX9P4P6ejLKCj0vfNR3/y92ddXrayZeJ5d1Z8X1tUWqv9z12KWvrx1kJ8ej7vq6YnLXv2VPUj3/GPWdnhD9P6leZpu099H/K80iP3rSs/+HucSE10NVvJfxp75G3w9zihw+kWQWP+n2K5f/032wy/+xnoM4KsuP8v+oZ/nftUrXp5V/ig8/hBzD8k/3MyW96XQNzsnyo/xneZZ/WW8i2TxRyJHLf+7j1D951GufH9JP4cGu9OM9EXHUY17l/zGD8p/lWf5lHJGkDzaAHO/yXyatHwGeyMek8k/XOY9J5Z+uwYsfM66/iyBfwl9A1+DSxyrPP7wT85V/WYQ/Ucgxyr94eg7m+7F0DU56vPL8wzs5X/kXSeUlUsiR8w/lQSsXczzzrwjhJBwFdA0u9cKR8ET5/Mt/3Hf+FVP4LCGnovwDnuLH3fmXRPGSnnDnn6aXuP8TxvmXBT1PuPFn0DU494nK8w9rbHzlXwJhjBRyjPLPSs/BfP8MhQM7nqw8/8qe8J1/qGOKhRw5/1D2UAax3sYj/RQuS8KRQdfgXC8cEavL5x/WYfnKP9Q9CUKOd/9p+KPuuhl4sp9055+D9DhWu/MPesGBq43zLwG4Vkv9P7oGp6z2xJ+3uvy5IGhngZ/PBfGY38d7hhG6HNmOBfS7QMIHueDiFDe+tRSweNlpG4QOWn7aFvXX0zZMa7snMMpEe9ey4Kx+VFYfz/V6Ea51e1f+5de3+s1+s89d/X/JGb7j6Cb997/5dx/9944+HhPpPzudvCkV85O4LHjKc713TPm1ggX6/6g4TyzXxnmHZCxvfHN6VXL0f11YhvWZG/i/cSc923JgCdEvQwWWrGc8sdxSDotDYHEI3a3jPH+7SU//IWGXQ33s2emXH3Ae78O/PRf2EBarDkL8U6JyPLF0MMgj/X9TL7s4fObRz4//fP+9Dx/0yqND5fNIrD5iLMojnlg6+cyj1l5YWvvMI7YHY+Hf5fJIHD1mF1gi9n7hcSDTGxZvu7QWWNp5YYguZxehU9jlfy4Mg398L905rszTLj8RFnEqW7jAYp3saZeWPu3SMs74f3m7sD28/5ezi9CsCixFp5t4YOns018cXhiuqqRMH3Jh2FJ237XbXvi6vL+IHLEJLJnHm3lgifaJ5Sq/sbDuSrGonliKi6/0/GaTzzxy+CxH3nnkbRfDMm1QjhyDW3hg6ei3XVr7bZdy5cjLLlyO4u5u6YGlyyX0l4iFLQz3V0oksFhZd7n2yBPTv0Ub8HEfbpfKtUegs+Xbo8JmUR5YFi5ceHTRokXHHnrooWNLliw5vnTp0uOZmZnHly9f7mL8xn08RziER7x58+Ydve+++47ce++9R2bOnPn1jBkzDk+dOvVwamrqoeTk5JIJEyZ8dfvtt381duzYg6NGjTowfPjwAwkJCfsHDRr05fjx47+69dZb99922237R44ceQBxcC8pKemrSZMmlUDmlClTDk2bNu1wWlra4QcffPAY7kEf9D788MOlGRkZx3AfmLKysk4AHzN+4z6eIxzCy3hxH3IhH3pwD3qhHziAB7iADzhx7+abb/5y8ODBXw4dOnQ/0pKYmHgQaUMakVakOSUl5dDdd999aPr06Yfvueeer2fPnv01ZKenp2u4FyxYcPSBBx44ynb3ZtzHc4RDeMRDfMiBPMiFfOjxtjHwABfwASfwxsfHfzFw4MAvkS629ejRow8in+644w7N1pADPYwbdgEW6J07d65mc/jA/PnzNVzgFStWlPI17uM5wiE84iE+5DBeyIce6INe6AcOtjHwASfw3nTTTV942xr+M2bMmIOyj9x5550lyCcZN/yQbQ4s0Atc3oz7jBXhEU/GC7mQL/sE9LMfyzYGXqRjwIABmq2HDBmyf+LEiSXsI4gHuTJu6IbfwQ54hjxn7GD4LrAx4zc/QziERzzEhxzIk/HiGfSyTwAPcAEfcAJv375997GtUSa5PI4YMcLDtxk38u+uu+46xDZH2WG7g+GfwMaM3/wM4RCebQs57A+QL/sw9HO5Ay62MfDGxcXt69+//xfwHfYR1CmTJ08uQZoYN/TBz5BuPJszZ87XKDPQDXvdf//9Rxg/GD7M17iP5wiH8IiH+JADeZCLcIwXevEMONgngA84gbd3797FOOcSv2H7W265xYV72LBhB9je7N+Qj3IN20Au8hX2kvF7M+NEOIRHPMSHHMhj/2X7Qi/jBR7gAj7gBF7Yvk+fPvtg8xtvvFGzN3xHtjfkcLmEHyIPGTvynn0GDPsBFzN+8zOEQ3jGCjmQx+UNemT7AgfwABfwASfwduvWbW/Pnj2LYXPGzfUf4rF/ozywr0DHuHHjXHZn/GDkNRj4+JqfcVjEQ3y2LeRCPvsv4wUOxgt8wAm8Xbt23du9e/dipE3GjfSxn0AOdLOvQAfyGjrhg9APn4XdmNEWy7/xHOEQHvEQH3LYFyCf8UKvbF/gAj7gBN4uXbpouHv06FHcq1cvD3vDj+D/ss1RV0IH2x15CltBB7AwMzZmPEc4hGe7Qg7kybaFPuiV8QIX8DFe1B+MG+mQ/Rt+Dz3II6QddQ7yVsYOP4V+tj/KGXAx4zfbE+EQXsYKeZAL+dADfdAr+69sX+Dt0KHD7k6dOu2RccNvuD7BWbveNocOtjvyDPrhi2Dg8WZ+hnAIz3aFHG/bQh/XD8Ah4wVO4G3Xrt1u/Af+6667bg+eYz90vj1MHbeljdKQGHP7Ce+usBWKvnBvscAnL8+mlt0dWm6dQ86xzdaI45utWcSYPyr4+fA7swcnz8qZv9njfMx/k5yoiCJrmrQ+qORluwrWrj92n6OwQVoTeSTsE2srYNwXqqZHhHm8+z9ZiHkmN6aEuaFi74r+Py5d/590r/6/+F7j/f1xlC5HvSLrmYWhaoIIUzIlVM3rGaHv85+i3yvoUPIO1ooUZbnk9CN29ev7eK3lDPJ452PM15/Da6xAr3X5+gB3Rtr/6F/932b52sKu4PnzV82OqOqar+xX7Co4uceENNf7f/oNlsNtmx2qfkL/Z7efm+y6R2G2iXCzUmdFpx1YY4M9seDENfqj52UiDFaGuN4nv2pXwbjGwhHXjBjdc4j7WL3oeldI92LF/YyjQWpxIxpXzZmuTQVkErbs+0PVnJjltp1YZzQ1dZJr5T3FSRPxlOnRc+MCtG8b09gsJ4DPLYv5m9uHcihszqte61FSJ00wOrfM+ppdjSQeJq2T/NOfWzYrdbrP7y+9FqrOFqzMTp6GuiZmj13FmrLsVz3fJ2auDfX4PSfN8zzSCMXzXF/8vsfi/sa60XcY2izYtwAllMMs2u3c3SduSFwfQb2Ibc06N4NWDjNyi3OLYmlg+H76XMJ4Y3n1R+ePSmi/UDnMfTucOzp37teZydG+U3slICTgXHX5E2bxHuee/v1v6y9Ti643dFUsdktFNpS/gfKm4stf9POSK6pXvJeeo50Ca+chv93MFXfhzWFKZmaAA8xzOCh88WK9MH7nbKLwBc2sjomNrRFxja1p9D9uUmNrgbS/ANSGhJf8+IbH5D9jP4bZnSuv/JwfhRhgLn+vzMd3Fb3v81xWpeEzeC4s4g27CtZ/i3Novc6j5f/jKFycYIfD8XmLFi12XnXVVTtx1j4YZ7mD2YawHduxpdh7kf+6Xb2GwiIer8PLlc8/ItnZAk/6++5223tdLwBlvUl15Ju+1+HFfFj1faLNxM+rxdqF/Icq3idmUTz3iVrOeQ3HBVjXgVcxeXYVzHdzP9CvYz6o2EYlf6U+yUa7mrJXrOuQnrFNrvaxrgPnQ+OcaHkdXu4S6le9pa9P9WddRwmFLV6ihzfah15I+Q9WvPovRvvQC0hW0Vu+96GnbamSv3jEbebDX3iPejPFxzkXdWqAvzhmJ0eRncCK0lyrq0o3iz2hm41s9PiR95855jpqcRzFG/dWxfvQ7Xb7Z973nqE4YHkfOtaAF+fb1YI3Pf2l9C3Pc8Lr1q37qbYv+J/kX2/q4TGOiH27/Ht06zIdG79Hl9dLF1D4sqX6+me8h0YfUluPTvfByiI9HOSC5+/V30Of8VpnlE7PwKmK8rn2/Q+6Bme9revOfduu+vz+iQjzk8F67lgqTw4hB/ji63rqLQN+Ymwb074XQtdg6zs4u92u3ps6c4bP758Ivd8brSOnfC8QcqA3rd3cZNhlKtk5fhTxvzzXOaRTODCvc0+ha3DZv0nHxE4x2LfWzfe67Q7S/iGxe8i1hdDnuZR3CP34z+dSlkHnO36cS1m0vcJzKQvfOfdzvTzWf71rV8Fsj3S6BmN/AuyBdf/dfOwrSHvXeF8B9gHGinJyg9t4rvOh5HMcy0hG2bvl6sltRvVkKZW3M/m+68myj6pUT+6QXnQpDcrXk9p6yQYCYwPF53lA22pAu7otgewE1vGQHwrblBn3PbY1btx4B/9YTPEW57vqyW2VhWf6gOKA5XoSbaqVymDpu/61q7EUFm0rwhu1qw6qR8H++EskyYr6l29/SdxYdX+JlnDAJ7LeYH9pvIP7YbLP1FR/yXjProLZX4reF+d1BIUZ+osi+cXbFO/t9yr2F8Xg/imKA5b9BW1qLL7v8U///AXfAkHbivBG/pJA+Q/2x1/iSVbi+779Jemdqq/HjhZjDqhv6OEvims9dkPpeU31l7wN1J/Z4PYXbqO5j1BRfXGE4h3ZcO71S0vKG7DsL6hbil4L1dp5v853wDeP/mV3hc8neY7NFZ/XgjJQvHev06jfE0N1CMaDme+7zi/wWJdYSvfBSI+2LpOuwYq77vG5vhNlEHqN+j3YO5cv5EAv5Gv9QUof+j4oDzKONAqXpuvU8CXRNThT4EB84CjbWL5finoSOIz6peiTxgg5nP4W0hiN8w540oV+LV+wz3GTe/0k9IKPbHSd37BtXwCV7/3brbFSf8FBcRwiXuwo1zh8W1GA5zgcawkj7WFqFPHJA8blmfvbVR2Ho16fJ/xLKs9+jcPPZ8x8IcbhGQVU/xe47KH9X7cW9M8+UpK17lFF5xBfLMr1M++ylsrhyp9D7GoTRH6mvespl/fOcv4i2DPaOyHv9xqeFDs7VC2cFapeLeKdFed88zrk2M0G31d8x/f4D3VMrBinyOuQ40lO/GZ3OYJc8Ckqe7wOWTvXHPq2lt93kkn3wa79H3QNztlc+bp3HnO71r0/ZHftc47fQvWLkGO07l3BnMYWt94yCgeO3FL5unce839voLeI4hcJOfK5Ng7q9z65RB9/e6SfwmVKONLpGpzjhcP6Qfn84nkZ17p3CUcWhY8Xcsqte1/i3pMOPFlb3OveIyle5AfufIJe8O9bjNe9x0PPB9L+D7oGJ31Qef7xHJtR/lkJH2wJOUb5V0D3CyS9eXQNLv6g8vzjOT6j/MsivVlCjuzn2IeP/fhcHlzpp/DgtA7C/+kanCTGObGiXS/8sHz+8TysUf4lkD6rkCOfS6TNOUnzccCT8KE7/4rpuvhDd/5BL3jDh8b5Z4Wej6T9HxQO7Pio8vzjsZxR/hVS/Cwhxyj/Muh+hqQ3ja7B2R9Vnn88ljTKP9QxCUKOx74TnN/woT6u80g/hQe70k/xwI6tnjgyt5bPPx7vG+Uf6p5CIcd735Ccf8ATsdWdf9l0nS3Vk9ALnr/Vfa6Ux/5nul8ohc+na3CJuFdH+F9UYfl9J3y+B+87kc9lwLchcVZEyVb3uVLa+JjkgFkf5ILjX9Xr+zwJXwG1ARGf2F3fXbx458/r73P4/Hm8uq0vGGRw9tSkNOn9ZloF/Xf5d2Px/hPfq0n4D6WTmM/LyuwdoRZ0Dlcz+rjfo+K9abH4TqRFem+q7etcHaoWfEx5/YnuP8MR/jr9fC3Ylc+zwjcjYz+xa+shCklff+6/xoWrWf3C1eL/CN9y6Plu/bj8dyAz++ly+TuQef9xn2sWSeHBrvqfrsFv/6f8dyCLpXFuLIWJ/di/7wwVUTjHAzTOFfcr+85QQWmgR58INrL8fYX27ZII+q/NhxM+nEEW87HnOIztW0L2zUoN9eh/pA1doxSLtTBxM9zffTX6XmnZlFCVv1fackWoWjYvVDufM5f0xg4PVfOXhaqOHu7xhoPn6WfXVwtTT9ugp4WB3rI5m11jA17vkCC998uitGZ94t932kq3Ud21zW3X//Pfcf6MyodgZVvl35+qzu84o+zK33HO/LT8eCHn+vDz+s7UBKFzgjSfX0DywZXO5+dVPJ+f/en5facD5Q648d0gTkcO2qepCwPkdJV97Pl+Kusz/TevIyml5920XSjh5/VeIXdfqAouQZ5/5jmvUlSwwVqymfgj/VxFfFsG6yTyJpc/VxHfGMoUcry/54x2N267XY3bLp3/SNfgxO3lzyXKWfKetYTYsfQ9TS++KwO9ZQ+8p+lNmVHyDljbd15Ecp6yaXKE3uay3ny6n6/rqKOll67BRX7ozRF6IxaU11swJ1TNFHKE3gCP858IV9ZOaT86XTvoXnyROH/U6Vzoqj93bLTG7dxoLTuwUT//qUjXm7e0/Pe7y+hZ/nBdjpGdc+l+maQX19l0r6CofHq99WYJvVn3ldebsoPGWUKOkV4HPU/7XNNh0fqndB1B92J36HoX3hLm0htHejNIb8FBXa91h663IKO83hJ6hjRDDvTmeenNxv3PpXNb6DqT7uUJvSFSer31Zgi9ZQZ6E0lOipBjlN4Ieh4j2Vm7pntRn5e3s7feM0Jv0ZzyevMpPtIMOUKvdq4YbAkbZxrIz3iswFpGnPZ4gYc9D/D8rSQ/knAibZlCfgD3mykObFnqh3y22yED+ekkH2ko/dzTbrANbBa/s3L5bJ+jBvKLKT7SADmyfJQtlLlcA/kFJDuGZMc9UeBRvk4YyI/dRX6+U5cjy0cZQtmy7qpcPpejbw3k59jDVKQBclg+5FwhGFTBGeZ9cnfp7/s5vKXi8ErEcHFOeZ0zNnChF/4sNUzNyt1qLXt1q1V5fauGP53CYX103n8+0vyztEPJO1gHq9Vj1K/Lf4PSs8vTPpoc4vSFNo9xVwrJAsftFv1GVT/3Lpb+5w3cbC0jjhmkr8tOEnrjrtf7eBkLv7OBtfp2Wqgak2dTIUfWCzngDEkv97cV6bvruRQvd7d//e24PTR2Jb7Nz/62NyU8H+r6rifO9EV7XUZ92jN/s6s5u73Wje4p38/iY2/jxPMSSh+PZ9LpGj4UR8x2qM5+WNkDdo9+WMTe8v0wnN1aUT+My0USjZ8TMHauK+aRxBxwzrf6+Pm6TVSWN4n1KHjPM0o/j09LV4be/y/3XoLCR+HcPqEXbWHu/fqe1NRrFAX7ULCHAns/sLcGe8ew9wf7VbAnCPvesAcO+92wP3LlypWl2Bu3bNmy49jjuW7dum+eeOKJE2vWrPkvrnNzc//3wgsvnFy/fv23+I/fuI/nCIdrxEN8yIE8yIV86IE+6IV+4AAe4AI+4AReeT8o9thgP5uMGXFkzNjjif2n2FOLfZSPPPJI6WOPPXZi9erV/127du03zzzzzDfPPffcyZycnJP4j9+4j+cIh/CIh/iQw3txGTP0yZiBB7jk/aGMGWEYM++7xR497B+aNWvW14sXLz6GvXCwA3Q9/vjjJ7AneNWqVaXYY/vss8+ehC2B7+mnn/7mpZde+hb/8Rv38RzhEB7xEB9yIA9yIR96oA965X24wAV8jBn7U2Q78/5V7L3BHjjsycO+Q94njL2p2IcKHdifinxmWz/55JP/Bb7s7GwNO/7jN+6zjREe8RAfciBP3u8MfdAL/byvVbYz8CId2GfD++QQBz7De1eRb7xPGHtSoU/2D+Q5fPLRRx89AVywJzDiPv7jN+7jOcLhvuwXkAe5vH8Y+nhvK3DwPlHgA07glfdl45m8vxlx2aeRb7AF8lG2NfQjr4EHdgQ2+ABw4j9+4z6eIxzCyzaGPMiFfPZl7z3lwCXvz+a9wkiX7B/IJ9k/YBPsPeT92MhjGTdsirIFbGD4BV/jPp7LeHlfOeRBLuTLfgH9sl8AH+8dxh4r9mnY33svOdsaZUP2a65DzH375r59c9++uW/f3Ldv7ts39+2b+/bNffvmvv1q3bdPfo62B/HYV2ArhIFs2AO+KeNn+zPzeIIZz2WciA85kMftMfsC9EI/lzfgYvsC77XXXruLcXfs2HEPnl9//fUabvgQ25yxI99gDxk/7IS8BRZfjOfcJ2OckMN+wFihD3qhHziAB7hkvAjDuKOjo3dDTufOnV2+ArvI2JHXyDvGD5+Ffk4Dyhr+M/NvDoPwjBNyIE/GCn3sC8ABPMAl48VeztatW+9q06aNCzf7ONuc/UXGjvIB2zB+MHwRDEzMfI/DIDziIb63XaGHbcu+y3iBDziBF3tS8R/xoqKidrHNoQd5wtiRt4wd5QL+Bn2oh6Ab5YvTAYb9+Br38RzhEB7xEB9yGCvkM1bohX62LXABH+Nt3ry5tpcWe2hbtWq185prrtFs3rZt293t27d3+TlkyT7D+DkNkMn54M38jDEyTtkHGCv0QS/0AwfwABfwMV6Ea9as2efYB4y9vJCHPGCbIy8Ze0xMzB72d9gE+lCuWD/7f2xs7F5m9k9mhEc8xGd/hVzGCn1sW+AAHuACPuAE3sjIyB1XXHHFDvy+8sorXTZnP2fsSLfs79Aj258ZWLxZfs72ZJzsr5AvY4V+ti1wAR9wAu9ll11WdPnll++AjCZNmriwwyYydvgh8or9HfaAPk4D/I/TAkb542v5OcdBfPZXyIV8GSv0M1bgghzgBN769esXNWzYsKhRo0ZFbPOmTZt+Dr/xtjv8im3P9pfzoDJmW7I92aaQ621X6AcOti3wASfwIk69evW2N2jQoAhpgA2wVp+xIz8ZO/u7jB9lC+WEMcBefO39G+EQXsbJ/spYoY+xAgfwABfwASfiYg9tWFjY9oiIiO1sc/YXtjv7DNu+on37FTGHZYyQwzZlH2C7sh+wbYEPOIHXarV+pqrqZ5ApY0c+Ig7yhP1dxg97cBrAaAuAgxn+KP/Gcw6LeIgv42R/hT7ohX4ZK/ABJ/Bib3FwcPCnNpvtM6QhJCTEZXf2GfZ3yARr+1CE/0AnGPkJDL4Yzzks5zuYZbK/sg8wVuABLuADTuBF/Dp16nzK2GETGTt8kG0Ped72h78hL8HAAHsxHvk3h0F4b3tCLtsU+mSswMNYgRN4ef9aQEDAtsDAwE9luyMvEDc0NFRLc3h4uMv+nAbYhhkYOD3MfE8OxxjZnpAL+dADfdAr2xW4gE/aa7dN2kelYUd64HOIA/9BfJQdyGP7o/xyGtg+wMDpQZ3LuMCcX4wR8dmeYMiHHuiDXugHDsbK+Cpii8WiYZdtz/hhB+Qb+xDnBTOwMMv3OSzHZXsyTrYp9EK/L2ze+L1/w3/Y9pCH9AcFBWlpAKO+gl5m1GPAwozf8nOE57iQA3mME3pkf/UHnz+M9HMa5HxgBg5vlp8zPsZYkT0r48rSU9Fv6IV9OD1g1Gl8LT+vDn21kaua3kv927S3aV/Tn017m/Y17W36c83n95rr6+xMMskkk0wyySSTajtZicYSZQjCtUpUU/G2xcQ4kfd510eI2hPVNLw2or1ETh+EtCAPahLmMUTOSmgUUU3CvOD/ 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c2/Ch7v+93H5tztWzPpj48Y7Ku7b9nhkTy09H0WnD//qkPVoWc/hD95y6YZ4v7/PvnjZ1ZERO47/+ps3Nn2cbU+KfCb4qxm7uj347kXf5Eybe8UdZ0++4fL+R979ICf0973H1l150/1vTHu314vnXPDA9/1jrj2htM/K9X13/PX7ztlL+gx5ffqBTt/fcNJfk2aMuPbljXF//9/Gmojfpn7Vc9Wgi2xrihddcuSnD3c9diDtkh2vFVbx9Hxz89xO0c/feP/8KRO+/3tVwXUDrp66+PaxP4/+6c2US9/94aSFV3T7pGbcf5dG/WfpkSNffvToD0df2Pdz7vrbA/aW35Z6ydsJeRetmLhr98iVEd+GfvvdsD33/vLb589Wrw3fOPLI1aO2Dt66/c7dKUee73ffc2+e//GjYxZusa8OWTN+2kO9Fj70lC3/hvteSB5/01+1qaPTZlTGnq6l572fv1r6le3r4hU9PrpvYu8BH0zPqAl/YPADcx+458lDCbeOHn/m5GsWfXx2xn//O/SXs89654Ibtoy7aeXyheP/90Xck9+evX/Kc1u7b18Y9Nrmk655bcU5e36LST/0zsCIjFdm5/bNeGH7D5OnPfzVb9/lrundZ9Oh+5f+tuuViOK3i+cVpI2efMXQvG0p2+b0Svjqu69SHktZm1fL09Pl/mv/PDM99J3n/lz689Gdf437uc+0yqveefHN815ZPfemytOv6Xp9l293H+pqW3LCNdn/+nPr1qLSR2eWfHzVQz2OHZq58IOnNg9OvDa+4Ma9yxZ+nTv2/Z29bzq/Nu3bc5YtXvfW8f+t+HBG36Qbaw9/f8XafkV3j7/155lvnn7/6lG3Pz17eo+jP2R+uf2ng7bJ8x+Y89UrP42ZUdBLS885h+b9kPvxuMAPf12yPew/P+zc8NqP/+1Tfc1ZSQ92X14+u/eG1be9On/J/tnrBo0ec8X7b9048NwrLtv58ISDU99+5Yuhu3/Jv97P/vAPWQemH0u/YdOxkD93XveTddPRF9YvTs3p8e7AGY/3KF238987b//5xGsXDDx1/TeDLnz/09e6/JbzUsb+U0OHLS29/qaarudce/Gi8q+eC+ytpedQxN/n39graNi+m/7z3hcfDOk96X+p94dHVeZPqHljcb+nSjZZJ/fZ1Pf2bntmXDY794mtt916z20vXPto7R8PflDzyQnr8n7+9qcPdkReFvHUB1UpD752RdiKmd9NODfz3EcnH3zu5clX5m359sC0+Zfnhd405eriRS8+0e+r+/re+ORjr6299pIPB178yCkv/fHs9buPjqmp/vSGL0p4ei5a6XfFeakzH7nR78Rlr6bbU4d9d/LdG1I/+j7nwdumb3tr6UOzF/Z5OXbXhgVH7nz5o9kpt4bfWLy2S8KpT1R96ffu7QPG9azprTy+76fnjyywRq3dGNT5nM/effyVjmf9uOP63Yd+GjLw/ve731lg37N94d4b3h71dOLwZcsfzO/5xtLnL/zNumPX6EdyqgJO8P+tZ8qZ1tOKhB7qtXbM//xOD102ucOggo9qLgn8ZOncE556cumaojk9X5p/U9KrS28PfHbIxpi8qg1vP3/DloOhv/827N4fX7zqy98efOiR/cUL3ypIJYOz/ZHPXwn76Lpr3p79REbczvxRwfve77t555bYvd8efeLN76O63/tD7aR1W18Yc91Ds97bv3HT22N/WvPlE116vvzEjM+v39B9/4+LB71T0cduG9X3g81T7x/x96vpS3ZP7Dlr6n9e/+WNW/vuOGXp1mPnbkuL2DPg1B/2b3ou/ZM1+VG/L0x6ftzaPQ+8t3DzF3FfPL5n6Vdzjm29d9y9Wb0+WxlfMPT90x57dXLB0rgvrl/yR9CUmY/tKx/3zYw5N5Vt3xmbPPaSsn1LDq574Nif3aYeyXrtqz+77el/9eXVo8b+OOj7S0d+Xjxk99E5D+ZH97Xb5nyxP2ja3PVhV/y0+sisDe8c+yru9COPzFt8x4rVmzat+OX+u2f/PH78g1euOHH9gL19b73s/q0/PF+7dMIHo/oO2vf0Z7Fn1yzZm3TsuBH71z/2v+e6rH47zfrskE+GDvlr0OKB6ec+1eeMxK0JgUcyT69a3H1q1eKll+17duYn8WmffLz07tcGp3ySO+vnDW9fPXj9dwtHj/vrtcfHvrCeldUf+87KWfbsrLOvj4rasi/+UOKuvCV7r5x95KNnz7lif/m6JcNXv/r5tl23RiwcfDA9NHzSusvfyH2v14XXDJm2YP2vISt+XHZip+9ufOC7V95L3vXOkROPfLN407cX9LnksnW2A4XJhy7+60jqmr9uPHvN6UP/eG7vrxFvzumzd/8zT54wKvLd57//14pHD8aPvvGluxZ9e8LOISNSN41aVvzYwWf3Lp064/dwKreuzI5SfjGSZletmNOhaR+M+QtfH68LG1SPMoDT6LX4TWKi3t/syOO5eLn2bj2toS/blG3vSNf6EZ2Izqex+R/e7erWcn8Sr7Z7sT54/w5avemoq0v6vr4fD++k+1txMh5g/7fdVvtvrZwdxwkYseQ3Z65HPTD7K7Z7fRk6GYfpIMZhzuTlyt6vj9HGYUr62W0MZ+Mw4RGWgIhyS0AXVyqsSFHnglcx+Qc+76yu8eGvWpLJ0Os7RqFOwPx7qzvnsbD+dltwid12qi7BrH7rdaPjS69aDwzU+pLiHphejRpEMqlPdqBfw35fGZ9X8Z9YYwuOqrEVEHXjnST0wmZGOFwNnExw/bvOTZXdRNcLxzo09TvXKr3A2lQ6XQst6NRUfKzOdOF1osUi6TWj6JRHY6695JlPKpJGf/zXuNNLA4qGnl0e8+jxF94StGN0x7c2Ltnc7fGfr+z6zfTFO97fcedXttDcXWP2/PHf6E2XHXp50aJVAa9+MeOmNftf2LFl5tZbdkzb9vgnR2eOXffL2rKAH8IW/ufMbos2d3p479b38m0Dj3/svZ5Tz3kx5LvZUad2e/nq0++45XC3w5/17bo/6/G+I1bn74+Y+cCUk69MunFbTOqL0U+dk3m130PbT1pc8OyXCwfEdl989b1/jz+/KO/HHL9Nx8adunL7sMCB1/183bElD+wonznq8i3/vnZ7tze7Dh54y7up156y/4f3H/q+x6db+pRddustzx9JSqTMLqX6z9YB1dV/qpOMBvV/zPf9Z+sKJuX26s7XMp1OdTV5UH3978Trf4M1G4MaDbO1OEz4EU2FWVyFKY3DhD9hceKbOAmb6FTeysdnsM9dndil2sF2268cJf/banVchuxQPukJ1tb17bnBugn+uTm/61QT+11V58DemtLGnmu3sfmWWjJgf96mKAPdnG/JH6TNtyid56nzLdHnNi732HObnm8RfuBAN/3A0nV2W/k6135gJfvuCdRLs78Cn2jSD6ybjzuLl+tZuvm4UtK1jGbn4yL/sLmaj1PntXU+n5jHrXjtrICYqf0CqibXqOte2Fi80ONMp5eOtNsq+Pg5Sztbz37bSa+u1Nf3QC6/lK4Lz+wXINbHFLO6SX2Y/DAt3p9O/GqeGLev2rjDEvjUDks0IeYTmNyi9TvUJlm8/6CVweQkkx8YHabJYeuOLkx/a/gp1HBKh1b5l6T9YS29sV9Av2FVDUb0P6ZrP+bx1vaon3u7c179NdGzd/gvYH4TXRdJlA6vcjorkDyu1urG3FuNs7k3MR9jsQxZw+begunvbnzujX3f0FZXTlA6lg9s97m3m34fPXyI3cbgy0L3sW8W/v3rwiuvfLtHl3FHru37XMKHljtHLnY598ZvrCSNr6daoL1X8PeyVB6e5lynRfDvg9Kb1nlF/Puori3TjYFTDlktfx7OyBzC+hyN594OJ9M9p6VYLJZ5D7Hrq8NrbJYTB85QPnrAWsHmurad8K4a70itXENuPNSgzhRedkiVIT4/PuS+R/XfH+MvXTa97qT8tilK8AWOzr2wLUxZBF1WY+vE3aRg3sEZ3MKq+v7GK8aJdnLQRSdlRxP+G9MfBTdp912URPdKnPrhi9/UtaNh5EsP437gT+em1d0ZhRXw8E9v7ry4bk0AhRXz8A8OPT+6bl6Kwsp4+I9P1d5Fb+rYo53KrvTSGtvkDq584MavH1kf+bTaoGYvvLdLpchjsZ5h0OwTxxVV9hrbv+chttxhfOxlVPZBdw0In1FjK46s1xmWim9/Y3OQB4ZTmq8o+VDtvyexNvTEyqARFPbNFZ9VjLXbotjfF1FeXE366HLSu3NJ521tuv5a5g14dfUbtmWqnqT6xXQdW2/J9GTku5PmC30b+NOb/rW1b/pn/vJmnY4L3zj07LJD2udYStuhXl8miesjJ23xDybKJm+pu/65V4L62S/UPufT9Q92DOwn+lfC71HrAd0Ho0H/6tXr/3DWvyon+1JJ9PCl/tWnj9gtTnw5Vq9qR1HfiqO8dekAZlfZWEnFKK1+uNu/6mHi/pVyPvxYM76KqFzEOGKVbhwlguoko0E7f73oXWfjiFV0nX1UfTtvahyxW8yAN/tP73j5tPk1U78PekZdk8rqvuXK/+vPbGTnET/uVf1N0hvB48nnHNV8u2Cfw3VpdbY+z+IC176U1l9ka+L16/MKnNTjovNb1l/s6NBeLQ79RYviuH+lIWVjSFeMQTvy9Ffk2Ib9RVFfWPsrHdN4n4ir/mQ/Xi/66fqTh+n3jGb7k+Gu+5PM4akaU7++U9TL5tZ3qvsab6qu843y6T678/BgXXgRhZ/Gw4Pu+6QuvJTCmbPmzO+opO8qxzroowk9uzvzO8JJb0SO12T5jN/x5cC+rvyO/Al22w0c5ePV61j9Un0O+sx8U3f9jiAT+x2FE6AvzfgKulCrd6zuRI/Xykj4Ifp2X3EB1dELWjafGUNlnTyhvt035Yccp86BiP+O0+Iay3ReV7W/3lUJUNsB80FiJ9tt5Re0zA8pv8AYP4Tlkd4P8b+wcb0OurBt/JCISaQ7JqFdefqrcpJzP4Q9ZyF8Usv9EDHe3F/nhxTQ7xnN+iHBTfshMZP+uR/izH/wv8huYzSo010OK878h0xq7wWTNR/FZ/yHTh0VV/5D+SV226scVgDqOg/Ss4WXaGNa7voPp5nYf6i8BHrOjK+YS7V6x4q4aLJr/0Fh5XeJQ7vv1MWp/1BM15VeUt/um1wP5UdqrUtn9aLATnxpDrUFSwe+HsrPorYD5juUXEF9sotb5j+w64zwH1ge6f2HqEud7DO8tG38h/wppDumoF15+sv/ctf+Q+aUlvsPA3i9GKDzHyro94xm/YfApv2H4ily/Icouteoyx30iN85Tv2HMmrvFURPX/If/G62uPIfDk+12/7iKB0t/upzlkjPVk7V5sLc9R96mth/8J8GPWfGV/E0rd6xulN1hWv/IZLV0akO7f73u8925j9U03UHpta3+6b8h4XPbV1y0dKhvZLZVP7FE9V5f9YWLEvunsl03tTrfl/K0sd8B/sMuy1iasv8h4ipxvgPLI/0/kOhk3pdPK1t/Ifyq0h3XIV25emvqKud+w/seY9lV7XcfxjI68VAnf+gMNlXt8B/UJr2H6qvkuM/FFJaCq920CPj333Wmf9QS+1dibHbTvcl/yH+WpfzFxGz7LYxHCWpKJXVC+Y7+M/S1tO46z+cbmL/IWoW9JwZX9WztHrH6k5gjGv/oeAaqqPXOLT70KeGOPMfgkhmyKz6dt+U/zD06z9e6DPqsm9/nTx/3a6nbT+rcVFbsKRve57pvMG9XvmcpY/5DsGxdlv+NS3zH/KvMcZ/YHmk9x8qndTr6llt4z8cnkO6Yy7alae/Cue69h9q57Tcfwjh9SJE5z9EkmxGs/5D7e9N+g9Bc+X4D5Ukp3Kugx7ZePGjTtc/UHuPJHr5kv8wQOnjcv1DvN12A0fpo5zK6gXzHaLitXW47voPvUzsPxTGQ8+Z8RWUoNU7VneiY5tY/zCP6ug8h3Y/OCHe6foHKuvk+Pp235T/wB6VyJ/AGZaSnqM+nbFibuP93Mx3sG+128rntXD9wzyD1j/EOqx/SHCy/iGhjdY/zCfdMR/tytNflfOd+w/s3Inw+S33HwbxejFI5z8U0O8ZzfoP9qb9h5j5/9x/YOswInrU73crUPcm1ddX9Tnqw49aw2+o8md7Q/TP+Y5K0vj+nA0b1PWc9DcjNkn7/ctXbVsg9pHUHnrTv4oo+ulNf7bPj+17efrbJ7+J/KR+38nwQc+oz/OL/fWDuvT4q+mx1OmoHx3sK0vf+eGKeg6Dkpoyj93P9OTE4JjBV2QlBV/EHvmsPuBWCaO+jcL3Iw6sadQe9fcVnKwhwgPpb0aEbt+WuK+Kx7f7V2wkntmu3pc/v6bo2u3qPbDnl1fw55fb6Tv27EEmh+3LcYy3OFlDhBfS34yyFsRbwK8p++7tRvGWLiBdz+WIeH+jSA/MrbI0mP9Oob9TGq+f+0GndMdM2uH/IOsXXUf9IpJ7cqzz55RGD6lpvc5z8ZzSnXwfp6c9pzSW8orRmqxYSb9byX/7Tx4I+zH9hsHyqQNvJ8w2Vw+usbH9h87sseLwObpXjY2dOcCu19fTyAUaop6G09+MmAWN66nyBLUDVk/LtHoq9nmK56+Lesriq15kt+n1a+Br2jk/RQu0+INTyb9I1uJx1n6qF2iI8Er6m1HbgnSJfaeDHNKl6guKt5TLYfFe+ef47vp4o1M17ghbcjwLj6S/Gcl8j+rYbk+tF/FmUrxFFG/Bs1q8Yh/rECfxBqaRHuJyWLxHlv50oz7eylSNqgHp16nnONDfDDuXuee/W75zdb9if+0IJ/EWUrzFXA6Ld/OTkR81KP80jZ8Xd1PjDae/GTF8r27/9LnvuCx/fs0oJ/Eq6aRnuRwWb/QVW17Vx1uepvHozXPPUPUa/c2o4jLv8Z9yt6t8FvuMxzqJN5/iLeRyWLyp30/+Qx9veLpGWI/HzlLrIf3NiOJ7i+95Zvt7dfsr11N8FG/kJi1esT/5Aifx1rLvuBwWb9mZfSP08Zamazxda1HrVTH9zajgMm+esqFCxFtC8YZTvArPZ7Hv+WIn8UZn2G35XA6Ld9tj93RRw7tqZ3cEZ2i//av6/nRX5Sj2U09ydl/0e3ZvTA6T/9DJrz3E2nt+2GFtTzCX759J+d79sLV22iB1UdT//f71/gb3n6Fx4S/P9FPvn/5mVPDfv7d5zvl1z//dsN2/6kkq7+f4/fNrpjhJXzLFG83lsPRlxZ33VgP7n6nxTG7PRWo7pL8ZEZmaTOtF5x10Fa8/v+ZKJ/Ha6TuWN0wOi/fubuMfbmD/Kbz4jxrbxD1zH1Dvl/4upLAyLvO0G2edVle/Kd4SijdyM7f//JqqQ43tf8z1pEO4HBbv9/OGDtbHG0jfH6a4fjnyxUUsnP2tUFjI9ZrMnqv6pbmK93AT8VbR79k9Mzks3sl7rt+oj7eQwiMorpdvn/W46j/S3/kUVsLjvXf9wxe5ijfzetfxRmWRDuFyWLzvPFi9ocH5P/R9+eEa2zcD132v6q9cKhe6NihLk3nwwkNLXcV7oIl4K+j3VVwOi/eCa3K+08ebz9JF8W7r+mQMCy+ieJMprIjHe/vQdce5ijc2y3W8EdmkQ7gcFu+Ije9cr4+3NkvjqU4/PaXWQ/qb4Z+tyRzWreNkV/FWNxFvGf2+gsth8b7w5YgR+niTszW6FVVkqPWQ/mYU8Hj/isnp4Sre6GzX8YbkUL3hcli8z+77LUYfr53C8/+ssZ3xZ5W6H579XUVhh7nMHVe+VOwq3som4i2heMu4HBZvxsifduvjjaHv7WvOCNhlW9hDtWfn1diiKCwzR5O5ZsXgba7ijcxxHW8Q1ZMQLofF++7rO3vo463K0bjE7zP1OesV9DfjAJf5w1U/3ekq3nJ+TbStcbz5FG8Jl8Pi/evg3p9VP4PqMGtDUbncDlVXndhceyl5obH8avo9uzcmh8k/47vhz6v1hOSztlLK5efMst7YXLuIdiI/Oo/qQa4mR22Pyqhb9Pnmn6dx/MW/1Kp6j65jBOdx/XNtx34i3jKKN/op0vNPafHW8rRFP9843kr6fTWXw+K9M/rKx/TxFuRpdOzyqap/MulvRjGPd003exdX8SbnuY43ciHZNS6HxXv94mv26uM9nKdx5ch9O1n4AfqbEbiQ2+PBD73hKl57E/GW0+8ruRwWb3jsiIv18WYuZP3YMwN6VAz9P7U+z+0YEMvCeLwFAafc4CremIWu4w3PJz+Uy2HxdtyR3cB/OrBQ49Fzr1f1XjX9zVDyNZk3pd6331W8VTzesk1O+tP0+3Iuh8X7dKeebzc4/4zCk6vOCJj54oDNqr8xu2NANIXl83hnbV+4wlW8UfyaTGf2NKzGFs7lsHgHH/6yeKl+eMjvR9W/ygzT+t4H+HtsuPZe9v1B7Zk0P2jvJfw96KD2XsTf/X/U3gv4e+FR7V35+6A1gvpoRy2aH51Jf5d0r7FVEyVBr/mXERUMlj56txNV57/mHzj0Nf/oQVo4e9gLG2K2U99SPMeskPpVB0hWDPVP/ReTvaAwthe4kORG02f7X4/4sXijT1yrDrvGUlgmEfw/LbyI/i4nqgllCdWH07TzOlna9ONEJ/HxsMOLtP6mHx9TClpcP36n+vDdamzs/lg6ok9a68fuk51nWHbhWr/ZlMaVv1x78Smf/Gvbp2uvvPeBT7vZZ/7ny9um9eg0bvPG8JvU5wvQvcWcVlPXjw7pWaOOPXXjnwvpe1a4nfnnZPocPrD++pLF9f3g3i769+q6lsXifI76/rv++wNcjoXLsQfVqOc3Rc5c69dg3JvSKvJCPS8yKy7p3JyM3PjkscPEdVP4zuvqZVpesFdX/l6ljvdF+h071rcu/vARWtYHc9iLPZvUf7n2DO7YAxsapPdEzpt/v6lUfPC1TaAfEa1Iqh8HKViunlWijRGyMSCH+/e/r77Prz4PKbDGljndpjDKTEDgzpMUkR7T8/dK9+Gyiuwvt9t9lHDM8MrccVJdekzP1pXuY4L70L+OHdOGa0tG/PP64GoctvpOTef8j+vBqCJuy29r3dhv2amrMPHmw69Mf5S/t73YeGnEjV/bDpNuOMz1Q8WJmu+X00fjxAa6JtIveRnvQy/T/NS72d8FqxquY7tN8wV7cz8udoXm+5Wu0J5xsUzTW+oh1YNjhgwJZYdXh8WE13LZ0eQ3FxfabZ25v9SR+2tRP33jF0MEEuy6E2Ib3s/Pv3/jF3w7yail6yL3+ynh+/1yNpYoT99Qr/P8dOPu//TVmt+xefSWnKts/+hlZa/6jFXmkf7CfVLux1JmnUySLJQJwcH+qnvpbF7ZYtG8Wz9/7d2fv58YqL0H8vegYO09mL8/x/1iMeU/vmCJUtLpto43WH5U2Jl8Z2i/6hKkaLbkDDUOlqpj4n/1xZ7538lJ+AMurl/pInyVi/AHXYSvdhFe7CJ8jYvwh1yE/8tF+MMuwh9xEb7WRfg6F+ElLsL/7SKfH3UR/piL8MddhD/hIny9i/ANLsJLXYQ/6SJ8o4vwp1yEP+0i/BkX4c+6CN/kItyi0xmibyf6h/olNcH8ynkuyouNr5ysyrPbqu7UuP5gwq/Tf3hlw/ljKp6tPu3TpQ9fO+nCDxYtfeuOuzaELnVY8xCsS4e/7rO/w+cTeZqCdenTfw5y6AMH67g16JFr5vDwENK/TCeUdFKU20gn3WDRnknLdHD1ck2Hh99F97FCW8ci9IbjmjimR5I2pU+ew+Puy3+nv0b/nHl/hz644pDPIs3qs7so7oN8QdwZdXLq891fV4CqXmri+wea+f3KZr5f1cz3Dzbz/epmvi9u5vs1zXz/UDPf/6uZ7x9u5vtHmvl+bTPfr2vm+5Jmvv93M+X7aDPfP9bM94838/0TzXy/vpnvNzTzfWkz3z/ZzPcbm/n+qWa+f7qZ759p5vtnm/l+U1Pf39Oxbn3OvCbqwav9tfWDkxPTE7NS4oMn5SWm5wRPys9JTM9mS+7EOh8Lj9Ryr3M/7GQlTZVzYIDrNWOaHO2UK8sa59f0VC5Lrh8Pj9SrOdWfFesr9cssLU769o7PYBd/O+v3s0iySZ2Jh5izMd6H72uob2W+mL8fc+mkmROuuGDqRCU5RZ0vuzg9MzenPt+T5gXEsPyseuYBK7MrvQJrbMlEXG5qTgDX56c46HymT8+Oz83OyUhLWax6tudbQ+MzUjOyAmLm5wxOyEw53zpqpPp3XHpOSlxqSlz2+dYhakByCoWkJ+k/ZucsSk0836r+mZqSlJyjfpOVNC/ufGsWSx99So1PmJ+SmpOYdb6V/kxInC/Sx15X6e6ZHQAax3Vqi8ZNihqPt5yiWxdbMrhGnU9JSszOyc1KDI5PjcvOVqZPmjY9OFN9nvAZNTb2lL8A/rvS2+rLU83v65ar+bqT+m3VgTUN17ef1PBzB/qXrZBU5/tP0sbf9XWDrRPO3Lzcag/6zFqRuEuJTdilrRzc8q5ij9+lVKWu1voqcauV5o5/Lpu3q9m86a+Lfxv7Z3m1VXDV9ItCWTrjMjNTU+LVShCWFZem+hEsneX777JWUzprkz6uX+FI6Syb/3GDdDZX9yPnf+xyXC2Yf+eYjrT8+coiHl61sr58M0PvtOrXARaMX62U9d+jzYM9EGJh9xuWm50Vlp0cl5UYlpOcmzYvPS4lNTErW20HrF8cMn6fKi/iPO29bL72XvHyH6qcUv5eVx/553z+Hsvfo/h78RZ+Pf8cpPs9m/tKXmW3Hfjzc6t+HWRzr5Ze19T9inqZl5KQmBGWljk0R7v/Mp7e8EVqlVeq7Xdo97dE+1zE32OnaPlSya+P4PlUsOKolg/fd9au43JKV2jfv3D6gw3u/wDdfzIvQxZ/ZHG1tTTmc2vd++2/NsjvzOXaWRK1D92rvovrwl/8o8FnhX8uXqXJdpRbl/8PUvyrGsdfZmsoL5jfT8mio9bIcrst9lytXiW/pF1XwN8re+2xBpPM/In7bCWjlYDADO35xWWztPsPtnQKaHD/L1H5r6pfp6qv59kJmQorr/4O4fmhiUK/h6YNj2tQjolJWn/HRbmH5WTkJKYN1gXx+qSXn5eeMDgrPTQrMS41LTEhJU5f7xqmIz0xJzs5Y2FofHJcenpiqrLb2rBezU/Nc/ic0uBzQp64Pi43IUWkv/5zRlKSyBf1c2ZW9uDslARFl19qeH5oXMr8+aKP1Tid1+emxC/ISUlLzEyNW6Tes7P8ZrEF8fDg4nq9wsbOCnp/am2uPTnTU+w2+zuJJze4f4Yyb2h4MB/XUuXOS0nXCihUzZ5QXQzBodnB/el/9Xcu0s/0s6t6JPSBYzmnZYcuzEx1Xr6u6kFz9bF/XbnoJKgBino/p+jLLTNRd31+6PzUuHjFob9ZX1+GJWXSrRxPBVL5zG6rIPbGamvwzdXqO0P/XWtQ27FDmJDrTL6I29VvWkpzMsT9OYbpv3NMu7N7EXnbXLziGnF/zmS19D71stwtHyGP1YNF39d8NOeMztZ3zovvkfjpb7uXn7xtZuczZ4x+J33LkgPH3lrx3WZl/hdjS8tWBiwr3LTDvyY4Y9LeNSvje6wm+qfN3vz4m52sK5eN/HrTqj0b3uv6wvKEJcev+6BH0O6s/z2v7qY90Lez9aLP31qxp9sdRw+/Wd65KnfLkpBVXV//ZmKnC6wTE/dmfHln4Z5hg25/+8iLwf2s57z92H1X7zzzi6TbptFvliyt/uO3y7/46MAHA6ItJ18Q9u3lf/j3WfD+jXfsrlzT7cWgUZcXvnbRV7c/XdHp/mn7Hzn9SO9Z3V9YPvCdyjV+GVuW7OzRsdMTvTaXvb4qvkfsk1/3nvjisjkbH92yZGLfp07s0DVo99P9dl5xHF23gH5zKC5xb/xVO694u+h/ve2z/7X7nR5vq0uKitZWrnly3/UX9O8StJt9/mNjj5+PP/TZ4NSfPq+oXDnhzjof5orr9l54zgvLF2Vec+VbPRILr4o+0nsGcXfShBMK7tmpnuc1csbywm0DKW8pTnUd4cHe8eOXpt89aswLy+N2hX1901dffzhk3YDoZZsr1/wx+c380inX7Q3pHrQ7vvd3P3885IXld1H47MNvrWC/3aUE7V7cbdvMl6jMMie9P3/fjCO9b7Y/v/yyxaP9zxj6Vmnhrsy+l/t99dEJfssKu9kmv7xp+/t9i+n391NZPfNNxdq4R4Z+veaerq9H78j2F/ouJS0uKVHVNwnX5eUqqtrs3UhPxc/LUnITnIUvVtJDnYWfp4yOcxaeo8SPZuNqFevttmqilvDfYLcFE5FELFFAFBGlROEmu62EKGc8YrdV0XsVvR8glLV2W9Bazd4wC9g4vqTFmQnzVT2ZmJeSHp+otwyKqjmDnejlzIzsnOz4rJRM8u3yQzPTxyqOe+lPUN/Lc/dY2YzOgef21OkGO6Un2mHd0cioo0pEid2Wm56Ss0hZrTRO5zw1nY7hLGyREpZfty/intcstXe/Zimjd72uL7lL+/zqqXb13MG6dXQB2pmBsWHa2Kfor7J9fp10n2Oc7F8S5xBq9YMsVWa2tu7q6n021j9me5nV9YBL9tkSB/Odzcoea0Xyat3vclTvQqSniJ2BuM5uy/y1ShHpYf2lCHofOoT7D5Te8EfpPojMR+v9lbDEnPiw1Iz4uFTmjijWIKf2dH5Gek5oTs58RQ1w8X1m/HxF9QZEvsZ2fMMS7feGJbbTG+r5iQesfK7w4OtqNqaeXJ+vVUdrreWUr+Ul9funWDwsj9kZjSE9Gvabg5tOJ0tHJvs+KT0jTVc91Su415Li4vcZ7D5ZsKvfK/xqdV/YyBpbZWSNLXZ0Td2+NVbuA+PjBuv3sYlyV+tCcMN6ob9eX0/q6hu1zeQ5NSpsj7u6TnVSSED05N+sLP/8/63VwybKJYVttHOVX4syE4co9LmJ/BjNwsXzPIp157QXU10qfrTxvkxnz/MoojIs6VG/ntEnnueRNu98i+L8bN0C0tG3cVhgf2d6tl5nhvXW6Y15i5nmYHo0abE+PImHk44b3VgfJuSlOLUf8xazb5zpeRHuYM8UFplze5aZ6dye5aQ4t2fO5eRQjOI81wJqDxPfGKT2SwoG1+8jF+cSN7ePfFIT/U+tfav1PC8lcWFiVoO+qJamuudZ6Op90RNkS59wqPeJYUnOnmcRQuUbsb6+3jf1PIsRw0fMix8xKiF8xIhhQ4cPG6rGRe3LMixuqDrWS4XC5BRQO4oaRHb8iYb7ZVkW6j+zbGX5y84sZ2dGK7q5P73dYhZFf34uKwTVLpH8KK6PmtQfPF4xnn3ZpdOd2t3Rcc78Hed2WvgZjcPz6/wPF/5FSgZF1N9ZPPXXhDbT3kY72unG7U/rJfZv1P7UbuNoYadWWdi4jd0WQ5QRlYSd9efXkF0jCp8n+01UEgeIwBconIgmMokiopSoIOxELaHY6DoimAgnIokYIpkoIIqIUqKcqCJqCf8XyU4Q4UQkEU3EEvlEIVFMlBGVhJ04TAS+RGkhIokYIpMo2ELXEmVEFVFLKC/TtUQwEUFEETFEMpFPFBLFRBlRRRwgDrPfvEK/IcKJSCKGSCbyiSKilKggqolawv9Vup6IIKKJTKKQKCHKiEqimjhAKFvpfolwIpKfUUrmM0s/vjNUycjprfs8XNGavhi3aW4chA2oNDn+QBL7140X6MYf1ADFVv2U5v/Uf5+Xkkfhyau1dq2FL0ycl6borssPjUtPSVMeoPt+Sn8dhZO+1n+enxrv8FnT57rP8Qrvwza8Lq/B79KG5zX4XVpcTlZG9oI49tsG4WzEjMtrEJ4dGpc9X7EG8vmGBuH5ym7W920YrmUQ65s5XL8wjcJY361ReJ6ym/VJG4XnK/msn6u/n/TsPGf6LDUuO1krZGXK1Mbf1921Wl0a6yU2kpbppD5kJ2dkUY1opC909SEzJV9hg4akt/R6JjMlPofVW1Inqt1OS8mOD8tNzcmKy8vIZ+vyuJ7LoSrH1E9GRlJqIq+mmRnMW8zS5TfVxrzQROYfiPTzcJ7bipJNCajPp/rxTu1z3bilwjK2/jq1zioN63FCSh4lsE7f8/E0Vh5x+YqtYqNW7/XhaXGKcjjQITw3OzEzLn6B8nTD8Mx0PsS6sXE4mw8qLmsUvjCOjHEgXd/fITwlPSFjIdXDeGpjhQ6/qx8qbBweqn1h048fZs+LbzAOnJ2ZmJivm+cT4Tk5cQ0+s8T1bvhZvW3HceW8jKx5KdlKXftqGH4OKzCrXm5+mmLt7ayexzsLd25XHeymKj+f+nLMzl88bXqT4/va+EDDAf66/ZLU345m3Nuw313B+92PL2BzNQXj6/azf7PNEsjYv63B9VX/0T6/StcHpSgBDZ4DdFWNivB3SruSTWHPB6C+VKjT8YsGI9sfsTEs5360f80/9aOd9d/1eoraiy0vY3SePjwjKU0t1JS0huE5yYkZWXHqV3n99eGqmcrOofqZpvAwh/peX6W5NquvL9p4dv3nuPhhDertBVOmNqiP9Dl0xgR1nIjSX3/dvLjslHj9PEpKQoo2PlpK7c9Obbma3kMeJ5+A+vuF9F5F5FN45ZNkx+m9/EG7ahuTqT1G0HswEUjhmeQfRRIF9PnwZoLCCti1mzX7XkmfY8h2BtLvap+ha0luKcnMf5b8CAoroe8PU3+6kq4pIp+8Yi35QBQWRZ+D2e8oXYUU5k/ya+lvpo+i6e8Q+m0RyYtlaaLr8ulzOEsHXVNCcQTSdwcoHjvJ9qe4qtdptjmSwqPo7xi6ppwIpt/k0+/DKYzpmkAKq31MS3sIySqm72pXa58LKV0hLG10XVmZ7kxjkl/K0kLvxeQ/xlC8ycRhlkcl/DqSlU9/H3hc+8z0YRRda6fflZH8GHrPpO8i6LooiuMA5V8g+RNRJLOKpZnCg07iv6Xw2H/bVZ1dTnEU0u+Tme9K1+UTwfSbGPqudiXlEcszKo9Meo+he/Vn90vXFlNY+TP14x6iPiZlpzX4nEJ+uf4zm79pYA+EBebjL3XhGQkN5KRlDmv4O+aXcFXpYHeYX5LGBjgahedr/aSW+Heu/Qhnv6+7ixbOYzqfX9P8jZbPL7r2S+q/d+qX6OJ39EtEuKNfIuQ15Zc4zqM5m4d1Pk/rOI+rrRfQfx7ewG+p93sc1xmw+V1nflDD61z7QQ2vc+0Hifxw0Q+oy0eHfoCDfLUfoDTqBzRKbyv7AU7ktLgfoDjYMzVnHe+rrr05D893Fl6fQY37AYrz8DwX4fnOw0X5OPYP2PoL5X5t/Yh4hG3wYu1z5h1dAqoCugQUpfF1KHxdSXLXLgEKEcTXpfjzdRj5d2tzGYHBVdr+9l6fNlwfItZ/lJNufbB+/Yf/Yk1OkMN6ElfvxXy9y5g/j2nrQRYdtRaQzEq+fqTYYR1JRLrScP0HXcvWgIj4wxdp8qJ4/Myv8t/yR118BTbn6Qpa/muD8IJRe6xVJDvoX/dai1axcYc/nN//Frr/8vr4o3n+FfHr84O0fAzfol0TxN+jtjScH4jhn6PFdXxNUwj/HMvfS27Z03D9D30+UF4/P+LohzmG6/wwxaUfpte/zvywRv2D1vthDeU498Majn80/Dy8VetfHO+v0ToLxdX6GEd/gK2/6O1i/UUzfoPSIr/BQU6L/Aalcfod9Zij3+AknPV7nYanxTkJF/1eh/C6fq+T8Fwn6RT9Xif1T9/vbfQ7fdG56Pcq7dDvdRGutT+Hfq/iot+r5sOr2Z9a2bMz2FpZtudRPDfiwH3ac0CS9zqcf7GVfP2t9Z/ZWLzFn/SITufcvay689fUKa5l172m9Y9D0m7qoFRoerN4gd32MMdfsWrnz8aTvr2OfOStzT/3sr86F6LB5j4KLNpYO/tNOMV3PMVz4XFsduv4ovCLFGXsqvyOynvqPpvzlHsU7ZCPC5QwNsx/fH/LdEW5jezbMLZu/iqln9L3VuXZ3vTjuTF0we3jY04PYBsxXlGU+eqY/lrt9wpTlxOeWtdXeVo5/QslmKzHUuWk2XOLtGmYE29TXrxaGd/9gjPYKv8Jyii2WWNCsPasjiSW7gUf3E5/zlDOVjK6s7kb1fx0u+DxiIvZ4olBipI+UswbsidPqgfbTI1mfngvP2W8krGYH4veL0XhF2ayHSfWLkrfoEQl6HRlDiv4Uwcqp09RItT5oTnx7PkqZ1FSKK5zn+15AcWu3H3CQ0qPx9WzltiJCXetGqxEsVvolzN+7ehRa59bdinbDDtHc3JD556o7gqh11mK8qn6x0WsPK6brSSxZ99ndejPNyREUo5Po1T3GnUduypRmaT4975KWaL4Fyl53brNf1It2Uc236Mtbx8xh6JV5d7cV5lKkfRlGwkmU+5QMc27U+nUVz3P4Vxl+cULb1YCzphLl96lGvjp7N9z2D+fkJvdwa58w36nKAGxdBdjKJPmDU7ZUKputjhNGawoPc/9kKrtCZS/zA3pOUwZPkZRZvsprykTle4vnaSccbaiPH2qeiL9VCWbKvY0ZfDIO0aoq6u5ghip9VZWUEGdoJz/2Ez25Mg5ynHlVGi9TlNuoS9nPawuK7+IlRarowGdn5up+F3DftdnHP3zunLRnFPURfNqNdReXVixdyPp59GHv7XnUU66+lRlbrdh1ASmdFZuV8ZRbmWz0+7PiKP8OqbMOTWY7WbYpxx/VsESyoBxd3UNp9LNV4rOOkd5UVFyr+yp3KhcQk3lrmDlmteTVxZQdgUP7KIE9FBOu/KUO0TUUR1Z8zhpqDLkvFOU2cqplNHq9rCxg87wZ5l2acjdV11gVbdEJXbTfqH0UfeFzGe3e/ZlwSVKMn3qeFn3rsrcMT06WCIVZaGftnttFOnIIbMv0R6OP5A9dTEp8Foqy/8LHU1mtguVXcBLasPuNFXJGVZ25UCKKHipEv90nN8sFnzrts6UEQvUDBnxmNJrpjKzbufxBmUo6xKFFVcMC2Ibou5YcMPJVDHOUEKSlb6B2QWsT9hD6RVENX7W/WzKO7vPQLV+lNyo/Cf6dGW3ktJbWRK5+q6ebI9LknL6paxmjab7P/8ZZQLTKjd1r3Nc/ArDlZu0vb67O1bdwzb/nausmHCics4Sqqh0e2exPuiZit99Su6pZ6sP36HmsDRRm2e/8FLlTmqBw5TYfnMjC+KVaCWHylOZPke5e4yS8Qz93jolfrAyvhdVzEUs605esF7duXL9A++dxGZ4e1EDGDSDGtIkZXzvcWctyb+0aLnS7SblyXOp/3XCI6d2U9hGZ8uIXgujzmJTj2dpu7jG9VAKn6LGc7b68U5/K2tK5cq5ScrFo+YoXXLm+lnZs22PO2sM8y8ns6a06kJFKeugUFNaMPmeSdSMWFNSt++kHH+WMv1FVWFSK7rww6v81G03u0nb9pyrMK9pfEclIG6isuIlbQMiy8LZ2na7WHVP1R3K/+WeLjZbnpSqFIXTu7r+TDmf6WWq/DnHkQ9XMu00qpLDBrAqkDTOQo3og+5aa3ku4y0/qgsBVAOvZnXiYs1CnKOMHKxuSlmoKPdGj49RRimnLYu5UllHbdNf7KSZpm7NH3eWdfCn6g67i55WlC+U2QHKxKUllM7+/LpeyovPThuv+J2hXKiEn6M93nrCyTuUrCeUiM5K563MMszqqJw18WxlWvcU0pf82bGPd7vWXwlnpkLL7QWdqToMiY+1UJPtr0RPPZvC/ZJD1Iln9fG6VNaPrVNr9oNUT5W1EUrMtMT+yukzk5UrFIWqy4cs1/1IkQ6/la/GolZ0CamzodoWz4e0fXhB3AYOpnJ6m3Ivenywev/dr6Raxu9/lnr/J6v3rwz+lOQvUS6i1ryXFdBE///n6tujoj6vtR+YEYaR+3AZGIYBhoFhuIPc5TLcBeQ2gig3EZGLMSigJmIEAl7BWxJrolVMTdI0iUZNorYnxsbVNFmnJ2nSs9K0a+Ws1dWclT/6R76erq71/dNVv733+xvt+bpWbKI48/u97373fvazn73fq/SEjvvqS+KwfMPTyZdi1+hy0q3Io+dslvcPK/ab9rvP0ahX12avnaRP5APopsehV44KHzTJ+wvvPNfOB7VU3MBls3Lwuwu57889Dtdd1Ct5AAWH3RZ24/+O4QoJFmF6WJ7Iz+ifVvONNyWoWHGx0ec1erUWCSr8wlobUiXCS3xxhI3+dr8KKkP9IVVaULGj8xuCf2n+9Q0N6EBfHWofY0GOu2QzRrINfd4ymX569CZZXfymBq+nwC/oT/cZRkCnM9Lf8jAZtt3N7Yk3aOMGkZXjGysvzEFF7mnJ35a8PnCxD9aPxAzCnEddsLxTosGIad7wK1k/sjChX4zdnmp2vmMaBcZBJXbgmk+oe5E2buke2ThPWuMN/zHoDWnV+Oys8YFRR45w11Y6mNWbK0QUWB+jptqGZxth7KU/Td86zWeigs7E4dP17XxQaQmzaVViIxHxNujEDlDI+Tn7e/JAOvbtdeLvGKnoySnqZEdOkHElwsQ7eOapBG8cnLdTyBleZgPMJ5Db9D/AXtXPvA4VL9JfHs45h1fAHU/zqbRjWrWCEEU255hhdGzL9Bnye73sIy4kiyipCFMUPUcu+iXVEZSwY6l9mne1MpDjZ7e8574Qk2pLTJ6gWErxbjP9GmtCjOVJ6zT/pK8R+QSeGmIieMrwN/eUcddib2RM58Amz/P8hbqNT6k2wsQvsMl/FJnHgrvKkXjgIAWErdzNOCWhbnp/qfgOWxkvYTpO0WqOlVVjh1eG6RSegTx1ZIswJLtu8/9tHonUnMOK1ntYzFgqkgGebwYcSQLwEtmQ3c2W6i5zMcCJZPikirLlhEgJEnCUhTvhMsYCEGFjg6A45WtdQ6Fab7GgWL6hP6aPIrS4/Q7ptRzc7MxYiSrzYpa7ZFDLdWvQMxOKjuQwgrLPXcE7zeilvz7zD241y/Q8bv2VGEtoOV46cU3jqiQ1Je2d2y8cIvh1ycDIllam8EOOsg+/MreSrw+kA5KCplRDY8MNPrvf84yO5HF97Sx+x4gtcfsoTjSTH28OBNpKW+kjyMGaTLu0aQAM4oN7bGnkDRe+jg8+9aqmK6ITPZuwm49HXkxmvD4pvfccAv1b+Q/9cI5MqXcKc9wsFzCBWB1ZCzvYI2craXn7z/9LJ+Wpkf+FXoPCsQl9S6h9IYfwlENzJkX0Cp4BMqXFmsor6UY6e3SM6n+Dna/reCSgeMkB8re1b3NEIWfl1uJZ4ODZkByVKkiJwo/3/sfbqvsCr7JncOXTbv5fJycAEyW/VT9zeHVS/L8kAMVueDYoMVKsF9fzpcZ0dNj/dzaIAceRt8s7qP5wFuO0mEns/6WdZL3/P6vN4EShn9m6DoI7G0MNyiqGLZ6w1JUSVBiRlfER3FkyLsaB6LtIlQzF+T13mTaS/0+8MTPF0p9bMTkUiQ7TXw+n3ZkasBZf6/TDhxJO6EPfovM27ngRE5LV0A/50mNKnt1jFx8dayF/sFO181dxuPOdtTTxW5QdFogZzZhh7ts0iUShGDMfH5BtlIzkyxXBWH3Z1YG5ZCQuHWGgY0jfgs5M/ejEOs7YTtKaBxE4r53hKN3QhPgUFshZ2LU/EPDXSYuFNzE3eJ9cbI8MQ4+1CshbS7t6OycZQVEjK0Z3XiLqzHxI6bEnKWr+DRlKpXbCccYXQWb21QbeqeoqFG/DjiIld+TvKKejXjCPvxwhC3NHpTODtu+6WDMF2cY1XRyxLfT6MjKTNuXS4v8Suzk3iS5NSyzQP0AIz6dHNj6Ml8EjPo3zqH/IrAvPaQrwBlnnnXJII+MlrzU9ziRcnytPd0qcYbWpzsrJ4CyizuJ4ODo5+WrxXH628PEgDonNhfZBOfw6OSk+W1w2dnUnbGm2yDjnm89nqFH17RjoEIjwLtZn+5HbS8+Dil6+GQ//G/0NU5zXhL6P9eTjDmE83V+7suEHXrGvVH/6CHnngVhT5Dr2y5wI1zZP30VgojQRo6pfdWlvK6OVnD0WhX0ha1FrhFryFDpgujM+f8CUpbSefrICQUOBjJPymZ2+d7OXIEEnfKbEMwwzkLj1q/V6O29GPMa9XMxOjteSQrK/TXvImz5/rnDsBKV+/zyg+ewoA8KtoZSZ8eFdfzwEKivT4SV6i/u8aWmZ331XaJcclyJlzhaFnqAommirFM6SwiSuZaSWo8HcKz4xmQLs+J2iWc5iySEljWJ7M1SfOsHgwGoGxTDRkbqsdX/nDE5omcc+nNKZ8EcLZvXsE71iykzkJxXhHCLEQ9/za6J3jOuN3DtHa1HhoQfUWXUoe0S2mBOVWAnGW0XB3GgQeuzgn7MQQR+0oCpk010SqtDAke5mM7jPOrbs2tiOFg0wOZWvwyeRBzRt38vaU7S21/Qhb3cubCd5OeIXU3nvA/B3BLyQhNbizCu+AxJHvMNWSlG8dAb3frIXnaMXevz5PDMrxZcCfBkaAltnGYL3izP4rNulRmLAYMZctwo9tgP08esiKzDv+56UJ9p4qbLueA9CzTmhgbpr6pFHXkHXIIxRSSrCxCILA9y84Jm+GHiipFjkV0vGmUX8xEprl9BDcZIs1OL+ENaN/4bQnU4bWc6VcgVRu4XeIR9nQNccH3mOlwcGIhDaWoFy3yX+iRhTEOE3crbfECTHL5BgSsZTSpC7uMvxc0JLm+m/KE2mzUkfw1aEf9BZbCZ8MZ7WhKe318kOiOUepnhXb0GiOUK4o62YHPWBaG2TNe/BSP9ywo4ANNrIs97ReMIo5FnSUMzgIqifeYcKOy3AUfqXxNhAoYFou6IfL8Eby7QxenLH1uQpXIm8fKUOzaWHiosqZ/jkF2Q+nnlHh3RLpQYOfvEYBY1MrZIL0evCanIjhddKSAFPc4/miNF+Zy32ZRAoO9l0UFbbgrHBAKYl6pKwqRhJvpzNFfxSkzMXliKUFvGepHgXmJaoYQjMgKnmy+YIWrIydoTbU8PxGe1C4yXtyZ5XZapW2xjSIuIjTf7zA0fha2dSRw85XYQa8XmfYgUZMFnIygaRnbEHZeWSFqThrgzXJYuZmbB1DN3ALTyHHsoYex3knVcfqDadgX8FTKqYs/rT8XfGe7+lnOKX9Dde7COEc8iIZUuI7Ejl9FIirVO0qqqT9Uwj5TqbeIOHANPR7/noucbLTLMIXV5SfOFrzfUG74FBtQxcMx3JRbiy2vYcM2w1evqWr2E+RVt0WGWsOhTnpgYZab/3VIhq/CzSEulf1jJvUUEB5eAQTzmz4I1B+lwH2aN1UzAF5cv0TgU4FMqBk6yqIFRSLzZATsYrazBe/yLn2zVGRFi0PGz7Eu+9jSmicM2RXedlbhVEGY8i/wYcLaP9X+xcuiJPnYX6+idIiR9vIPUIm9Qe7apVpNWgPD2Qg1EHJg5zaLi1XExGj5d+7KCcNdUvmIwrJnng2P+Vj5jQKMSww1W58rBR3kFr5Ug3kCHGWpzaLS9LXiemuMLpiDge1kLJ/FVBVLrshrVJZesZdskG/JORoroOR2iscjZO+5FRelgLPk6lA2z2Rw0+Sv+AEVVHp+Mw8m3MmPTh1x9xCpoQNgtXg+kdaGKB6XW8kllpEQWCenabJRmnj0v9L0kBDcFwXMu+784lEId7FCOOdWLLI2Tqfjxh9X30dP1J9spr9oUZZ6a35PlspYdKaavApNCxkM13ZVdG4U0TBrWRhrwp1oP82jxIr6wumZ1CvlFIGjMZA3mbZ8mSEv+mLWLCiToWwZsxX0xJXvcyOxgPJ3nspIS4ZHcRGzuP4SPz9OP/mf6QGfnrMgGmLRqN2u0qYYx6dBlsGXm9fNL6kjWEzSdsRDDgds6NAqbJdHxGArVtiSfUE0LWwZG1ZUJzbC30q2l/tGVnlZ4y2ki+TojCti9y87UhNan0PfdoQb1Dro8927eFs+qeCYYd1pOTtGwT+zytMwW8Rk2eoRQtpDHDiG1VwiMQWNQNvsqYqI5ZvEYrAb9WWrZBWrxkmKNOwZjslxisM/c5MF6C3GEcDPzbwXPsJ7ZQphzje3eMwWKDZLoUDg4G8ud//is0BpPRR8t3zKuyLp2ii2pU0AjsfW2IbCR3YN9HplP1BkwZcrb+/xabAeaFyNdbmTxkz7170oepNXWNztOeXc/Snk5gF5vOSVqwz2kdDYhjsCjpfSSsp8jYas/i3XAeksTtkpdt27mGY/NCwex4+3Z2fNdUK+JJu2uBLeUEKm1ocCJTg4LYO/D7/ZhhHmO9oM90rQ5UN8Q+dgfFBD/T+bqn1Ikb55VeN8d+qSSpvGsK6RvoMGd/UKxRt01DEfSlgXYnPqX9mz98Tj5qqzFC3M5WTBMcOk6Ot+Uwg1DydTspslUlEEp+OmKdL+40iSc+nIGk62nROvat3+5W5yFtTH9U/jBQ9WWsyC70nVH/Tb+hd9rJn011InKUo3Ip/qcobC9bcC3lQxXsI+Jzwstf2WKByUFb1/KLaBXrmjGXvTqG/B6mMuhBivlU9XGop9cPSklZ4bNYU3fxBH1qC7ZNLlWRB8wgL8BURv8ZrA+qvw5TnIF2NKKyirdAX8RY4A1J7vbeRlgB9H+BMwRpUca6oFzsa6iI4MBFMGmuCxlNtQRloxi9cLyLW9xox5Omst8yrceedNLBflXpG9we8wZ9DWrSmS/Nk1jxG+D1Zfhtxf2XuJyuS42rNVZ6Yg7imHKW42QS5EZywvbszJUyRZTZj0NX/7ZyBBo4v3SJX3UyXxlWwnk3F5hW4XZH4EdkQa7o4qupHAd0zrG157G+UWx6JhZlPri1yH71MLTywEAe2ZyqNH/MNJKPP+2OAx9MrMdodSfa833pjGss15CX1vXTeepoT/UVHFQWHs92QznhSQd79OwQ5FvIxuKOOW7ILQH0rDlsYxRSXolA1ZTxt8W9gvGnVVpLT/TWePsKvrYxeqpCOJcHeM9cbEbNuzJuJV3PH9YxZHfsbulEDfmJMf2YRBOOvE8n6AKSQyRt5xyqv802UxwZ0P9mrr9KxNsb5A1q9rx7kylt564DeXWPxphiz+PIHNs9ZU/AnaT3Mc85VA3S9UZFs/9AeIKTSlrL8ZEhJs4l6RN/1zfYjNPeCUyXqj7WckbOc59yROU8CIG+FhNFvJeHU5hmT6bHm/Kg3nYDKcuUaX0lXB994j2m2Uc7P8GUm4Bc7nA3f/uvZGHa0nmR0bUWBzLAw8IOSg5l2YHBNDoEb9fNr9s0Rk795+SgCzi2hdMuFVoRquaCrWdKkWylBifqubvVRGguIu0pfLebnnW7/Ihty/AloRQfe7zW3Ta8sS7e/aK/C0frzzGI2ykMgdT+oIQRI1oXWapGAE5ps9G20e9cIlPes4/CdqHAuoflYKYKZzgtGio13JLqoFD0jxCjDxZyY4D8nY+qz0lmdquVgg6jivhdGqqIpCNECCTNouIVXhVU4SNfkoB/Gqbdedf5fvJ0D/vdVrIvso4yzuemBFWcpG+rjxKm+bs6Wtty/Aft/ZEcWjI7H4asWHOeraYF6YT5lqs6fHHYOovzDcsQCESr4L+ODp8xNC0G4cfKQ1FqhvLeCalhydpthVH0/G255JfK+2HwP0YRiry3GxIO95wUh7gPB2bwKC+CjmBeiqsCV7v58XVJWDtPXr3Sh8KhUUMRJWx8Vj6q4+piieRR+gab8WMkrhs0+8vsOK7kXfobmh5i+7z4V9r4aNvhDs1K+fjpsrfato/mrTlepGpD9BwSXtK0rHDdCu5oxUau6dIRMMerUgGHl7QWSsfIBN8MbBE2JRrRVRk44B2VORmqz1X7r49MJbdrKg1lsNGRyTXd8+mdkpDQjhQSMDDdZMT+C/rW4UKnmM3qotjdLq7pFhcgKi4NW+JUNpEiwIrs9cTLceT+tsGvSixhJpHpj/7Qh+sz+6/jbFwcG2TlC1IwjGfu4w3BO3stkCoenBe60zBQR/DFsrECR58po/efnkNgBjm0OVrOfh8Ba3HHg+xzKrtfiy+NFT/geAac1TlI18H1B0McWV3/PVSM6odK1tEa5/PjB90MlHLIWcR4+PSFybI8AEd8Va+lAxclHipNzmPChVQrLbsB/tUBtwnOfZgZh4HnvpL1C5S/QZvdeKYFP0mjxCmih/CPh0LO7z4sJbixPRQnbFpUbaOF6d7BRC4ttuG9CKbwvmAW8ADtT9BCBYJ925hAi9Gg/+5vzPTvMejQJy/2whhYl4XFdPy8W8V8THLdNmDMRd5irBO+7ageJ98061tnviJ0KDnqxVbE1y9MJEawf978EzrITp8VF4bXopGLrmwMXBBr3oHhxtl8TpBPz6O5nc5snhRlit9imu6sIaCiMAs5cWd3SLnyPNtnxdI0xl+UChbe0KE0aTNZk3UDIUP75WJ2Bodog4e46FpgD8enXHTFOV7pyq0tGr+0F/cVcFMuNccj00gnNjB4IEdgeJ02q9mAbEZl7ZFoKIt04JRNaqWfCgNZn0KeXFb3oo2smI/2UvYh+/YCrKnZqjq3T6J+AabEVQJaXtlO5GY+2oEihXB4RQXJZKtG+HEdhI+NEOox5EVu1mbERTKenH9euoc3qtik543zN8VmooxsKVGkEFs7pcrhSSLntl9L18yKsTzFB+ZOtZIZeQvzTPjFoeV5yilyvJKXyxLgMSg98EIx7vOBzvbwj9b+WdtZRvNvev92u39RhxA07xaR/2py8sGLHGPKsCKDpRDWqaNc1Hh/OiotEIeG2A8zjA0/9gOZVtAsZhfY1qr9KOT/mlx5vp39yui4aQ1mNNI9vFfqKxFGsQX3rrYNSbMY5mJoIa1bpwEuB8a0Ymgn5V9Pd8Zde1QJ3UF6zeincaV5nICoIwxbpve0+dCB9/+qzYxJBkXMZ+elwrUxLgpNJhWewhIVKDqYYXYKpCqjGBP9a+G4EzgTPW9qb5zh/Ivyw7JemTweUXdYfX0bBma7r4Un478klTZ0wXGWrItVN4gdpX3snPd9RA77IazzTLA3s8NFWIdumu2S3UKbbmGS86+LdDbz+iiIOqL4oIZooYs+agUHA2462eESXGBQhHhCo79V2Xl7i6SGnH+9xflGtK2uCl6Hu7V7Esm5lKzRubjVlZp/lv4llBFWTFwseyAWafk/QJXVrnadnqcmKpZRSRpbcUECoq38Z3f8k/axB0JTXDmeY9sam8Km+PwExWG1SMVM/c/zWCyQI6zQaAYucxmtBok7BlmsUoSu9/bxt33xx3AhSBuDtJV8ngtlRQnCV0eYaQ2aBjrgu8gslT6rggtR3WTGZRyUOF6gg80jmMUqOFZWkYXZWZgX7iqAPb1Cm9Wx0EAh7bmq5nd+gt6hWKyMPaD9btTKyte4QvuJqtJwGe00xmmZ0lt/6epjMdFbtkOoWDbEM2LIwfSOvwMvRJ9vNeOKSpdSKJLPoUGHq0nF3xOe2bB3HKOzxf7LwpKODgkwsYfg085SBFeL6zRtVSzpL9Kd6FYch2E1k47oPbjoDJYUwz+K9oCdaSCd4BRJ5Wumz/PQoQVsIyxcdQo/wcwQb3T/MGH1oOvYFIelYd0LlaKQ08urvHE6Bc0De9MR5qrUw+h8i098HYXfQl1FDp7ZIQnKeVq2t+lVosYtPmTnc4jThdmTzjI0k+yxophci5sfcogFHwYyg0/z79GbnRstwRr/rb9VSC5QiI2zPUaygvNK8LFTFScLpaAkQYr86WFsSupcisYLiHv0bWVX/UFVR0sZGB/QFAJ7jCviEvvMCDTryGWQQTpTkb6Rzvjbo1IgQ1hCGJ/VsNqMs/RdnPkFozwallS3UN/V0eevCsjKn5vBWNlozy3OtGK1szqZNYCca8YghPepck4ohPOrq2R8k48aRdBUVNcoJJTIgG074ZkE8vWuS2SQ86HsvBlTv9b6jIHeLF58+FEB352xuRiWsPKf7dpoWx9tiIES8O0JE+osg3ejvFfog2QLg9wi8SlMt+gdArODmfi+OhCozSGW6ihrSZjnm5CEmzEWXjQh3VJp1JdYNL6if8kXznyppUrQmb5nv45vyLV79tbTKsLT14DaMlrXR44l9YKb6JU9COaDj4Pp5YI+jkz9JhyvY5prqfT0NWW6dCtLKzgfLXNjBwTkDr7k5FpqahiMkYQV/I5xpYEgYCCvf7uL4FRurpMsLYq8q1TUygNWuUKX9CNnD46uMnfjQrGoKxWANb8WQFjHD6s6vOPAtyUwDuO5wNy+cxqPGhKDO2N62StNXUnGR2GEc59g7TeO8ipaXFJt0yZujOhf64MhUgoB+64+nu2cy9wNr2n74zHEA1lmla1UVGJTCVaOiGn3K+5m5OkQy7NKNqTVp/WfC30Rx4k8f26d44aU8ejUXgz3vPYzWdPLrE/ivSr4DRpfr4Rfif3+EXE+/RC5iourkjjB+NvuHPwmIwcbdtYLkdQHP5bBrN/moPdMFwaU/oKvU//fqGko4c9l4dfqb+B+ffxHUvcm/+nhuvdXYx4RTbiFBMQ6n0Es8l7VssqAd13CXDv8hQa88C7lUWsMTlTnWehEcvU4I+YrAvhTkiG8j6Y0NB5yIj1KMoTC5B/oyft/x1RMz/YRevQwWu1ALfFFevM/JOn1RChemid1ILrs1AIdVfqAEBO/NvOL/rsZJ12IoSg4Zeitr+bvCvoQX+GcyKpwj38joLMpdqqR4oHvMO1fBH6V7GuvvdL2O0GZ2xdxIp4DbSCW5ct3pDvTTCztm49wjAnKPMBf3oyFYUNwvhXJ/kztta8Xsahb8pOXaJd6AxCYlYa47+izzmlZ0BZMI+BFRrNj4sSqN+8mv+pb6b5id8U210ttZGf8CCaCN3FCkDBM1uQ8MMJf3gIN4kZTxt3ajDdFV2hNDmjkL2f4yAbtbCfAZT+lZ+o22EybXTGO47lwHpSq9RoYBK3duzsyCktJA/ybKV/hPwokU/0cZxvZA5wnCFWp2TOXmC9qejPyRkF8tLOW7HhhPR69UdmVwXoL+uIULmArfxui9dQU2mH9RqfUwvSS2/pEOcHIw7ILCXKPSli/5+xJsecQTW/nDmdiqhp+V8nuapH/LtvdaL+H/e12t1KcTwoxZYzfqUxxQ7DIr+zbChWzV+liB57pFBBXQqA8bj8qC1YP0s+afiTMFtszmdmejjGcZj9Lx948Fduf5IO5xdQcOZfBjDWGTXnkbkoWhNnaQH/fB3t1wfWIXl2fyse+3fk+zh+JaVzL9j4Dw09RP87wcecv+TmYpzhUNsxe/TYXS6ZH+HG5ALQizADeTJkhD25tQONVX3zvaFHlPq4Os94Ao8WUx/gqYspbABoyKdt382/mYL+NfX7D1+g4tUY0DhZo1eGYcDpookvNO8exJJpggV8U4e2a3sKUOdrG/vqJunJdD+9PVxjj9UqNoXfjH+TifP/s8Yn4F/6561Qy4hcZ75sI5tFCH4W/5RpBtAuikWdRkGjkPxSI+JUURwO12klNI23tADtO+sTkpdTa7rTfsbgtgGLSiRJ6yIHABO8pJw/L+fWZCE7uKLL09Ii9L4R/GFy8kT8izSYablGjjXfHiIfttRgCzZx8Tk44cqFJcFMffMLVTIqDg8iUSJ2e3GqEYLAbNixX3ER8gNSxh/F3PeGH0dZFwmA67MqF25hQINTkFk1ktRdrR/MyuFL98kGJEhbsGqSl7kysCx7bhNAkWmsXClbjODiYXyjsRmh1vLZ0nBtYat4TDNB2gTHAHfmAZwgDlJFJ2U7LpRPVc5rCnm3jOAEpxgDrcPTql3b80FmQAVc1r89GF1IkpepX0WVdah6/4R4ElV/lI5S2AeVxco1GACYaMZT34BalUIWd5P4En94PDntcvySQIjIx3KZPqloYGU9w9/4fTbTGtb61M0adFLxlgNpSCpzd6q+56fWms4qvR+0gH+aJUd1j5Q3s4qSSgkGBG3VcGYy1anSGUEetLHoxxjck+sN8NE7gDf/+39hoWdF0AqoARev+Ty+88V42lRaKcrtw8Jb5idQjUsZMx0fksa7zqznagu820oHnV/tek91wUJpCVSTGY9DbJssbLq9mhbETlg+1+VVLb4GZoBe1PGMaE9dF0eSJN8iDGxrW7i8rZX+z9HEkBk95S25gMtREj2cjr3kEtnBNEZxtjt1egzXpzUqVd/Jw5wI6Epf9hMP7GReOU8+yVjMGvz92VasONlL62rwtbAi57EKyorTEOKacCa4Mgr9Mt5Onez0UQd4rDghjNJgiHHzYXIi6qgHCaVrTj5CVFVdAu+E4uJtic4n4lu+V1HRPcCKuTfm7I839MeZ7bf2yKszo/9gK307Uf8jJ6xqUGN8ybtFnbH3RLYwGJ6/1i6nMBMQ7s9eKYozWppST1/CPbwnY0gBx3ekBmK7la2gSFdqqOBJjySJHKYFJkFFb9JjzHfi9nwDfn+GZa7omSkx6Bf9fXRAl1MVhXhX//xxyiPwuxAeWf1Hw3gyTjCLDbwivv9IbxMlrsgCQogb+kREbub+3tn+6ghbbdD2XB8QjbVUjwELoOQ7dQkH+RE2zUCvkf2vIZiyrY/odGqNP/tJ3AvmBjOsjuPyPe/4U7skzTOz1a+1U1vLqEANfplYu/myi7hrjtKXeLXYRMW9Vb76A+ubdpqE3cN8dwXCrXoQcqgq+SdKiYS5EvD5CW2tkXT4a2qWs4GiFje2g9lNrZEvjQD2ev9jyuOpHL8GkzSFkFvh21dgTUx6/3RBWqwhP71fuJHI/JtIQ2HCKTNFRx6SN8ENSRFF9HWh5NY9B6HI0O/c4SavnUwbZ0Op19vIQ6LSaRiwrYYW0kT21+rbDpyNJu7ckuxxOc3IeFscoTOQjg93c0SnZsffxb2nYeYgdmISJHLlDabQal22alGBQndcB7AslH9z8xyXMahpoCXhswGWcw7P/IMdb27SrSKivFDFOrmlY0WXEWa+EPHapk04MF6nRwEXq6XFc/6s/vo72SBEGzwovz7mgbYn2epJZ6XqPdz6LJ61crOwIVsLJkW5jkoRTFnqBV+PJ8Duidoqttyy3ypl28q6knoo2JlfFBB84RvYybkDuZOPBXIJWdJZyt/DJjLoruUNDZnkzDPHpOGjkM/258PdZwkpXSjiCnkPvxUUXm9Au2N06FKxF3Hr7Fp/1coMO14jzSqStrglmCQe7hG9LROHYx9bQdchkpnd33AcMmF7oZKAYn7pLNWdgqN+iFFd+IRfqNGZMLZtEg1qUvyssaD975PztuLrt+DHMKTTgjP/Shh/m6QmCORwZ7a5esZfpSrbXNRPYwm65XNiSIw2O8GZJpTlmDtR8jnSBl5zvMdqoWsb4VvS+dFFVcF402tNjYDxG5mHn0nLjG0vIcHK+56OKGtPqdp1yeAySZzutDW71yLuXvL2I9dJCwy/qQvlVLoYf0SF8bQhE12FGeI3qGyuhp6g93PQuNz2gn7dwlIvhqR/DuA4x/jhGKbjqre4MpsULS7VrpZUheVFklvvBwIu314n9bs1qTF5NC/vAiOwO5J92XcXVY/RIUzokrXXOrbfl+Mx74aXRVMIp90LTND2FeLLDe0fb6/H16sdWrKuCf+z7iDjyAXnZAY6S+RlIva4aPgKGdk9Lx12En36ijvl14f39pQt6veA+NwX8o/5cbXP5wRSZFtr7Hea4MvjaBAy6LdpVLl7cl1u024cMK9Td/mcXIurFBe80yyjdJ9W2myMapLuGkRbliFu9/K1Vf0BJSFq05g06uDWaE70I39doS1M1RWhWwBBncJmoHLBL9sAtGv28qB04Uxei4T6l1g4nQFnPuC+vz0aGGa25/u4aqcwEeQz1+rnyGug4exBu8jcVeN2XfKn7PhcdfHVZPrXfCEKhg5Ysirm6xcFFa87Plfc9ikkLZw9j/7YNOwPpe9uvuMb5zZy8t9UlioxvxWo93In4EW3E5lDOHnxY4jemWjQYH5SwWnsHgo8qoY/RFZi7OsQiI3M/usNFtRhUi9lI7rxY+/x7nCFtFNUi7ui+wB/8n7Fkor/LpyLxNEtht1ZLGdROLqFLa1+mV1rHxexTtL0FqHaRhx3nMJAivTT9wWrln2UsKKLWq+eQdwIbjg8KFtQFIKQRPnmhtm5YC2E7d1wj3sN0Ei/vs0u8k/kuCrkurUfeAsbIE/0fJYb2TKGXjPB9He/fIYOcn5ROdIsPp30jp5Y1PhL1V/h+bdKwIAeT5r2PQ/Uk+/BsD/YWlJHlXfdEvYgQg6M2HEU/pnRlG7/ENvHheLX+TCPORgX1SbJ+ipX+98iPx5FNnJqi3WsKHj7A3vVXyLXjYNsayWlVBSL3bpkB+63dqf74jI+BgX2Ygh4vHZBCZEVamm/kd5if8BaktnyTI8WpZ5AsrcJ1RbsX8cbPLW4mRbLrZX7NTlE5b+rMp3Ua5kKPbaTuhja6mG2jB/WrrYmympu5HNLoo45BgHadm0GazXYY0ficL/rsj5sS8u4MobKqOJHWy87aTDoG1Wln0ZDI/pGtr0IZE5NO4W+ECvWNPCvl4Yboy/Inh1BTKcegILcePqx0Fb4elVKyljRFvb7v/6cnCh9JhoWTuZzH9JbeItosTuYWr1KMvoIblixxpzsvVuM122MVkkA6SebIcZQs4Uh3IEwh/WpFYkRY20sYsyzYx3oNqke27N6tHVp9Pt4pPbJh9ZGRIldJMOLlLRpoaeeqWSG9yknpg11kOUJUgJRFk+BXHE5/L0RUxMq/PipF1BJT3N/RSblQoUmxhVyN+5KeMiGvDC37UZo6v/zZ732xbOW7tJ5RtDGX0W3sjkIjYzE/XM7eWK5oyuH7K5NZI6p1jrchrJi7qjP8s0Ug4FCqW+zJV7L0kQO2pEc3ONvJ65mmB+juCUxYZXnbvLf1xKhUigGi4VgF3jGNf2uBUc//3af8i+9gSP5p1ohG0ONfwj35C3Go3rsWnQ54HjDU100cfcQaDlciTJuSQ1UMwY3XDi5repipx9vbR7GRw+E/U465pYM56iLCJdD7kduyn+Gn2lqqtfLXB0ZJf8J3EbQqHI4qNvvkaO2AtIq38qBv4eWJXzbCNxfWhsjHOmBeRZYiIZTs4flCXsWNWgdzwhdRyf7hHIi6/Oid2hBSvJUzVn91Yd1+JdL8bo8CqKcqDiDnEQPTuDxkVSCvGy0JKE3C8nyLL57lnfPOabE/B/82TjVCx7maWA6fUlpDG/2ILWEwMvm0t5p4qb0NHcUT9J3v+q/NhsOJB/QmY7SuewYzJE+ZOpBMT/I+WUHejUMVy+kigKCd+2EeWvHSSMCUlTCm54waPTGuVCGSztoy2KkNHqQUsIyD4WDUpbT3g83sIu2qNT0NlUd/YKygyRtH9kbTITc9wQr6ZrVxdZHoqKs6XSoEZkcZ7WTS+ag5hORQyAsvCt6CUlMK//wvfBbop531jBVWg/bmf1WvxPHF9wgdvY/OI5jibDVFonXNr3CCpTsB2zBdJVhhhsvEMf3LBesRdn0H4tIeDMNaOc9UJJ/OA1GiWUjba0CYNUHvb+XO4/X+dbgNd2wF4p556Tmu72AqIy2eDl3UBDkVMo20uC1qF7UKHR2C47vhfEMMwQVDPcXqHfd20noWlWx6jwxAP8wagUAG/UGiKW07r1gWAROnyG+xF+1gJrTFGISsTUhfQvcLUKMaMjl1tLtSvBRG5VCFsWqWvZ08xGIc4ivvThzUFNwY73DyUzy3ds87DvQ+x2TfA/rZ5n6GNPmp15I3bplXZU5Oen+KknEh+34Z4GZHFxd8CNHLhFwY/Dqnp8/jxUZRcHPSi8236ClSKw832HG1mZJreqBr4yOYDcYyU7cY9UHzAanYtowygUdPHg3T20/8cE4A2a5OJF76U3Q6ZhbITYTkXpy1S8GqwcFAribk3E0Ln5tdDr86RK6/2QvplYodmrC/orvDSS8DuRp2+0zg8e0ib4Vi5c+wRejkfj7us96q9bj1ccX25sX8QLHkax+3tHBSIyWzpxqQw3jtwGM3wnIxDnI1HmseOaqUCd6jCgFypiFKDjjEfeKX6a4bIDzH1FCxqY6Pgl6G9Atz0uGbvJgfZYQxKyIxHeZurRkTmXv/RiHd5VFtpr54ZK5A8WwizApvBktPzEFWCEUgumoKP8H80PSRFd6m9EZuUbkuleU2lDVSoivVyarTThMXWsPgkgrxW9KiYpCKXE679Ffm4rwkPkuLPuOi22ddapInqRhTvhMbJLgUK31hqWFoaT/u7eTq5AXWHGu6VO5PU6mSjc5yT6qt5TON8tmJ7WoyCVcnbSeb0hYQmXh4Xtrd5Ce+zZHs5Jnfj30+M6A1IFAuvG1F9GZ9yAp0vCkvFePMJweSQWh01KYAZmiYYI3aHj2d9waY4qHa3aIcMrEiOkCO3+oFfoRAbdYJDpdp2Qgb71z2VuSP4upxymyOR4gBOTnEfTmfIAMN1lUb76T3ykCDaaXkMOsPY53WPJwWVHWUaxYRgV4UEK2ahx8Iv9+5W1Pf3ddHQklp6e10HZKbnb99Rs0CCXcTTrObVrxtIzP0BNw8vOqLfIcmmilGTpT7FcbLxfPY0aLNUEDzifJswYiRVXTu3EpQ39cv8wmuIyVujaivLJRI1vGTxCy9cckurO1WTX3lrE+LMnEILIygr3mmHyfrNs/1CLwNY0bBxxvx7P8Q/sXToB7ouGoZOFWL+EgDvbjpea5UY2OJP4cy/QXmXwINmajuOkthjreh3C+Tf3AbnIESCdVIAOcZvnm3hBObCEGFLveHV3/EiY2u2LbWI9npmLfRmXBVrAE+c02LSjxzQKIRhUVfUcfGSBDN+sDnG+hiOC9cn5zKxQhuLBqK+bmiN/wMk3XqWPPwg05UtBNGF3vQMn5O7a+2XkX9MbCaCnGbnTfIHiQ7lfjPwzMiDBRvpot3wI+Tu8O9aLeLPYzncTM5iiMIvIafHZCty3CdvY5E3S6OobtVS78Deno+1xsYKxXDFib46ctnrmlqKrIi+5UCxtEOwfBt+J/hyr1faWqqinUKkY28IsMP5lVumRiuNZObc9SUIDayX/NZ6kugL/vwoHiY23FvFezV/6XzxRAPb2+QDvseLUbQiU2Mx6a13JoZzNylNHLSog4uak1wGqO7iT1MlkZ1l2Fgh+rHRayzOVVMRh/Zyelqgp+em+B+dhrX2tuZu2Tq7uRVraGMvFdAM3vgpPuuYvT4QnmYCUlws0s3YAmp95j2e+9CUL2k8znC6Lq+FEa3DPn7P01PbcFnzF0qoj7pcZXadqgurWBDJPN0SgDKOVAOy8ImNfgauaFowo/cATsDRxCfH/8JR7JsjF+BJJhP4VUGoDeYuwztYVs71zNPxln5uBIhGcDfEWsNKMsXu+X7j7+1knEUPJc01ad18ZSEmLff0ZgElsPmiE5t9BIuezmbQQ0dYN9cgw5lfywll73Ek4sa5Sukia2I9v2uYk+ONBHsVzPO/t1cUcGcjTUMZRZmjgQ6slIg2MzsxrGq1CwYZ31iFkqOKT+zQh/aRV6SmaNmthZWHo3dZrToIOfer1yf+5MFrfagZg4J/oiQ6pDLhqvcx3hAByNZyfq/L/sQ+mjdJHd3CxOZQPb4pzjxV3RQRinRHTV/7L993cmf+ou//oDAQ0hsZyfyg4NTVb3KlT+0Kr1B5o/8ulFXHSau4R2pDgHvseWVt2UxkXOHzubu/GekO8IHEaeZs3dWB9twbd4u+RTuGVVT1jpMX5V8qqD+sEvlfmwMtQs+kZ1TA6h/nt8saKOqe7M0854/98V0dh2YSmRAPbx1WSTemxgn7n8MS/6kdDbLtMs86YAgLZnmT+dxQzLhrAMtsZLfBxvwtJVXjyxj/fpBWrqPWDgeEvaSjwu2d+i0p9nwXeT0xJsqayzYQk/YsdtLFtMuZO7OM7wxFuzGNVeGu57ebOreTiGLNzGK/vFwOg++YJz4wxrxR5IpjjAGeZPhcL1V2U9zdsuTK2xVfyK7BcaJTBbL1I+ifCadhCy2C9Gwvz4xDY0NQej4KkFziffmeZxU53L4lFACw015sjrRdqVBiK3BMGfb+E+eC7JM/sxHmojVVAw1BYKOfC4f+VApVyjMULlWm52E2g31r+PvR/ysca/nb3x8/wkf+YKTjqlLKsn+tAQt2/nYXfQTFpazTRF5j10+FNVYcITCYWGK1hp6V53JHaogGksH5t8nUBHoz9cdO+jg6+CvR3KN4o/MIr2repUbMn2W75Tc3EfhZUQ8a5cKFfZN4d4W3duxkSFl3jKjtJPycUmKlOOS0VCeJF5IJljkN+NOlwpTRln7ZdmVTaohM0eOy+jYny5HSNIzYBz0FXSo374PP9Xhxh+B2b4sTeDbISO6BlGUkY8yOS74qOmujA1Z48LMOxUS3KzPTZdxQ2ZWFB0X7vffrXQ6me0S9BG2F/r9dc4CkaexpXRXgJJ6z8k6zHV0ZZw+q8oIPlOx5FDj5ubtfPPnQwTPU0SoMPkfR7RzQb5og4DBvbp79bbR1bwSFPmjT/8+c5aBvKlpkr7gvHSyIeASpkdObRe8NREvpOzOoDBah5alB3jBSulLS5dqoYsiQzwwwIZjqEyYNFpzNS90O1VHqxAXKiqPTDLSt+N5ThYPTuJEizzazbP0RR4pEsiEHbfEmWrsusrtFQX5O7hmPVqENe+BNa9f5Ilc4mUE8SwstO1yF9M7iXQdoYVmubu4I44/w/gC7WRnOg9XihNPfjDTotincVzQJs1VWMhr+5vLzMIt9bPLmktdwEYRY+Mnx4fxTIVIAM8GZCQyPx2FCJ8KzjnjUGCnp6ecsJR16RVWAVaXZRsO0SLwUtwrSBiFtYQXgoz2NipjA8fpUZ6TNZ46j3iMaLWqU+rMhWs5Z1BOqTbNj1LEImXLNVjckXKFcFgRst6rrIdx5xePB53qBtSIBlXZh+RjZksgEkI45wyD8SwtRTGrQvFjtkC3H69TdbLrqnSc5jOJXjGK2TWHzZquGNOiK14w8tZXuWN/sgEipcRwodZYCRZ0CsLslGQlDqcrZ5sPZqcjySVH+S3pODXskWTFHztkjc/3c8fpUirGN9JmpHKyMoyksI+mSrI2cJbqKHZLbTcYQ9HfU1oWLXDx2xda6ymRjqdNtg6o77e0aFX9C3yiVIagg6+zzJ4uQZBVkHPsIEUbYK9l+cH+BlCe31D+ZYflhzpHBltZdLoErbjwObGgHn0ehaBYld5Qoo6aHKQEIWgF9Xkor1NXIT0QsVunYpLd5BbPwDdITdIVL839b7eTi8gGR6wHha68vXK0AJa/kOee+bco7OSxGr5XIhxaYa8L1U1um2QImuNbVHRkuQIf3ZvIy7gVHVkiyUqC6oyjk5Vq2SVl880yjkOjJE8jvJ0+iyBBFI/n8Y7jGBcdGq+UK8zco2lXJxm7/YNiVzI8hUqd8B4u1yNg+ylbTjyijmh6Qfm/h8cwmYVzszixQOYe650GRHl9FdN3zayLPk5BRaKqzsHO+b50y2d+cqcQ+7yNx6oZagx9mzy7E3ptkpbEe6dj/h2dLwhxcoUgjFyxkJDxVyQxB1DMzvnZvc0Y7YI2YkEbL+QJQQFtevDzgskSHK4xrLJz3mYeQLevFCv03Am7TgaUvMcor5UDYIeTK7qDp57JSGZ+F32nyXDv5lYTil5z0D6zBh3Cwz93l2FNb8NVgukP4gtwUFKgzzdea0zZkiURRYCiDPEbxEVCxCJcsW84hLhlslB7ANY3Tr+Rh4zuaBSafc5577IL04b4Ad8X3pECCJ0l/fLuBWwj1/F/mNCo84tD3V6xaU83M7U6j0we6SpPPKsiUnZwLOGVqwfnjyEhgpz+1DznwdP+87z0HWSQRqsSwuqmKcXfQQ606DD62p2S94ShKjKN82CmFlYGOOG7lNE+wlU5Bv7xDG4WGcLoA1o0uF7covMVp//LqjOKWik1YGnSfi9XjcdRmo3/QShXS75kT1NRlo79xpxUvPKZQhY3pZjATr8Z+mzmrRcjI1E2rw1H7CNvIiNIUjTgn3exiIz3ZVjMTPdms81vdWhOvz4/U6qUcREM/LlfaXNPvFbMWPUyB/Jkmg4hQH5ntUyAP49jiXxubqBPm7SwMeQ47szRfn6RSDb25V5UdbbD8+wMYRod+h9Jep5YF7dJ0nM+FN36g9xSzkTjVNdenA2blvQcsWllqLNytb4CD58pmz+5g5CPfwbL1jo4UvOALXpNnT3BhpfzhDvpo5SWowgvvIRSjoQr9wICRnGpJGnEvxh6Xvj4QC4Y7OQoUtpynodKSHXmAgHcaIlbsidfGoIwuaksd2k/XkjFo89SJYqEitllCtGYXmkzGtMk4+QU+aZO7UkOV+sJLL79+SKlUpaiXQm0J5aCMMSdzd7yL7Pm8tycP71cDfNVXvhd/F89iaMYW9MT+tvVTEU/yPF8QajueHeAuBzOuCyF3wr8fe6CNlQRlk4WmJfFVaIyUXJYIXTGW9TYrOUy3LQq6gDzZb7YYdfSORHdI6wqlqyHfoONmGuvVjpV7R1JZDO8ltLlsyjxNUC6fJLy2NX6RkMrvkjttTQIS/U597joNHoBl71Ww8z8l+zF95X56vb7/DEVs589xubJkhVbi1RTYNpRRFqaeC3/TebyoCKHpSHWZ1DGRlwdVWRTisZgYSuOYSDLEcrzasjL57M0ZAVMWDTcYC/f3MNePrYHY6vClMoQNvWtn2gDOsKxWixGnNZqfLrvOezm4gs3mMXzWlpQaf57IsSZTl5R412QnOCdxlV8lKfs7nXZRk3wD6VFkvEqr1lgKGYVoCrAEjbIE0KiTrLq/+jTaoT2FD5c5DZsF1VlD1V8MMl5BTRs9WbV9d+uM/Eep0X0yXQImDdrg0NSlWpDY22qc7WDCe7rxNFM5pddj2pNJyNDAwew73nM4LW8jYYmlQt+IcCS6zC5SPRhcd7WdpHF6/lB9pv/lzjvlIjzqpHIE4xGHjuDv2nFZf2/iPOE4xi8od14GHIRPq/RS0dzHQbzkVlH3lRqzkq0l1zvYGF627v9jdlignkhVVI5R4aU+KeEAeA6TB8O1UrlRLbvB63vh7uZRkS1YcqTgPWbCbyOZhamC1OrM1TV7odnp0ztMlbf57KaLwdECrkhKLuziMr424kTSmbEplntXIE2p3WGkLZUWX1dzQ7TMEKlZRDz7tfaqw2PAYb6X0B5bhZ84lTG5iakpxfCyPzik/tcsdmiJNCwx6D5kraCI4IHwp1IiNIT7jkgJtXSf1UAxg0Wc4ep3vXXNEv9h+TLHk69ZlAZgJJcHLFzL2d/gxSOahByU4DELtjrLnzDsnNDPRlsLPrsH9ZyjP6KV7AmUB6xyfN1o15JlxCRp0vGUO1vzvzudc4It9/HCXIpOgTWXmyTtU13f6zNWGSJ9VPYmaPpb/3kGG4rQqBwry7PbtpoZwrrb0sqehlTmrAaGU6hc5pdkStrAgXCBe7uGhaVCTfYZRa5DBgLDsW1P8MdQe/39D01WZq9bfSPccUXPfU3HQjcsgZtxmvDW1q+UgK6CqFJmD0/wFygd3pyooL64XnmJ9uU+us6jgYJ+QGyVpkzFZrUtVfabpjqTGAytg2ds/M94b/HfzEH8qHhmY2OptD73hki3GAX2/1omI3b+p+GpzHXLPMIw3BAGuzIbfi2hRG0jRFgm5XX+40LMVHJ9I3JQuzXYWQRST8/uF2c7vQk59KBY1pnIRlQyLjMXqlrn3jS8F5nqoclUTZts4AXH48vK7d49kqEAOZ7tMc7ENc4vxcJnXjokVCky/N/RHtU3JHYkvY8pG+5WZswzZ2eZXF+Kv/XYgceptDKPzxLv1w8q7HBS/C3U1Llj61pRUoFXs+Lx72XEd2RGNiIyKObeWabjKGeHuIUYkjGtfXDGB6Ui9kGntm2lsOU/FLLXXq6gZw/PK+z4A/9Gy0V6B+iVftiKJ/dUf7NLnQlsrwFW1n4aJFf1u+Hmjg8ruiNUzKurXonrBqsFmXLw3OYPNFy7vizJ4AnF85yqB7kX46zOzoObjKlrdPdp18j72e+SY48kytB7WqKhEZBeZzoJacyJoAvQyujMyn4fictRwPrFRvoYf6K8a9/+KuUQoT5Gnn2sdpLQvakpxkFnIs2IitLhoBUEtSvzMObdYJwW1DHP2e3Zihna8eZ9clBb0Qhw2jggQNmGQKiCkJ/UxMebxeeKLD6/gXmEBRH7UbQNk4INEH+Llo7ygyiZdaLzJQJocAqJefw66rncRM9Sq28JEGcftOAms++TZIgpR32qtNl8AFO2xV96ANN3uat5+6dYHlWARdye0yKD9k/gZ2ddcjuiMTpU1oSNIX6JGyfQw4P2IAr2MYlIBPZbnb6gpTFNghPv/dkUv1C4qoWz+rex4YjWvBpxO+3eOckTdLRnd5GD7whAn4TWYh5kx4gKIyFOhMPMiqs2vRC2vSnlI4gTS5CTjDdoBVxMi3waDVIn6+10ScWG2UgAh0KHiHYmvIHtrea/l0nKhgN0bpX5dMapM2wOcb341UGrX4+cRYCrQmVrCLK0/MIwXSpjrfu3YmwYAVap5heeniSbKDiXN4zJ3DyeN0cm9F/aPRSqF0y/Vj7ce9kIl0V15TuzzppjcUcJYKtk5pSWgnC/RGq95jJiUqdLdVLL5HPyJagj1McAY5hfAv+momvJ4LwaBNOLj0b+AL2PcJMl8w3wmQKV8dFy1qpJhyzDpxV+ZyRb6t7fI/E26+upYW3RBHO4cAf1kpJklmbkUXxJvlv7mAmQKrHT1zN9cVBc/7BYtrK0S0yZ+auNkhrkiWe0caDgpUjOEUbYdHj92pcCdbOYv3yAHdLj9IW8PSiEjobpZNN1bQ0G+UQPT0qp+rjnF3r5AIAfP35Byyxj+PiVghSZ+vkcWeHMs8iKRznfubnT37rMvsMngBbgDkhOSbs5ToRJ3YhOwf5lS4m0ItORJBPD3U6/5xhi9gw7y1fGrtokddLAE9X/SyH4dt+7b+/bmmQ0S+hsVgvp2184IDmG0R6yYMsd2u6xli9Iu+5HF6rw10EsF2fyXzcXLFNSijHeNiGlP/+pxN7e9QfnangaYelOaF4hW0jUIpbMVL+62XnbfAhRK8Vtw7colPaxxGHzyyHXPqTLFz8BnWiY1tKFnBfx8Xpqo3cPuXztF/Js0xAj+zi9qkuOsqfS29VnIbSb9flhFh3EgDtJxML98PPuA2487Ia3OFq4HlQYgX2Em3MHVYPwG10cfvU8oli2Dyb+F6GMcWK0Pv+SY2rXb9oFNhnFnfzU9+8G3IvA7O73FPoEwzd0+zc1+ejej3amd39KgaPOqQYYngnVjXLeKbJQmorsu5mFSTiyQUMvKJXuRhyDMH76KHi3LjRr/I5OtlSZP5xaYQvpuoJuQX6cckgpncL7FvZu49X+HjlwRS1biFbL+RmvFJOJ4VHDnvFilyxrBNSJl8bzvp0xT+vKSVdYlR0Yzghy54EP6lYhrTNY/j3+GpZVE3PsM/kvtuu1ltn1XQYf0csN/EGz3dStjXwUJOFyXQUDkQyXy+Vn0+3B7byF/OQXpRm7Cv3ZuETS2lDTmniFYrZMX0J10eCxTcPqNEeDTvFRloohMuHtfTWqw7BqhdxIL2cQrHBcmQS4blaac6cKkiQI+V0R+Z1FkKle5aNImIXRXzqTRgDlmIScIwzW/6wRumyDdtVnstsw5GouHCltyyH2UAflpfO1bSXO2AWRfwuaeJNfIlWMCI0FZlGwkVX47g0p3uBXH3j+niBUWpSjSVKm693oTxO+UKLc1RKrlLpFmcwp3TYEewMjrtS55S4WDf05Vr8sB4ZPn7VqNN4SWjy2+rjgbY5da9QP74Mp1RiICMotHqWLHPJtbY7zqjpdvU5JevogPwhgQJCkMyUxZBMd8mX3FHwyQOxmE6/YsHyaffXey8MHB/XBPM7LbeDzd70gvAJVijYn0vGicIZDZ9c9qW9Yzek1VLcx6OqYSlG8Q6dPCIfVXt5prI2OgSb3Wpu+OPJB73Lkl6EWjg7Ifu7EtPZfInzkxmpXGbSxjv/iqivveOEn2VooPGXtHWTUt32bJeoeekfEtg9jkINU23jsUin4GF7etVgaryh5hL7k0W36i8IbUAopZoDQvaHwc0UEL4ab+W7I7ildFfTGjSqASB3g3FgVI/LtIqtBpRbB6FNf+KpDEfcXOchG1NsXnca31+CiSJtNusWMokmefjIaQX4uS3WCncZbexifVQY1NDIYGyig3TsyjC5lFn3yIJVGz+6Esz22CASMhHVWWPROEbAOaLFEa+NCaQ//EQT5/siSCtv87v/Ymi3qcr2FH2pnX/WsR/r0v6OhhdKOlq76q6ki+rnAySYxXU0oZhFNnlc80W0/2HVSVGDCC4Nhmyt7xwtDz6ug1e6u6oadRLcPLuW59X5aB2BBJpYZJPcJpzIHdHcPHOUR876BOK0CHGrmXK5Yn/Myem5q3LdFK6KyKagFK6iAXSEsgqcia1utecdQbtOe+mPKaEg59g/huNBMXcddKaZpCC9wEY3vkHrbrTUl5lXpRGQ4Nf7IzjiprOajBXvMPIZpj8CYJv2xXYHraV1AlExsBS4i8OYie9/sIMitFfbXB4bJdNl04TxT1BYA8tc4KLAuiY5Dlees5AVN0+hOD5mRrofM1u8lVTaTY8YYKnGxCtLZhOuCdsuCfmlIubdKVEu5KqOh9xqaxCnNx6u6pwyIP6Gwudm5n71Hf5S4LqQSDaTbsjurhYD+bA1UwZTu8j/extVKxqDZ5HG+xwRj+RXp3nokQ9L0LYnVJ0w/AR5Q4HxK23pPOsjvVXhf12EJr2d7SFD8OexdVz7DaF9zNSTOTvkx26qBhYcH0LnKx5U9Xp++3jOuzZupvAtddFAg3IuBPCw9Wttpk7zs8/fknCk1Kctk3Fc0vX4jRXI6DklrXDQMvT34Swh2p7HCO9V/4nGtNYobfTmUKta4G4/DNSdiqxK3sgdC30E06aRG4iDQ66DaFzTX7yFMfTgXU7pzDzQcq1fvFF3kINjyec5w426wKw/nCOrrGSXGYMhjpUX1eC2m7B3yeBL/MruF7zeIs1K6713J45733bnCIJpvyILUW0ldCR53e5z2HZi5HFKpzUrhQ70Y5iP2PGKEDX4UjfJT3dfWuAyn64tfPZd+XFVpy5oQPSabHvJ3jthW/YRZCt8sWnaIKXCH49hlucN0/LIrOdIRgxnGd6SgV45papTkVZGSBlOJAU3ofyAlLd50bsUvdMl4/Djcxu9/uT5cjUKe+1YEP1Gowm1A3jd9xdHYIrTP7Xx8c2AfetEEFNyqYNnPWNwKzI+QJkiLZrm7rI/KRW16uWOw/zZz6HwHZ5/OY6tdx+MPk5zd8u84X9n78hsZ9hP11nG7+CJJD7NfMiMZdUgDp9pSiiOEhIYMQdqDEtKNGHVcK2Cwj2/IVxBmepfFn8yWrrQXNQp2bF/6fkGdaGiKVxUF2LqOb84YCM8wZWQ5VPkLPI3KYX7rMy/BP6UiYLEIVVBfIBP2fy2ibc/tjVqnzYeSlarx0p45YwUvEt3xors7rlAVk1OxTSxA+7lSwJafKLl578l0OZhBDxW6sU80tO4Il63b4cc3iLo3uO8Jf2LQqlm/hNBjNfC2qJQHC53vvjxTBdzCKsmO+Bgf/AoOitKZv98Nwc7VzMzuX8g1qUp37OQl1PREjRbumJezoNvHR2n6fN8SQD7A3tGlT94+ljomRUEDZejsVSp8Kt0CduQXCSzfzgjOt12u7m4IL3/Ly5/WqkomT62z4CIwj1qVGoXDjSdl5kaS3lCRncvzskYvqR5NTBnE624Vqh+DkNtnFnYx/GpJPK8uDa5X2yQvokArcMk/FWWTBNzb6pXEzFj1f0rA8reDnXGFnSk1vhRsqaHtCLjrH61l57lNK62K0ndxAICRbimbgbydou6/CCF0A14lWCuX+fy69k3g2ixmAOYb38PDfVwbLfbRD34qYv2OLYeZewY0jXcY2a4lHQoieyE9q48hRx0naqs5q/izg5NxCZPMKk5ZQf9qV+OPMEogi77qfGWFTypl9DMMvbdfEoXB8YW8xoLBLsmuylS787fWd+Ev9P3R1rZS1Ukad6xrLwA5iltXnR+SfCd7ZKu+TG2QPKCZmljK2TdOUcaRITZfFm7mmNs0Fvc2RfLJOEf8cksPeUAe3VdJbz3yvL7vM1oIM2CuASpmoW9LeOXWNQh6ViYn/usmgiuSPWH+W7yZWdHq7Hmqog4+Jn9J0fTyAcZf1ukzbyYFLGokb4vEu6N2KAhXxQGdsptCnHor0Q4m2Anu3FWUlSuxUHjHpV/jOeYoTPjD/17eKJgqn/FRvOQiDryWQaferNkY5dRsl73sB/CLMEliDauT81QA1/HzweDZfCpO2cQXEb5ifSCHyY3PjOJsnMDt05cI5d1+F9GF18LFRk8LeBxQV+0cjr57/vaLQYo1D0elyNzIWlNL/IVGL08zXVBG1TEQMi/0yHlgZshDfLf40OOv76Cr6tu0lqxtnFXEF8YJtXOT0Lhlspad5wMRORqJ0tc5MKw+3xh2JNqZ5nY3e23LQTORlDm/rm3XM9aBy8xheO+sXMO9aQnvgR+cJsyqlFd/FT6jt0uaBU3lA/r8do6NcnUrXr15XIkGS+ANedUVeuBHJtOESJwPPM29XP7XZQYbSG56AsEf0bq4Gb447sS5qd6YGYUWfePSh7L4FGa4X3KMKpPJRfHP9xBuajpoRhqTLlC4Qzku93a5T0Ef2K4i/yrb9bItCNeh6YYNG6KQTI/TsRTfOIZ/tB2j0ZtP4YT5YU4gMCI/jZ/RmO0iiYKoqVysZiwWz3p/4gOT0Nxw1PoyEmrgzdNoiBWhPAZeWePWdoIKChNqhGJNabklOxC7jL/BOXuy1xT7bY9uXE2PcqdZUFXse8B+Jzux7+oUpMjYxff3mxdJ2nSz+WmBt6rZRlGwhdZXsEVS+wV8LDe4uoTM/yhpkyleaXUYsA7xWlpGN2vwZSv2jinOBu1bU/gvZJdOUcwhE/05tSHKlVQrGh4kKFY/kaant7zkTLb8QtaRcIylW32bZbBwq2TdtVcsiu5Uj6I9yr48r60AF41xph0aKzP+EQ9hCU2oTiGycZ+DnLp9m6VnEg6GIOVjVMyG+qkKiYv0+5tqgtNpl36jytPcUbYDHsxvVOztB65WC2kJEUNho9QmBXHwcbBesHzJTxoY+n7JIXF5hKhm/pnUiSmYrBB5mMUh4sftdqHWE1tsSP1U+6lwDn9R3gxa6vm9e5isYT7H+K/b1mr0aw7S6f4CH0c8/Rgmy/sTaLPOnzammTqjMaHdOg4krv56qAxvDgQ670UDIsr9EGd8X0dawN5ydbqflbqvIb0sx939g6OepuJwyg6LZhqOShlNdynFXJ7r/uJFbqjWTFRc36dY6939AT5ycL9DO3X0HA2y9GbY6PjdXXlU+S1oK5+ARebWzA0KXl3hhYWcaYAQVzalptY4VeF17etBhXtUNf9tCOy4faEoyDQxrokx6dRaAnyr9+XfDFCjZFnj2JuUmLOZ4+Br8DLXCMDdy112sDdGMxc6s5DchM8KeovOM96bwCK5cJs//xgHYGjh3WYp/e1Ckm0VvBY8j+En/XoEmEzQ5M/4BT+pk13TdMKs/4rxXSCLshER+2kx8vcrZ3RLAFumQ+UeW5NLdyHj+jrBBUjDrQlo7HWgN/xfZ1V22E6IZQmz92SI5KeqWa8I8LbgscVwZtYCPAJ1oYVCEexiN0yfz7GDX2BoTcOgVu0y4rY4XFd/BReRoBZgucuGX2VyPff+YbarmTKLsZlL2J7/AtrJhR1JgOCnUgkY9au1NR0iGi2/H4YM/llUqrlJd+mLo9CXNnLe3eI9od+00khJPdR2EmyyUQsbmKxQ4DUOpIOtrOeAbmYOvlLGSorA5YClspwz8qKnQv0h+SAd2iw+ktnKTmKsrB7+yNpYS589i8336BdmoFyy2wn96chNXLxs3nvdSCUeOfI1zwD2+e/TLMhsgisL7WIBCWb4N8FeilNsZNPO8qfZLGV4cb+bPqans8cXlHO45HYNthuMIiO7Angr+lZxeo70lbEuoFn0Kf1rAaInmG1Eu8kZotwxMEl8WoNSYiowFZ59Aa7KlePDLTrqVY8xWtKlAdv43EA/2HuKnz4a15rNxoIg+r7oPUW8yfl8qjoRGX3ZDZOlb9PnDcMNeIWvefMKMpKHLe4VyaYAUEgA9iBs0Ipn3+s2B7HqV4vQODhPL5BRmyyeCWdS+hyaneKEmYd4I6CBalrXNS41AaHrkyeZ0kbDvM205Y3tftGyykleeXskSqEe9WaZrilGl6Nt652rOCwLV8qvqNbsealrb9VjL6xeTLmFo7lG8VHuRtbNhBiZdpyrJBybjW/W7VXGfq4YOjsiXOjUi7bkBdp1XLdiKE9spT+V/0I7Jp1Vf3cUYBUH503PXQNlzSGobikCca4QUFYZlqGYPhFf6xLXeeAf4kTw+c/CGykaMRX5aIslZ6Mc+7DQ16E5Rd4rY690Iyrpqwn4paaJTGxXfpMbAO4dM2rVWQCfHsrGZ8D8RMu/1EZMemb3+mF6NoIEDJeXaLCYzxNe2EDz2Di5W5M89+i7slByOSERW5nEYhOmb/8dlAwD5KdGKiqEOyqel2f0rb5LfSuqGs6zslVMpXGrV5yq7l+6dbfnflWNOer9vnpGmkcGSvwNEypMRINKCnDdnJ8S5BEBMn1iv6bGENrVLm4tiNDCPfOSzDXoaZKvVhsh07hUf9lV9XWRrxUzOLL1MEavkrGTJg/BX4F0EU3OuwouRM2vC+X/N+5Ji01iBkrH9tkEGOSKw8ioVEcT+ZDRqjbaFvC8ax6gDz5hwm86EHJVHUpNSFBKT71Qbbyequu3Abd/5p97CZH7yZv8a6PbzZ8ZPax7HEyMhaTYV2cEjrn/aOUSBw9BEs6Ax3+5wfWTGm3k48wP1htenwPCid9kObsUC4PdC/B1I0bJnIxKOHxmSEJBPEStOvVmPfe5cMzrzer0VZ8NQBfXMn/8CXXT6d14ukpAXTDwuT8ygK72dKm2pEmvbXwZCwX8rVU3BnBpOHleVvAmDzSAdZMWWGJMhRbrCj2Z0DXv160aTJQEi9tjsWKRhx+p64x4MLK8hYGdKG4kowrV9B8BcXNu2eK38CMm2euZXrvk338P34e3a5DSCzQ07r3pywIaLrIXe+r/gSDwlVnfqSFvqE20MH0keNmv3iS7clD2/AKB3+x3nhNT4dgnor0lp0SgnmbEvg08K3P2nSnvbHN+8tuFQhBx7HSypOkwHq6sQ40nC7PU0vEZGx+39wdOn09QmVbpUbOzkLlmhty+EDvHUX9Zb9VzoyrKLGXbgPdWplsjD+6MNuolOsBGJQRMOaIIk7GY6ArgCOsiRDs8IPIQCs5CzWE3BoTVcaGlBal3dpmDWbr9T/2q9tZwbGziFuQbgN6vBWJusI/tjSPpNFBi43EWLWHUgsHtHEBBCw+8d6ypqmjBopah1kjvLviC3dx1QbPb1UvyRN6M/Yt+Kxg0dbp7bGsxNaDmgNtHocwmz7Ne0Qt7r++xlwNc/sYz4OJyUvtkFFXHJT6ODH19JSswFhhzciCXGfQGiy1rlTyQ1dlojY3KtYhrmrmBjuyW7RmOerguxDRODBVfI2WTkaRo1c1jPs5xnUTcIyyVnzYNzxQa9pxyRDPXXynhU4qg3quDAYuuPww9quLcuw5MeWLnIXrFRDq4MrgyE1HH7ZEoq16aHjfK19BM6V1WvMCpJdRuN4BW6I2FhbmTVs52eQD1PzrjbwiCU83kysxoWVml9af3fs5c70RWpKJtrq+WSvCZ3v+i0u4VsPPaJNmt0xLl2yg8kBMcL4c0ifGd2rXhFJMxbEK2IRMSxP0B9SHcV7suybee50SBTmLt037gqalXstvqGsse0Q54etIPIJNcXO0NcHabZjcL0B4bYqTpi+n1RXpqC7jMXsuzPG3lJWCZ4BcXodGERgUBrGkV1qYnuCp3QQjHuDfkVvReVJA/6Ll/r/gKRSby5g7qLrNyMxnBCVuRmYjK/cETl9QaXq4YhgcX3LHn9wT1+9ORfVndGoWdvxLx1+5JkPlpMWtzXyQFibmr5bXMDLbZPG2acdYKE3/kxJVwWGUSGCOyucid6HIUPtvZNWRT11/fEZ9RazH117oeHIlIdz6Qq6UfP1YUriFjLOcu/Nlaj6edz+5M12ZCdZ87PdEkf0UYnIeXuJqyFl4r6t1ztBX+sOTVshpdRFXSirEt5i6w7IH+MU++X/svQlc1UeSOF6P84Gg3Dzuh4hy3yheHCqHgoqoERURRBSQS0DBG6MmGC9MzMSYQzImE5MYQw6UJB6YSZTJMUOyk4m7O9kfQ7Kz7sxkhszOzDqz2Xn/qur+8r7AAzHJ7Gb2/5pPffi+77e/3f3trqquqq6uXghpJM19dQ95bi0VB22Gr4EoF+ywI42O/kd38ErJOGGxsqXDXGIe4UVR7es+c6i65EsuxbxSEs+mgnbwXr7AkreVHCSnLTfyeJs1rxI+4oicFNKTdhZucHh6/OJ4JaQnarkBNW4Jx+EhctrKP84uhcgCp8BAOGWKGsEmEORkVlawGi47iLOxH5l6fCDAiQXY2bACEbTUInf1HGbF5Ot5DysQW6BgwjjYYcnsXXshElImTg48fo9chrRxmuMeRcfD7bGgSioc72NDTtjyza4x4JQSLLr0aYjWOm2GvpXg9iJbbGj1IHb54xretkOqRjtYUcuO6c60Qk6B4iujEHejYJILfAbCKJC3iLWV0T8xto3t2ucFVkfCqcJxTyv7A5G4KI7kMV/4/sKUPJier8TfvvQALHyM4ooHGGOvfEImgj00/WlnFOzBl2k7bXAjW47IW6R8KVy08uLl/iiI+6QKP/o9ePeZScnkOptOxGX5uogVTZyHxE6aJ1LX5kFMrmZDOa/Mp5cK5Zbib9MplC5hLBaGrCDi4gB0a4QDcxrs/Z7WF3GzIhkWIQtu9YPAHcWEqy6Q/BwftPYELUzQFrBEQh8SZ4LCnsCrM0m8F3wtBVDFRlDIahsIsYSI4JT500nYKFS48izsWS86LFNZxXUh9xKazmKc3oZZ4xVzk/FMzyf55NkoKM2Agg04nSXMEZayQhmyulS9BudQhHhTSI4PW0ScelpvehxqcJBtjtE8NGlG9X+yq1KFwyaBqrtRfVvNAy8DLLGr0ss7vK34y/2fE+v/QjrM5IPWfI1mrDM7pnLQ07+GsXvJQfAI+KsLOdaADYvwEwoFfQThlxtQcAoneqFwRxZX4POo5EyW450u+s6aHoVIVv7L6Sw5Lwi911fM9UvLNiI/n+F6DQoTwILJwKqDUTJvPZJzwRS5jrqk+MdiESHCxnFmutwdd1Fxa24A3RJilkt2wb5z0far46OgLfzq/fdId8SQyDMBsLI5THaiPTy7OrkcqaVeJ/Xn3fU7c+HQx3vBjw4aqPf+PipFnnBYV0jrqPitdAymJR3S2lYFv2QyK7dCtpR9iE1ZGy1RA2NT1jHtDEAeSqYs16AB/XF/DJQHUBiJPR+D5RGcJZJp3WRCDOx4NElsn4nMKZ5ICBRkm30Du5vODXeH1TNXCZtBRQFrlpC/fHKOjIZ3asM09pFz2l/dF2RBRyStErFNJy7P8GRryM/BLYO9xspgReEZEZhARm6gQxaErwCrh/UcmHFv9Aq3eEhtg+/fD8VuONW7lIQkZdFZZCRYW8poC+U72IR/FHyyQRe+G8Io+kbN8+yQpvWeNNVtKn074cQTD0fYwYsB+y1ZEK/y2wMeluAz0SqJ14yIJJMspaW0+BhZEFF0vcFop4Qx4fO7vnSCzeRQkg9P5iRnc/SNhg2PMldqhuoc5ZCFbNgdzWFM2CGNzHjIiwvw29dRWybLw1cPn5qK2F8AbznsXwRBBZawNGQVjqA2D85vzBBLiAZnNysOMIktCqQFOQoZms1mvEXybEn7TRALezJ5eyGJF7TbCub5g/tTdMjCvRqcIg4v1MdR7MU4+LF/jm04nRq0fFEE8SV20ZWuetvIYb5qINJSDc/65BP5CHU3RZCccyxYnDqMItOHQQMHBT61ALKyvvSAzUIaWjQpGRsc8hF2/aNH1sGkg83jke07QPlibGj29vDo7a5IJO4r3UhxJprJL8j0hGwKSz9ZuPJ+AKdQKI2ituxP8QrigNWrsK5TwiHtOCMzExPtfPNe8YMyiCDzGLMUZScDYci+WPDPnFoh3ClYXgqZVxTmDuMKIfhelOI3wcJAHq41JT9+IN4WJkVOaF4OuYEsFK0aQNF5dltfiuIVInFYmtuRInaagof8QDkwClawbJeSExS0TXgdkM5TCpG0k2EtspbNGsutjRMSKQRUgCvwtg9ED59Y4V68AlXqKytToiKDoCI72AAXH4DpDqWwZfwvG1wgTg8LNIGTG9lcnOPF3CYIPF1SXkB92G8tyU+X0u3ECgCZi8eteQh50CQ78IgF+6B9gbBVl+lPbsM4s7WP+z2qJkhi6dcOzlorN6dgbwUdhQuuMsgfZrMi9upJ7hTe7C+djTQfTrJX3otkYLWhA9sLeDH0VGsqrKY3r7Up/bUXKrOBVLPLxqlimlwT0iydT0LkZIrisTSZ5JcKWn6iLf3ad4IhLYBsoPfc2MCHO7nDqSPyID0UNXV8kN5OPn1zbgBMpjniBYhOQJ3utPXrUkp8wMV9L1QEKouhhAiWvBh6EH4GNg3iEyufQsm5CEnaPRZWZ3oxX1tNZ3/j6MyD5e4QUwgp5EFiNY1mMX+cUfp+DG4o7EVyUwLZO0BBkHaY6kCO+OTzmCP8Vo6wyjzHBgekESaoZkwD5HjM3YaU+JkypSVPgZhQUrB87SyjYEJcpCanMGAG+B2CAAtw94OzxLXJGzY3KG+JLcmqLzkhU74UMnth3AwnYSiI0NMX1vFiCe0LWqzdmbQnXEaPa/ytPGDLAmpZHEACb4wCwyc0HcdBdvIkek+fDhP3pTa/Lm1a9jX8HWUTdsG8xXnTUI4rL2cjfDrFgghgt9C1ixyPZnwo9pQ8toJj8GkQFevY+FxCMfi0b1dA0Nr1i9lHQwZQJkku7hBx0yQ5ZJkk9WpywTKYNoHN8oY5hflsHc33Cjq9ZBF5PmorpE8HxeYBu+RKxAkZWoXo3JvstW0iBnv8BPC54JuRch54Y0gyxGAJs+cIhlHHpgCbA/dxaMKwoONkry2XMYSeRhR0seZN0M6sz06FTfWxE0HDSmcue7pahe2DMmfj7plqPZx5Uoa98fRDzlOaH+ITPB5WziYiLSEtQEqyCeRb14bcwhfOL2BfGJh9KlCcEuEo7B1RItDTddcUqJyuZ0nWNXhNg3B+mz5hNfvCuK0Kgo5P8IXFkLFjAbisK/jUYR6r/MHBuxWKc1t6CKzyVs01bAy3bInzo13a72UDbWFyhsv1etrsAQnzFl8Aiz0QH0PM0o1iOeg7aQ202Xcv8nLbvPkc+XkzWGaAgazdtJiy7LU4ODBt/LgC1mKlF00dq5z19YdhnR24PTazotRPBtj1p1WBqxuYAecIN3lnjxyS7UI99ZB6Ut/Ij7S5tjXwSmysNzxAri1TaH2hzsmOOGsk7wgOtwi1l247JHy3z5hhtx/0nbyY8oiQXMm6Qvt7e6Ylwqu+M2Hl1h8Ta6XNlI5sO1l8EtVh4SlFWqwu0B3Kmpc4wb5IkiWifGPIteVBXl/wD4hkoTgMdUkfEfoJkh8J3iFMZT6Er/U0ewXsBTooNXVPPrm2QP5hOF3SAll7lM0LPbwpL8JuB0V+Pn007Fy278/DwT6MVwWeTyBrMR2OrRPB3cVE/5Liw4dDtA5Ki6x8lAV+8D/FBmZbGM+6V9CENm7deVTFaAdKu9wRt7kYtj4KialR8BPhh5TCOH2AXB2fX3NUrj9PkK6Oq4JieKF0fHbGjJfBNb4AsudRbTnB89mOsrkMMjKXno6TO+Jeg7gDBTiVvAf5vCPOjzGuwtJu0bx6cphFUTWNAljg+NusdU6PgdQNV4VnnaVYiy/yCHNAKTY0iShMvzaEI99NJ9cmVFQtT/sGp+2a/j0c2DqHJP/jwlGvDOe8UKnDeC+lWX7fjEEG5TiVdQ0HTvMqS6g/Lp1FqzjuuY6kw3hReEtx+GWpMHoulavt7A1fxVunvNzAqg5Wkzc8u9itPn48iHdNlctT60mVdnGyEEuFYS0kbGwC74mW2OB9cNk/GCryIiFsqghRwIEUYVw1BJ/BESevZFp4fRJK8il+26SV0Lw4L5d5hLQiJtDWKTv4OMoXfBfIrVNugTLO1kO6GsW7OXHFdbpI0eMcEkwWVJpai2jb5Go+A8ftKQ1kNSL/Xgw5dF76IviUNoa/gHNr8BG4TAfd2KHgeagc8mLBsH2N5fYGP2u76pWx2VjgReR+mfWZoMmeC/7ti7djN2yCD9Iha1ZcFH2PR4q3K81dFxTLy9ztfDA0ipIzhaJGIddRGyVxIVejHIqnmGrShce13zW5uE+KsmEFtjWMVTUuiJUCsirZn/aNTYvK/F4caQxJMwDZGljMK/Nzh4cLxXGj3kELNeyuCk68c3d2JMxYHicmJf0qMedoiJa2YmfMSoI5ayCXZsUjfDoyRVDV1ipu441w2IATRk5U3DaaL5X4pijat4mTsexpqxxqrud3BcBiEuFiyuWaBM0tAblJsIRspUdfWg3RQTj8j8WVQxmb5SOQZFyC68g53uq1sIpQWLtz0+5wLLuEWvhbmlvOQ9ghzF06EOyUbKUbWTy1BM9YeNIeBfxUJe7bTMKbcR4QQaH9E7azCu8z2Xct6h8aSK+DZRmBE3lmSfxQJwxGU+nE9+skLNZxgI8SOlSYV6MDEfv3/SAa0rI3oV6dsYhOctmA1WwaODk4DsmsNPQkUQ2d4Mu6vCZwEZSd1TuBNtIvDrL8fXFyyoEHWTFRvA5pZvCxeIBFnbhHhLpfDD6ptOFrpthkT/vpvfdkBihBnFPZNLqDKMIFJAONIytEuGdoGLj44kfMpcBMVo6QkDEFOIizo4zPFyurTeOd3haRVzXkUJAH0qHg8qQG2BcHfnKn90x2gnmFgziXbkhJw4F8cu1hH2GTgIY5fswnx5FplPDIAwrtwSkwDXRz9kPSPahTI+v9vYiaMhvFS70UptPk2QID++mFK6ynjwvHaIQDXqHwWLVcPrRd7EW8PDxqgusnPsg13URd0J6fDp77YO/rxePpSNRUqJGrBFW8H9YrF6zKn18Nhx3SpX2L1NRFq0guo6iK2d4rXi6DeAtNNjsv5VjAXFKKtHT09r71cf5ZUDEQsxT5VFw+8akkv2BH2NVaAck0hNmtUBJYLLd3J9vkiuUVaZDikPp+KLCE+T7Byys7wS2FSKQ+UWzvtuHVl+AVKdOhvCQFHFCPloGAS71KoWw8W53pRFgXcpLC/DkxkpfT9m6VQcpOSFdRpZBRsGaDewPMsYMtOM5BhcJAVCpYf7uY2B0gfULhLHnUdbJ30jJU4y88XkNfabOQ1JpJ1fCf20itqRBDNGsSFIyHKwV2UO7tHFsWtt3i3PY5HCDdoh6luYveFIYtcx9k+1f5V4CinkZmhWijwsbDuDMpwWmwS+6pOpXN9BT/eNAkC2jOQK4XBNazwP4HsDKClQWNXTLHyM1Q1kBJrphaD35yR7wLHfq1ApQd8embsvk0RJQGSuGB8cnYZROoywKhMYv0ixwZeWyeZ/NLL9BpiKyeNq2zW1A0IJ+uAf8Gb7ArQdIYH0QBu4MymSHOhZR2FhpIE3RGjr0ZImjbqvdqbLTrhUlyJp0L6ValS2Di0Y/FoeP1JDRYOuwphphjImzPBFqSIySq2HtKBABDTdCV9keA1Wmxkh2DOonFAYgfJ7R20gR5tWSprx2dBy+WoeZmIe5WQ8OZuTPB7WXGg91PruNIlwGFKx87o0jTcg9KAq/Hg+1G3/tgQZCFWEIIVC9ogvSPvE769V49r8fTTBmKc0Qwi/8ToMLHjdfj2YDXviOYkPJTXo/XFiKn/cmA/kq721PBUP685erDyBbo+Fhej3e2X1XvIyyZ2Yv3v1wTIrccxEFOWP1cjxeRj5dxaFS5Hr99Jn4trcfPFFsOlPV4/KTc2TxTqtbj01Xr8fcssZy0myWWQ2HLV2W1nmBRZspab16Pp9A8gBKLZTMdqTrd1rnEM9ZhCfIEZT3ecnYZKtbkB4XVpwnDjRCfpAtlFUsq784PTkZJxQacnwEfR4nOkDsJMpt1wbnIDokB3ABNDkwnV2m7Ukbn5bLH3Vx2IgbVw9yHXpksld41yAMp3F7KXgjKw55xB9sKyHTgAA/BzAFsNTCJLPCNNjnCXeoQhdt7YdkhUA7WscP5t1fa8NfYk6hjp4PYdd5Bz9K6fKawWHj7EQcYP3FTNfGpWfGzYRYd5ed9BdE5/oLzBRE6ci7IGBQfywCLJPpZVuGUtPGYCMlCuyXXIkcgw0baFlhjCZ3/eE1ES6bdklBpATEZTBpKgMVpqxaQ9JXsjoMTkJHMSrJfcvRMnsQ9xPrXOy7jeTfk/fcAu0qnk4AdHg9RdMYJyUuBGnwwhfdN1MJ0sh27LAgF39kyFtrGinuxjdde1idAmS3NEa4dUAjjLWiHX6HVFGUUi4WMlQo25UvSV0sDNTw0k1AI2+ojYoVaw/6G6JAlFNMJdt0P59zqV8OLiJZXA5bKzZaQecZ+5srVvAGyXkSeyijfTWJcF8V0mo017PQ+cMjNRTgr1+PoR8z1fDFcZ8mHd1XtpijfcCjTalUbnOBtzVPKLe130Gna98Mx3tYsoqwFOc+AWJ6hOKQ+GaXJPwglv4Bkchz5OAaOPCqjRU7IEcPghi9HRodNhLbjiE10hOo4G5jlXqCRUb4nIzVNp4acWrA8ndw4Uyh0zEaaUlZdc4KEPrB1I+sq75H0P0yO8xyYiSg0pBrCtrHz3CbNLsFAPpiVDXNKfHN5IvRqTl+SSxurtWKdBp4je4TdE8lRqD8K5x0RMCMIO6XtoTPKwIT5rkBUPQgpdLRoTHaEYJNupYV148ldxEY/C3nI6sbwIF6OKCd18HPwzIQXsA4nEeEhzK5c7rxFqqQ4Jx8G2xlQeg8LQg7jDZkJYuWsun3eGZTgNwUiGXjOIksocVDvopVBsPgCrdN8KOZLsRObyOAYr6/PAI58HnhM2M28iJ4LOMjDKc11sQuFBPaXXcGKsL3SH7k6P3Z3U+x7ixtogFyWwqdk35tKukbyXy/TGZIom3kcApe8d8CQZkPxQe6ZUC34ZBlsz5/HwTMzE8H/VzB7QpSPR0ywoyNsOezpFicksT3Lc8oW1DC/jPCWcsGxKHCksBGgRXU2bllqOoeDoN0mOEkXIta/QqPh/atjUyY4Ihe0ctRyOIhUK853dDnkLpBhI3jUfgX7JvCeHEde7XILWyY2blDcY4pgVygXsqd470PMJq8wKxF9eBn2ZJiIgZyLrLJQ8Qrznsl23YlgJSelMKv0fJg/n/NVQFYerJQlsg8D+5nNXwc2MWE0YmHzWaKtqIjPSw6PZsSaglNGJeabmAGBVDPJ9Olhx+cLYSEessLFVpAMmPmHGtS3J8bjdDhfuNrSlpFERxbGK7IgeeV0gHXE+mpsaN7zCIIJLhzx1S8A8kInX6KAXWTle56+Eh6KIb8m4Xe5L6Bz6zQU7vPG+VBh46JLyMsl+O1rELQWS1L8Lo8GgCs5ex+KokFbn5Yfyt6Szd6sFmcrC715dtol4Gdz2hY583M/n3XGHlp3pa0mFnaiTXpLhu5N+Sw7sEIxJa+UvvhKmn8fbXq1CUt7xjXM0Un6NeWSHW8ZB4Qu4emqlEzJsYjISvBYWKSzIqVtp84vEbI4OpdxPUpGh6VQRBbuEFQBiinZisI9sik5CDmnDSou5+ko0aeQ451KP/S0Ml3hd0bJGTwoJY4NL7RM470GB5CrmuDI8/5sCLKc+DhM34E1FSwocvflY5GJPfIeu2tQmnBELsR3+IooOIXxC0qmNApj7rJiOAzWNSxqLyQqia0W9gJF+YDZ4z7gVXLf6HkQ/wy0HUi/39fPbSEdixwCLgHwHDH7B56Ax3gpjXlXvbLSunvPGVpKm4GIFJb6BHhncVCIqSFEWeXzIy7ihFEo5KuqKt6s+G64lfCecrYAn88thTkDnI4h79KxkSWVy9WIEJMfQqmBmP1y4a6fkOwijDDzHn3lIkwIpNgOaxSHvL1F0STc3e9uu2Vmpkpp4QVOmm0bZ+AHUJywQzRQ+5d5sQVh9Sqh+feCXEqzf5kCUFGcBf8Vz4rd7O4QvHVNAhkJp0yHhWxdRTm9pAOcddjMAPsFoRHr3NMc5PFjnruRCMkoEeLW9DB8kLUqADZOa2ihs0w43kD0brHioOf9OwnxcEFxQgZyQg7W5bO7LnkoW4QqLsMOCtp52nF/nrZio/ZeK/JQPlVXQBJTOgTPmADTLkxYkuKDRP2wcpajyxyx05Dk1Tewg+/7SQjbLE+7Qrz0EXk+6enDHlqje+Nk1kPmxsJBDR1rUZQbn4r0aIVCVQ7o5vLxAGUvQqYvxJUo59taYW+Xwg988nnbsx8fD1ARYrUoVEZmK05uI+bwwHmbPZAegc04BR5Ps4FZHA8QFcaeGklYXPL0tS0HyA+IzZs2Wsyzis7ys0qO4mhVKcKJknntKeOZOYwcV9mwlIfaZzrFBLocr5zPlKz44AbCK1lkWCrVi9ATVYebi8Qh8TRjNW2CBYGsyq+Rm0K8J6SVcFTUf3CRCxFU5LzZAxZYZyxnHUSwMrVabKLxt+apjkLs0SHxQV7reDOSOMvPIVLY/GgldMLWqSxdrqlwNUYVoLM+loDVUVHbV8iQLSYujefN5m6MY50zjoCrP/ba5r2u5ERG3N3WcjMYMh5BvhQI2mXY4Ndg/IFLKKRsl9qQA8cqWFBvlwXs3zjTzc2vAmWVeZD40UxnZGbr4OpBJOQQ3qJATmQe5GGkD4WTYLPsIcv9EPwgTDdAyfJ9DrD1OLL3yXR+nheMK0uZwU5O10SYQgdLoTMcHS/Myi/weoVPmoyA7eyNQlEpZBfwfsQ5kLcljVYKeZvec6UoUMdzvH+U/nibXiFpF3uhJjsZipfZXyZnPtqmJ0/qrJ6KzGw+MzNaKUS8+IBVPF/fXEhBPSo4nY8w2lF+o5V8iDOeqyWEeUIeTa1LXIM4txOmJAaR1j/5jDytBsKmnwb79QcjIIC25blHjK+Y7+mAZF2IeEFqqO2sLFJ9wxtshDekBTz1+W4cWo73X+g7iwpqLjd6FBE+fVgBho3eIn66jMfC9u55MJEcZizZq8FKJ6z4RThJnrpAEW5sZdS+CZC1w1rEqLyXj5/WH/cqs32MwsvaQKE7WJBcy1vcaIGSnEQLlq+BmHRIyaedLtOcSch3gpl9YkX8K/ZCWWq9nLBeBO7a1X7knIM/YfAZ16tyorPlKDWPkMjQKDe+PAuX+Ms+7CIHLAfe4rOAIpPzMYT1WLrdJE+Yp4v8iMP1rJsMBzm8rEMbLP4lLVCGl+e57sjHvqJ2bLwE2QvzwckTAvbO4KMv2ctOcVvUQswerwBe2f+40eGIXKA8Tpuj5VFzdpGfeE/0KjsOFraT5rA6bOG+78nVr3vz6sq+ihp/2hBZxmcy5kFKbgiUh01DskgPdoJdsjMWZUNGCQTGL8dJewVvfNGI2EUySA92RoSjHwpxdfvHwYPwmmFS6HKPnWAfjrQ2WYef+VthirH/vTxzFQ66WioBHYUEKw4n8oFUSQSeM8nbsNkDDpBhFsKnES96cTIRwWINZNXF89LpxlRHa9cPle0VnayC5NmzhJYGJSzUoW4eNFWcoqU6ii6PLODgW7E+BUJJgNVSGP1yWjNvhA108DO4a22P+OnAlvamsuYwBdIW0gxwQghEzhA6Pfoz+3UVEdaCT64c/wB47oUpgXLJ4mGoyiIjX1oDhM38WcbLxD3F2a3LEH0LoeSMsMfJ05aZCCJwKBZt5FsWTvKQAT4GTe6Et+TVZCs6esdiLxLOUjiluDuXcHDAt1tQM8Kv5TUZLRsnKcaX9hCFN9eut9oaip/ngGqge1krYUujcqYafrrfkQCWkwJmCeOvYzQsW3divzXvhYHQ5Q98BnsraERJWV0pR1S8jdNDQ5UlKEdvFWXwiG5AZdznLG2AAq8SZJitESqvNyfRa4vmWJ0lKdXVL56/dqNHjnUL/CRPLtHUTBWuXRbCV3++/NriqcKGulKs/W+F0NA830y4d4kvpKcMrKj6orzkIjbJ1bLlyBY8dW/RyZhrWomdTQHHhYRGs3FyKKEg9zB9Gsjdx/h3D4wvtPB010yh+IM8ovWQ5TAJivc1gN/MNfAyTaj37Xb0gR06nuNTE9MYy+ZM572DpSnx2IDlzKkBfuIicb+G3YOp49a4pAkNdm8MSqVTpXuw0Wibx+d++EJUSmPGdvsNwoBGvGVZIX+SZEC6Xt5AjcNqP4EO05YxsJJKzuMnPT49qsDe24Y+afwkqP5PEsDiK6bwCQchV3bTBmqOgdVwTnBqsursRv7LVh0SwIwxsDhynNY3eDxUnIGNdCDIDovOaNakpVUHLP6K/WnJxhErtursXUVehKdIuPCxzZgiN/BEX/HhRfpg3tHZ7iJiMf2SBDDsxfTAnyAFx7szUSyGZDoknPzWA/0CsshFR8yTq+B5aLaCnz2UfYibbdyslmh3vo7safm8pJC/zo2UJhta+TO6TpStsEMt9UDKaQg6B9kyyjGUFoC0qE/w1lyARhzVQNscGdfC0nOO1QvyzDISAe3uSyTrahjZedc4bSF7GiyIfRqCaNNAWSat+eilRT3WfZOG7Wm5UhQkRyGd+wUZ4G3iXLF6BFEfi5gfpSJMvgsfoZalbE+/l8V1/am2MuLK58m5kpxRaLXaqlKenYRlSKF+WsqSBlKa1i6FiIA1M8WBVskTLjIrsY4OaoBPlryDWJGxC+DcPQWr2TnuKg6I4ih0pnHpyqNK/FaIQ1m/3P09eOGZrgRy44XXcVqzPETnBDKvydTxQSWpU+h7NVabpvP3lrLTxvKj3nR+E1xwUTyTKQQIXXy8RolXtDffMm8+fS8ZNvOE7FrAuv8podU3rrtmz594iOwElcvwe40BHqB3JjtGTQT7QLIf6mDyunR4dn6yiMcTlRXtTQzrnfGQVs0BDOjkmPlQYANX+HudHZeHQeO5iqNCDK7n3WNRle6JNC8lEAk4vS5WhyLBRZsCbNjkM0YzvDv/wOdLxR9kEnClk2OgEhKrrOuUk2Oml8C6p5OxuTY8aRESBkSjgFP2EJlKDhxXTo4ZMEAKjcAxXlpprJJt5ZpRoOUjIqSuXjilT7ZpToSfeQb9EhGrnIJXBqavqwM3d6jwAq/FixKDMpxdaD666rfCj0hHzoAe5N0GoQ9p2Vl3vR/i2D6w3Qqv+IP3OGQ4cbvojKqkOnD0v9YKa5PZnNYaiihKZ1QhW6b1lxnylFdax2I/Qb+52Sglk/l3Wt7OV5ek4Of+GJkIe7c5ssy6GFKS2soHvNt0tKu6dMlljpLEWBcOLlK0mR8TyTp5GMmskiUm5+7bkfmkjkwSdEJsPXu37c0At1PYO4XsOgKHdTQ5Z+1kc9RcB8vJ0muMbJ6nk46uRwJ7PBwKwtxtcKp9Hrk5/Kc2GHlvBZ19QSOz+2EbeZpUOW/C2nMILNthoq83ebiyXTdJkVmLWT0P8va94TywK9OHo/og+j4SnwZtfnA/+Ljh1DF+Zshs0mCblZDpZCsgT6aWev89why7e1FP7uzffgwRfjAn1THcG8Lc2BBS+Ab2uVVEZYI8gjvYsUp6MoGVomtDB1jqOGDcgrxj8ig+ju02EAuDvUS/XPXKZorqQwHjGNEPxzDLBX0D2Qqw2Auk2skgvqHgrkubqRx4UaDo2pMdZCyzU56Ip2mir4KYR5FSXGeNaktGuo8rH8XntoTjTDysrOFSVJ8QcOX1lDdoxrMPWRML6Zmn85mBO4v+nedBqk8hfEWeCZOXLhS21oMcU7zoSGSqP/kOsg/iKtK1bYWiYFMewgaG2U+RCwoYVz7eWt5c4wbH/bGEoBbpMiZDtDgpwS9asAjq6ImWlSIqxmwI1kUm8Kw8PR6WXxjoaOHxsnoBKGceMlfavTFPrHy4IVKsxZzlG6G/ZcvHIkQL7BAmJaniJUDNhWnSBYU6esFS4p7uwUIPD4Wi+yhIDBfuQedheCKfEDue7l+EZGK1IwToPNYj7jAp/fD4GVAwLbN8CXsFP4yyj7c1lFEgrZXBF1lozHwDkf4d/xAWi07DByxoRWEvJBWkeFSxYYWC0Z+SZx7+IeggB6MvejIolV1QGvQRrMdrZiWRg7PvZijZCCl8socVu6D8AId1Ga+cl7BsU4oz4Rpv3kZqAXtRg8XSLM7aPgmZ3izTIrn75wysnNPWJ/bwOTTOAoKDlu0a2ENaDCWpvbRgEIR0Y59LHg46yFwHS54FPgjbjoIledMIu9DpTaSpxMXXw6yHPCm+J3+M84rJYeB4LiUDgmZDtmW9sgieyPN8lT6NlIJGRHpNZA7JwMTYPSHthUlrYF+n8Hcmh+D7HgcfYuxr3oSGDdZ2YB/75Mogn1UsFCUjhcwNyJAr5xBN854S5sN7v0vQPewQzBPR3Ol8SqQ+/uMBo8smXjBYESjneUaQAvZwOIVSdeghqIZr4vDocrmhOcYHUdAbxOJ8zT8Ih+BXX8ap5Y114BoTXMlxkFm6KkzgKXI6O9uGz0SsTO2YWK4LXC0OeFmX/pDDfLmmtVvGQNrvhpJuDWE6MYr59WDzohTFmVL0FfjBM4lRJO5XNlhnhIp1SydmgMcRfw/cl+KiGOV0kDHX8w/hPEUu4c0MiDUUqrMu8YR7HXKQKTPAftp0ryXrKFQnM98snCJdwHklxLoiCnl4vHFAqFS0pkXhv8RmaGZLHt4KttjC5FTCgLmWYQet2pBfFIFlKuqxk2c1JGooZHUQzLoAL26ZjvhSsmBBCnMGKyx/2cYfUKdf2wwJzu62HF+5g41ytCqYDFOa3PloqYjiCBZ0PQJtNFHpSFG+y5WYMC58gTI1LSKHI8tPoDVBC8j6PBEyw2jvvtNCmDWZmF75Grl3n/SRtSEfQpqBz6BBNQAROeERRrcst3lxcPGesMCpbUxVtDYHzrP4oHqO6ntBHjEEVgtgry/izLHfkerEW2WvwbgEB3LVBi8trc2tnpyH4o5GCBc4RFHFL3vwASVeNv6O8vw5982gOjFkNnF/vLMyeuqL8fBQ21+196e5uKFs47EjxAW5RVGz8ECccMweWlezEbnecESske/+zFee1Jm8IDWmkU6s4dO8C+Osca6OmAEv4nRKp3lDlaJ5WtFp3uzT4JRlifLk7GdgxoFjNDwLQS+WCaRLOiym0KNfroHNtmqj5Z6YWvBNdTwvnUUVQZg23kJd0lXeeJunbLy9jDIFHeAdzD1YMpM33r7C2UvBK4033h5WQvI25DkAb7y1kK6iwpmMwx0h+nnCet54C7zxdvbiOVCyRRgT04ZtvGXTVKGPsvHWS7fsMWXjLVynCS5EX+3BG2+nNmySwSdXf0AqjJuvs7LxFnjj7Ve88XYpb7yFy/IElCOHEv3zslBPd7UMIlqrPmPLjkKPOIehRqfVHJyDI7c45FINLZpSG+MKHcgJERa4zsqSuyXJ1jNpu8W8kM8/Qr5GIQ+cDrLpgzedkNknHBtIOsyHbny4ERJJPnh7QoJgIjBeD6Gksrb7p9k95UdBWjQhVshT9bP3UYAh2OQPaeE05fkuWr6SamP/tjq3OJwgHphNbnGkpTtuYrQMfB8nkDecwDUyiLiMLx1jEvwg2wX9U5ml7QiHzFU+YkrGL03gKTnUwYePMZmpU2SfKW575AnKGyG6pSVWxmxBSupZCb+N1EdUwBxDQvgDF8IcwHcLs9O4UKsFuoTJysFtoMg+KQ5km1nLbjXpHKHXj11mxhFbvzypDjzcwT4dAmeAbtpMNhu+grLP70WEXhc4uPKwhStbvd5okFYiZBOngweUV8+kNPCY0wxJB3jxLJxb8OJccoujnSIUMp5QK7WBzUHyGGJrxH55UuQRS+ky6EqrBYeQWlCqhbWh5DKoa9ZC2RxyKGu8xNj/YYkWHPwcjtvybDArCyW1sjTGghMyBpdDKNh8tu7tioPjxRrLSnEYfbi0RmHOKij9ARSk5buHec7J2LsFx1rEQ1jGpo6SKuGpxvrr6kJwkNi/6Piys4z9JA7YLURJLKesGiy2sf10k7L16AMy+tCx6iIiQ3ox+KWiHB/SGhTmAuOe2xoMobueyGTrbHp2IpRkgSIruORKl4E4XlT2xO6zC4CokLm+EZOB1oQz3ArJ4ZFsArOUTyI/QwqEkfK5RVAmLesIlwHysSmf5AL79OCnEYc2fXhfjkFsjn7T03vDC4iRtO51ZIkcxPt6O9zg200ajTMMsWAOSha8UGSJA6KBe8rrGrYUV+pLaupK9bU15dUNpXUatjgJe+2TYnGWTVSk4XxfBlp/esSyxzFxP0MbB6xlOHR5DNxtYf9r7tFoVHk1pBNCs5JXsq9jQtRu7n1GIxm1BbfbfWibN5VuW1dTXCcWk/6CE+JtjsNgJ7QmPrXBQa5wjRfr2yx6OEs12lXuaXMXkW95c59OWli95bZ2X7m24C/WFVnqChRb/Xm6mSRnw8lSKw+RQUTDJKpECBcnNmJFSxUgVjrQx8s4y4kyJPY0qTJO52BPYo1tlpACeP5KkYfHpsmzn+bKjYrpMmp8ptiizYbCBdJaThbhhTJO22K5GL9EnPDCpt9lMvDqPdJ7Nl9GhFwll+AK5NaIQnlyVhFrs6zRsFwpV+6ZmDeCCAhTLhzseFm8UgbHr5bBV2rF8adseK+XYQu3sGFWUEyTdMLfLjXxnRxVVEiDe0CoxXtBeKLvExolb9u5Twg8vGfpoIxCd0jGRzwi3EU4/n6r9Nx9UOxdghNyl+73ZPxBCvPwqFwNfUyYKllbG40WnhG2DXgWhGv6cxyNTqxUnANxuvR5cZ4LG/lellGsXxWbxzh4/AW5NbOTgwWK0+fflHs/ST+/wjY3sSHnmjhnBn4oFi043Ml1drwQu29+RO4BdAoVwvvsPsuHbHGQjx4QPp0fIZB36k+lU9LPAHhTyk1gLRT+CeGfRWxb+BThXxD+H4iDl3+B0Ce2ecPnCP9KJlmEf0O4hfDvQP49AL9G+A3CF/KorN+J/a/kdcYHdv0Hnw4J8EeEPyHQ2aW3Ef7M1AzwX/Kgqf+mrX68lY+mB+IGlkifQ3hB/rL0pcsULkb8zxHz2t8VHyOeZCXH04AJVP97LKRX3KC8gn8NzfuWZnBea261BnxMt1nFxf6Cec08zMzDzDzs/zIPs5H8wI75wfrSGv2cLfVShrEx07+Z/s30/3+a/m0l/Tsg5NY0ltYh/Tc01FTTG7Zm+jfT/zegf1DWxlT/nVQy7rmjv+jo2t/LezE68Zp186i+Dqfovg74H06PWliLg8N4N/6fbIsY3zRgTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTuZkTv+zaWisgpESRQgwGFJGfN6zv7fDYpT3RVSBVCuDIWAgwoBjKsU1F29RHAIt12EAN7ABcSCuiJfB6Rd/tDaPljmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZkzmZ098uLUc4eby3g+ICHEZYhPDgaC9oH+Z/XX85AV2tvR2myuue0MfxCA6Oof72943RD1KPDS9vC0LWPC18VAMQm7oOXKnQKeAAsNiJnodHgiv9Azd7+UY+gGc77LXTjNcDlABY4b2lsA+qoAI2gVcaWCVqV/uCw0otwFaADcdB/2BvR/v+3o6TYKerwtxlmyjkwpzAACgDC6eAJyPBG+/6Ru+Ddf4PWlfgtT/CAwB7QyAwzAfGAQQD7HpENiDb52cl0BA/EyYBNAPkQhHs4Qe+M09uXg95kI/1uVM9IX0dLvjfEYF+ry+tbCjWb4My+byksri+Xl9dXFUqns+rK94I0NvxfZlfPC9fD/J3Q82WkrLSeo4X4YfQ6dw3LC6EsZ4m6NFoOF/vCPlqa+rLG8prqjHr4N/bxO8WHC/qXY3M3+TV19Hr0cdjSOUmuQwvl+6vq9lSvb68euO6mib9tjiAfxjS/k/k7x5brNNFlEe/m/FaqY/KaZvUNwxfOF9QX0eRi7Ed6vqa4qAjFO99QJgS3NfRitCJ0ItQNBl/I5xF0CIkIeixHGrfTxE+RvgZArXvJsI/IvwTwj8j/BzhUwQdghcCYYwPjblsA2EMxdNAnIRAhIkIQQjzERYQ0iDkICyUNLgYCHMAliDkMQYDLJP0dQ/CCoHpXDYlwn6nm09YtXiJ744EETekdpukqSl9HZZEY1HiudODvQP92h0gnlEKlv1727WvQ3k3xA37w804DhtLy+v1W2OhZ+mTVvRb52Z8333IeBA99fzhSauCy70dSbt/0WGaC1hQ7BHLGln3y1+Dj1G9y4prIdWit6MF28P4L9s1YUg+Nd0w/st8miH5FHx8RebTupumk4biWn1DOVGpyBfjfme8b4rFflfoxMN0uWr6p3z9k0yX2+Z+B/rdZqSnLnfjOPa4D6anW+7D6Ynxy0Pk61HRmx/jQX3DlrpSPbeTcMZSlHsSaaZdVQ+V3+lpmh63YT+0yftlHmPotzjj/ZMeY+MvcAd+6TTkd0lNXanSXyD5yAdMHH0dbYgr3Qj9CLX4jS0IOoQshFxsTzMCjeuPEN5FeA/hffn+jxF+QuUifIjwEcKfEf6C8F+y/y7h/0lYBvUFfR/1nZWk71T8PUnS6GSeBpE2EYifhfEkCBAhaT8KIZpwEQG7GKgb4hV69xT4biF/38TfTjrj+PTjbw74ozOOt6n5aBn1F/QOvBeiE+XqR6E3U+WMNC6gmgeadEZ8atENmQd0pvG2U+YL8Rgdb7fJcnXU76p6Gsur19c0Gtu1dFv9hsrijdww4tP9OjE+/SufpGogy2vw72MIrQjHpUz1EMIJBJKgvofwiCw3My9tDoCRH1NS5lH6rfcbzF97sN58L+Nz4tMnVb9pXM+qfnd6DR7vbnrmbRzvXi8x3v1eo493RmV5ySbVeOu8RbnNo4y3I1ZaGy7Kp/kiC+edfDkXKb/LhvzuCjPmbw1F3FQ9p9/6Ib9vTjbmD0EazZ1sfM6/XQb/LnI35iee1u5hfE6/u4b8TtKpysdnWTpVefg7f8hvrfxep38W87EuXDxXfvd4DP49Fjnhm9J9AkIiwlSEaTTnIExHmIEwE2EWwmyEZASKNJaKkIaAiAlzSfZESFf9zyC8JZwfowzDctn23o6mKX2D8LwIhO7B/Hx2v51uU29Hb6zIo1PkSl+jPMf472ucX6guwhnCAxpbGi8aA6KHVCw7VeJrHQIRboPUKbYSfVPZKvonmlLon/r6cRRKlPcp7UPYj3BAJSc57ehlOYmuY5BOy7wGf5+SSscoB6XybHT3cpDSnnY/IbcRrffidZefsT0oH0Uwb50dL/rRb2S5baztFfD121vkL9pL7TiJ103+Rr6UV9NQ3FA60GT4TOH//t9CuzWp36jdugDRbhIRIAJxLsBUPyfw76SAkdurlFcmy6M4fLVYXnPACP2QIOieyimKGC63t8tyaAK6idfdrsZycsurS8qM3cl0/3X7r1nO8l+3//L1op3EJ1vpWm9sJ8sVqnYWK/xD/23gq+ClX7fdToGi3TbEd/A6JNDYbtLPjaMk5n8e/8Bvod0WzV+rvxOZuaJei5CKdNOKOJGE/diPcBt/Z+HvHsSjlkgBbrKNHiBiQN6tPjvWeepOevS/IPw/4mEIv0DoA0H/nyP8K8IvEf6NdBaEf0f4FcKvEX6D8AXCbxF+RzINwpcIv0f4D4Q/IPwR4U8I/0kyt0oGj9GIb2t2No6XWm5sDzWtb+iDxqaH/FqhwyDT8mpZkJBXaS4bTV4NVuQ4nEtjpoyoV3VEy/tdQWPTq2ZKPaUL679NchbKYVkIPQj9E5E34/+zBFieFuFu+vtu8aUQYS3LB4L+1wEb82C9pJkN1C/UZwjlCGSV24RQKW0OLP9PkvJ/8Oj9qdgxiFR6Jxn5eD/KEQ5S9xpiD2P7gi5YyHmtbqPLzVRuUrCx3C6XweUWV2+sLAVhh6Jya2W5zcGjlyvmBeh4Tn7X2WCjnD+avaMneHR7x2WZ73awabsCt1fPVkSB/5PHgP+xws7H7XQZzd5hbGfTCOVi/Vsqi+v0W0sra0rKG7Yp97OCTefvmjw2e8x/jWB3uX1czKcnh+hHMU0xnNbFDmm/xCelPxX8Ij02VUWvSUFGPXY0fVkpx0elD7eo5Oj+jb2D9OH2KaLcrAd7R8X7aNV81KRqV/+UsY1nisL/QsbGXxYr/C9kbPxyNc0V+FG3UH+6ifyH7OJtyJub8fdJhC6Ebvwdgv9TKQ+2W4tlJyE8he+SnfwMwtMm5sW7ndc2I8EUWfR2ELRiPQR3o38dHaM94CTCowinEB4jHQThCYQnEU6DsJUN/bZnVHa2tlAjXtwMGsxn6orXl2+pB+br9K03QwWfuRU6Op9huRH1oKuyj5zCTPOPofSbFDY6n1H4QVGYaXwQ7ZWMRsoDdL81bGz0rMy3rUFjs6/eMlFusGxHcaWR3ViAJeKNhnFkSDnFpvqh39l0e/PDx/YdT4/Q3twRym0PN/29ygfQeg6P/53ybZPj4yzwpNbZiCdjl7etvpbc+rXlZK2Y/r6ufN8fIeR7O5IbUB7WRprWnxLkmgzbDSO/BfneSpDJ12332UjRbqL1XrzuijStT1G79yrzSOS3o09lfY12Dy1fM2L5f7It+hrlz1blpzWvK/if+FcXwjWEtxB+iPA2wjsI1xFuyH64VdHbcXNqH9uhFL5KdiAn2d+m4vZrVP3Yje91SxtWorzvdOSKpv/wFU07/lfeIX2m7ZD4nZMg6mO+kNjXoZuG70ej7L3iBM9Vfqo6WvB+7pdf2P2Hgpd43YT32qJFnX9W1dv77A1t7XM3tPDqDW3RwhNQi3mo3q5Xr5OpAW5F93Z0IbD8FIOyfVMvl0P1WqjrJfsbPu//1Rd2lgpfw+t+zKuLEfWSXXOkem/JevvfHV5vF77fI8uhejXqeknvwPu5v/7CTrlP12V4r1XWaznK9xbFiHrb/3F4vUnY31myHKp37+vF49X93E/fi+CVC1ZsJ8drAq0c2y04KSj16s/e0KZivV2y3puyXnj6xrB62/H9LlkO1QtDxrcM7xMUuct5Aq8JmmW9FjCOv1dH42T5Q42T1Q81rQhUb26sqNfpd29plHrfl/XeykbZSJZD9a6rKa7zk+UQuMX1dvQuO8HygjV2alloj9ZRheO38L1bsg350WKtg+ArOYn0Ig4nXHpXS3bhW0hzqb59HV+F9Wi/daeVIcyiDSen/SqFXYPP37d20CrtMxgMewg0JmzaqGWZOFjjbu590/eR7uIRD+O5Xwe+TK3LVqse7G2GlJHL+59JtxP6Ou5+qJS+EpDv+xs7+Vyj0Qweu5DosZdPqTtL4OKtRPEejb1S8dPYVgKNqXZ99JBdf6axrhakj58mCBigR2yLHss/uSDEvmcInTphfQQ/U9bJqX6EENmOn6v4UhHSaS7RqLWgU+pD5v9fCDr9KtbI/4n3E31ROUSnvx2yXrJaY/T7yFWtTyjrJblrsP4wsNeVgz3pJE+hvngC31m7KH3Z2hUL166Yv2je4hVrl63MTV87b/HcbOjtTabydiMN7cB8+eur16c1FteVSp1G8Jw2i5BP/9luGM1h/tpaaZ+d9VmH0zzsayQ2Zd70HCJflA1Z58zH38p6u4VqnlV0sdupfcO+b6Ry6F3lt1LOaPPvlJLiKGX+3b9J9BfrTci72p7q7WiZJsaDfT+mi3YQf1TmY92fcZwaejtipolnUxS5HseO5nC6T+MXqWpHT+B1rVPQdW0uAuFBaoP4/i6dmJ8UPKB2tOcj7m03ynGtwb0duu8b18eIh5Vi68/e+iebDBVut2K9rdOM/abwwQIVEZTfd9OG7Gu3kvo6bieJ76REcv4vHAezWE3ocLY71nts2LvDPc1I92D4vVuWJqcATNvfNnFv3kjlKaCsYCl+FvkpfR0FEtT+K4r+rfxW9O81FqPzPj/Zn+o+UoC/ebKpN7e/TW1X83lLWc/8B8R/O6/Bc8gty5HbYYl5rRCsEWwQWmykfDPz7visOf3PpNpZfR1kEypDup6lul+G41U2czhdt6jybDh604bWttuRf3U91TtA1xYSD9W4qKShPoU8F04TcyaycsMauead34x80EvI2zCEdtTXmuF0nCoAcVUjeGnzvHWa9n8v1hCPbpo6HA+pDwbpuRai7ZaqcofSrsK/rEysUA/0FdZ1cqoiRw9uL0FrMvL+ZDNdfNeTPsU4hmo5gCZRO5UfFNk/HaXPh3StMNLTH0/ahclxp//pK6wYvW7i+BMQ7o/aiJ4/dQxj+U5G+0N7stF/T8FLpxGKOvn7k3bKdxQhjSt+Ocr8nqymDfz22pSxze83UX66heD//8P5fZwJ+u9Cef9tCUp/k6zXOxd5a4rR3qPY34fO/3ea7/2/w/N9yDwzX/sups55xvk+SXU/H3GSYCzzfT/lm2ek89Hm+6F7CpgXphjn+5WKHTOV9N6+jty5RrpQ1uOV38p6POs9pP/h3LoTZQfSk0DKDf3Y4D/vF/rRN5EbSBckuQFs1rHccNYEPncOuafMC8r6myJHTPmGcsTNDOSrGSPLEbfxmTbTTG/f9dSSaVqOUPyflN/KOrHyW1knVuQMZZ14JDkjXOJFuErOSMW6Ce4oZ3SNLmfoMr+enJErecsS1ToSRBvtSWRnID2AeINiv4iZeF3rhFA78fqAXZf4QXug+P1aAvKMf/3Cjv15F4TY38LfSVmink1qO8jz72mcXnhPk4tAdhCyHVM5rT94j5tBZSjlwMo/2p3FdlE5ZE/ZJcuJCfhsoK1OG69yOZTIntKOv+m6CdufKu1lNF4tC+VahVxXobJuRvRovqkN9873JB/Bkbe0VK1XHLqiiTl2RZPaeoXbn/SS6P/cA8IulVAu7FLsh7K0r4NsQqnzRT+sH2SPxPfIXrQN9RdraZ9a1tdB0I33FcWJxr33el9HU6wol/A1BPvZV+I8ywmf/rMd2fsWY8G/eFK8+E398yj9WjVvlCX2dSj2sqLmmwN2xawFKv/pHLzOMf6muejkst/Z9S422mdN2T9JlqvFvDp8l76vG/vLVz5Xfx/ZUfvk943kJ6Kst9CaCPlZdMmTsIskI7gttp02K3mpvrMLRH1eQ+qj71XqA5ZPrXBYiJQ1MK+0slK/YuF8fVlNw6bSbfXkkTgObg/oM/ZSnlX0GUoThtij27Jx7LPFXM32Qrwm6MwWfegj6aYI21d09obW6bkb2ubXxHoV2b6Jbnp/NXyd7Oxf/smO1qyoHMWe6aeUg/DTeLFuFK/SV6aqdTUcB33O2PQVPcoPTUijAWZ7JPPxTqT5SxLU9khFnrmTPhLwHdZHanPN8tF3MfXnGvWRMNX9W8h3CcaijzQjX0haYKTj0fQR9f4i2yd5WxEQ79b454AiG32b9keSAdT2x9rE4XjYn/u3sT8207rQKPbHVHyWO9VMF9/11Lx0sN4wktwfIcc1QiX3J+G7BHeU+9tHl/udln49uZ/kJxiX4GBpO7Ic2jJffF/XAybkUJQna/F591IhDwQMkUPb8BlBsLwfUtjXkb8W5fuNpXmlxeu3KXJaWQrY15agjILPFqpogPeCodza/vp1bf/F69qYC9e1XSq9hPJoM27a6SyEvddWdT+S5f+qqJLi6prq8pLiyqjl1eUN26JyirdUl5SV1ilTUuSQeXKkaTTSBC3fKV8utv2W9W/thuYpgJXu3P+nxbe0buzm/klFmZ+B+jyyunhreST7kbZjv93agfewf2i8e5e8N1DW2eVifOyHyhOL0yE1V8nnspTa1YN5m//0hd1IMgLAI87Bo+GhByygcnT3oEzd42Vvqgwup3wxBI9YB+u+9oRvtdpAqJXtV8tB3fcL/4LaF26+otz7QKWXKLy3CJ/Te3r5/9bz4n/3c+J/rfyv0FfZkN//G4n4w60//mRAZ9aks3s5tK2gfniFxTC9pONvrnumpil03X7ssrYVIeb45YG6j1iCf+0x8TsB609CChrJTwW+39vBfhLST0XNB0jXbJV8AKK3Vq+PqipXxr9951VtK0Lt7qusXzit7OtwrAR7eu4qgQrMkXyLIOaw0F2SkL9kSf+N2SqaE3g2HvQf/souqex3dl/gS7V5vxnA6zJ8L1dlx9E3Ig9BGmpbI/fVYFuL2CdD8K2uskdG5H9Oy0bmf7X4LaSLk17N/nuzoFTN/0LwedL2vo4cg4/wg8drHd5LXSnKbH3kpt2I9co8+kPD671F9eaLcqhewudBfBfvn9wt5hW2v+B1K97rlGXSfaXe3MNXNP1Hr2hqj0l+r9S7e3i9RauQ38tyqF4ra1t7db06fJ6L3xibOHUa+2fitRbvxawSZf7Dp+PvHel7QeapNdHPN/EZfTOVQ/UmjPvo++p6W/F+EX5jXkj3r7ideN2M987KMr9MS6gdqd4mmUdvot721ViuLEfxz1TKaf38qqYWof1frw5S72o/E79/ukmwZMqfizx9qH9mZ4GMv/O74fSkfFcZ1k8Ail0drwmaVxvlwoH2YL25v8Q23RL2r1wlz/tXh5UfgnVTn1I5w/1OUYfH+72qensoH8JtE/W2/dtVTSvWm/rvot5umaft5vB627DedlmOqXrz8Xl+gbHeLLwmqC0YXm/PkO9NlXliTNQLSPchspxh9ZJtbI0AkPZP5p7Is4oQencJvkVyEPEtRe/OUvmndZGtDcvWD/muLrzXJe+DXAdR3q8d4rdGfmpNvzvOds42lIVOJgp5SLFnse8Z8mCCnhWyP0KODdhrffGdWw04rk04dqXIG8pFHo5j9uk/2dzUGOWms/itZ9cY+5T4gaaqfHuRCo8PH7hp8wucaLXIN3UItAYdUrXH4mlrUV8I9luEBPV30XcYpN+f8l21hUIGHInf9zb3dSjt1KnamYvvEYylnV2Yrwdh1pB2NmEf7pQwsM6LvLMI5Y6swsF+/UPHg+bQ0drdcp+x3e0q+6MW69KuHVu7+xE/yqRcp253PraxQEL+8r5h/ozsh47t78b3NzSwk6aW8OSPtE+ucLAd+ySWf3LtcH39N6pcnc7vayiuRQziRSqCW1GPya0YXdXfQCeVJVKfjle1o71EyoCa5RpT/tog+1vIfd1zvh27/De3698uQl5WZOyPJNk3XVV37qOIYqSd4uGy751SJb5DQP1kMcJ4t+DzFlm2U5nRP3/oeD9LX0J6V8nI491Z8M3H20vKbgodEV8W4z2yf/63vw7zzcf71jrksevuvj+a1xh589B9kF5DYGhyQj6e22Qcb+IDqchz25DHNxcb+dfQdW717x7MS77glJ/wpezC4LHuxPHvlDTYv2lkfDlLtIpldSGcuGgaX2obvh3+oNjEqE+aFToZAV++q/xBh/1EMGA3rZcybv3ofdSE/COpBmWW+uH4ovSJZgR86a9E3KgT+KKMP9lWejai7FUyNnwB5Bkkg1B+wpeQd38yaO/OLfymW6Wjzyc/RXzxx9+9WG8/wrL3fmJy/4++/NvjLw4ShuKLg+qZw7BCvjv4koX9RDAwb5dJ3aTszn20E9/bufHu55NL+A4B9ZO1Ih/h2LZvEnLkWPClF/MSj1HyN2N7u5qMcrzyfhLeTyoz3g/Ba4LcsuHyfe7WH2pyG3+oaWsS+pLSB3+Uzx8vFvyM7ZD4zEmWY2ofXTveb1fV20b4jdBtot5WrLcV663dJupVxuBLE/U2I+42y3KUetlvE3lgQYnoj0Hfj/mTylXfj9cEueWD23GS7g39fpknNeeHmqHt6EE+QX1A5ajbcRZ/n1XVR+USnFhj9MsyRd/dmKe7fGz03UVjv2lk+oaqb28+UOjXKC/+fdF3CPYTwQCfr5TXlXfuowJ8r2DT3dP34/gOgZq+aS6o3Yw0Wj42+m7DvDQnKPmLsL1O9cPpW4f3dZXG+1q8JoipvDN9K32g0Pf7cv5h+w8+I7mEyjFF3614v1VVbzNeE5ytvDN9K2PwpYl6ixB3i2Q5arpqRzn/cKnoj0Hfj/l1Varvx2uCmKoh9F01nL4VOlHoW90OPdZHfUDlKO1Q9P6cUqOsQO3RVxn13LN4fVbVHqqX4HCVkf7V7b+J92+q8nfjNUF/1Z3HT9F5TI3fSWx/kSzH1Pjl4vPcamO9qXhNUFZ95/FTdC5T46fHftHLctTjR/IRyUlkXxn0/dTPqnZ04zVB/5B25NcMHz9FLzY1fk5Y30lZjnr8FFlPKZva01ttHL8yrIdgwP6H1wQ5NaPz7xZ83lIzNv7djLTdunlk/t1e9+3w7wn/B/j3rVqUe2uN/REi+6Z98537yBfz+G6+e/5dgO8QqPk3yWa0ptFcMzb+nYt5SUaj/Gp878Zyuzcb8asTrwl6N9+Z3pVvNkXvLdgvRHtUjil6T8XnqXXGemPwmiC/7s70rvS5KXqnOclJlqOmd+LVxLOHfT/m61a1oxOvCXqHtCOrfji9K3Rhit5prmqR5YxG79SenjojvedjPfmqeZXqJZhVb5pft+D9FlX+JrwmaKu/8/gpOqgpeToL5VeSbakcU+MHpOM3qOKEYT4CXcOdx0/RgU3J0z34fo8sRz1+ZP8gO4jSvwPfj/laVO1owmuCtiHt0G4ZPn6KncKUPN2F9JIlyxk6fs0quzm1p7XBOH46rIdgYP7Ha4KvGkbn10mYJ2nL2Ph1DLYttXFkfl3U9M359eT/I/r0ya0472419sfNRnFd1HjnPnof33t/693zawcsm0DNr0nWpjWHmC1j49dZtJ60WeRX43sTltvUaMSvMrwmaG28M70r32yK3pMQZ4j2qBxT9N6P9/tV9fbSfIKgbbozvSt9boreyUbQJctR0zvpzqRDD/t+zNeksiuU4TVB65B23G4aTu8KXZiid7IdJMlyRqN3ak9zk5HetThOBEp7qF6C3zQN5tfkG0E++T1kS1d9Z/4O5Pc7VPEbz2O7sT9uHhfrZVkPYz80owzfbGyXgzXY65V58z3sI2ewb902fBxidl7Vwp6r2t59Yv1S5yxs7q2HrmqH+W9QbAn8TipHPf6tWH5TCtj3j6H8k7Gi/OaPhpdPvha0Rto/pHzyhSAfCV3+4Lis5DNAvgSpu439pV4nbsb2NqviYdTiNcHJ7SbWiREPnBAPehoFHpTJPF8o9Ir92W8l2pmKY1E0D+ypHFPr07fx/m1VvbfwmsBpx+B6k7YNx7/e7YPxT12vFr+zW5ZD9ZZvL13rJ8shKLDpHcAnxptd2J/nBZ4o649tFsb1xxYsp2XHkPXH+Oh/MbX+eBvzaXf2dSQPWX/UYZ2+EgbsWsuRL2He5h13WjcV9DPSumnzI8Z2t6janYplEwxqd/nGMlPtbsd8XQgpQ9elsb0REpR2ke8c9VnSzm/W7pAnjO2uVbX7NpZ7e2i760vXm2p3GbajaRedSTC43UnY3lkSBvRULLMW297/Ddvd830VH8V2dxH+7DLicTteE9zcNZx+upDOU5HO2/cLOj8r8/SXCDpX43Hz+/hdO0Q5an7O69km2u2k4rPtpVe1zWsRikQ95A80UC5ek49P025j+5T3nCquatvwPadi8V6T6j3yeSJfqHYT7/VsvKrtwvfa5Hvk90TvjRYniP1apD/WvBOC/vgcgj14/Z6KHyF+E+hPmJLbeztSMT/BgP6D1wT5e4b3/1A/vBCZR/HD+8Nx0Q6xfwqfyXKG+ivV4nfkEhw1fk8Xtq9Lfs/6E4PjFMZ8flXjRKD2b0K87vml+L3zhLHeAf8vrJ8ApN+ZFq8JYpqHf9cw/y/5nrLfTf1d+cgDqY9jlHlwiL9bK95v+ZGxXrpulvMm3SOYPZL/l8yj+Pcp9fb4fmJHe7BftB4mIXMwU41Go0VwsLCwcEJwRXCT/53oPj2X5GdhQoRU3JttMZ+jlZWVr5fOszE0ZPKV2JjIz5KmxRvoP/2m+/Sc8oFwcVYvCXI5VBfV6+bmWhIXF3VrZf4yQ0N9teH+++41nHzkQf5Pv+l+fFz0rymfbKdWVR6105bu+3h7Nc+Zk2y4d+8uw4mHjhiOtx4yHD1y0HD40AH+T7/pPj2nfH6+3i30nmyf0j+Obq4uxfPmphoeOHjAcOTIfYaW+/ca7r+/2XDfgT0DQL/pPj2nfHPnpBg83N3K5fdyP1tbW+ux3bd272o0HGzZa9i/b5dh3707sf4dhr3N2w3Ne7bxf/pN9/fv24n57jXs2rnFkBAf/Wt6X46Xo7eXbsfyZYu57j27mxAaDbt3bTXs3NFg2LG93rB9Wz3/p990n55TPsq/DN/z8vLcTuXg9zrj+Fyrri7DerbyewTbmjYbmhprDY1bawaAftN9JQ/lp/fCw6bcoHIId2hc6JnyztYt1YNgS0PVsHtK3m1NdTyuEgfdpybG/WU7fkN93SaGhvpKw4zpiSMCPad8dZsrDNu21RnofSpHadfm2k2G2poyhs21FYP6SAGl7+h5jcxbW1OhbpdzRHjIj4rWrjZUVW4wVG5ab6iu2oB5yrlepZ1KO+h9ek75KD+9h/11ncqh/icczcnOMGyqWG8o21hsKC9bx9f0Tk31Rn6f/tNvuk/PN24o4usF89OVcWQ6tbGxDkpMiOlfu3aVYUPpWsP6kjWG0tLCgXIrytfxf/pN9+k55Vu5UtCTgl/ktk1t8/Bwq0yePcNQXLTKsK549cD/knUF/C79H7iP1/Rts2dNG4T3anr09/M5MnPGNAPh7drClYbCNfmGNQUrBoB+0316PmvmNIOfn88hCwsNmVxtVPzHUimP6kG6+CJ9XqphyZJs/I6lhlWrlvN/+k33jXyCyzHJdxT+Rd9PdEX0QPyH+Bf9p990X/aPo2yP5Qj8UM1XHRW6UPBQGfeR+OrfI5+uqiw3PPzwCcMrr7xieP/99/k//ab7Y+XTC+ZnGl5+ud3wwQcfcBkE77333sA13afnlG80Pr0wZ77h2rUuw7vvvsvwox/9aBgozyhfTnaWST6dEB9z66WXznP+7u5uw40bNxiuX78+AMo9ek75zp9/0YD0N4xPV2I/UB5655133mF4++23GX74wx8OXCvPKB/l37SpfBifPv3kEwPvKfDWW28NA/Vzyk/vDeXTr3d2Yh9c4/z0/06g5Lt48eIwPn316lXD5cuXDVeuXDHQ9briQuQJa4cD3qfnlO/SpUsMQ/n0+fPnuY7XX3/d8Oabbw7UrXyL8s1dXV38vBO/48KFC4YXXzw3jE8fO3YU8eZlxsmOjg4uk+pU2qm0g+7Tc8pH+em9oXx6fUmR4YUXXmB48cUXOR+9o7SV/tNvuk/Pn3/+ecO5c+eQPxaa5NMPPfSg4ZlnnmF49tlnB8ql76f/9JvuK3nuO7B/RD6dmTHP8NipU4bTp08b2traDE899ZThzJkzhqeffpr/02+6T/Doo48a5s5NGZVPz0lLNuzZs9vw2GOPGU5huUOB7tPzuSQ3jZFPr1qZb9ixY7vhwQcfRP7wMP+n36tW5f+98+m/ScK+sNN5emwIC538Gvbfv9CcSP/pN92n52Mpx9XFeUliQuznixfNxzl2BcsAJKPQf/pN96cmxv4b5RutHG8vz5q5c2azHEFy3EhAzymfr49Xk6lyXFycFhHekIw1WjkKUD7K7+bmsmJw/1g4IO/4fFNFyZjKUWRPyj9taty/0ftKWTqdR3nu4gUDMurdlEfv0ftKWcg3LpauL/xaZdF7yLcuK2XRuNRt3nRX5ShA8ie9r5SFMvKfG7fWDsozmjw9uG01dO/P6nbV11V+rXaRbKxuV2REaBfJtF+nv+g9dX8Rji7NW8j6xN2URf2yJDd70DhaWlpOSJqW8EV11cYxl0f5Nm5Yy9+nxi+2Gbm5riKZVMl3p3Ia6qtM4v2AjdnPZzc9Jzom3Wxo/9Fvuk/PKZ+vr/eO0eib6kG6+BX1n1LmdtSjlDLo/lj4hJo+qT+JHoj/EP+i//Sb7g/tn79Fcqe9P9Y92rMqO2fv8b4OAv6xx+gnrlXF/Ghxfk9L5x3pd/d1xCActjEd9//k+998nTJiyL4Cst+JdcrQUFp/c1U9c5WvKhPSd2ad0tvbO/Whvg6CkT43CJPGy4vdvUeL+3/zYVFGk7S3Fcnfud8T/7vlf5DPb534emMQsmds7+nfFzjSda6vw2Tc/5f4OYoK0dHqoe1R2Wtrnzdenz1rxLk2akNERATX85y4T2Peo2rbSbofF8cnv6c+gvfj4+NBjv9NbFvzjb6OpO6+jn6Erh/1dTS9K94dZ2JdW20/B+rXh1X+D9iPBDp5D5sVMZKdk/vchL2R10PxfbJ1Ujlk53TCpLZzNuH9/vf6Opwxcb14XYb3Wh++s32VcQHrVfYTq+tNQrzIkuWYWvfqp3XIF4zfS9e9eE/7PRPrzkP2E99U6t09vN52fL9LlmOq3jK8r8VxCsXE9mS8zsd7zVSvVqulfhjpexnnsd5aE/0cgriQJMuhesMxDdr/ivdDVN9L1z147/b37tzP3bJevYl6tYiP7bKcu91PfOKEcZ3YCXGcAJA2/ifk6W87TcAUgInGFckzLgSTP6bxmMZahhUm4ouTMLlhsseEjEQzDpM7pmBM9JzyjVYO6jzWUZiQDXuPKsNjonw2mEbj016ST98p6TDRd5t6Rng9EdPd9CnVTfxi6H3qH+rvuylrpPqjMd2pP4cmW0wRkk+rU7zkxTyfYCI8iB8hEX1KudKSztn8W7br6/QX9Tv1/99yHAm3iV4Ib8ZSDuHhFEwjPSc8Jny+U3n0nPIRnYyWj8qj9intR/bMcp9W8mnqV2rPaPQzUr/S+Ct4QP15t+PzXUhmPm3m02Y+bebTZj5t5tNmPm3m02Y+bebTZj799RPHj3xk+Lm3WecGx1VT218Uw0rX2b4OAsW+047XBDf5nh3/jRRX7ezZwXHV1OU3P9fXQbYlKoftO1ZfGe1ZVv8NSficACz/KuxKlB8hl+5ZGTCPxYhx1cjGyfdvDq/3Nj7TynI4Lh9Yq+xof4F2sjsh/Bb6RfwDvCbo5jK9wRc+HzGu2snnBsdVU9fbin3dLMsR3yvbf2O4/zvZ+6Nqqzea8n/veR7LwedOz0u75zl5DiWWQ/Daj0z70bZg/pbnVfu/8Jqg7fk7+zGTXZna01813I+5JRbsU2U5yjnU6vNFFTvczU+wLz4ZHDduqB8z2SEHvhOvybaY+oJiDx/Zj7lb9R7ZWskG2/SC8l0iLhmP1xA/ZrK3Ku8p5yI43TB9fng3ltetsnN24jVBL92jg5+tVHbdtV3a9tourX5DF9fT/oLovx7oEv33+H/b9T/23+K8j39A+nrqv+2oHKXekeKBkl36gxMq+sSx75Sg9HPtB30dZTKu3Ejx+WjNQymn6b2+DqKJJkmHtG+O/em7kd7eFfZ+jk+JdRBQPorPZwO2A/G0rAeiCeM4Y56b54buz7MxGT+t5zz23/mR42kVXfrm617kl6yOnxbz8t9nfKQk7CeCgX5+U65bvXnnPqrE9yrP3/3+vHP4DoE6nhbvsWhHXDmn3p9nyb02sD8P+TdYGkQ8Wexv2qNH+QfiryGvV5L2JeTHL8kYrx1yzQrfNxV/DbAsp5dHxpesc9/+OunN4wq+WIwcf03SP9j+ljwX//fxBfuvDMeIAOCvY9FoBgLw6y7iPPEW0vl1GU/L0vj+neKvtV5A3HhnML7Q3iv9q9iOl1T4QuMv8UMoQqJ+3r+MeWlvH+UfiL9mbeQvSTj+SZKGW1+X+IL9byr+WgyWlfrqyPHXnN76dviLOv4avPT3yF+s4eQrfR0Ewp0N5/VrUja8Nnof6ZD/3EQ+3d119/HXWt/A8ekaHH+NeEsu8gHi02PZ/9uMeYnHUH5T+8XLcPwJBs9HpveLF2FZtR0j7xdvu/Dt8ZeB/eAv/R3uFzcYxne/hmP+GrVdtFIn+6atw1QfTYEQCB349RW+99VryncPPwQnACWgCIgedn8Wlk2g3i9OvCUX+UDRq0Z8QTqzRrAwiS+Yl3iMkh+w3UXXeR06cECuMhgmdmI9BFjORD7PCa8Jejo470S6P9L+caUPlP3jvi8JfsbyFtbXKsuR8cgnquuNwecEyn09XhNkXeB6HfG+7Uj7x5Ux+NJEvYB8HWQ5st6Z/P3IA3/eLvpD1Y6ZnZivU7RjJn8/XhP0iHbMpPu8f/ficP1FoRNFf1G3oxb5SZMsh/UXC8uB+EyPtxvnHmpPF+ah57zPH+shoMPg/GS9BBEXpb5jrTPGi7AxmrbK8DnBIPq3iTdN/4gbta+PQv9vfHvzhULfQ+XRO9I/HYb3v03/NnHQ3Yn030ltF/Srk33T9rqpPpqI4xNlpH9876tO5buHm87cLdLAycT9WVg2gZr+aa5wuor4ctFI/8r77kPK43iwmJfmDCU/YLvbu4z7ISX+e3ViPQR424rxH68Jel4Xefft22cYkf5fH0z/OXJ+YvrH+lplOabiR8Tg85g3jHqmHq8Jst64c/wIZQy+NFEvkJ4gyxkULwbnbodXRX+o29GJ+TpV7TiL1wQ9Q9qR9KYJ+n9jMP2r29GF+ZtkOUPjs73/ilGWoPZ0vWHUa7PwPQLAfveT9RJEvCnoH4dknGr87JuonjeN5zqU4TVBqyxjtPFTdCpT45dEOqksh9ofFDgpaKBevO7H+wTK/V5qH4KW3osMS0yITUwYMf7HmyOPXxe+3yXLoXqnxc+YzviMfUVyVM851fgtmJ/ehPkIFi9ftpi/H68JWqkd+WsLV65du4rjf1wyEf/j0sjj1470kyTLoXZUbK7dFKySBRXcoPY0Uxvqtm3j+B+Xse0IsGvnFj9ZL8FvLonx237v3h0K/965f9+uAfs8vkMwiH83m5bf9Ni2mKsj8+/crm+Hf0/4Jvz7O2JPaLmCc+0VY390X5X+r1fv3EeX8L1LV+7envAVvkMwiH8jH+x6G3nc5bHJ+/2Yl2Q4yq/mV2XY7rKrqvh/eE3QfPXO8X6UbzZF7yGIM0R7VA7hu+0ge7EN9OL9Xn5f3O+hfAi35T36G4nelT43Re80J7XLcqjeCeDE30+8mnj2oO/XjNeUYX4CT42Qj/LxmqCZcV7I09SOW13D6V2hC1P0TnNViCyH2mEzKSjQFL1Te2q7mN86Ujtv4zUBfPqpiP+C1wQ/7xL0jsU4DLQ/KNAtBOVCAuW+Dq8JUkn/DAqk/COOn6KjmpK3b9Gzi6Icaj+Wo1HVa9mG9wmQMZfw9+I1QSe9J+MBjDR+io5sSt6uRTm2VpZD9VI8AMbfd7D8C8b+le1wCsH8BNg+ljd0eE2QSjYKGQ+A2nH2reHjp9gxTMnbRVgf9QGVo5a3FVuPMn7Unpi3jPJ2J14TKPI21Uvw+FuKvB01IG//1MdIozfx+c23xqZv9yAt9749Sjzk69+cX0//v6Bv07yD/USg3G16R16/Mwb7L75X+fbXsP/iOwRqfk2yduoHiEtvjY1ft0/4rINkbso/KP4vtlv3jir+H14TxLwzhvjH74xM7zfxGdEelcP8Cjm2sV4NtBL9qeptxmuCs/KeNcQdGjH+8Tsj0zvZEIpkOVSvN+o89P2kW5OOPej7NR4aHeYnsIdx4vvxmiBG4LzGWuOk4fjH103EP74+Mr2TbYH6gMqR/M7NFL1Te/SYR/Ppp59y/GO8JqAX/GS9BIevC3p3x/sct7Eb+1d1blHRDfxu/F1eUx1Nv9+3AfvO+cZ4P/nvYjm0Dijz5z+P8xKtOZZGb2F+iPiR+6XYizQo/jvtN7mh2leA1wRdE+j8+t4O5TzMnm6x3kVxCkY9J+/zEeJ/YZktN4bEo2oqrypS4fFA/C/Mp8X6iCmo41F1YR/9 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 .tmp.unity.support.test.0: ApportVersion: 1.23-0ubuntu4 BootDmesg: [ 0.000000] Initializing cgroup subsys cpuset [ 0.000000] Initializing cgroup subsys cpu [ 0.000000] Linux version 3.0.0-13-generic (buildd@rothera) (gcc version 4.6.1 (Ubuntu/Linaro 4.6.1-9ubuntu3) ) #22-Ubuntu SMP Wed Nov 2 13:25:36 UTC 2011 (Ubuntu 3.0.0-13.22-generic 3.0.6) [ 0.000000] KERNEL supported cpus: [ 0.000000] Intel GenuineIntel [ 0.000000] AMD AuthenticAMD [ 0.000000] NSC Geode by NSC [ 0.000000] Cyrix CyrixInstead [ 0.000000] Centaur CentaurHauls [ 0.000000] Transmeta GenuineTMx86 [ 0.000000] Transmeta TransmetaCPU [ 0.000000] UMC UMC UMC UMC [ 0.000000] BIOS-provided physical RAM map: [ 0.000000] BIOS-e820: 0000000000000000 - 000000000009f000 (usable) [ 0.000000] BIOS-e820: 000000000009f000 - 00000000000a0000 (reserved) [ 0.000000] BIOS-e820: 0000000000100000 - 000000007f6d3400 (usable) [ 0.000000] BIOS-e820: 000000007f6d3400 - 0000000080000000 (reserved) [ 0.000000] BIOS-e820: 00000000f0000000 - 00000000f4007000 (reserved) [ 0.000000] BIOS-e820: 00000000f4008000 - 00000000f400c000 (reserved) [ 0.000000] BIOS-e820: 00000000fec00000 - 00000000fec10000 (reserved) [ 0.000000] BIOS-e820: 00000000fed20000 - 00000000feda0000 (reserved) [ 0.000000] BIOS-e820: 00000000fee00000 - 00000000fee10000 (reserved) [ 0.000000] BIOS-e820: 00000000ffb00000 - 0000000100000000 (reserved) [ 0.000000] Notice: NX (Execute Disable) protection cannot be enabled in hardware: non-PAE kernel! [ 0.000000] NX (Execute Disable) protection: approximated by x86 segment limits [ 0.000000] DMI 2.4 present. [ 0.000000] DMI: Dell Inc. MM061 /0KD882, BIOS A14 04/02/2007 [ 0.000000] e820 update range: 0000000000000000 - 0000000000010000 (usable) ==> (reserved) [ 0.000000] e820 remove range: 00000000000a0000 - 0000000000100000 (usable) [ 0.000000] last_pfn = 0x7f6d3 max_arch_pfn = 0x100000 [ 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-CFFFF write-protect [ 0.000000] D0000-EFFFF uncachable [ 0.000000] F0000-FFFFF write-protect [ 0.000000] MTRR variable ranges enabled: [ 0.000000] 0 base 000000000 mask F80000000 write-back [ 0.000000] 1 base 07F800000 mask FFF800000 uncachable [ 0.000000] 2 base 07F700000 mask FFFF00000 uncachable [ 0.000000] 3 disabled [ 0.000000] 4 disabled [ 0.000000] 5 disabled [ 0.000000] 6 disabled [ 0.000000] 7 disabled [ 0.000000] x86 PAT enabled: cpu 0, old 0x7040600070406, new 0x7010600070106 [ 0.000000] original variable MTRRs [ 0.000000] reg 0, base: 0GB, range: 2GB, type WB [ 0.000000] reg 1, base: 2040MB, range: 8MB, type UC [ 0.000000] reg 2, base: 2039MB, range: 1MB, type UC [ 0.000000] total RAM covered: 2039M [ 0.000000] Found optimal setting for mtrr clean up [ 0.000000] gran_size: 64K chunk_size: 16M num_reg: 3 lose cover RAM: 0G [ 0.000000] New variable MTRRs [ 0.000000] reg 0, base: 0GB, range: 2GB, type WB [ 0.000000] reg 1, base: 2039MB, range: 1MB, type UC [ 0.000000] reg 2, base: 2040MB, range: 8MB, type UC [ 0.000000] initial memory mapped : 0 - 01c00000 [ 0.000000] Base memory trampoline at [c009b000] 9b000 size 16384 [ 0.000000] init_memory_mapping: 0000000000000000-00000000377fe000 [ 0.000000] 0000000000 - 0000400000 page 4k [ 0.000000] 0000400000 - 0037400000 page 2M [ 0.000000] 0037400000 - 00377fe000 page 4k [ 0.000000] kernel direct mapping tables up to 377fe000 @ 1bfb000-1c00000 [ 0.000000] RAMDISK: 365f0000 - 372f0000 [ 0.000000] ACPI: RSDP 000fc1d0 00014 (v00 DELL ) [ 0.000000] ACPI: RSDT 7f6d39cd 00040 (v01 DELL M07 27D70402 ASL 00000061) [ 0.000000] ACPI: FACP 7f6d4800 00074 (v01 DELL M07 27D70402 ASL 00000061) [ 0.000000] ACPI: DSDT 7f6d5400 04766 (v01 INT430 SYSFexxx 00001001 INTL 20050624) [ 0.000000] ACPI: FACS 7f6e3c00 00040 [ 0.000000] ACPI: HPET 7f6d4f00 00038 (v01 DELL M07 00000001 ASL 00000061) [ 0.000000] ACPI: APIC 7f6d5000 00068 (v01 DELL M07 27D70402 ASL 00000047) [ 0.000000] ACPI: MCFG 7f6d4fc0 0003E (v16 DELL M07 27D70402 ASL 00000061) [ 0.000000] ACPI: SLIC 7f6d509c 00176 (v01 DELL M07 27D70402 ASL 00000061) [ 0.000000] ACPI: BOOT 7f6d4bc0 00028 (v01 DELL M07 27D70402 ASL 00000061) [ 0.000000] ACPI: SSDT 7f6d3a0d 004DC (v01 PmRef CpuPm 00003000 INTL 20050624) [ 0.000000] ACPI: Local APIC address 0xfee00000 [ 0.000000] 1150MB HIGHMEM available. [ 0.000000] 887MB LOWMEM available. [ 0.000000] mapped low ram: 0 - 377fe000 [ 0.000000] low ram: 0 - 377fe000 [ 0.000000] Zone PFN ranges: [ 0.000000] DMA 0x00000010 -> 0x00001000 [ 0.000000] Normal 0x00001000 -> 0x000377fe [ 0.000000] HighMem 0x000377fe -> 0x0007f6d3 [ 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 -> 0x0007f6d3 [ 0.000000] On node 0 totalpages: 521826 [ 0.000000] free_area_init_node: node 0, pgdat c17b3280, node_mem_map f5600200 [ 0.000000] DMA zone: 32 pages used for memmap [ 0.000000] DMA zone: 0 pages reserved [ 0.000000] DMA zone: 3951 pages, LIFO batch:0 [ 0.000000] Normal zone: 1744 pages used for memmap [ 0.000000] Normal zone: 221486 pages, LIFO batch:31 [ 0.000000] HighMem zone: 2302 pages used for memmap [ 0.000000] HighMem zone: 292311 pages, LIFO batch:31 [ 0.000000] Using APIC driver default [ 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[0x02] address[0xfec00000] gsi_base[0]) [ 0.000000] IOAPIC[0]: apic_id 2, 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: 40 [ 0.000000] PM: Registered nosave memory: 000000000009f000 - 00000000000a0000 [ 0.000000] PM: Registered nosave memory: 00000000000a0000 - 0000000000100000 [ 0.000000] Allocating PCI resources starting at 80000000 (gap: 80000000:70000000) [ 0.000000] Booting paravirtualized kernel on bare hardware [ 0.000000] setup_percpu: NR_CPUS:8 nr_cpumask_bits:8 nr_cpu_ids:2 nr_node_ids:1 [ 0.000000] PERCPU: Embedded 12 pages/cpu @f5000000 s26240 r0 d22912 u2097152 [ 0.000000] pcpu-alloc: s26240 r0 d22912 u2097152 alloc=1*4194304 [ 0.000000] pcpu-alloc: [0] 0 1 [ 0.000000] Built 1 zonelists in Zone order, mobility grouping on. Total pages: 517748 [ 0.000000] Kernel command line: BOOT_IMAGE=/boot/vmlinuz-3.0.0-13-generic root=UUID=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ro vga=792 quiet splash vt.handoff=7 [ 0.000000] PID hash table entries: 4096 (order: 2, 16384 bytes) [ 0.000000] Dentry cache hash table entries: 131072 (order: 7, 524288 bytes) [ 0.000000] Inode-cache hash table entries: 65536 (order: 6, 262144 bytes) [ 0.000000] Initializing CPU#0 [ 0.000000] allocated 8350768 bytes of page_cgroup [ 0.000000] please try 'cgroup_disable=memory' option if you don't want memory cgroups [ 0.000000] Initializing HighMem for node 0 (000377fe:0007f6d3) [ 0.000000] Memory: 2039028k/2087756k available (5330k kernel code, 48276k reserved, 2596k data, 696k init, 1178452k highmem) [ 0.000000] virtual kernel memory layout: [ 0.000000] fixmap : 0xfff16000 - 0xfffff000 ( 932 kB) [ 0.000000] pkmap : 0xff800000 - 0xffc00000 (4096 kB) [ 0.000000] vmalloc : 0xf7ffe000 - 0xff7fe000 ( 120 MB) [ 0.000000] lowmem : 0xc0000000 - 0xf77fe000 ( 887 MB) [ 0.000000] .init : 0xc17be000 - 0xc186c000 ( 696 kB) [ 0.000000] .data : 0xc1534ac4 - 0xc17bde40 (2596 kB) [ 0.000000] .text : 0xc1000000 - 0xc1534ac4 (5330 kB) [ 0.000000] Checking if this processor honours the WP bit even in supervisor mode...Ok. [ 0.000000] SLUB: Genslabs=15, HWalign=64, Order=0-3, MinObjects=0, CPUs=2, Nodes=1 [ 0.000000] Hierarchical RCU implementation. [ 0.000000] RCU dyntick-idle grace-period acceleration is enabled. [ 0.000000] NR_IRQS:2304 nr_irqs:512 16 [ 0.000000] CPU 0 irqstacks, hard=f4408000 soft=f440a000 [ 0.000000] vt handoff: transparent VT on vt#7 [ 0.000000] Console: colour dummy device 80x25 [ 0.000000] console [tty0] enabled [ 0.000000] hpet clockevent registered [ 0.000000] Fast TSC calibration using PIT [ 0.000000] Detected 1994.927 MHz processor. [ 0.004004] Calibrating delay loop (skipped), value calculated using timer frequency.. 3989.85 BogoMIPS (lpj=7979708) [ 0.004009] pid_max: default: 32768 minimum: 301 [ 0.004033] Security Framework initialized [ 0.004051] AppArmor: AppArmor initialized [ 0.004053] Yama: becoming mindful. [ 0.004117] Mount-cache hash table entries: 512 [ 0.004274] Initializing cgroup subsys cpuacct [ 0.004281] Initializing cgroup subsys memory [ 0.004290] Initializing cgroup subsys devices [ 0.004293] Initializing cgroup subsys freezer [ 0.004295] Initializing cgroup subsys net_cls [ 0.004298] Initializing cgroup subsys blkio [ 0.004306] Initializing cgroup subsys perf_event [ 0.004342] CPU: Physical Processor ID: 0 [ 0.004344] CPU: Processor Core ID: 0 [ 0.004348] mce: CPU supports 6 MCE banks [ 0.004358] CPU0: Thermal monitoring enabled (TM2) [ 0.004363] using mwait in idle threads. [ 0.006531] ACPI: Core revision 20110413 [ 0.010803] ftrace: allocating 24888 entries in 49 pages [ 0.012059] Enabling APIC mode: Flat. Using 1 I/O APICs [ 0.012440] ..TIMER: vector=0x30 apic1=0 pin1=2 apic2=-1 pin2=-1 [ 0.055346] CPU0: Intel(R) Core(TM)2 CPU T7200 @ 2.00GHz stepping 06 [ 0.056003] Performance Events: PEBS fmt0-, Core2 events, Intel PMU driver. [ 0.056003] PEBS disabled due to CPU errata. [ 0.056003] ... version: 2 [ 0.056003] ... bit width: 40 [ 0.056003] ... generic registers: 2 [ 0.056003] ... value mask: 000000ffffffffff [ 0.056003] ... max period: 000000007fffffff [ 0.056003] ... fixed-purpose events: 3 [ 0.056003] ... event mask: 0000000700000003 [ 0.056003] CPU 1 irqstacks, hard=f44a4000 soft=f44a6000 [ 0.056003] Booting Node 0, Processors #1 Ok. [ 0.056003] smpboot cpu 1: start_ip = 9b000 [ 0.008000] Initializing CPU#1 [ 0.144008] TSC synchronization [CPU#0 -> CPU#1]: [ 0.144008] Measured 4247903640 cycles TSC warp between CPUs, turning off TSC clock. [ 0.144008] Marking TSC unstable due to check_tsc_sync_source failed [ 0.144027] Brought up 2 CPUs [ 0.144029] Total of 2 processors activated (7979.90 BogoMIPS). [ 0.145471] devtmpfs: initialized [ 0.146147] print_constraints: dummy: [ 0.148015] Time: 7:59:58 Date: 12/11/11 [ 0.148064] NET: Registered protocol family 16 [ 0.148098] Trying to unpack rootfs image as initramfs... [ 0.148218] EISA bus registered [ 0.148228] ACPI: bus type pci registered [ 0.148308] PCI: MMCONFIG for domain 0000 [bus 00-3f] at [mem 0xf0000000-0xf3ffffff] (base 0xf0000000) [ 0.148312] PCI: MMCONFIG at [mem 0xf0000000-0xf3ffffff] reserved in E820 [ 0.148314] PCI: Using MMCONFIG for extended config space [ 0.148316] PCI: Using configuration type 1 for base access [ 0.148324] dmi type 0xB1 record - unknown flag [ 0.149503] bio: create slab at 0 [ 0.150798] ACPI: EC: Look up EC in DSDT [ 0.156017] ACPI: SSDT 7f6d4134 00244 (v01 PmRef Cpu0Ist 00003000 INTL 20050624) [ 0.156323] ACPI: Dynamic OEM Table Load: [ 0.156327] ACPI: SSDT (null) 00244 (v01 PmRef Cpu0Ist 00003000 INTL 20050624) [ 0.156444] ACPI: SSDT 7f6d3ee9 001C6 (v01 PmRef Cpu0Cst 00003001 INTL 20050624) [ 0.156723] ACPI: Dynamic OEM Table Load: [ 0.156726] ACPI: SSDT (null) 001C6 (v01 PmRef Cpu0Cst 00003001 INTL 20050624) [ 0.156983] ACPI: SSDT 7f6d4378 000C4 (v01 PmRef Cpu1Ist 00003000 INTL 20050624) [ 0.157271] ACPI: Dynamic OEM Table Load: [ 0.157275] ACPI: SSDT (null) 000C4 (v01 PmRef Cpu1Ist 00003000 INTL 20050624) [ 0.157377] ACPI: SSDT 7f6d40af 00085 (v01 PmRef Cpu1Cst 00003000 INTL 20050624) [ 0.157656] ACPI: Dynamic OEM Table Load: [ 0.157660] ACPI: SSDT (null) 00085 (v01 PmRef Cpu1Cst 00003000 INTL 20050624) [ 0.157865] ACPI: Interpreter enabled [ 0.157871] ACPI: (supports S0 S3 S4 S5) [ 0.157892] ACPI: Using IOAPIC for interrupt routing [ 0.187945] ACPI: No dock devices found. [ 0.187949] HEST: Table not found. [ 0.187955] PCI: Ignoring host bridge windows from ACPI; if necessary, use "pci=use_crs" and report a bug [ 0.194368] ACPI: PCI Root Bridge [PCI0] (domain 0000 [bus 00-ff]) [ 0.207169] pci_root PNP0A03:00: host bridge window [io 0x0000-0x0cf7] (ignored) [ 0.207174] pci_root PNP0A03:00: host bridge window [io 0x0d00-0xffff] (ignored) [ 0.207177] pci_root PNP0A03:00: host bridge window [mem 0x000a0000-0x000bffff] (ignored) [ 0.207180] pci_root PNP0A03:00: host bridge window [mem 0x000d0000-0x000dffff] (ignored) [ 0.207183] pci_root PNP0A03:00: host bridge window [mem 0x80000000-0xefffffff] (ignored) [ 0.207186] pci_root PNP0A03:00: host bridge window [mem 0xf4007000-0xf4007fff] (ignored) [ 0.207189] pci_root PNP0A03:00: host bridge window [mem 0xf400c000-0xfebfffff] (ignored) [ 0.207192] pci_root PNP0A03:00: host bridge window [mem 0xfec10000-0xfecfffff] (ignored) [ 0.207195] pci_root PNP0A03:00: host bridge window [mem 0xfed00400-0xfed1ffff] (ignored) [ 0.207198] pci_root PNP0A03:00: host bridge window [mem 0xfee10000-0xffafffff] (ignored) [ 0.207214] pci 0000:00:00.0: [8086:27a0] type 0 class 0x000600 [ 0.207268] pci 0000:00:02.0: [8086:27a2] type 0 class 0x000300 [ 0.207283] pci 0000:00:02.0: reg 10: [mem 0xeff00000-0xeff7ffff] [ 0.207291] pci 0000:00:02.0: reg 14: [io 0xeff8-0xefff] [ 0.207299] pci 0000:00:02.0: reg 18: [mem 0xd0000000-0xdfffffff pref] [ 0.207308] pci 0000:00:02.0: reg 1c: [mem 0xefec0000-0xefefffff] [ 0.207351] pci 0000:00:02.1: [8086:27a6] type 0 class 0x000380 [ 0.207362] pci 0000:00:02.1: reg 10: [mem 0xeff80000-0xefffffff] [ 0.207476] pci 0000:00:1b.0: [8086:27d8] type 0 class 0x000403 [ 0.207500] pci 0000:00:1b.0: reg 10: [mem 0xefebc000-0xefebffff 64bit] [ 0.207592] pci 0000:00:1b.0: PME# supported from D0 D3hot D3cold [ 0.207599] pci 0000:00:1b.0: PME# disabled [ 0.207629] pci 0000:00:1c.0: [8086:27d0] type 1 class 0x000604 [ 0.207722] pci 0000:00:1c.0: PME# supported from D0 D3hot D3cold [ 0.207727] pci 0000:00:1c.0: PME# disabled [ 0.207764] pci 0000:00:1c.3: [8086:27d6] type 1 class 0x000604 [ 0.207859] pci 0000:00:1c.3: PME# supported from D0 D3hot D3cold [ 0.207865] pci 0000:00:1c.3: PME# disabled [ 0.207901] pci 0000:00:1d.0: [8086:27c8] type 0 class 0x000c03 [ 0.207962] pci 0000:00:1d.0: reg 20: [io 0xbf80-0xbf9f] [ 0.208005] pci 0000:00:1d.1: [8086:27c9] type 0 class 0x000c03 [ 0.208076] pci 0000:00:1d.1: reg 20: [io 0xbf60-0xbf7f] [ 0.208119] pci 0000:00:1d.2: [8086:27ca] type 0 class 0x000c03 [ 0.208180] pci 0000:00:1d.2: reg 20: [io 0xbf40-0xbf5f] [ 0.208223] pci 0000:00:1d.3: [8086:27cb] type 0 class 0x000c03 [ 0.208286] pci 0000:00:1d.3: reg 20: [io 0xbf20-0xbf3f] [ 0.208342] pci 0000:00:1d.7: [8086:27cc] type 0 class 0x000c03 [ 0.208369] pci 0000:00:1d.7: reg 10: [mem 0xffa80000-0xffa803ff] [ 0.208466] pci 0000:00:1d.7: PME# supported from D0 D3hot D3cold [ 0.208472] pci 0000:00:1d.7: PME# disabled [ 0.208500] pci 0000:00:1e.0: [8086:2448] type 1 class 0x000604 [ 0.208593] pci 0000:00:1f.0: [8086:27b9] type 0 class 0x000601 [ 0.208716] pci 0000:00:1f.0: quirk: [io 0x1000-0x107f] claimed by ICH6 ACPI/GPIO/TCO [ 0.208723] pci 0000:00:1f.0: quirk: [io 0x1080-0x10bf] claimed by ICH6 GPIO [ 0.208729] pci 0000:00:1f.0: ICH7 LPC Generic IO decode 1 PIO at 0900 (mask 007f) [ 0.208736] pci 0000:00:1f.0: ICH7 LPC Generic IO decode 3 PIO at 0c80 (mask 003f) [ 0.208789] pci 0000:00:1f.2: [8086:27c4] type 0 class 0x000101 [ 0.208812] pci 0000:00:1f.2: reg 10: [io 0x01f0-0x01f7] [ 0.208825] pci 0000:00:1f.2: reg 14: [io 0x03f4-0x03f7] [ 0.208838] pci 0000:00:1f.2: reg 18: [io 0x0170-0x0177] [ 0.208852] pci 0000:00:1f.2: reg 1c: [io 0x0374-0x0377] [ 0.208865] pci 0000:00:1f.2: reg 20: [io 0xbfa0-0xbfaf] [ 0.208914] pci 0000:00:1f.2: PME# supported from D3hot [ 0.208919] pci 0000:00:1f.2: PME# disabled [ 0.208938] pci 0000:00:1f.3: [8086:27da] type 0 class 0x000c05 [ 0.209017] pci 0000:00:1f.3: reg 20: [io 0x10c0-0x10df] [ 0.209231] pci 0000:0b:00.0: [8086:4222] type 0 class 0x000280 [ 0.209289] pci 0000:0b:00.0: reg 10: [mem 0xefdff000-0xefdfffff] [ 0.209639] pci 0000:0b:00.0: PME# supported from D0 D3hot D3cold [ 0.209652] pci 0000:0b:00.0: PME# disabled [ 0.209725] pci 0000:0b:00.0: disabling ASPM on pre-1.1 PCIe device. You can enable it with 'pcie_aspm=force' [ 0.209754] pci 0000:00:1c.0: PCI bridge to [bus 0b-0b] [ 0.209760] pci 0000:00:1c.0: bridge window [io 0xf000-0x0000] (disabled) [ 0.209767] pci 0000:00:1c.0: bridge window [mem 0xefd00000-0xefdfffff] [ 0.209776] pci 0000:00:1c.0: bridge window [mem 0xfff00000-0x000fffff pref] (disabled) [ 0.209843] pci 0000:00:1c.3: PCI bridge to [bus 0c-0d] [ 0.209849] pci 0000:00:1c.3: bridge window [io 0xd000-0xdfff] [ 0.209855] pci 0000:00:1c.3: bridge window [mem 0xefa00000-0xefcfffff] [ 0.209864] pci 0000:00:1c.3: bridge window [mem 0xe0000000-0xe01fffff 64bit pref] [ 0.209914] pci 0000:03:00.0: [14e4:170c] type 0 class 0x000200 [ 0.209938] pci 0000:03:00.0: reg 10: [mem 0xef9fe000-0xef9fffff] [ 0.210028] pci 0000:03:00.0: supports D1 D2 [ 0.210031] pci 0000:03:00.0: PME# supported from D0 D1 D2 D3hot D3cold [ 0.210037] pci 0000:03:00.0: PME# disabled [ 0.210059] pci 0000:03:01.0: [1180:0832] type 0 class 0x000c00 [ 0.210077] pci 0000:03:01.0: proprietary Ricoh MMC controller disabled (via firewire function) [ 0.210080] pci 0000:03:01.0: MMC cards are now supported by standard SDHCI controller [ 0.210097] pci 0000:03:01.0: reg 10: [mem 0xef9fd800-0xef9fdfff] [ 0.210191] pci 0000:03:01.0: supports D1 D2 [ 0.210193] pci 0000:03:01.0: PME# supported from D0 D1 D2 D3hot D3cold [ 0.210199] pci 0000:03:01.0: PME# disabled [ 0.210224] pci 0000:03:01.1: [1180:0822] type 0 class 0x000805 [ 0.210248] pci 0000:03:01.1: reg 10: [mem 0xef9fd400-0xef9fd4ff] [ 0.210343] pci 0000:03:01.1: supports D1 D2 [ 0.210345] pci 0000:03:01.1: PME# supported from D0 D1 D2 D3hot D3cold [ 0.210351] pci 0000:03:01.1: PME# disabled [ 0.210377] pci 0000:03:01.2: [1180:0592] type 0 class 0x000880 [ 0.210401] pci 0000:03:01.2: reg 10: [mem 0xef9fd600-0xef9fd6ff] [ 0.210494] pci 0000:03:01.2: supports D1 D2 [ 0.210496] pci 0000:03:01.2: PME# supported from D0 D1 D2 D3hot D3cold [ 0.210501] pci 0000:03:01.2: PME# disabled [ 0.210524] pci 0000:03:01.3: [1180:0852] type 0 class 0x000880 [ 0.210549] pci 0000:03:01.3: reg 10: [mem 0xef9fd700-0xef9fd7ff] [ 0.210641] pci 0000:03:01.3: supports D1 D2 [ 0.210643] pci 0000:03:01.3: PME# supported from D0 D1 D2 D3hot D3cold [ 0.210649] pci 0000:03:01.3: PME# disabled [ 0.210726] pci 0000:00:1e.0: PCI bridge to [bus 03-03] (subtractive decode) [ 0.210733] pci 0000:00:1e.0: bridge window [io 0xf000-0x0000] (disabled) [ 0.210738] pci 0000:00:1e.0: bridge window [mem 0xef900000-0xef9fffff] [ 0.210748] pci 0000:00:1e.0: bridge window [mem 0xfff00000-0x000fffff pref] (disabled) [ 0.210751] pci 0000:00:1e.0: bridge window [io 0x0000-0xffff] (subtractive decode) [ 0.210754] pci 0000:00:1e.0: bridge window [mem 0x00000000-0xffffffff] (subtractive decode) [ 0.210778] pci_bus 0000:00: on NUMA node 0 [ 0.210783] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0._PRT] [ 0.211108] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.PCIE._PRT] [ 0.211184] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP01._PRT] [ 0.211253] ACPI: PCI Interrupt Routing Table [\_SB_.PCI0.RP04._PRT] [ 0.211316] pci0000:00: Requesting ACPI _OSC control (0x1d) [ 0.211320] pci0000:00: ACPI _OSC request failed (AE_NOT_FOUND), returned control mask: 0x1d [ 0.211322] ACPI _OSC control for PCIe not granted, disabling ASPM [ 0.219739] ACPI: PCI Interrupt Link [LNKA] (IRQs 9 10 *11) [ 0.219821] ACPI: PCI Interrupt Link [LNKB] (IRQs 5 7) *4 [ 0.219899] ACPI: PCI Interrupt Link [LNKC] (IRQs 9 10 *11) [ 0.219977] ACPI: PCI Interrupt Link [LNKD] (IRQs 5 7 9 10 11) *3 [ 0.220065] ACPI: PCI Interrupt Link [LNKE] (IRQs 3 4 5 6 7 *9 10 11 12 14 15) [ 0.220147] ACPI: PCI Interrupt Link [LNKF] (IRQs 3 4 5 6 7 9 *10 11 12 14 15) [ 0.220229] ACPI: PCI Interrupt Link [LNKG] (IRQs 3 4 5 6 *7 9 10 11 12 14 15) [ 0.220312] ACPI: PCI Interrupt Link [LNKH] (IRQs 3 4 *5 6 7 9 10 11 12 14 15) [ 0.220449] vgaarb: device added: PCI:0000:00:02.0,decodes=io+mem,owns=io+mem,locks=none [ 0.220465] vgaarb: loaded [ 0.220467] vgaarb: bridge control possible 0000:00:02.0 [ 0.220737] SCSI subsystem initialized [ 0.220815] libata version 3.00 loaded. [ 0.220872] usbcore: registered new interface driver usbfs [ 0.220885] usbcore: registered new interface driver hub [ 0.220918] usbcore: registered new device driver usb [ 0.221021] PCI: Using ACPI for IRQ routing [ 0.223853] PCI: pci_cache_line_size set to 64 bytes [ 0.223975] reserve RAM buffer: 000000000009f000 - 000000000009ffff [ 0.223978] reserve RAM buffer: 000000007f6d3400 - 000000007fffffff [ 0.224106] NetLabel: Initializing [ 0.224108] NetLabel: domain hash size = 128 [ 0.224110] NetLabel: protocols = UNLABELED CIPSOv4 [ 0.224123] NetLabel: unlabeled traffic allowed by default [ 0.224179] HPET: 3 timers in total, 0 timers will be used for per-cpu timer [ 0.224186] hpet0: at MMIO 0xfed00000, IRQs 2, 8, 0 [ 0.224192] hpet0: 3 comparators, 64-bit 14.318180 MHz counter [ 0.228191] Switching to clocksource hpet [ 0.231514] Switched to NOHz mode on CPU #0 [ 0.231580] Switched to NOHz mode on CPU #1 [ 0.237056] AppArmor: AppArmor Filesystem Enabled [ 0.237097] pnp: PnP ACPI init [ 0.237123] ACPI: bus type pnp registered [ 0.247801] pnp 00:00: [mem 0x00000000-0x0009fbff] [ 0.247805] pnp 00:00: [mem 0x0009fc00-0x0009ffff] [ 0.247807] pnp 00:00: [mem 0x000c0000-0x000cffff] [ 0.247810] pnp 00:00: [mem 0x000e0000-0x000fffff] [ 0.247812] pnp 00:00: [mem 0x00100000-0x7f6d33ff] [ 0.247815] pnp 00:00: [mem 0x7f6d3400-0x7f6fffff] [ 0.247817] pnp 00:00: [mem 0x7f700000-0x7f7fffff] [ 0.247820] pnp 00:00: [mem 0x7f700000-0x7fefffff] [ 0.247822] pnp 00:00: [mem 0xffb00000-0xffffffff] [ 0.247825] pnp 00:00: [mem 0xfec00000-0xfec0ffff] [ 0.247827] pnp 00:00: [mem 0xfee00000-0xfee0ffff] [ 0.247829] pnp 00:00: [mem 0xfed20000-0xfed9ffff] [ 0.247832] pnp 00:00: [mem 0xffa80000-0xffa83fff] [ 0.247834] pnp 00:00: [mem 0xf4000000-0xf4003fff] [ 0.247836] pnp 00:00: [mem 0xf4004000-0xf4004fff] [ 0.247839] pnp 00:00: [mem 0xf4005000-0xf4005fff] [ 0.247841] pnp 00:00: [mem 0xf4006000-0xf4006fff] [ 0.247844] pnp 00:00: [mem 0xf4008000-0xf400bfff] [ 0.247846] pnp 00:00: [mem 0xf0000000-0xf3ffffff] [ 0.247936] system 00:00: [mem 0x00000000-0x0009fbff] could not be reserved [ 0.247940] system 00:00: [mem 0x0009fc00-0x0009ffff] could not be reserved [ 0.247943] system 00:00: [mem 0x000c0000-0x000cffff] could not be reserved [ 0.247947] system 00:00: [mem 0x000e0000-0x000fffff] could not be reserved [ 0.247950] system 00:00: [mem 0x00100000-0x7f6d33ff] could not be reserved [ 0.247953] system 00:00: [mem 0x7f6d3400-0x7f6fffff] has been reserved [ 0.247956] system 00:00: [mem 0x7f700000-0x7f7fffff] has been reserved [ 0.247959] system 00:00: [mem 0x7f700000-0x7fefffff] could not be reserved [ 0.247963] system 00:00: [mem 0xffb00000-0xffffffff] has been reserved [ 0.247966] system 00:00: [mem 0xfec00000-0xfec0ffff] could not be reserved [ 0.247969] system 00:00: [mem 0xfee00000-0xfee0ffff] has been reserved [ 0.247972] system 00:00: [mem 0xfed20000-0xfed9ffff] has been reserved [ 0.247975] system 00:00: [mem 0xffa80000-0xffa83fff] could not be reserved [ 0.247979] system 00:00: [mem 0xf4000000-0xf4003fff] has been reserved [ 0.247982] system 00:00: [mem 0xf4004000-0xf4004fff] has been reserved [ 0.247985] system 00:00: [mem 0xf4005000-0xf4005fff] has been reserved [ 0.247991] system 00:00: [mem 0xf4006000-0xf4006fff] has been reserved [ 0.247994] system 00:00: [mem 0xf4008000-0xf400bfff] has been reserved [ 0.247998] system 00:00: [mem 0xf0000000-0xf3ffffff] has been reserved [ 0.248017] system 00:00: Plug and Play ACPI device, IDs PNP0c01 (active) [ 0.254419] pnp 00:01: [bus 00-ff] [ 0.254423] pnp 00:01: [io 0x0000-0x0cf7 window] [ 0.254426] pnp 00:01: [io 0x0cf8-0x0cff] [ 0.254429] pnp 00:01: [io 0x0d00-0xffff window] [ 0.254431] pnp 00:01: [mem 0x000a0000-0x000bffff window] [ 0.254434] pnp 00:01: [mem 0x000d0000-0x000dffff window] [ 0.254437] pnp 00:01: [mem 0x80000000-0xefffffff window] [ 0.254440] pnp 00:01: [mem 0xf4007000-0xf4007fff window] [ 0.254442] pnp 00:01: [mem 0xf400c000-0xfebfffff window] [ 0.254445] pnp 00:01: [mem 0xfec10000-0xfecfffff window] [ 0.254448] pnp 00:01: [mem 0xfed00400-0xfed1ffff window] [ 0.254450] pnp 00:01: [mem 0xfeda0000-0xfed9ffff window disabled] [ 0.254453] pnp 00:01: [mem 0xfee10000-0xffafffff window] [ 0.254542] pnp 00:01: Plug and Play ACPI device, IDs PNP0a03 (active) [ 0.254563] pnp 00:02: [io 0x0092] [ 0.254565] pnp 00:02: [io 0x00b2] [ 0.254568] pnp 00:02: [io 0x0020-0x0021] [ 0.254570] pnp 00:02: [io 0x00a0-0x00a1] [ 0.254573] pnp 00:02: [irq 0 disabled] [ 0.254575] pnp 00:02: [io 0x04d0-0x04d1] [ 0.254578] pnp 00:02: [io 0x1000-0x1005] [ 0.254580] pnp 00:02: [io 0x1008-0x100f] [ 0.254599] pnp 00:02: disabling [io 0x1000-0x1005] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254603] pnp 00:02: disabling [io 0x1008-0x100f] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254648] system 00:02: [io 0x04d0-0x04d1] has been reserved [ 0.254652] system 00:02: Plug and Play ACPI device, IDs PNP0c01 (active) [ 0.254672] pnp 00:03: [io 0xf400-0xf4fe] [ 0.254674] pnp 00:03: [io 0x0086] [ 0.254676] pnp 00:03: [io 0x00b3] [ 0.254678] pnp 00:03: [io 0x1006-0x1007] [ 0.254681] pnp 00:03: [io 0x100a-0x1059] [ 0.254683] pnp 00:03: [io 0x1060-0x107f] [ 0.254685] pnp 00:03: [io 0x1080-0x10bf] [ 0.254687] pnp 00:03: [io 0x10c0-0x10df] [ 0.254689] pnp 00:03: [io 0x1010-0x102f] [ 0.254691] pnp 00:03: [io 0x0809] [ 0.254708] pnp 00:03: disabling [io 0x1006-0x1007] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254712] pnp 00:03: disabling [io 0x100a-0x1059] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254716] pnp 00:03: disabling [io 0x1060-0x107f] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254720] pnp 00:03: disabling [io 0x1010-0x102f] because it overlaps 0000:00:1f.0 BAR 13 [io 0x1000-0x107f] [ 0.254761] system 00:03: [io 0xf400-0xf4fe] has been reserved [ 0.254765] system 00:03: [io 0x1080-0x10bf] has been reserved [ 0.254768] system 00:03: [io 0x10c0-0x10df] has been reserved [ 0.254771] system 00:03: [io 0x0809] has been reserved [ 0.254775] system 00:03: Plug and Play ACPI device, IDs PNP0c01 (active) [ 0.254810] pnp 00:04: [irq 12] [ 0.254843] pnp 00:04: Plug and Play ACPI device, IDs PNP0f13 (active) [ 0.254861] pnp 00:05: [io 0x0060] [ 0.254863] pnp 00:05: [io 0x0064] [ 0.254865] pnp 00:05: [io 0x0062] [ 0.254867] pnp 00:05: [io 0x0066] [ 0.254874] pnp 00:05: [irq 1] [ 0.254906] pnp 00:05: Plug and Play ACPI device, IDs PNP0303 (active) [ 0.254923] pnp 00:06: [io 0x0070-0x0071] [ 0.254929] pnp 00:06: [irq 8] [ 0.254932] pnp 00:06: [io 0x0072-0x0077] [ 0.254964] pnp 00:06: Plug and Play ACPI device, IDs PNP0b00 (active) [ 0.254986] pnp 00:07: [io 0x0061] [ 0.254989] pnp 00:07: [io 0x0063] [ 0.254991] pnp 00:07: [io 0x0065] [ 0.254993] pnp 00:07: [io 0x0067] [ 0.255026] pnp 00:07: Plug and Play ACPI device, IDs PNP0800 (active) [ 0.255044] pnp 00:08: [io 0x0c80-0x0cff] [ 0.255051] pnp 00:08: [io 0x0910-0x091f] [ 0.255053] pnp 00:08: [io 0x0920-0x092f] [ 0.255055] pnp 00:08: [io 0x0cb0-0x0cbf] [ 0.255057] pnp 00:08: [io 0x0930-0x097f] [ 0.255113] system 00:08: [io 0x0c80-0x0cff] could not be reserved [ 0.255117] system 00:08: [io 0x0910-0x091f] has been reserved [ 0.255120] system 00:08: [io 0x0920-0x092f] has been reserved [ 0.255123] system 00:08: [io 0x0cb0-0x0cbf] has been reserved [ 0.255126] system 00:08: [io 0x0930-0x097f] has been reserved [ 0.255129] system 00:08: Plug and Play ACPI device, IDs PNP0c01 (active) [ 0.255151] pnp 00:09: [dma 4] [ 0.255153] pnp 00:09: [io 0x0000-0x000f] [ 0.255155] pnp 00:09: [io 0x0080-0x0085] [ 0.255157] pnp 00:09: [io 0x0087-0x008f] [ 0.255160] pnp 00:09: [io 0x00c0-0x00df] [ 0.255162] pnp 00:09: [io 0x0010-0x001f] [ 0.255164] pnp 00:09: [io 0x0090-0x0091] [ 0.255166] pnp 00:09: [io 0x0093-0x009f] [ 0.255201] pnp 00:09: Plug and Play ACPI device, IDs PNP0200 (active) [ 0.255218] pnp 00:0a: [io 0x00f0-0x00ff] [ 0.255225] pnp 00:0a: [irq 13] [ 0.255259] pnp 00:0a: Plug and Play ACPI device, IDs PNP0c04 (active) [ 0.255314] pnp 00:0b: [mem 0xfed00000-0xfed003ff] [ 0.255375] system 00:0b: [mem 0xfed00000-0xfed003ff] has been reserved [ 0.255380] system 00:0b: Plug and Play ACPI device, IDs PNP0103 PNP0c01 (active) [ 0.255706] pnp: PnP ACPI: found 12 devices [ 0.255708] ACPI: ACPI bus type pnp unregistered [ 0.255712] PnPBIOS: Disabled by ACPI PNP [ 0.292153] PCI: max bus depth: 1 pci_try_num: 2 [ 0.292208] pci 0000:00:1c.0: BAR 15: assigned [mem 0x80000000-0x801fffff 64bit pref] [ 0.292213] pci 0000:00:1c.0: BAR 13: assigned [io 0x2000-0x2fff] [ 0.292217] pci 0000:00:1c.0: PCI bridge to [bus 0b-0b] [ 0.292221] pci 0000:00:1c.0: bridge window [io 0x2000-0x2fff] [ 0.292228] pci 0000:00:1c.0: bridge window [mem 0xefd00000-0xefdfffff] [ 0.292234] pci 0000:00:1c.0: bridge window [mem 0x80000000-0x801fffff 64bit pref] [ 0.292243] pci 0000:00:1c.3: PCI bridge to [bus 0c-0d] [ 0.292247] pci 0000:00:1c.3: bridge window [io 0xd000-0xdfff] [ 0.292254] pci 0000:00:1c.3: bridge window [mem 0xefa00000-0xefcfffff] [ 0.292260] pci 0000:00:1c.3: bridge window [mem 0xe0000000-0xe01fffff 64bit pref] [ 0.292269] pci 0000:00:1e.0: PCI bridge to [bus 03-03] [ 0.292271] pci 0000:00:1e.0: bridge window [io disabled] [ 0.292278] pci 0000:00:1e.0: bridge window [mem 0xef900000-0xef9fffff] [ 0.292283] pci 0000:00:1e.0: bridge window [mem pref disabled] [ 0.292318] pci 0000:00:1c.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16 [ 0.292326] pci 0000:00:1c.0: setting latency timer to 64 [ 0.292342] pci 0000:00:1c.3: PCI INT D -> GSI 19 (level, low) -> IRQ 19 [ 0.292348] pci 0000:00:1c.3: setting latency timer to 64 [ 0.292357] pci 0000:00:1e.0: setting latency timer to 64 [ 0.292362] pci_bus 0000:00: resource 0 [io 0x0000-0xffff] [ 0.292365] pci_bus 0000:00: resource 1 [mem 0x00000000-0xffffffff] [ 0.292368] pci_bus 0000:0b: resource 0 [io 0x2000-0x2fff] [ 0.292370] pci_bus 0000:0b: resource 1 [mem 0xefd00000-0xefdfffff] [ 0.292373] pci_bus 0000:0b: resource 2 [mem 0x80000000-0x801fffff 64bit pref] [ 0.292376] pci_bus 0000:0c: resource 0 [io 0xd000-0xdfff] [ 0.292379] pci_bus 0000:0c: resource 1 [mem 0xefa00000-0xefcfffff] [ 0.292382] pci_bus 0000:0c: resource 2 [mem 0xe0000000-0xe01fffff 64bit pref] [ 0.292385] pci_bus 0000:03: resource 1 [mem 0xef900000-0xef9fffff] [ 0.292388] pci_bus 0000:03: resource 4 [io 0x0000-0xffff] [ 0.292391] pci_bus 0000:03: resource 5 [mem 0x00000000-0xffffffff] [ 0.292448] NET: Registered protocol family 2 [ 0.292533] IP route cache hash table entries: 32768 (order: 5, 131072 bytes) [ 0.292822] TCP established hash table entries: 131072 (order: 8, 1048576 bytes) [ 0.293383] TCP bind hash table entries: 65536 (order: 7, 524288 bytes) [ 0.293672] TCP: Hash tables configured (established 131072 bind 65536) [ 0.293675] TCP reno registered [ 0.293679] UDP hash table entries: 512 (order: 2, 16384 bytes) [ 0.293693] UDP-Lite hash table entries: 512 (order: 2, 16384 bytes) [ 0.293797] NET: Registered protocol family 1 [ 0.293819] pci 0000:00:02.0: Boot video device [ 0.293978] PCI: CLS 64 bytes, default 64 [ 0.293986] Simple Boot Flag at 0x79 set to 0x1 [ 0.294375] audit: initializing netlink socket (disabled) [ 0.294387] type=2000 audit(1323590397.288:1): initialized [ 0.321759] highmem bounce pool size: 64 pages [ 0.321766] HugeTLB registered 4 MB page size, pre-allocated 0 pages [ 0.332421] VFS: Disk quotas dquot_6.5.2 [ 0.332504] Dquot-cache hash table entries: 1024 (order 0, 4096 bytes) [ 0.333286] fuse init (API version 7.16) [ 0.333397] msgmni has been set to 1680 [ 0.333779] Block layer SCSI generic (bsg) driver version 0.4 loaded (major 253) [ 0.333811] io scheduler noop registered [ 0.333813] io scheduler deadline registered [ 0.333829] io scheduler cfq registered (default) [ 0.333972] pcieport 0000:00:1c.0: setting latency timer to 64 [ 0.334040] pcieport 0000:00:1c.0: irq 40 for MSI/MSI-X [ 0.334131] pcieport 0000:00:1c.3: setting latency timer to 64 [ 0.334190] pcieport 0000:00:1c.3: irq 41 for MSI/MSI-X [ 0.334307] pci_hotplug: PCI Hot Plug PCI Core version: 0.5 [ 0.334336] pciehp: PCI Express Hot Plug Controller Driver version: 0.4 [ 0.334404] intel_idle: MWAIT substates: 0x22220 [ 0.334406] intel_idle: does not run on family 6 model 15 [ 0.334893] ACPI: Deprecated procfs I/F for AC is loaded, please retry with CONFIG_ACPI_PROCFS_POWER cleared [ 0.335337] ACPI: AC Adapter [AC] (on-line) [ 0.335423] input: Lid Switch as /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 [ 0.335871] ACPI: Lid Switch [LID] [ 0.335919] input: Power Button as /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 [ 0.335924] ACPI: Power Button [PBTN] [ 0.335969] input: Sleep Button as /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 [ 0.335973] ACPI: Sleep Button [SBTN] [ 0.336037] ACPI: acpi_idle registered with cpuidle [ 0.343399] thermal LNXTHERM:00: registered as thermal_zone0 [ 0.343402] ACPI: Thermal Zone [THM] (56 C) [ 0.343422] ACPI: Deprecated procfs I/F for battery is loaded, please retry with CONFIG_ACPI_PROCFS_POWER cleared [ 0.343478] ERST: Table is not found! [ 0.343551] Serial: 8250/16550 driver, 32 ports, IRQ sharing enabled [ 0.360413] isapnp: Scanning for PnP cards... [ 0.507146] ACPI: Battery Slot [BAT0] (battery present) [ 0.524167] Freeing initrd memory: 13312k freed [ 0.725039] isapnp: No Plug & Play device found [ 0.752607] Linux agpgart interface v0.103 [ 0.752712] agpgart-intel 0000:00:00.0: Intel 945GM Chipset [ 0.752782] agpgart-intel 0000:00:00.0: detected gtt size: 262144K total, 262144K mappable [ 0.754231] agpgart-intel 0000:00:00.0: detected 8192K stolen memory [ 0.754367] agpgart-intel 0000:00:00.0: AGP aperture is 256M @ 0xd0000000 [ 0.755804] brd: module loaded [ 0.756503] loop: module loaded [ 0.756667] ata_piix 0000:00:1f.2: version 2.13 [ 0.756693] ata_piix 0000:00:1f.2: PCI INT B -> GSI 17 (level, low) -> IRQ 17 [ 0.756700] ata_piix 0000:00:1f.2: MAP [ P0 P2 IDE IDE ] [ 0.756742] ata_piix 0000:00:1f.2: setting latency timer to 64 [ 0.757102] scsi0 : ata_piix [ 0.757208] scsi1 : ata_piix [ 0.757739] ata1: SATA max UDMA/133 cmd 0x1f0 ctl 0x3f6 bmdma 0xbfa0 irq 14 [ 0.757742] ata2: PATA max UDMA/100 cmd 0x170 ctl 0x376 bmdma 0xbfa8 irq 15 [ 0.758162] Fixed MDIO Bus: probed [ 0.758192] PPP generic driver version 2.4.2 [ 0.758234] tun: Universal TUN/TAP device driver, 1.6 [ 0.758236] tun: (C) 1999-2004 Max Krasnyansky [ 0.758329] ehci_hcd: USB 2.0 'Enhanced' Host Controller (EHCI) Driver [ 0.758353] ehci_hcd 0000:00:1d.7: PCI INT A -> GSI 20 (level, low) -> IRQ 20 [ 0.758368] ehci_hcd 0000:00:1d.7: setting latency timer to 64 [ 0.758373] ehci_hcd 0000:00:1d.7: EHCI Host Controller [ 0.758414] ehci_hcd 0000:00:1d.7: new USB bus registered, assigned bus number 1 [ 0.758435] ehci_hcd 0000:00:1d.7: using broken periodic workaround [ 0.758449] ehci_hcd 0000:00:1d.7: debug port 1 [ 0.762339] ehci_hcd 0000:00:1d.7: cache line size of 64 is not supported [ 0.762356] ehci_hcd 0000:00:1d.7: irq 20, io mem 0xffa80000 [ 0.776018] ehci_hcd 0000:00:1d.7: USB 2.0 started, EHCI 1.00 [ 0.776180] hub 1-0:1.0: USB hub found [ 0.776185] hub 1-0:1.0: 8 ports detected [ 0.776284] ohci_hcd: USB 1.1 'Open' Host Controller (OHCI) Driver [ 0.776299] uhci_hcd: USB Universal Host Controller Interface driver [ 0.776322] uhci_hcd 0000:00:1d.0: PCI INT A -> GSI 20 (level, low) -> IRQ 20 [ 0.776331] uhci_hcd 0000:00:1d.0: setting latency timer to 64 [ 0.776336] uhci_hcd 0000:00:1d.0: UHCI Host Controller [ 0.776375] uhci_hcd 0000:00:1d.0: new USB bus registered, assigned bus number 2 [ 0.776405] uhci_hcd 0000:00:1d.0: irq 20, io base 0x0000bf80 [ 0.776550] hub 2-0:1.0: USB hub found [ 0.776555] hub 2-0:1.0: 2 ports detected [ 0.776636] uhci_hcd 0000:00:1d.1: PCI INT B -> GSI 21 (level, low) -> IRQ 21 [ 0.776643] uhci_hcd 0000:00:1d.1: setting latency timer to 64 [ 0.776647] uhci_hcd 0000:00:1d.1: UHCI Host Controller [ 0.776685] uhci_hcd 0000:00:1d.1: new USB bus registered, assigned bus number 3 [ 0.776726] uhci_hcd 0000:00:1d.1: irq 21, io base 0x0000bf60 [ 0.776860] hub 3-0:1.0: USB hub found [ 0.776864] hub 3-0:1.0: 2 ports detected [ 0.776943] uhci_hcd 0000:00:1d.2: PCI INT C -> GSI 22 (level, low) -> IRQ 22 [ 0.776950] uhci_hcd 0000:00:1d.2: setting latency timer to 64 [ 0.776954] uhci_hcd 0000:00:1d.2: UHCI Host Controller [ 0.776999] uhci_hcd 0000:00:1d.2: new USB bus registered, assigned bus number 4 [ 0.777038] uhci_hcd 0000:00:1d.2: irq 22, io base 0x0000bf40 [ 0.777171] hub 4-0:1.0: USB hub found [ 0.777175] hub 4-0:1.0: 2 ports detected [ 0.777251] uhci_hcd 0000:00:1d.3: PCI INT D -> GSI 23 (level, low) -> IRQ 23 [ 0.777258] uhci_hcd 0000:00:1d.3: setting latency timer to 64 [ 0.777262] uhci_hcd 0000:00:1d.3: UHCI Host Controller [ 0.777300] uhci_hcd 0000:00:1d.3: new USB bus registered, assigned bus number 5 [ 0.777339] uhci_hcd 0000:00:1d.3: irq 23, io base 0x0000bf20 [ 0.777474] hub 5-0:1.0: USB hub found [ 0.777478] hub 5-0:1.0: 2 ports detected [ 0.777616] i8042: PNP: PS/2 Controller [PNP0303:KBC,PNP0f13:PS2M] at 0x60,0x64 irq 1,12 [ 0.780286] serio: i8042 KBD port at 0x60,0x64 irq 1 [ 0.780294] serio: i8042 AUX port at 0x60,0x64 irq 12 [ 0.780424] mousedev: PS/2 mouse device common for all mice [ 0.780595] rtc_cmos 00:06: RTC can wake from S4 [ 0.780715] rtc_cmos 00:06: rtc core: registered rtc_cmos as rtc0 [ 0.780759] rtc0: alarms up to one month, y3k, 114 bytes nvram, hpet irqs [ 0.780859] device-mapper: uevent: version 1.0.3 [ 0.780944] device-mapper: ioctl: 4.20.0-ioctl (2011-02-02) initialised: dm-devel@redhat.com [ 0.780982] EISA: Probing bus 0 at eisa.0 [ 0.780990] Cannot allocate resource for EISA slot 1 [ 0.780992] Cannot allocate resource for EISA slot 2 [ 0.781019] EISA: Detected 0 cards. [ 0.781029] cpufreq-nforce2: No nForce2 chipset. [ 0.781099] cpuidle: using governor ladder [ 0.781213] cpuidle: using governor menu [ 0.781215] EFI Variables Facility v0.08 2004-May-17 [ 0.781568] TCP cubic registered [ 0.781734] NET: Registered protocol family 10 [ 0.782443] NET: Registered protocol family 17 [ 0.782461] Registering the dns_resolver key type [ 0.782487] Using IPI No-Shortcut mode [ 0.782580] PM: Hibernation image not present or could not be loaded. [ 0.782593] registered taskstats version 1 [ 0.787530] input: AT Translated Set 2 keyboard as /devices/platform/i8042/serio0/input/input3 [ 0.794845] Magic number: 7:47:976 [ 0.794956] rtc_cmos 00:06: setting system clock to 2011-12-11 07:59:58 UTC (1323590398) [ 0.795966] BIOS EDD facility v0.16 2004-Jun-25, 0 devices found [ 0.795969] EDD information not available. [ 0.922212] ata1.00: ATA-8: SAMSUNG HM500LI, 2TF00_00, max UDMA7 [ 0.922215] ata1.00: 976773168 sectors, multi 8: LBA48 NCQ (depth 0/32) [ 0.936637] ata2.00: ATAPI: TSSTcorp DVD+/-RW TS-L632D, DE04, max UDMA/33 [ 0.938124] ata1.00: configured for UDMA/133 [ 0.938292] scsi 0:0:0:0: Direct-Access ATA SAMSUNG HM500LI 2TF0 PQ: 0 ANSI: 5 [ 0.938436] sd 0:0:0:0: [sda] 976773168 512-byte logical blocks: (500 GB/465 GiB) [ 0.938459] sd 0:0:0:0: Attached scsi generic sg0 type 0 [ 0.938497] sd 0:0:0:0: [sda] Write Protect is off [ 0.938501] sd 0:0:0:0: [sda] Mode Sense: 00 3a 00 00 [ 0.938548] sd 0:0:0:0: [sda] Write cache: enabled, read cache: enabled, doesn't support DPO or FUA [ 0.968322] ata2.00: configured for UDMA/33 [ 0.984911] scsi 1:0:0:0: CD-ROM TSSTcorp DVD+-RW TS-L632D DE04 PQ: 0 ANSI: 5 [ 1.016567] sr0: scsi3-mmc drive: 24x/24x writer cd/rw xa/form2 cdda tray [ 1.016571] cdrom: Uniform CD-ROM driver Revision: 3.20 [ 1.016671] sr 1:0:0:0: Attached scsi CD-ROM sr0 [ 1.016726] sr 1:0:0:0: Attached scsi generic sg1 type 5 [ 1.038239] sda: sda1 sda2 sda3 sda4 < sda5 sda6 sda7 sda8 > [ 1.038851] sd 0:0:0:0: [sda] Attached SCSI disk [ 1.038918] Freeing unused kernel memory: 696k freed [ 1.039180] Write protecting the kernel text: 5332k [ 1.039242] Write protecting the kernel read-only data: 2192k [ 1.057761] udevd[86]: starting version 173 [ 1.126004] b44 0000:03:00.0: PCI INT A -> GSI 17 (level, low) -> IRQ 17 [ 1.141553] sdhci: Secure Digital Host Controller Interface driver [ 1.141557] sdhci: Copyright(c) Pierre Ossman [ 1.144078] ssb: Core 0 found: Fast Ethernet (cc 0x806, rev 0x07, vendor 0x4243) [ 1.144088] ssb: Core 1 found: V90 (cc 0x807, rev 0x03, vendor 0x4243) [ 1.144096] ssb: Core 2 found: PCI (cc 0x804, rev 0x0A, vendor 0x4243) [ 1.184101] ssb: Sonics Silicon Backplane found on PCI device 0000:03:00.0 [ 1.184133] b44: b44.c:v2.0 [ 1.184162] sdhci-pci 0000:03:01.1: SDHCI controller found [1180:0822] (rev 19) [ 1.184188] sdhci-pci 0000:03:01.1: PCI INT B -> GSI 18 (level, low) -> IRQ 18 [ 1.185239] mmc0: no vmmc regulator found [ 1.186264] Registered led device: mmc0:: [ 1.187309] mmc0: SDHCI controller on PCI [0000:03:01.1] using DMA [ 1.187338] firewire_ohci 0000:03:01.0: PCI INT A -> GSI 19 (level, low) -> IRQ 19 [ 1.204943] b44 ssb0:0: eth0: Broadcom 44xx/47xx 10/100BaseT Ethernet 00:15:c5:c3:e9:ce [ 1.248172] firewire_ohci: Added fw-ohci device 0000:03:01.0, OHCI v1.10, 4 IR + 4 IT contexts, quirks 0x1 [ 1.384060] usb 4-1: new full speed USB device number 2 using uhci_hcd [ 1.548237] usbcore: registered new interface driver uas [ 1.549085] Initializing USB Mass Storage driver... [ 1.551179] scsi2 : usb-storage 4-1:1.0 [ 1.551356] usbcore: registered new interface driver usb-storage [ 1.551359] USB Mass Storage support registered. [ 1.640117] usb 4-1: USB disconnect, device number 2 [ 1.748182] firewire_core: created device fw0: GUID 424fc000057e9561, S400 [ 2.033712] EXT4-fs (sda8): mounted filesystem with ordered data mode. Opts: (null) [ 2.376043] usb 4-1: new full speed USB device number 3 using uhci_hcd [ 2.540172] scsi5 : usb-storage 4-1:1.2 [ 3.545165] scsi 5:0:0:0: CD-ROM HUAWEI Mass Storage 2.31 PQ: 0 ANSI: 2 [ 3.569129] sr1: scsi-1 drive [ 3.569372] sr 5:0:0:0: Attached scsi CD-ROM sr1 [ 3.569487] sr 5:0:0:0: Attached scsi generic sg2 type 5 [ 10.782192] udevd[319]: starting version 173 [ 10.833025] lp: driver loaded but no devices found [ 10.872687] cfg80211: Calling CRDA to update world regulatory domain [ 10.884375] wmi: Mapper loaded [ 10.892492] iwl3945: Intel(R) PRO/Wireless 3945ABG/BG Network Connection driver for Linux, in-tree:s [ 10.892496] iwl3945: Copyright(c) 2003-2011 Intel Corporation [ 10.892577] iwl3945 0000:0b:00.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16 [ 10.892593] iwl3945 0000:0b:00.0: setting latency timer to 64 [ 10.907945] Adding 3998716k swap on /dev/sda7. Priority:-1 extents:1 across:3998716k [ 10.927899] acpi device:28: registered as cooling_device2 [ 10.928238] input: Video Bus as /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 [ 10.928313] ACPI: Video Device [VID1] (multi-head: yes rom: no post: no) [ 10.928343] [Firmware Bug]: Duplicate ACPI video bus devices for the same VGA controller, please try module parameter "video.allow_duplicates=1"if the current driver doesn't work. [ 10.934355] [drm] Initialized drm 1.1.0 20060810 [ 10.943416] i915 0000:00:02.0: PCI INT A -> GSI 16 (level, low) -> IRQ 16 [ 10.943422] i915 0000:00:02.0: setting latency timer to 64 [ 10.960675] iwl3945 0000:0b:00.0: Tunable channels: 11 802.11bg, 13 802.11a channels [ 10.960680] iwl3945 0000:0b:00.0: Detected Intel Wireless WiFi Link 3945ABG [ 10.961117] [drm] Supports vblank timestamp caching Rev 1 (10.10.2010). [ 10.961119] [drm] Driver supports precise vblank timestamp query. [ 10.962838] iwl3945 0000:0b:00.0: irq 42 for MSI/MSI-X [ 10.963589] Registered led device: phy0-led [ 10.963630] cfg80211: Ignoring regulatory request Set by core since the driver uses its own custom regulatory domain [ 11.010733] ieee80211 phy0: Selected rate control algorithm 'iwl-3945-rs' [ 11.025342] intel_rng: FWH not detected [ 11.025469] vgaarb: device changed decodes: PCI:0000:00:02.0,olddecodes=io+mem,decodes=io+mem:owns=io+mem [ 11.080136] composite sync not supported [ 11.122044] r852 0000:03:01.3: PCI INT B -> GSI 18 (level, low) -> IRQ 18 [ 11.122054] r852 0000:03:01.3: setting latency timer to 64 [ 11.128220] r852: Non dma capable device detected, dma disabled [ 11.128236] r852: driver loaded successfully [ 11.132252] leds_ss4200: no LED devices found [ 11.148622] type=1400 audit(1323570608.851:2): apparmor="STATUS" operation="profile_load" name="/sbin/dhclient" pid=539 comm="apparmor_parser" [ 11.149080] type=1400 audit(1323570608.851:3): apparmor="STATUS" operation="profile_load" name="/usr/lib/NetworkManager/nm-dhcp-client.action" pid=539 comm="apparmor_parser" [ 11.149633] type=1400 audit(1323570608.851:4): apparmor="STATUS" operation="profile_load" name="/usr/lib/connman/scripts/dhclient-script" pid=539 comm="apparmor_parser" [ 11.198980] EXT4-fs (sda8): re-mounted. Opts: errors=remount-ro [ 11.310306] dcdbas dcdbas: Dell Systems Management Base Driver (version 5.6.0-3.2) [ 11.598408] [drm] initialized overlay support [ 11.598460] composite sync not supported [ 11.609739] usbcore: registered new interface driver usbserial [ 11.609780] USB Serial support registered for generic [ 11.609845] usbcore: registered new interface driver usbserial_generic [ 11.609847] usbserial: USB Serial Driver core [ 11.613616] USB Serial support registered for GSM modem (1-port) [ 11.613671] option 4-1:1.0: GSM modem (1-port) converter detected [ 11.614094] usb 4-1: GSM modem (1-port) converter now attached to ttyUSB0 [ 11.614108] option 4-1:1.1: GSM modem (1-port) converter detected [ 11.614243] usb 4-1: GSM modem (1-port) converter now attached to ttyUSB1 [ 11.614302] usbcore: registered new interface driver option [ 11.614305] option: v0.7.2:USB Driver for GSM modems [ 11.698895] input: Dell WMI hotkeys as /devices/virtual/input/input5 [ 11.718232] cfg80211: Ignoring regulatory request Set by core since the driver uses its own custom regulatory domain [ 11.718236] cfg80211: World regulatory domain updated: [ 11.718238] cfg80211: (start_freq - end_freq @ bandwidth), (max_antenna_gain, max_eirp) [ 11.718244] cfg80211: (2402000 KHz - 2472000 KHz @ 40000 KHz), (300 mBi, 2000 mBm) [ 11.718248] cfg80211: (2457000 KHz - 2482000 KHz @ 20000 KHz), (300 mBi, 2000 mBm) [ 11.718251] cfg80211: (2474000 KHz - 2494000 KHz @ 20000 KHz), (300 mBi, 2000 mBm) [ 11.718254] cfg80211: (5170000 KHz - 5250000 KHz @ 40000 KHz), (300 mBi, 2000 mBm) [ 11.718257] cfg80211: (5735000 KHz - 5835000 KHz @ 40000 KHz), (300 mBi, 2000 mBm) [ 11.767121] fbcon: inteldrmfb (fb0) is primary device [ 11.767283] Console: switching to colour frame buffer device 180x56 [ 11.767324] fb0: inteldrmfb frame buffer device [ 11.767326] drm: registered panic notifier [ 11.767501] [drm] Initialized i915 1.6.0 20080730 for 0000:00:02.0 on minor 0 [ 11.767557] HDA Intel 0000:00:1b.0: PCI INT A -> GSI 21 (level, low) -> IRQ 21 [ 11.767662] HDA Intel 0000:00:1b.0: irq 43 for MSI/MSI-X [ 11.767701] HDA Intel 0000:00:1b.0: setting latency timer to 64 [ 11.779427] Synaptics Touchpad, model: 1, fw: 6.2, id: 0x180b1, caps: 0xa04713/0x200000/0x0 [ 11.815420] input: SynPS/2 Synaptics TouchPad as /devices/platform/i8042/serio1/input/input6 [ 11.828758] composite sync not supported [ 11.832753] input: HDA Intel Mic at Ext Right Jack as /devices/pci0000:00/0000:00:1b.0/sound/card0/input7 [ 11.833012] input: HDA Intel HP Out at Ext Right Jack as /devices/pci0000:00/0000:00:1b.0/sound/card0/input8 [ 12.237500] ADDRCONF(NETDEV_UP): eth0: link is not ready [ 12.991584] type=1400 audit(1323570610.691:5): apparmor="STATUS" operation="profile_load" name="/usr/lib/lightdm/lightdm-guest-session-wrapper" pid=932 comm="apparmor_parser" [ 13.000759] type=1400 audit(1323570610.703:6): apparmor="STATUS" operation="profile_replace" name="/sbin/dhclient" pid=933 comm="apparmor_parser" [ 13.001800] type=1400 audit(1323570610.703:7): apparmor="STATUS" operation="profile_replace" name="/usr/lib/NetworkManager/nm-dhcp-client.action" pid=933 comm="apparmor_parser" [ 13.003712] type=1400 audit(1323570610.703:8): apparmor="STATUS" operation="profile_load" name="/usr/bin/evince" pid=934 comm="apparmor_parser" [ 13.004334] type=1400 audit(1323570610.707:9): apparmor="STATUS" operation="profile_replace" name="/usr/lib/connman/scripts/dhclient-script" pid=933 comm="apparmor_parser" [ 13.011763] type=1400 audit(1323570610.711:10): apparmor="STATUS" operation="profile_load" name="/usr/lib/telepathy/mission-control-5" pid=936 comm="apparmor_parser" [ 13.012365] type=1400 audit(1323570610.715:11): apparmor="STATUS" operation="profile_load" name="/usr/lib/telepathy/telepathy-*" pid=936 comm="apparmor_parser" [ 13.135148] init: failsafe main process (833) killed by TERM signal [ 13.330756] composite sync not supported [ 13.343725] ppdev: user-space parallel port driver CompizPlugins: [core,bailer,detection,composite,opengl,decor,compiztoolbox,mousepoll,gnomecompat,place,regex,vpswitch,resize,animation,grid,wall,imgpng,move,wobbly,session,workarounds,expo,ezoom,staticswitcher,fade,scale,unityshell] CompositorRunning: compiz CurrentDmesg: [ 13.922963] Bluetooth: Core ver 2.16 [ 13.922991] NET: Registered protocol family 31 [ 13.922993] Bluetooth: HCI device and connection manager initialized [ 13.922996] Bluetooth: HCI socket layer initialized [ 13.922998] Bluetooth: L2CAP socket layer initialized [ 13.923532] Bluetooth: SCO socket layer initialized [ 13.926267] Bluetooth: RFCOMM TTY layer initialized [ 13.926273] Bluetooth: RFCOMM socket layer initialized [ 13.926275] Bluetooth: RFCOMM ver 1.11 [ 13.958017] Bluetooth: BNEP (Ethernet Emulation) ver 1.3 [ 13.958020] Bluetooth: BNEP filters: protocol multicast [ 15.048796] init: plymouth-stop pre-start process (1289) terminated with status 1 [ 15.752394] EXT4-fs (sda8): re-mounted. Opts: errors=remount-ro,commit=0 [ 17.224913] EXT4-fs (sda8): re-mounted. Opts: errors=remount-ro,commit=0 [ 19.487051] composite sync not supported [ 21.150614] EXT4-fs (sda8): re-mounted. Opts: errors=remount-ro,commit=0 [ 26.752186] composite sync not supported [ 58.618292] composite sync not supported [ 59.828909] composite sync not supported [ 60.224114] composite sync not supported [ 63.376598] composite sync not supported [ 113.918347] PPP BSD Compression module registered [ 113.952721] PPP Deflate Compression module registered [ 223.428088] usb 1-1: new high speed USB device number 4 using ehci_hcd [ 224.016893] ipheth 1-1:4.2: Apple iPhone USB Ethernet device attached [ 224.017606] usbcore: registered new interface driver ipheth [ 224.043454] ADDRCONF(NETDEV_UP): eth1: link is not ready [ 235.311693] composite sync not supported Dependencies: coreutils 8.5-1ubuntu6 dconf-gsettings-backend 0.10.0-0ubuntu1 debconf 1.5.40ubuntu1 debianutils 4.0.2 dpkg 1.16.0.3ubuntu5 fontconfig 2.8.0-3ubuntu2 fontconfig-config 2.8.0-3ubuntu2 gcc-4.6-base 4.6.1-9ubuntu3 libacl1 2.2.51-3 libatk1.0-0 2.2.0-0ubuntu1 libatk1.0-data 2.2.0-0ubuntu1 libattr1 1:2.4.46-3 libavahi-client3 0.6.30-4ubuntu1 libavahi-common-data 0.6.30-4ubuntu1 libavahi-common3 0.6.30-4ubuntu1 libbz2-1.0 1.0.5-6ubuntu1 libc-bin 2.13-20ubuntu5 libc6 2.13-20ubuntu5 libcairo-gobject2 1.10.2-6ubuntu3 libcairo2 1.10.2-6ubuntu3 libcomerr2 1.41.14-1ubuntu3 libcups2 1.5.0-8ubuntu5 libdatrie1 0.2.4-3 libdb5.1 5.1.25-11 libdbus-1-3 1.4.14-1ubuntu1 libexpat1 2.0.1-7ubuntu3 libffi6 3.0.11~rc1-2 libfontconfig1 2.8.0-3ubuntu2 libfreetype6 2.4.4-2ubuntu1.1 libgcc1 1:4.6.1-9ubuntu3 libgcrypt11 1.5.0-1 libgdk-pixbuf2.0-0 2.24.0-1ubuntu1 libglib2.0-0 2.30.0-0ubuntu4 libglibmm-2.4-1c2a 2.30.0-0ubuntu1 libgnutls26 2.10.5-1ubuntu3 libgpg-error0 1.10-0.3ubuntu1 libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 libgtk-3-0 3.2.0-0ubuntu3 libgtk-3-common 3.2.0-0ubuntu3 libice6 2:1.0.7-2 libjasper1 1.900.1-7ubuntu2 libjpeg62 6b1-1ubuntu2 libk5crypto3 1.9.1+dfsg-1ubuntu2.2 libkeyutils1 1.4-6 libkrb5-3 1.9.1+dfsg-1ubuntu2.2 libkrb5support0 1.9.1+dfsg-1ubuntu2.2 liblzma2 5.0.0-2 libncurses5 5.9-1ubuntu5 libpam-modules 1.1.3-2ubuntu2.1 libpam-modules-bin 1.1.3-2ubuntu2.1 libpam0g 1.1.3-2ubuntu2.1 libpango1.0-0 1.29.3+git20110916-0ubuntu1 libpcre3 8.12-3ubuntu2 libpixman-1-0 0.22.2-1 libpng12-0 1.2.46-3ubuntu1 libselinux1 2.0.98-1.1 libsigc++-2.0-0c2a 2.2.10-0ubuntu1 libsm6 2:1.2.0-2 libstartup-notification0 0.12-1 libstdc++6 4.6.1-9ubuntu3 libtasn1-3 2.9-4 libthai-data 0.1.15-2 libthai0 0.1.15-2 libtiff4 3.9.5-1ubuntu1 libtinfo5 5.9-1ubuntu5 libuuid1 2.19.1-2ubuntu3 libx11-6 2:1.4.4-2ubuntu1 libx11-data 2:1.4.4-2ubuntu1 libx11-xcb1 2:1.4.4-2ubuntu1 libxau6 1:1.0.6-3 libxcb-render0 1.7-3 libxcb-shm0 1.7-3 libxcb-util0 0.3.8-1 libxcb1 1.7-3 libxcomposite1 1:0.4.3-2 libxcursor1 1:1.1.12-1 libxdamage1 1:1.1.3-2 libxdmcp6 1:1.1.0-3 libxext6 2:1.3.0-3 libxfixes3 1:5.0-4 libxft2 2.2.0-3ubuntu1 libxi6 2:1.4.3-3ubuntu1 libxinerama1 2:1.1.1-3 libxml2 2.7.8.dfsg-4 libxrandr2 2:1.3.2-2 libxrender1 1:0.9.6-2 lsb-base 4.0-0ubuntu16 multiarch-support 2.13-20ubuntu5 ncurses-bin 5.9-1ubuntu5 passwd 1:4.1.4.2+svn3283-3ubuntu2 perl-base 5.12.4-4 sed 4.2.1-9 sensible-utils 0.0.6ubuntu2 shared-mime-info 0.90-1ubuntu4 ttf-dejavu-core 2.33-1ubuntu1 tzdata 2011n-0ubuntu0.11.10 ucf 3.0025+nmu2ubuntu1 x11-common 1:7.6+7ubuntu7 xz-utils 5.0.0-2 zlib1g 1:1.2.3.4.dfsg-3ubuntu3 Disassembly: => 0x13f416 <__kernel_vsyscall+2>: ret 0x13f417: add %ch,(%esi) 0x13f419: jae 0x13f483 0x13f41b: jae 0x13f491 0x13f41d: jb 0x13f493 0x13f41f: popa 0x13f420: bound %eax,(%eax) 0x13f422: cs 0x13f423: push $0x687361 0x13f428: cs 0x13f429: fs 0x13f42a: jns 0x13f49a 0x13f42c: jae 0x13f4a7 0x13f42e: insl (%dx),%es:(%edi) 0x13f42f: add %ch,(%esi) 0x13f431: fs DistUpgraded: Log time: 2011-10-27 22:27:10.873801 DistroCodename: oneiric DistroVariant: ubuntu DpkgLog: 2011-12-01 20:15:25 startup archives unpack 2011-12-01 20:15:29 install minitube 1.5-1 2011-12-01 20:15:29 status half-installed minitube 1.5-1 2011-12-01 20:15:29 status triggers-pending desktop-file-utils 0.18-0ubuntu9 2011-12-01 20:15:29 status half-installed minitube 1.5-1 2011-12-01 20:15:29 status triggers-pending gnome-menus 3.2.0-0ubuntu2 2011-12-01 20:15:29 status half-installed minitube 1.5-1 2011-12-01 20:15:29 status triggers-pending bamfdaemon 0.2.104-0ubuntu1 2011-12-01 20:15:29 status half-installed minitube 1.5-1 2011-12-01 20:15:29 status triggers-pending hicolor-icon-theme 0.12-1ubuntu1 2011-12-01 20:15:30 status half-installed minitube 1.5-1 2011-12-01 20:15:30 status triggers-pending man-db 2.6.0.2-2 2011-12-01 20:15:30 status half-installed minitube 1.5-1 2011-12-01 20:15:30 status triggers-pending menu 2.1.45ubuntu1 2011-12-01 20:15:30 status half-installed minitube 1.5-1 2011-12-01 20:15:30 status unpacked minitube 1.5-1 2011-12-01 20:15:30 status unpacked minitube 1.5-1 2011-12-01 20:15:30 trigproc desktop-file-utils 0.18-0ubuntu9 0.18-0ubuntu9 2011-12-01 20:15:30 status half-configured desktop-file-utils 0.18-0ubuntu9 2011-12-01 20:15:31 status installed desktop-file-utils 0.18-0ubuntu9 2011-12-01 20:15:31 trigproc gnome-menus 3.2.0-0ubuntu2 3.2.0-0ubuntu2 2011-12-01 20:15:31 status half-configured gnome-menus 3.2.0-0ubuntu2 2011-12-01 20:15:31 status installed gnome-menus 3.2.0-0ubuntu2 2011-12-01 20:15:31 trigproc bamfdaemon 0.2.104-0ubuntu1 0.2.104-0ubuntu1 2011-12-01 20:15:31 status half-configured bamfdaemon 0.2.104-0ubuntu1 2011-12-01 20:15:31 status installed bamfdaemon 0.2.104-0ubuntu1 2011-12-01 20:15:31 trigproc hicolor-icon-theme 0.12-1ubuntu1 0.12-1ubuntu1 2011-12-01 20:15:31 status half-configured hicolor-icon-theme 0.12-1ubuntu1 2011-12-01 20:15:38 status installed hicolor-icon-theme 0.12-1ubuntu1 2011-12-01 20:15:38 trigproc man-db 2.6.0.2-2 2.6.0.2-2 2011-12-01 20:15:38 status half-configured man-db 2.6.0.2-2 2011-12-01 20:15:40 status installed man-db 2.6.0.2-2 2011-12-01 20:15:40 trigproc menu 2.1.45ubuntu1 2.1.45ubuntu1 2011-12-01 20:15:40 status half-configured menu 2.1.45ubuntu1 2011-12-01 20:15:40 status installed menu 2.1.45ubuntu1 2011-12-01 20:15:41 startup packages configure 2011-12-01 20:15:41 configure minitube 1.5-1 2011-12-01 20:15:41 status unpacked minitube 1.5-1 2011-12-01 20:15:41 status half-configured minitube 1.5-1 2011-12-01 20:15:42 status installed minitube 1.5-1 2011-12-01 20:15:42 status triggers-pending menu 2.1.45ubuntu1 2011-12-01 20:15:42 status triggers-awaited menu 2.1.45ubuntu1 2011-12-01 20:15:42 trigproc menu 2.1.45ubuntu1 2011-12-01 20:15:42 status half-configured menu 2.1.45ubuntu1 2011-12-01 20:15:42 status installed menu 2.1.45ubuntu1 2011-12-03 22:03:58 startup archives unpack 2011-12-03 22:04:03 upgrade language-pack-en 1:11.10+20111025 1:11.10+20111121 2011-12-03 22:04:03 status half-configured language-pack-en 1:11.10+20111025 2011-12-03 22:04:03 status unpacked language-pack-en 1:11.10+20111025 2011-12-03 22:04:04 status half-installed language-pack-en 1:11.10+20111025 2011-12-03 22:04:04 status triggers-pending software-center 5.0.2ubuntu0.1 2011-12-03 22:04:04 status half-installed language-pack-en 1:11.10+20111025 2011-12-03 22:04:04 status half-installed language-pack-en 1:11.10+20111025 2011-12-03 22:04:05 status unpacked language-pack-en 1:11.10+20111121 2011-12-03 22:04:05 status unpacked language-pack-en 1:11.10+20111121 2011-12-03 22:04:05 upgrade language-pack-gnome-en 1:11.10+20111025 1:11.10+20111121 2011-12-03 22:04:05 status half-configured language-pack-gnome-en 1:11.10+20111025 2011-12-03 22:04:05 status unpacked language-pack-gnome-en 1:11.10+20111025 2011-12-03 22:04:06 status half-installed language-pack-gnome-en 1:11.10+20111025 2011-12-03 22:04:06 status half-installed language-pack-gnome-en 1:11.10+20111025 2011-12-03 22:04:06 status half-installed language-pack-gnome-en 1:11.10+20111025 2011-12-03 22:04:06 status unpacked language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:06 status unpacked language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:07 upgrade command-not-found-data 0.2.44ubuntu1 0.2.44.1ubuntu1 2011-12-03 22:04:07 status half-configured command-not-found-data 0.2.44ubuntu1 2011-12-03 22:04:07 status unpacked command-not-found-data 0.2.44ubuntu1 2011-12-03 22:04:07 status half-installed command-not-found-data 0.2.44ubuntu1 2011-12-03 22:04:07 status half-installed command-not-found-data 0.2.44ubuntu1 2011-12-03 22:04:07 status unpacked command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:07 status unpacked command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:08 upgrade command-not-found 0.2.44ubuntu1 0.2.44.1ubuntu1 2011-12-03 22:04:08 status half-configured command-not-found 0.2.44ubuntu1 2011-12-03 22:04:08 status unpacked command-not-found 0.2.44ubuntu1 2011-12-03 22:04:08 status half-installed command-not-found 0.2.44ubuntu1 2011-12-03 22:04:09 status half-installed command-not-found 0.2.44ubuntu1 2011-12-03 22:04:09 status unpacked command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:09 status unpacked command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:09 upgrade libgs9 9.04~dfsg-0ubuntu11.1 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:10 status half-configured libgs9 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:10 status unpacked libgs9 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:10 status half-installed libgs9 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:10 status half-installed libgs9 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:11 status unpacked libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:11 status unpacked libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:11 upgrade libgs9-common 9.04~dfsg-0ubuntu11.1 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:11 status half-configured libgs9-common 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:11 status unpacked libgs9-common 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:11 status half-installed libgs9-common 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:12 status half-installed libgs9-common 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:12 status unpacked libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:12 status unpacked libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:13 upgrade ghostscript 9.04~dfsg-0ubuntu11.1 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:13 status half-configured ghostscript 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:13 status unpacked ghostscript 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:13 status half-installed ghostscript 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:13 status triggers-pending man-db 2.6.0.2-2 2011-12-03 22:04:13 status half-installed ghostscript 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:13 status half-installed ghostscript 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:13 status unpacked ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:14 status unpacked ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:14 upgrade ghostscript-x 9.04~dfsg-0ubuntu11.1 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:14 status half-configured ghostscript-x 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:14 status unpacked ghostscript-x 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:14 status half-installed ghostscript-x 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:14 status half-installed ghostscript-x 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:14 status unpacked ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:15 status unpacked ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:16 upgrade ghostscript-cups 9.04~dfsg-0ubuntu11.1 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:16 status half-configured ghostscript-cups 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:16 status unpacked ghostscript-cups 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:16 status half-installed ghostscript-cups 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:16 status triggers-pending cups 1.5.0-8ubuntu5 2011-12-03 22:04:16 status half-installed ghostscript-cups 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:17 status half-installed ghostscript-cups 9.04~dfsg-0ubuntu11.1 2011-12-03 22:04:17 status unpacked ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:17 status unpacked ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:17 upgrade libsyncdaemon-1.0-1 2.0.0-0ubuntu2 2.0.0-0ubuntu2.2 2011-12-03 22:04:17 status half-configured libsyncdaemon-1.0-1 2.0.0-0ubuntu2 2011-12-03 22:04:17 status unpacked libsyncdaemon-1.0-1 2.0.0-0ubuntu2 2011-12-03 22:04:17 status half-installed libsyncdaemon-1.0-1 2.0.0-0ubuntu2 2011-12-03 22:04:18 status half-installed libsyncdaemon-1.0-1 2.0.0-0ubuntu2 2011-12-03 22:04:18 status unpacked libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:04:18 status unpacked libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:04:18 upgrade ubuntuone-client 2.0.0-0ubuntu2 2.0.0-0ubuntu2.2 2011-12-03 22:04:18 status half-configured ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:18 status unpacked ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:18 status half-installed ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:18 status triggers-pending hicolor-icon-theme 0.12-1ubuntu1 2011-12-03 22:04:19 status half-installed ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:19 status half-installed ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:19 status half-installed ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:20 status unpacked ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:04:20 status unpacked ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:04:20 upgrade python-ubuntuone-client 2.0.0-0ubuntu2 2.0.0-0ubuntu2.2 2011-12-03 22:04:20 status half-configured python-ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:20 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:21 status half-installed python-ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:21 status half-installed python-ubuntuone-client 2.0.0-0ubuntu2 2011-12-03 22:04:21 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:04:22 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:04:22 upgrade libubuntuone-1.0-1 0.11.0-0ubuntu2 0.11.0-0ubuntu3 2011-12-03 22:04:22 status half-configured libubuntuone-1.0-1 0.11.0-0ubuntu2 2011-12-03 22:04:22 status unpacked libubuntuone-1.0-1 0.11.0-0ubuntu2 2011-12-03 22:04:22 status half-installed libubuntuone-1.0-1 0.11.0-0ubuntu2 2011-12-03 22:04:22 status half-installed libubuntuone-1.0-1 0.11.0-0ubuntu2 2011-12-03 22:04:22 status unpacked libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:04:23 status unpacked libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:04:23 upgrade libubuntuone1.0-cil 0.11.0-0ubuntu2 0.11.0-0ubuntu3 2011-12-03 22:04:23 status half-configured libubuntuone1.0-cil 0.11.0-0ubuntu2 2011-12-03 22:04:24 status unpacked libubuntuone1.0-cil 0.11.0-0ubuntu2 2011-12-03 22:04:24 status half-installed libubuntuone1.0-cil 0.11.0-0ubuntu2 2011-12-03 22:04:24 status half-installed libubuntuone1.0-cil 0.11.0-0ubuntu2 2011-12-03 22:04:24 status unpacked libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:04:24 status unpacked libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:04:24 upgrade unity-2d-spread 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:24 status half-configured unity-2d-spread 4.12.0-0ubuntu1 2011-12-03 22:04:25 status unpacked unity-2d-spread 4.12.0-0ubuntu1 2011-12-03 22:04:25 status half-installed unity-2d-spread 4.12.0-0ubuntu1 2011-12-03 22:04:25 status half-installed unity-2d-spread 4.12.0-0ubuntu1 2011-12-03 22:04:25 status half-installed unity-2d-spread 4.12.0-0ubuntu1 2011-12-03 22:04:25 status unpacked unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:04:25 status unpacked unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:04:26 upgrade unity-2d-places 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:26 status half-configured unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status unpacked unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status triggers-pending desktop-file-utils 0.18-0ubuntu9 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status triggers-pending gnome-menus 3.2.0-0ubuntu2 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status triggers-pending bamfdaemon 0.2.104-0ubuntu1 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:26 status half-installed unity-2d-places 4.12.0-0ubuntu1 2011-12-03 22:04:27 status unpacked unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:04:27 status unpacked unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:04:27 upgrade unity-2d-panel 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:27 status half-configured unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:27 status unpacked unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:27 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:27 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:27 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-panel 4.12.0-0ubuntu1 2011-12-03 22:04:28 status unpacked unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:04:28 status unpacked unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:04:28 upgrade unity-2d-launcher 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:28 status half-configured unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:28 status unpacked unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:28 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:29 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:29 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:29 status half-installed unity-2d-launcher 4.12.0-0ubuntu1 2011-12-03 22:04:29 status unpacked unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:04:29 status unpacked unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:04:29 upgrade libunity-2d-private0 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:29 status half-configured libunity-2d-private0 4.12.0-0ubuntu1 2011-12-03 22:04:29 status unpacked libunity-2d-private0 4.12.0-0ubuntu1 2011-12-03 22:04:29 status half-installed libunity-2d-private0 4.12.0-0ubuntu1 2011-12-03 22:04:30 status half-installed libunity-2d-private0 4.12.0-0ubuntu1 2011-12-03 22:04:30 status unpacked libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:04:30 status unpacked libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:04:31 upgrade unity-2d 4.12.0-0ubuntu1 4.12.0-0ubuntu1.1 2011-12-03 22:04:31 status half-configured unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:31 status unpacked unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:31 status half-installed unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:31 status triggers-pending gconf2 3.2.3-0ubuntu0.1 2011-12-03 22:04:31 status half-installed unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:31 status triggers-pending libglib2.0-0 2.30.0-0ubuntu4 2011-12-03 22:04:31 status half-installed unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:31 status triggers-pending gconf2 3.2.3-0ubuntu0.1 2011-12-03 22:04:31 status half-installed unity-2d 4.12.0-0ubuntu1 2011-12-03 22:04:32 status unpacked unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:04:32 status unpacked unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:04:32 trigproc software-center 5.0.2ubuntu0.1 5.0.2ubuntu0.1 2011-12-03 22:04:32 status half-configured software-center 5.0.2ubuntu0.1 2011-12-03 22:04:33 status installed software-center 5.0.2ubuntu0.1 2011-12-03 22:04:33 trigproc man-db 2.6.0.2-2 2.6.0.2-2 2011-12-03 22:04:33 status half-configured man-db 2.6.0.2-2 2011-12-03 22:04:36 status installed man-db 2.6.0.2-2 2011-12-03 22:04:36 trigproc cups 1.5.0-8ubuntu5 1.5.0-8ubuntu5 2011-12-03 22:04:36 status half-configured cups 1.5.0-8ubuntu5 2011-12-03 22:04:43 status installed cups 1.5.0-8ubuntu5 2011-12-03 22:04:43 trigproc hicolor-icon-theme 0.12-1ubuntu1 0.12-1ubuntu1 2011-12-03 22:04:43 status half-configured hicolor-icon-theme 0.12-1ubuntu1 2011-12-03 22:04:50 status installed hicolor-icon-theme 0.12-1ubuntu1 2011-12-03 22:04:51 trigproc desktop-file-utils 0.18-0ubuntu9 0.18-0ubuntu9 2011-12-03 22:04:51 status half-configured desktop-file-utils 0.18-0ubuntu9 2011-12-03 22:04:53 status installed desktop-file-utils 0.18-0ubuntu9 2011-12-03 22:04:54 trigproc gnome-menus 3.2.0-0ubuntu2 3.2.0-0ubuntu2 2011-12-03 22:04:54 status half-configured gnome-menus 3.2.0-0ubuntu2 2011-12-03 22:04:54 status installed gnome-menus 3.2.0-0ubuntu2 2011-12-03 22:04:54 trigproc bamfdaemon 0.2.104-0ubuntu1 0.2.104-0ubuntu1 2011-12-03 22:04:54 status half-configured bamfdaemon 0.2.104-0ubuntu1 2011-12-03 22:04:54 status installed bamfdaemon 0.2.104-0ubuntu1 2011-12-03 22:04:54 trigproc gconf2 3.2.3-0ubuntu0.1 3.2.3-0ubuntu0.1 2011-12-03 22:04:54 status half-configured gconf2 3.2.3-0ubuntu0.1 2011-12-03 22:04:54 status installed gconf2 3.2.3-0ubuntu0.1 2011-12-03 22:04:55 trigproc libglib2.0-0 2.30.0-0ubuntu4 2.30.0-0ubuntu4 2011-12-03 22:04:55 status half-configured libglib2.0-0 2.30.0-0ubuntu4 2011-12-03 22:04:56 status installed libglib2.0-0 2.30.0-0ubuntu4 2011-12-03 22:04:57 startup packages configure 2011-12-03 22:04:57 configure language-pack-en 1:11.10+20111121 2011-12-03 22:04:57 status unpacked language-pack-en 1:11.10+20111121 2011-12-03 22:04:57 status half-configured language-pack-en 1:11.10+20111121 2011-12-03 22:04:57 status installed language-pack-en 1:11.10+20111121 2011-12-03 22:04:57 configure language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:57 status unpacked language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:57 status half-configured language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:57 status installed language-pack-gnome-en 1:11.10+20111121 2011-12-03 22:04:57 configure command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:57 status unpacked command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:57 status half-configured command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:57 status installed command-not-found-data 0.2.44.1ubuntu1 2011-12-03 22:04:57 configure command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:57 status unpacked command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:58 status unpacked command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:58 status half-configured command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:58 status installed command-not-found 0.2.44.1ubuntu1 2011-12-03 22:04:58 configure libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status unpacked libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status half-configured libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status installed libgs9-common 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 configure libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status unpacked libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status half-configured libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status installed libgs9 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:58 status triggers-pending libc-bin 2.13-20ubuntu5 2011-12-03 22:04:59 configure ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status unpacked ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status half-configured ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status installed ghostscript 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 configure ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status unpacked ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status half-configured ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status installed ghostscript-x 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 configure ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status unpacked ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status half-configured ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 status installed ghostscript-cups 9.04~dfsg-0ubuntu11.2 2011-12-03 22:04:59 configure python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:04:59 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:00 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:00 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:00 status unpacked python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:00 status half-configured python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:00 status installed python-ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 configure ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status unpacked ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status unpacked ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status half-configured ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status installed ubuntuone-client 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 configure libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status unpacked libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status half-configured libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 status installed libsyncdaemon-1.0-1 2.0.0-0ubuntu2.2 2011-12-03 22:05:01 configure libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:05:01 status unpacked libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:05:01 status half-configured libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:05:01 status installed libubuntuone-1.0-1 0.11.0-0ubuntu3 2011-12-03 22:05:02 configure libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:05:02 status unpacked libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:05:02 status half-configured libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:05:02 status installed libubuntuone1.0-cil 0.11.0-0ubuntu3 2011-12-03 22:05:02 configure libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:05:02 status unpacked libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:05:02 status half-configured libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status installed libunity-2d-private0 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 configure unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status unpacked unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status half-configured unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status installed unity-2d-spread 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 configure unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status unpacked unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status half-configured unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status installed unity-2d-places 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 configure unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status unpacked unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status half-configured unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status installed unity-2d-panel 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 configure unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:05:03 status unpacked unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 status half-configured unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 status installed unity-2d-launcher 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 configure unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 status unpacked unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 status half-configured unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 status installed unity-2d 4.12.0-0ubuntu1.1 2011-12-03 22:05:04 trigproc libc-bin 2.13-20ubuntu5 2011-12-03 22:05:04 status half-configured libc-bin 2.13-20ubuntu5 2011-12-03 22:05:05 status installed libc-bin 2.13-20ubuntu5 2011-12-08 19:43:31 startup archives unpack 2011-12-08 19:43:36 upgrade libk5crypto3 1.9.1+dfsg-1ubuntu2.1 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:36 status half-configured libk5crypto3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:36 status unpacked libk5crypto3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:36 status half-installed libk5crypto3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:36 status half-installed libk5crypto3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:36 status unpacked libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:36 status unpacked libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:37 upgrade libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.1 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:37 status half-configured libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:37 status unpacked libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:37 status half-installed libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:37 status half-installed libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:37 status unpacked libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:37 status unpacked libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:38 upgrade libkrb5-3 1.9.1+dfsg-1ubuntu2.1 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:38 status half-configured libkrb5-3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:38 status unpacked libkrb5-3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:38 status half-installed libkrb5-3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:38 status half-installed libkrb5-3 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:38 status unpacked libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:38 status unpacked libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:39 upgrade libkrb5support0 1.9.1+dfsg-1ubuntu2.1 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:39 status half-configured libkrb5support0 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:39 status unpacked libkrb5support0 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:39 status half-installed libkrb5support0 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:39 status half-installed libkrb5support0 1.9.1+dfsg-1ubuntu2.1 2011-12-08 19:43:39 status unpacked libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:39 status unpacked libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:43:40 upgrade chromium-browser-l10n 14.0.835.202~r103287-0ubuntu1 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:40 status half-configured chromium-browser-l10n 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:40 status unpacked chromium-browser-l10n 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:40 status half-installed chromium-browser-l10n 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:41 status half-installed chromium-browser-l10n 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:41 status unpacked chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:41 status unpacked chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:41 upgrade chromium-codecs-ffmpeg 14.0.835.202~r103287-0ubuntu1 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:41 status half-configured chromium-codecs-ffmpeg 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:42 status unpacked chromium-codecs-ffmpeg 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:42 status half-installed chromium-codecs-ffmpeg 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:42 status half-installed chromium-codecs-ffmpeg 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:42 status unpacked chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:42 status unpacked chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:43 upgrade chromium-browser 14.0.835.202~r103287-0ubuntu1 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:43 status half-configured chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:43 status unpacked chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:43 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:47 status triggers-pending man-db 2.6.0.2-2 2011-12-08 19:43:48 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:49 status triggers-pending desktop-file-utils 0.18-0ubuntu9 2011-12-08 19:43:49 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:49 status triggers-pending gnome-menus 3.2.0-0ubuntu2 2011-12-08 19:43:49 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:49 status triggers-pending bamfdaemon 0.2.104-0ubuntu1 2011-12-08 19:43:49 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:49 status triggers-pending hicolor-icon-theme 0.12-1ubuntu1 2011-12-08 19:43:49 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:49 status half-installed chromium-browser 14.0.835.202~r103287-0ubuntu1 2011-12-08 19:43:50 status unpacked chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:50 status unpacked chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:43:50 upgrade libcolord1 0.1.12-1ubuntu2 0.1.12-1ubuntu2.1 2011-12-08 19:43:50 status half-configured libcolord1 0.1.12-1ubuntu2 2011-12-08 19:43:50 status unpacked libcolord1 0.1.12-1ubuntu2 2011-12-08 19:43:50 status half-installed libcolord1 0.1.12-1ubuntu2 2011-12-08 19:43:50 status half-installed libcolord1 0.1.12-1ubuntu2 2011-12-08 19:43:51 status unpacked libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:43:51 status unpacked libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:43:51 upgrade colord 0.1.12-1ubuntu2 0.1.12-1ubuntu2.1 2011-12-08 19:43:51 status half-configured colord 0.1.12-1ubuntu2 2011-12-08 19:43:51 status unpacked colord 0.1.12-1ubuntu2 2011-12-08 19:43:51 status half-installed colord 0.1.12-1ubuntu2 2011-12-08 19:43:51 status half-installed colord 0.1.12-1ubuntu2 2011-12-08 19:43:51 status half-installed colord 0.1.12-1ubuntu2 2011-12-08 19:43:52 status unpacked colord 0.1.12-1ubuntu2.1 2011-12-08 19:43:52 status unpacked colord 0.1.12-1ubuntu2.1 2011-12-08 19:43:52 upgrade lightdm 1.0.6-0ubuntu1.1 1.0.6-0ubuntu1.2 2011-12-08 19:43:52 status half-configured lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:52 status unpacked lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:53 status half-installed lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:53 status half-installed lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:53 status triggers-pending ureadahead 0.100.0-11 2011-12-08 19:43:53 status half-installed lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:53 status triggers-pending ureadahead 0.100.0-11 2011-12-08 19:43:53 status half-installed lightdm 1.0.6-0ubuntu1.1 2011-12-08 19:43:53 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:43:53 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:43:54 upgrade libedataserver1.2-15 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:54 status half-configured libedataserver1.2-15 3.2.1-0ubuntu1 2011-12-08 19:43:54 status unpacked libedataserver1.2-15 3.2.1-0ubuntu1 2011-12-08 19:43:54 status half-installed libedataserver1.2-15 3.2.1-0ubuntu1 2011-12-08 19:43:54 status half-installed libedataserver1.2-15 3.2.1-0ubuntu1 2011-12-08 19:43:54 status unpacked libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:55 status unpacked libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:55 upgrade evolution-data-server 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:55 status half-configured evolution-data-server 3.2.1-0ubuntu1 2011-12-08 19:43:55 status unpacked evolution-data-server 3.2.1-0ubuntu1 2011-12-08 19:43:55 status half-installed evolution-data-server 3.2.1-0ubuntu1 2011-12-08 19:43:55 status half-installed evolution-data-server 3.2.1-0ubuntu1 2011-12-08 19:43:56 status unpacked evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:56 status unpacked evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:56 upgrade libcamel-1.2-29 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:56 status half-configured libcamel-1.2-29 3.2.1-0ubuntu1 2011-12-08 19:43:56 status unpacked libcamel-1.2-29 3.2.1-0ubuntu1 2011-12-08 19:43:56 status half-installed libcamel-1.2-29 3.2.1-0ubuntu1 2011-12-08 19:43:56 status half-installed libcamel-1.2-29 3.2.1-0ubuntu1 2011-12-08 19:43:56 status unpacked libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:57 status unpacked libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:57 upgrade libebackend-1.2-1 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:57 status half-configured libebackend-1.2-1 3.2.1-0ubuntu1 2011-12-08 19:43:57 status unpacked libebackend-1.2-1 3.2.1-0ubuntu1 2011-12-08 19:43:57 status half-installed libebackend-1.2-1 3.2.1-0ubuntu1 2011-12-08 19:43:57 status half-installed libebackend-1.2-1 3.2.1-0ubuntu1 2011-12-08 19:43:58 status unpacked libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:58 status unpacked libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:58 upgrade libebook1.2-12 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:58 status half-configured libebook1.2-12 3.2.1-0ubuntu1 2011-12-08 19:43:58 status unpacked libebook1.2-12 3.2.1-0ubuntu1 2011-12-08 19:43:58 status half-installed libebook1.2-12 3.2.1-0ubuntu1 2011-12-08 19:43:58 status half-installed libebook1.2-12 3.2.1-0ubuntu1 2011-12-08 19:43:58 status unpacked libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:59 status unpacked libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:59 upgrade libecal1.2-10 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:59 status half-configured libecal1.2-10 3.2.1-0ubuntu1 2011-12-08 19:43:59 status unpacked libecal1.2-10 3.2.1-0ubuntu1 2011-12-08 19:43:59 status half-installed libecal1.2-10 3.2.1-0ubuntu1 2011-12-08 19:43:59 status half-installed libecal1.2-10 3.2.1-0ubuntu1 2011-12-08 19:43:59 status unpacked libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:43:59 status unpacked libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:00 upgrade libedata-book-1.2-11 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:00 status half-configured libedata-book-1.2-11 3.2.1-0ubuntu1 2011-12-08 19:44:00 status unpacked libedata-book-1.2-11 3.2.1-0ubuntu1 2011-12-08 19:44:00 status half-installed libedata-book-1.2-11 3.2.1-0ubuntu1 2011-12-08 19:44:00 status half-installed libedata-book-1.2-11 3.2.1-0ubuntu1 2011-12-08 19:44:00 status unpacked libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:00 status unpacked libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:01 upgrade libedata-cal-1.2-13 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:01 status half-configured libedata-cal-1.2-13 3.2.1-0ubuntu1 2011-12-08 19:44:01 status unpacked libedata-cal-1.2-13 3.2.1-0ubuntu1 2011-12-08 19:44:01 status half-installed libedata-cal-1.2-13 3.2.1-0ubuntu1 2011-12-08 19:44:01 status half-installed libedata-cal-1.2-13 3.2.1-0ubuntu1 2011-12-08 19:44:01 status unpacked libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:01 status unpacked libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:02 upgrade evolution-data-server-common 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:02 status half-configured evolution-data-server-common 3.2.1-0ubuntu1 2011-12-08 19:44:02 status unpacked evolution-data-server-common 3.2.1-0ubuntu1 2011-12-08 19:44:02 status half-installed evolution-data-server-common 3.2.1-0ubuntu1 2011-12-08 19:44:02 status half-installed evolution-data-server-common 3.2.1-0ubuntu1 2011-12-08 19:44:02 status unpacked evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:02 status unpacked evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:02 upgrade libedataserverui-3.0-1 3.2.1-0ubuntu1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:02 status half-configured libedataserverui-3.0-1 3.2.1-0ubuntu1 2011-12-08 19:44:03 status unpacked libedataserverui-3.0-1 3.2.1-0ubuntu1 2011-12-08 19:44:03 status half-installed libedataserverui-3.0-1 3.2.1-0ubuntu1 2011-12-08 19:44:03 status half-installed libedataserverui-3.0-1 3.2.1-0ubuntu1 2011-12-08 19:44:03 status unpacked libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:03 status unpacked libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:03 upgrade liblightdm-gobject-1-0 1.0.6-0ubuntu1.1 1.0.6-0ubuntu1.2 2011-12-08 19:44:03 status half-configured liblightdm-gobject-1-0 1.0.6-0ubuntu1.1 2011-12-08 19:44:03 status unpacked liblightdm-gobject-1-0 1.0.6-0ubuntu1.1 2011-12-08 19:44:04 status half-installed liblightdm-gobject-1-0 1.0.6-0ubuntu1.1 2011-12-08 19:44:04 status half-installed liblightdm-gobject-1-0 1.0.6-0ubuntu1.1 2011-12-08 19:44:04 status unpacked liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:04 status unpacked liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:04 upgrade libnux-1.0-0 1.14.0-0ubuntu1 1.16.0-0ubuntu1 2011-12-08 19:44:04 status half-configured libnux-1.0-0 1.14.0-0ubuntu1 2011-12-08 19:44:04 status unpacked libnux-1.0-0 1.14.0-0ubuntu1 2011-12-08 19:44:04 status half-installed libnux-1.0-0 1.14.0-0ubuntu1 2011-12-08 19:44:05 status half-installed libnux-1.0-0 1.14.0-0ubuntu1 2011-12-08 19:44:05 status unpacked libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:05 status unpacked libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:05 upgrade libnux-1.0-common 1.14.0-0ubuntu1 1.16.0-0ubuntu1 2011-12-08 19:44:05 status half-configured libnux-1.0-common 1.14.0-0ubuntu1 2011-12-08 19:44:05 status unpacked libnux-1.0-common 1.14.0-0ubuntu1 2011-12-08 19:44:05 status half-installed libnux-1.0-common 1.14.0-0ubuntu1 2011-12-08 19:44:06 status half-installed libnux-1.0-common 1.14.0-0ubuntu1 2011-12-08 19:44:06 status unpacked libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:06 status unpacked libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:06 upgrade nux-tools 1.14.0-0ubuntu1 1.16.0-0ubuntu1 2011-12-08 19:44:06 status half-configured nux-tools 1.14.0-0ubuntu1 2011-12-08 19:44:06 status unpacked nux-tools 1.14.0-0ubuntu1 2011-12-08 19:44:06 status half-installed nux-tools 1.14.0-0ubuntu1 2011-12-08 19:44:06 status half-installed nux-tools 1.14.0-0ubuntu1 2011-12-08 19:44:07 status unpacked nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:07 status unpacked nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:07 upgrade gnome-settings-daemon 3.2.1-0ubuntu3 3.2.2-0ubuntu2 2011-12-08 19:44:07 status half-configured gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:07 status unpacked gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:07 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:07 status triggers-pending gconf2 3.2.3-0ubuntu0.1 2011-12-08 19:44:07 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:07 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:07 status triggers-pending libglib2.0-0 2.30.0-0ubuntu4 2011-12-08 19:44:08 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:08 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:08 status half-installed gnome-settings-daemon 3.2.1-0ubuntu3 2011-12-08 19:44:08 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:08 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:08 upgrade shotwell 0.11.4-0ubuntu1 0.11.6-0ubuntu0.1 2011-12-08 19:44:08 status half-configured shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:08 status unpacked shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:09 status triggers-pending menu 2.1.45ubuntu1 2011-12-08 19:44:09 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:10 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:10 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:10 status half-installed shotwell 0.11.4-0ubuntu1 2011-12-08 19:44:10 status triggers-awaited menu 2.1.45ubuntu1 2011-12-08 19:44:10 status unpacked shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:10 status unpacked shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:11 trigproc man-db 2.6.0.2-2 2.6.0.2-2 2011-12-08 19:44:11 status half-configured man-db 2.6.0.2-2 2011-12-08 19:44:12 status installed man-db 2.6.0.2-2 2011-12-08 19:44:12 trigproc desktop-file-utils 0.18-0ubuntu9 0.18-0ubuntu9 2011-12-08 19:44:12 status half-configured desktop-file-utils 0.18-0ubuntu9 2011-12-08 19:44:12 status installed desktop-file-utils 0.18-0ubuntu9 2011-12-08 19:44:13 trigproc gnome-menus 3.2.0-0ubuntu2 3.2.0-0ubuntu2 2011-12-08 19:44:13 status half-configured gnome-menus 3.2.0-0ubuntu2 2011-12-08 19:44:13 status installed gnome-menus 3.2.0-0ubuntu2 2011-12-08 19:44:13 trigproc bamfdaemon 0.2.104-0ubuntu1 0.2.104-0ubuntu1 2011-12-08 19:44:13 status half-configured bamfdaemon 0.2.104-0ubuntu1 2011-12-08 19:44:13 status installed bamfdaemon 0.2.104-0ubuntu1 2011-12-08 19:44:13 trigproc hicolor-icon-theme 0.12-1ubuntu1 0.12-1ubuntu1 2011-12-08 19:44:13 status half-configured hicolor-icon-theme 0.12-1ubuntu1 2011-12-08 19:44:22 status installed hicolor-icon-theme 0.12-1ubuntu1 2011-12-08 19:44:22 trigproc ureadahead 0.100.0-11 0.100.0-11 2011-12-08 19:44:22 status half-configured ureadahead 0.100.0-11 2011-12-08 19:44:22 status installed ureadahead 0.100.0-11 2011-12-08 19:44:22 trigproc gconf2 3.2.3-0ubuntu0.1 3.2.3-0ubuntu0.1 2011-12-08 19:44:22 status half-configured gconf2 3.2.3-0ubuntu0.1 2011-12-08 19:44:22 status installed gconf2 3.2.3-0ubuntu0.1 2011-12-08 19:44:23 trigproc libglib2.0-0 2.30.0-0ubuntu4 2.30.0-0ubuntu4 2011-12-08 19:44:23 status half-configured libglib2.0-0 2.30.0-0ubuntu4 2011-12-08 19:44:23 status installed libglib2.0-0 2.30.0-0ubuntu4 2011-12-08 19:44:24 trigproc menu 2.1.45ubuntu1 2.1.45ubuntu1 2011-12-08 19:44:24 status half-configured menu 2.1.45ubuntu1 2011-12-08 19:44:24 status installed menu 2.1.45ubuntu1 2011-12-08 19:44:25 startup packages configure 2011-12-08 19:44:25 configure libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:25 status unpacked libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:25 status half-configured libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status installed libkrb5support0 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status triggers-pending libc-bin 2.13-20ubuntu5 2011-12-08 19:44:26 configure libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status unpacked libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status half-configured libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status installed libk5crypto3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 configure libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status unpacked libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status half-configured libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status installed libkrb5-3 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 configure libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:26 status unpacked libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:27 status half-configured libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:27 status installed libgssapi-krb5-2 1.9.1+dfsg-1ubuntu2.2 2011-12-08 19:44:27 configure libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status unpacked libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status half-configured libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status installed libcolord1 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 configure colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status unpacked colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status unpacked colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status unpacked colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status half-configured colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:27 status installed colord 0.1.12-1ubuntu2.1 2011-12-08 19:44:28 configure lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status unpacked lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:28 status half-configured lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:29 status installed lightdm 1.0.6-0ubuntu1.2 2011-12-08 19:44:29 configure libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:29 status unpacked libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:29 status half-configured libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:29 status installed libedataserver1.2-15 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 configure libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status unpacked libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status half-configured libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status installed libcamel-1.2-29 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 configure libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status unpacked libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status half-configured libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status installed libebackend-1.2-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 configure libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:30 status unpacked libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status half-configured libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status installed libebook1.2-12 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 configure libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status unpacked libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status half-configured libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status installed libecal1.2-10 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 configure libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status unpacked libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status half-configured libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status installed libedata-book-1.2-11 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 configure libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:31 status unpacked libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status half-configured libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status installed libedata-cal-1.2-13 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 configure evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status unpacked evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status half-configured evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status installed evolution-data-server-common 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 configure evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status unpacked evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status half-configured evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status installed evolution-data-server 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 configure libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status unpacked libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status half-configured libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:32 status installed libedataserverui-3.0-1 3.2.2-0ubuntu1~oneiric 2011-12-08 19:44:33 configure liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:33 status unpacked liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:33 status half-configured liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:33 status installed liblightdm-gobject-1-0 1.0.6-0ubuntu1.2 2011-12-08 19:44:33 configure libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:33 status unpacked libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:33 status half-configured libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:33 status installed libnux-1.0-common 1.16.0-0ubuntu1 2011-12-08 19:44:33 configure libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:33 status unpacked libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:33 status half-configured libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:33 status installed libnux-1.0-0 1.16.0-0ubuntu1 2011-12-08 19:44:33 configure nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:33 status unpacked nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:33 status unpacked nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:34 status half-configured nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:34 status installed nux-tools 1.16.0-0ubuntu1 2011-12-08 19:44:34 configure gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status unpacked gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status half-configured gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 status installed gnome-settings-daemon 3.2.2-0ubuntu2 2011-12-08 19:44:34 configure shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:34 status unpacked shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:34 status half-configured shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:34 status installed shotwell 0.11.6-0ubuntu0.1 2011-12-08 19:44:34 status triggers-pending menu 2.1.45ubuntu1 2011-12-08 19:44:34 status triggers-awaited menu 2.1.45ubuntu1 2011-12-08 19:44:35 configure chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status unpacked chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status half-configured chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status installed chromium-codecs-ffmpeg 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 configure chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status unpacked chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status unpacked chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status half-configured chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status installed chromium-browser 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 configure chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:35 status unpacked chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:36 status half-configured chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:36 status installed chromium-browser-l10n 15.0.874.106~r107270-0ubuntu0.11.10.1 2011-12-08 19:44:36 trigproc libc-bin 2.13-20ubuntu5 2011-12-08 19:44:36 status half-configured libc-bin 2.13-20ubuntu5 2011-12-08 19:44:36 status installed libc-bin 2.13-20ubuntu5 2011-12-08 19:44:36 trigproc menu 2.1.45ubuntu1 2011-12-08 19:44:36 status half-configured menu 2.1.45ubuntu1 2011-12-08 19:44:36 status installed menu 2.1.45ubuntu1 GconfCompiz: /apps/compiz-1/general: /apps/compiz-1/general/screen0: /apps/compiz-1/general/screen0/options: vsize = 2 hsize = 2 active_plugins = [core,bailer,detection,composite,opengl,decor,compiztoolbox,mousepoll,gnomecompat,place,regex,vpswitch,resize,animation,grid,wall,imgpng,move,wobbly,session,workarounds,expo,ezoom,staticswitcher,fade,scale,unityshell] /apps/compiz-1/plugins: /apps/compiz-1/plugins/water: /apps/compiz-1/plugins/water/screen0: /apps/compiz-1/plugins/water/screen0/options: toggle_wiper_key = F8 initiate_key = rain_delay = 250 title_wave = false offset_scale = 1 toggle_rain_key = F9 /apps/compiz-1/plugins/opengl: /apps/compiz-1/plugins/opengl/screen0: /apps/compiz-1/plugins/opengl/screen0/options: sync_to_vblank = true texture_compression = false texture_filter = 1 lighting = false /apps/compiz-1/plugins/unitydialog: /apps/compiz-1/plugins/unitydialog/screen0: /apps/compiz-1/plugins/unitydialog/screen0/options: fade_time = 300 alpha = 0.75 /apps/compiz-1/plugins/zoom: /apps/compiz-1/plugins/zoom/screen0: /apps/compiz-1/plugins/zoom/screen0/options: zoom_out_button = Button5 zoom_pan_button = Button2 zoom_factor = 2 speed = 1.5 filter_linear = false initiate_button = Button3 zoom_in_button = Button4 timestep = 1.2 /apps/compiz-1/plugins/colorfilter: /apps/compiz-1/plugins/colorfilter/screen0: /apps/compiz-1/plugins/colorfilter/screen0/options: switch_filter_key = s toggle_screen_key = d exclude_match = type=Desktop toggle_window_key = f filter_match = any filters = [negative,negative-green,blueish-filter,sepia,grayscale,deuteranopia,protanopia] filter_decorations = false /apps/compiz-1/plugins/composite: /apps/compiz-1/plugins/composite/screen0: /apps/compiz-1/plugins/composite/screen0/options: slow_animations_key = Disabled refresh_rate = 50 unredirect_fullscreen_windows = false detect_refresh_rate = true force_independent_output_painting = false /apps/compiz-1/plugins/fade: /apps/compiz-1/plugins/fade/screen0: /apps/compiz-1/plugins/fade/screen0/options: fade_time = 100 unresponsive_brightness = 65 visual_bell = false window_match = any & !(title=notify-osd) fullscreen_visual_bell = false unresponsive_saturation = 0 fade_mode = 0 fade_speed = 5 dim_unresponsive = true /apps/compiz-1/plugins/workarounds: /apps/compiz-1/plugins/workarounds/screen0: /apps/compiz-1/plugins/workarounds/screen0/options: ooo_menu_fix = true no_wait_for_video_sync = false alldesktop_sticky_match = any qt_fix = false sticky_alldesktops = false keep_minimized_windows = false notification_daemon_fix = false legacy_fullscreen = false java_taskbar_fix = true convert_urgency = false firefox_menu_fix = false force_swap_buffers = false fglrx_xgl_fix = false force_glx_sync = false java_fix = true aiglx_fragment_fix = true /apps/compiz-1/plugins/decor: /apps/compiz-1/plugins/decor/screen0: /apps/compiz-1/plugins/decor/screen0/options: shadow_opacity = 0.5 shadow_radius = 15 shadow_match = any shadow_y_offset = 5 shadow_x_offset = 1 decoration_match = any mipmap = false shadow_color = #000000ff command = /usr/bin/compiz-decorator /apps/compiz-1/plugins/obs: /apps/compiz-1/plugins/obs/screen0: /apps/compiz-1/plugins/obs/screen0/options: saturation_decrease_button = Disabled brightness_increase_key = Disabled opacity_values = [90] opacity_matches = [] opacity_step = 5 brightness_matches = [] brightness_values = [90] opacity_decrease_key = Disabled brightness_increase_button = Disabled brightness_decrease_button = Disabled saturation_increase_button = Disabled brightness_decrease_key = Disabled brightness_step = 5 opacity_decrease_button = Button5 opacity_increase_button = Button4 saturation_values = [90] saturation_increase_key = Disabled saturation_decrease_key = Disabled saturation_step = 5 opacity_increase_key = Disabled saturation_matches = [] /apps/compiz-1/plugins/core: /apps/compiz-1/plugins/core/screen0: /apps/compiz-1/plugins/core/screen0/options: maximize_window_key = F10 ignore_hints_when_maximized = true toggle_window_maximized_vertically_key = Disabled unmaximize_window_key = F5 outputs = [640x480+0+0] lower_window_button = Button6 maximize_window_horizontally_key = Disabled focus_prevention_match = !(class=Polkit-gnome-authentication-agent-1) focus_prevention_level = 1 hsize = 2 detect_outputs = true maximize_window_vertically_key = Disabled raise_window_key = Disabled autoraise_delay = 1000 close_window_key = F4 default_icon = icon window_menu_key = space audible_bell = true show_desktop_key = d minimize_window_button = Disabled toggle_window_maximized_button = Disabled window_menu_button = Button3 minimize_window_key = F9 lower_window_key = Disabled number_of_desktops = 1 raise_window_button = Button6 autoraise = true hide_skip_taskbar_windows = true toggle_window_maximized_key = Disabled show_desktop_edge = toggle_window_shaded_key = s edge_delay = 0 vsize = 2 ping_delay = 5000 active_plugins = [core,bailer,detection,composite,opengl,decor,mousepoll,vpswitch,regex,animation,snap,expo,move,compiztoolbox,place,grid,imgpng,gnomecompat,wall,ezoom,workarounds,staticswitcher,resize,fade,scale,session] close_window_button = Disabled click_to_focus = true toggle_window_maximized_horizontally_key = Disabled raise_on_click = true overlapping_outputs = 0 do_serialize = false /apps/compiz-1/plugins/expo: /apps/compiz-1/plugins/expo/screen0: /apps/compiz-1/plugins/expo/screen0/options: scale_factor = 1 prev_vp_button = Button4 expo_immediate_move = false expo_animation = 0 x_offset = 64 distance = 0.0050000000000000001 expo_edge = double_click_time = 500 deform = 0 curve = 0.5 expo_button = Disabled vp_distance = 0.20000000000000001 selected_color = #fb8b00ff dnd_button = Button1 zoom_time = 0.29999999999999999 reflection = false next_vp_button = Button5 exit_button = Button3 expo_key = s aspect_ratio = 1 ground_color2 = #b3b3b300 multioutput_mode = 0 ground_color1 = #b3b3b3cc vp_brightness = 40 ground_size = 0.5 hide_docks = false vp_saturation = 40 mipmaps = false y_offset = 24 /apps/compiz-1/plugins/session: /apps/compiz-1/plugins/session/screen0: /apps/compiz-1/plugins/session/screen0/options: save_legacy = false ignore_match = /apps/compiz-1/plugins/bailer: /apps/compiz-1/plugins/bailer/screen0: /apps/compiz-1/plugins/bailer/screen0/options: custom_fallback_window_manager = bad_performance_threshold = 50 poor_performance_fallback = 0 fatal_fallback_mode = 2 custom_alternative_shell = bad_plugins = [] /apps/compiz-1/plugins/scale: /apps/compiz-1/plugins/scale/screen0: /apps/compiz-1/plugins/scale/screen0/options: hover_time = 750 initiate_output_key = Disabled initiate_all_key = w dnd_distance = 6 initiate_key = Up initiate_output_edge = speed = 2.3999999999999999 window_match = Toolbar | Utility | Dialog | Normal | Unknown initiate_output_button = Disabled initiate_group_edge = initiate_edge = darken_back = true initiate_button = Disabled opacity = 100 key_bindings_toggle = true multioutput_mode = 0 timestep = 0.10000000000000001 initiate_group_key = Disabled spacing = 68 overlay_icon = 0 initiate_all_edge = button_bindings_toggle = false initiate_all_button = Disabled initiate_group_button = Disabled show_desktop = false /apps/compiz-1/plugins/opacify: /apps/compiz-1/plugins/opacify/screen0: /apps/compiz-1/plugins/opacify/screen0/options: no_delay_change = false focus_instant = false toggle_reset = true only_if_block = false window_match = Normal | Dialog | ModalDialog | Utility | Toolbar | Fullscreen toggle_key = o active_opacity = 48 passive_opacity = 10 init_toggle = true timeout = 700 /apps/compiz-1/plugins/animation: /apps/compiz-1/plugins/animation/screen0: /apps/compiz-1/plugins/animation/screen0/options: magic_lamp_wavy_open_start_width = 30 open_random_effects = [] magic_lamp_wavy_moving_end = true magic_lamp_wavy_amp_max = 300 close_matches = [((type=Normal | Unknown) | name=sun-awt-X11-XFramePeer | name=sun-awt-X11-XDialogPeer) & !(role=toolTipTip | role=qtooltip_label) & !(type=Normal & override_redirect=1) & !(name=gnome-screensaver) & !(name=gnome-screenshot),(type=Menu | PopupMenu | DropdownMenu | Combo | Dialog | ModalDialog | Normal),(type=Tooltip | Notification | Utility) & !(name=compiz) & !(title=notify-osd)] glide1_away_position = 1 glide1_away_angle = 0 horizontal_folds_amp_mult = 1 close_options = [,,] close_effects = [animation:Fade,animation:Fade,animation:Fade] magic_lamp_wavy_max_waves = 3 magic_lamp_wavy_amp_min = 200 glide2_zoom_to_taskbar = true curved_fold_amp_mult = 1 dream_zoom_to_taskbar = true sidekick_zoom_from_center = 0 horizontal_folds_zoom_to_taskbar = true minimize_durations = [450] focus_durations = [150] magic_lamp_wavy_grid_res = 100 glide2_away_angle = 0 minimize_matches = [(type=Normal | Dialog | ModalDialog | Unknown)] shade_matches = [(type=Normal | Dialog | ModalDialog | Utility | Unknown)] all_random = false minimize_options = [] minimize_effects = [animation:Fade] shade_options = [] shade_effects = [animation:Roll Up] magic_lamp_open_start_width = 30 magic_lamp_grid_res = 100 time_step = 16 focus_matches = [(type=Normal | Dialog | ModalDialog | Utility | Unknown) & !(name=compiz)] glide1_zoom_to_taskbar = false rollup_fixed_interior = false shade_durations = [300] dodge_mode = 1 focus_options = [] close_durations = [450,450,450] close_random_effects = [] open_matches = [((type=Normal | Unknown) | name=sun-awt-X11-XFramePeer | name=sun-awt-X11-XDialogPeer) & !(role=toolTipTip | role=qtooltip_label) & !(type=Normal & override_redirect=1) & !(name=gnome-screensaver),(type=Menu | PopupMenu | DropdownMenu | Combo | Dialog | ModalDialog | Normal),(type=Tooltip | Notification | Utility) & !(name=compiz) & !(title=notify-osd)] minimize_random_effects = [] open_durations = [450,450,450] shade_random_effects = [] focus_effects = [animation:Fade] open_options = [,,] open_effects = [animation:Fade,animation:None,animation:Fade] dodge_gap_ratio = 0.5 glide2_away_position = -0.10000000000000001 curved_fold_zoom_to_taskbar = true magic_lamp_moving_end = true sidekick_springiness = 0 zoom_from_center = 0 sidekick_num_rotations = 0.5 wave_width = 0.69999999999999996 zoom_springiness = 0.080000000000000002 horizontal_folds_num_folds = 3 wave_amp_mult = 1 /apps/compiz-1/plugins/put: /apps/compiz-1/plugins/put/screen0: /apps/compiz-1/plugins/put/screen0/options: put_left_key = KP_Left put_viewport_2_key = Disabled put_topleft_key = KP_Home put_next_output_key = Disabled put_topright_button = Disabled put_viewport_1_key = Disabled put_viewport_right_key = Disabled put_empty_left_key = Disabled pad_left = 0 put_right_button = Disabled put_viewport_12_key = Disabled put_empty_topleft_button = Disabled put_empty_bottom_button = Disabled put_empty_center_button = Disabled put_viewport_11_key = Disabled put_viewport_10_key = Disabled put_empty_right_button = Disabled put_bottomleft_key = KP_End put_top_button = Disabled put_empty_bottomleft_key = Disabled put_bottom_key = KP_Down put_viewport_up_key = Disabled put_restore_button = Disabled put_center_key = KP_Begin put_empty_bottom_key = Disabled put_center_button = Disabled put_next_output_button = Disabled put_pointer_button = Disabled put_viewport_down_key = Disabled put_top_key = KP_Up put_empty_top_button = Disabled pad_bottom = 0 timestep = 0.5 put_empty_top_key = Disabled put_bottom_button = KP_Down put_empty_center_key = Disabled put_right_key = KP_Right window_center = false put_empty_bottomright_key = Disabled put_bottomright_key = KP_Next put_empty_left_button = Disabled unfocus_window = false put_bottomleft_button = Disabled put_pointer_key = z put_viewport_left_key = Disabled pad_right = 0 put_empty_topright_key = Disabled put_restore_key = KP_Insert put_empty_right_key = Disabled put_viewport_8_key = Disabled put_topright_key = KP_Prior pad_top = 0 put_bottomright_button = Disabled put_viewport_9_key = Disabled put_viewport_7_key = Disabled put_empty_bottomright_button = Disabled put_left_button = Disabled put_empty_bottomleft_button = Disabled put_viewport_6_key = Disabled put_empty_topleft_key = Disabled avoid_offscreen = false put_viewport_5_key = Disabled put_empty_topright_button = Disabled speed = 2.5 put_viewport_4_key = Disabled put_viewport_3_key = Disabled put_topleft_button = Disabled /apps/compiz-1/plugins/blur: /apps/compiz-1/plugins/blur/screen0: /apps/compiz-1/plugins/blur/screen0/options: saturation = 100 focus_blur_match = toolbar | menu | utility | normal | dialog | modaldialog mipmap_lod = 2.5 gaussian_strength = 1 alpha_blur_match = occlusion = true focus_blur = false alpha_blur = true gaussian_radius = 3 independent_tex = false blur_speed = 3.5 pulse = false filter = 0 /apps/compiz-1/plugins/resizeinfo: /apps/compiz-1/plugins/resizeinfo/screen0: /apps/compiz-1/plugins/resizeinfo/screen0/options: text_color = #000000ff fade_time = 500 gradient_1 = #cccce6cc gradient_2 = #f3f3f3cc always_show = false gradient_3 = #d9d9d9cc /apps/compiz-1/plugins/ezoom: /apps/compiz-1/plugins/ezoom/screen0: /apps/compiz-1/plugins/ezoom/screen0/options: zoom_out_button = Disabled minimum_zoom = 0.125 restrain_mouse = false zoom_box_button = Disabled restrain_margin = 5 zoom_specific_3_key = Disabled zoom_factor = 1.1499999999999999 spec_target_focus = true scale_mouse = true pan_left_key = Disabled fit_to_window_key = Disabled zoom_in_button = Disabled pan_right_key = Disabled lock_zoom_key = Disabled follow_focus = true always_focus_fit_window = false zoom_in_key = Disabled zoom_mode = 0 timestep = 1.2 zoom_specific_1_key = Disabled autoscale_min = 0.25 scale_mouse_static = 0.20000000000000001 pan_up_key = Disabled fit_to_zoom_key = Disabled speed = 25 zoom_out_key = Disabled pan_down_key = Disabled scale_mouse_dynamic = true zoom_spec1 = 1 hide_original_mouse = true pan_factor = 0.10000000000000001 zoom_spec3 = 0.20000000000000001 zoom_specific_2_key = Disabled follow_focus_delay = 0 zoom_spec2 = 0.5 center_mouse_key = Disabled focus_fit_window = false /apps/compiz-1/plugins/grid: /apps/compiz-1/plugins/grid/screen0: /apps/compiz-1/plugins/grid/screen0/options: bottom_edge_threshold = 5 put_bottom_key = KP_2 put_topright_key = KP_9 top_edge_action = 10 bottom_left_corner_action = 4 draw_indicator = true put_top_key = KP_8 put_left_key = KP_4 put_bottomright_key = KP_3 put_center_key = KP_5 snapback_windows = true top_right_corner_action = 6 put_maximize_key = KP_0 bottom_right_corner_action = 6 put_right_key = KP_6 outline_color = #fb8b009f fill_color = #fb8b004f left_edge_action = 4 right_edge_threshold = 15 put_topleft_key = KP_7 top_edge_threshold = 20 put_bottomleft_key = KP_1 put_restore_key = r bottom_edge_action = 0 top_left_corner_action = 4 right_edge_action = 6 left_edge_threshold = 15 snapoff_maximized = false /apps/compiz-1/plugins/imgjpeg: /apps/compiz-1/plugins/imgjpeg/screen0: /apps/compiz-1/plugins/imgjpeg/screen0/options: quality = 80 /apps/compiz-1/plugins/thumbnail: /apps/compiz-1/plugins/thumbnail/screen0: /apps/compiz-1/plugins/thumbnail/screen0/options: font_size = 12 font_color = #000000ff border = 16 window_like = true thumb_size = 200 always_on_top = true current_viewport = true font_bold = true title_enabled = true mipmap = false fade_speed = 0.5 thumb_color = #0000007f show_delay = 100 /apps/compiz-1/plugins/switcher: /apps/compiz-1/plugins/switcher/screen0: /apps/compiz-1/plugins/switcher/screen0/options: prev_key = Tab next_no_popup_key = Disabled prev_no_popup_button = Disabled icon = true prev_panel_button = Disabled saturation = 100 bring_to_front = true next_panel_button = Disabled prev_panel_key = Disabled next_all_button = Disabled window_match = Toolbar | Utility | Dialog | Normal | Unknown speed = 1.5 icon_only = false prev_all_key = Tab brightness = 65 auto_rotate = false next_key = Tab prev_button = Disabled zoom = 1 prev_all_button = Disabled timestep = 1.2 focus_on_switch = false next_panel_key = Disabled mipmap = true next_all_key = Tab next_no_popup_button = Disabled opacity = 40 prev_no_popup_key = Disabled next_button = Disabled minimized = true /apps/compiz-1/plugins/wobbly: /apps/compiz-1/plugins/wobbly/screen0: /apps/compiz-1/plugins/wobbly/screen0/options: grab_window_match = snap_inverted = false shiver = false min_grid_size = 8 snap_key = map_window_match = Splash | DropdownMenu | PopupMenu | Tooltip | Notification | Combo | Dnd | Unknown friction = 3 move_window_match = Toolbar | Menu | Utility | Dialog | Normal | Unknown map_effect = 0 grid_resolution = 8 spring_k = 8 maximize_effect = true focus_effect = 0 focus_window_match = /apps/compiz-1/plugins/snap: /apps/compiz-1/plugins/snap/screen0: /apps/compiz-1/plugins/snap/screen0/options: avoid_snap = [0] snap_type = [0] resistance_distance = 30 attraction_distance = 20 edges_categories = [0] /apps/compiz-1/plugins/kdecompat: /apps/compiz-1/plugins/kdecompat/screen0: /apps/compiz-1/plugins/kdecompat/screen0/options: present_windows = true slide_in_duration = 250 plasma_thumbnails = true window_blur = true sliding_popups = true slide_out_duration = 250 /apps/compiz-1/plugins/debugspew: /apps/compiz-1/plugins/debugspew/screen0: /apps/compiz-1/plugins/debugspew/screen0/options: spew_key = Disabled spew_on_fatal = true /apps/compiz-1/plugins/staticswitcher: /apps/compiz-1/plugins/staticswitcher/screen0: /apps/compiz-1/plugins/staticswitcher/screen0/options: next_all_button = Disabled prev_group_button = Disabled next_button = Disabled highlight_border_inlay_color = #c8c8c8c8 next_group_button = Disabled row_align = 1 highlight_color = #00000096 next_no_popup_button = Disabled icon_only = false icon = true next_key = Tab bring_to_front = false auto_change_vp = true brightness = 100 prev_all_button = Disabled timestep = 1.2 mipmap = false prev_no_popup_button = Disabled next_group_key = Disabled prev_panel_button = Disabled saturation = 100 speed = 4 next_panel_key = Disabled next_panel_button = Disabled prev_no_popup_key = Disabled mouse_select = true next_all_key = Tab focus_on_switch = false highlight_rect_hidden = 1 minimized = true prev_group_key = Disabled next_no_popup_key = Disabled highlight_mode = 0 prev_key = Tab prev_button = Disabled prev_panel_key = Disabled window_match = Normal | Dialog | Toolbar | Utility | Unknown popup_delay = 0.20000000000000001 prev_all_key = Tab opacity = 100 highlight_border_color = #000000c8 /apps/compiz-1/plugins/place: /apps/compiz-1/plugins/place/screen0: /apps/compiz-1/plugins/place/screen0/options: position_constrain_workarea = [] mode_matches = [] mode = 2 mode_modes = [] workarounds = true viewport_matches = [] position_y_values = [] multioutput_mode = 0 viewport_y_values = [] position_x_values = [] viewport_x_values = [] position_matches = [] force_placement_match = /apps/compiz-1/plugins/screenshot: /apps/compiz-1/plugins/screenshot/screen0: /apps/compiz-1/plugins/screenshot/screen0/options: directory = initiate_button = Button1 launch_app = /apps/compiz-1/plugins/annotate: /apps/compiz-1/plugins/annotate/screen0: /apps/compiz-1/plugins/annotate/screen0/options: clear_key = k stroke_color = #00ff00ff initiate_free_draw_button = Button1 initiate_ellipse_button = Button2 fill_color = #ff000088 initiate_line_button = Button2 draw_shapes_from_center = true clear_button = Disabled initiate_rectangle_button = Button1 erase_button = Button3 stroke_width = 3 erase_width = 20 /apps/compiz-1/plugins/cube: /apps/compiz-1/plugins/cube/screen0: /apps/compiz-1/plugins/cube/screen0/options: skydome_gradient_end_color = #feffc7ff transparent_manual_only = true bottom_color = #cdbe70ff inactive_opacity = 100 speed = 1.5 skydome_gradient_start_color = #0db1fdff unfold_key = Down active_opacity = 100 multioutput_mode = 0 in = false timestep = 1.2 skydome_animated = false skydome_image = mipmap = true top_color = #cdbe70ff skydome = false acceleration = 4 /apps/compiz-1/plugins/move: /apps/compiz-1/plugins/move/screen0: /apps/compiz-1/plugins/move/screen0/options: lazy_positioning = true initiate_key = F7 opacity = 100 snapoff_maximized = true initiate_button = Button1 constrain_y = true /apps/compiz-1/plugins/resize: /apps/compiz-1/plugins/resize/screen0: /apps/compiz-1/plugins/resize/screen0/options: outline_match = rectangle_match = resize_from_center_match = initiate_key = F8 stretch_modifier = [] rectangle_modifier = [] border_color = #fb8b009f mode = 2 fill_color = #fb8b0019 resize_from_center = false initiate_button = Button2 stretch_match = outline_modifier = [] centered_modifier = [0] normal_match = /apps/compiz-1/plugins/mag: /apps/compiz-1/plugins/mag/screen0: /apps/compiz-1/plugins/mag/screen0/options: zoom_out_button = Button5 x_offset = 155 box_height = 200 zoom_factor = 2 speed = 1.5 mode = 0 border = 2 keep_screen = true zoom_in_button = Button4 radius = 200 timestep = 1.2 initiate = m box_width = 300 mask = Gnome/mask.png overlay = Gnome/overlay.png box_color = #000000ff y_offset = 155 /apps/compiz-1/plugins/shift: /apps/compiz-1/plugins/shift/screen0: /apps/compiz-1/plugins/shift/screen0/options: next_all_button = Disabled prev_group_button = Disabled terminate_button = Button3 mode = 0 next_button = Disabled window_title = true cover_angle = 60 next_group_button = Disabled initiate_all_button = Disabled background_intensity = 0.5 ground_size = 0.5 cover_extra_space = 1 overlay_icon = 1 reflection = true title_font_color = #ffffffff mipmaps = false initiate_edge = click_duration = 500 next_key = Tab flip_rotation = 30 initiate_button = Disabled title_font_size = 16 cover_offset = 0 prev_all_button = Disabled timestep = 1.2 next_group_key = Disabled mouse_speed = 10 size = 50 cover_max_visible_windows = 10 speed = 1.5 next_all_key = Tab hide_all = false title_font_bold = false shift_speed = 1 ground_color1 = #b3b3b3cc ground_color2 = #b3b3b300 title_back_color = #00000099 multioutput_mode = 0 prev_group_key = Disabled minimized = true intensity = 0.40000000000000002 initiate_all_key = Disabled prev_key = Tab prev_button = Disabled window_match = Normal | Dialog | ModalDialog | Utility | Unknown initiate_key = s prev_all_key = Tab title_text_placement = 2 initiate_all_edge = /apps/compiz-1/plugins/vpswitch: /apps/compiz-1/plugins/vpswitch/screen0: /apps/compiz-1/plugins/vpswitch/screen0/options: switch_to_7_key = Disabled switch_to_9_key = Disabled init_action = initiate_button next_button = Disabled left_button = Disabled switch_to_11_key = Disabled init_plugin = rotate begin_key = Disabled switch_to_2_key = Disabled switch_to_4_key = Disabled switch_to_6_key = Disabled switch_to_8_key = Disabled initiate_button = Button2 down_button = Disabled prev_button = Disabled switch_to_10_key = Disabled switch_to_12_key = Disabled up_button = Disabled switch_to_1_key = Disabled switch_to_3_key = Disabled switch_to_5_key = Disabled right_button = Disabled /apps/compiz-1/plugins/scaleaddon: /apps/compiz-1/plugins/scaleaddon/screen0: /apps/compiz-1/plugins/scaleaddon/screen0/options: close_key = Disabled zoom_key = Disabled pull_key = Disabled title_bold = false font_color = #ffffffff border_size = 3 close_button = Button2 window_title = 1 natural_precision = 2 layout_mode = 0 constrain_pull_to_screen = true window_highlight = false zoom_button = Button3 pull_button = Disabled exit_after_pull = false title_size = 13 back_color = #00000099 highlight_color = #ffffff96 /apps/compiz-1/plugins/neg: /apps/compiz-1/plugins/neg/screen0: /apps/compiz-1/plugins/neg/screen0/options: exclude_match = type=Desktop neg_decorations = false neg_match = any screen_toggle_key = m window_toggle_key = n /apps/compiz-1/plugins/detection: /apps/compiz-1/plugins/detection/screen0: /apps/compiz-1/plugins/detection/screen0/options: detect_bad_pci = true detect_bad_drivers = true /apps/compiz-1/plugins/unityshell: /apps/compiz-1/plugins/unityshell/screen0: /apps/compiz-1/plugins/unityshell/screen0/options: launcher_reveal_edge = Left keyboard_focus = F1 launcher_reveal_edge_timeout = 150 panel_first_menu = F10 alt_tab_detail_start = Down alt_tab_next_window = Disabled alt_tab_bias_viewport = false alt_tab_left = Left launcher_hide_mode = 2 alt_tab_right = Right execute_command = F2 autohide_animation = 3 show_minimized_windows = true show_launcher = alt_tab_forward = Tab launch_animation = 1 panel_opacity = 0.40089999999999998 launcher_opacity = 0.20280000000000001 alt_tab_detail_stop = Up devices_option = 1 urgent_animation = 2 dash_blur_experimental = 2 alt_tab_prev_window = Disabled automaximize_value = 75 icon_size = 32 alt_tab_prev = Tab alt_tab_timeout = true backlight_mode = 0 /apps/compiz-1/plugins/commands: /apps/compiz-1/plugins/commands/screen0: /apps/compiz-1/plugins/commands/screen0/options: run_command20_button = Disabled run_command6_key = Disabled run_command17_edge = run_command7_button = Disabled run_command0_edge = run_command5_key = Disabled run_command19_key = Disabled run_command4_key = Disabled run_command19_edge = run_command5_button = Disabled run_command18_key = Disabled run_command3_key = Disabled run_command20_key = Disabled run_command6_button = Disabled run_command17_key = Disabled run_command2_key = Disabled run_command19_button = Disabled run_command3_edge = run_command16_key = Disabled run_command1_key = Disabled run_command4_button = Disabled run_command12_edge = run_command15_key = Disabled run_command0_key = Disabled run_command6_edge = run_command18_button = Disabled run_command14_key = Disabled run_command15_edge = run_command3_button = Disabled run_command13_key = Disabled run_command9_edge = run_command12_key = Disabled run_command17_button = Disabled run_command18_edge = run_command11_key = Disabled run_command2_button = Disabled run_command10_key = Disabled run_command2_edge = run_command11_edge = run_command16_button = Disabled run_command1_button = Disabled run_command5_edge = run_command14_edge = run_command15_button = Disabled run_command0_button = Disabled run_command8_edge = command0 = run_command13_button = Disabled command1 = command2 = run_command14_button = Disabled command4 = command10 = command11 = command12 = command13 = command14 = command15 = command16 = command17 = command18 = command19 = command6 = run_command12_button = Disabled command3 = command9 = command5 = run_command10_edge = command7 = command8 = run_command4_edge = run_command9_button = Disabled run_command11_button = Disabled run_command13_edge = run_command9_key = Disabled run_command1_edge = run_command20_edge = run_command8_button = Disabled run_command8_key = Disabled run_command7_edge = command20 = run_command10_button = Disabled run_command7_key = Disabled run_command16_edge = /apps/compiz-1/plugins/wall: /apps/compiz-1/plugins/wall/screen0: /apps/compiz-1/plugins/wall/screen0/options: left_key = Left next_button = Disabled background_gradient_highlight_color = #00000064 right_key = Right arrow_base_color = #e6e6e6d9 arrow_shadow_color = #dcdcdcd9 edgeflip_move = false down_button = Disabled next_key = Disabled thumb_gradient_base_color = #55555532 down_window_key = Down thumb_highlight_gradient_base_color = #ffffffff edgeflip_pointer = false background_gradient_base_color = #00000064 background_gradient_shadow_color = #00000064 edge_radius = 5 flip_down_edge = Bottom thumb_gradient_highlight_color = #55555532 down_key = Down show_switcher = true thumb_highlight_gradient_shadow_color = #dfdfdfff left_button = Disabled edgeflip_dnd = false slide_duration = 0.29999999999999999 right_button = Disabled right_window_key = Right left_window_key = Left allow_wraparound = false up_key = Up up_button = Disabled preview_scale = 130 no_slide_match = type=Dock | type=Desktop | state=Sticky outline_color = #ffffff32 miniscreen = true border_width = 7 flip_left_edge = Left preview_timeout = 0.20000000000000001 prev_button = Disabled prev_key = Disabled flip_right_edge = Right flip_up_edge = Top up_window_key = Up mmmode = 0 /apps/compiz-1/plugins/winrules: /apps/compiz-1/plugins/winrules/screen0: /apps/compiz-1/plugins/winrules/screen0/options: size_height_values = [] size_width_values = [] no_maximize_match = below_match = sticky_match = skippager_match = no_argb_match = no_resize_match = maximize_match = no_focus_match = no_move_match = fullscreen_match = skiptaskbar_match = no_minimize_match = size_matches = [] no_close_match = above_match = /apps/compiz-1/plugins/rotate: /apps/compiz-1/plugins/rotate/screen0: /apps/compiz-1/plugins/rotate/screen0/options: rotate_window_key = Disabled rotate_to_4_key = Disabled rotate_right_window_key = Right rotate_to_1_key = Disabled edge_flip_window = true rotate_right_window_button = Disabled snap_top = false rotate_to_4_window_key = Disabled rotate_to_7_key = Disabled rotate_to_5_window_key = Disabled rotate_to_8_window_key = Disabled rotate_to_12_key = Disabled rotate_to_1_window_key = Disabled sensitivity = 1 rotate_to_8_key = Disabled rotate_to_5_key = Disabled initiate_button = Button1 acceleration = 4 rotate_to_10_window_key = Disabled rotate_to_2_key = Disabled rotate_left_button = Disabled rotate_to_9_window_key = Disabled timestep = 1 raise_on_rotate = false flip_time = 350 rotate_to_2_window_key = Disabled rotate_right_button = Disabled rotate_to_10_key = Disabled rotate_to_6_window_key = Disabled speed = 2 rotate_left_window_key = Left snap_bottom = false rotate_to_9_key = Disabled rotate_to_6_key = Disabled rotate_to_3_key = Disabled rotate_to_11_window_key = Disabled rotate_flip_left_edge = Left zoom = 0 rotate_right_key = Right rotate_flip_right_edge = Right rotate_left_key = Left rotate_left_window_button = Disabled edge_flip_pointer = false rotate_to_key = Disabled edge_flip_dnd = true rotate_to_11_key = Disabled invert_y = false rotate_to_7_window_key = Disabled rotate_to_3_window_key = Disabled rotate_to_12_window_key = Disabled /apps/compiz-1/plugins/unitymtgrabhandles: /apps/compiz-1/plugins/unitymtgrabhandles/screen0: /apps/compiz-1/plugins/unitymtgrabhandles/screen0/options: show_handles_key = Disabled hide_handles_key = Disabled toggle_handles_key = Disabled fade_duration = 150 /apps/compiz-1/plugins/mousepoll: /apps/compiz-1/plugins/mousepoll/screen0: /apps/compiz-1/plugins/mousepoll/screen0/options: mouse_poll_interval = 40 /apps/compiz-1/plugins/ring: /apps/compiz-1/plugins/ring/screen0: /apps/compiz-1/plugins/ring/screen0/options: next_all_button = Disabled prev_group_button = Disabled window_title = true next_button = Disabled next_group_button = Disabled thumb_height = 250 overlay_icon = 1 min_scale = 0.40000000000000002 next_key = Tab ring_clockwise = false select_with_mouse = false title_font_size = 16 prev_all_button = Disabled timestep = 1.2 darken_back = true next_group_key = Disabled ring_height = 60 speed = 1.5 min_brightness = 0.5 next_all_key = Tab title_font_bold = false title_font_color = #ffffffff title_text_placement = 0 title_back_color = #00000099 ring_width = 70 prev_group_key = Disabled inactive_opacity = 100 minimized = true prev_key = Tab prev_button = Disabled window_match = Normal | Dialog | ModalDialog | Utility | Unknown prev_all_key = Tab thumb_width = 350 /apps/compiz-1/plugins/clone: /apps/compiz-1/plugins/clone/screen0: /apps/compiz-1/plugins/clone/screen0/options: initiate_button = Button1 /apps/compiz-1/plugins/gnomecompat: /apps/compiz-1/plugins/gnomecompat/screen0: /apps/compiz-1/plugins/gnomecompat/screen0/options: run_command_terminal_key = T command_window_screenshot = gnome-screenshot --window command_terminal = gnome-terminal run_command_screenshot_key = Print command_screenshot = gnome-screenshot main_menu_key = F1 run_key = F2 run_command_window_screenshot_key = Print GraphicsCard: Intel Corporation Mobile 945GM/GMS, 943/940GML Express Integrated Graphics Controller [8086:27a2] (rev 03) (prog-if 00 [VGA controller]) Subsystem: Dell Device [1028:01bd] Subsystem: Dell Device [1028:01bd] InstallationMedia: Ubuntu 11.10 "Oneiric Ocelot" - Release i386 (20111012) LightdmLog: [+0.00s] DEBUG: Logging to /var/log/lightdm/lightdm.log [+0.00s] DEBUG: Starting Light Display Manager 1.0.6, UID=0 PID=997 [+0.00s] DEBUG: Loaded configuration from /etc/lightdm/lightdm.conf [+0.00s] DEBUG: Using D-Bus name org.freedesktop.DisplayManager [+0.00s] DEBUG: Registered seat module xlocal [+0.00s] DEBUG: Registered seat module xremote [+0.00s] DEBUG: Adding default seat [+0.00s] DEBUG: Starting seat [+0.00s] DEBUG: Starting new display for greeter [+0.00s] DEBUG: Starting local X display [+0.02s] DEBUG: X server :0 will replace Plymouth [+0.05s] DEBUG: Using VT 7 [+0.05s] DEBUG: Activating VT 7 [+0.05s] DEBUG: Logging to /var/log/lightdm/x-0.log [+0.05s] DEBUG: Writing X server authority to /var/run/lightdm/root/:0 [+0.05s] DEBUG: Launching X Server [+0.05s] DEBUG: Launching process 1011: /usr/bin/X :0 -auth /var/run/lightdm/root/:0 -nolisten tcp vt7 -novtswitch -background none [+0.05s] DEBUG: Waiting for ready signal from X server :0 [+0.06s] DEBUG: Acquired bus name org.freedesktop.DisplayManager [+0.06s] DEBUG: Registering seat with bus path /org/freedesktop/DisplayManager/Seat0 [+1.48s] DEBUG: Got signal 10 from process 1011 [+1.48s] DEBUG: Got signal from X server :0 [+1.48s] DEBUG: Stopping Plymouth, X server is ready [+1.51s] DEBUG: Connecting to XServer :0 [+1.51s] DEBUG: Starting greeter session [+1.76s] DEBUG: pam_start("lightdm", "lightdm") -> (0x89a8600, 0) [+1.76s] DEBUG: Starting session unity-greeter as user lightdm [+1.76s] DEBUG: Logging to /var/log/lightdm/x-0-greeter.log [+1.76s] DEBUG: Launching session [+1.77s] DEBUG: pam_set_item(0x89a8600, 3, ":0") -> 0 (Success) [+1.82s] DEBUG: pam_open_session(0x89a8600, 0) -> 0 (Success) [+1.95s] DEBUG: Opened ConsoleKit session defdadd7de3e9953947f14800000000b-1323570612.766107-1874332949 [+1.95s] DEBUG: Dropping privileges to uid 104 [+1.95s] DEBUG: Adding session authority to /var/lib/lightdm/.Xauthority [+2.14s] DEBUG: Restoring privileges [+2.14s] DEBUG: Launching process 1300: /usr/lib/lightdm/lightdm-greeter-session '/usr/sbin/unity-greeter' [+2.14s] DEBUG: pam_setcred(0x89a8600, PAM_ESTABLISH_CRED) -> 0 (Success) [+2.14s] DEBUG: PAM returns environment 'GNOME_KEYRING_CONTROL=/tmp/keyring-bUf53V GNOME_KEYRING_PID=1207 PATH=/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/games LANG=en_US.UTF-8' [+2.35s] DEBUG: Read 8 bytes from greeter [+2.35s] DEBUG: Read 9 bytes from greeter [+2.35s] DEBUG: Greeter connected version=1.0.6 [+2.35s] DEBUG: Wrote 98 bytes to greeter [+2.35s] DEBUG: Greeter connected, display is ready [+2.35s] DEBUG: New display ready, switching to it [+2.35s] DEBUG: Activating VT 7 [+6.32s] DEBUG: Read 8 bytes from greeter [+6.32s] DEBUG: Read 15 bytes from greeter [+6.32s] DEBUG: Greeter start authentication for chamila [+6.32s] DEBUG: pam_start("lightdm", "chamila") -> (0x89b3100, 0) [+6.32s] DEBUG: Prompt greeter with 1 message(s) [+6.32s] DEBUG: Wrote 45 bytes to greeter [+43.90s] DEBUG: Read 8 bytes from greeter [+43.90s] DEBUG: Read 19 bytes from greeter [+43.90s] DEBUG: Continue authentication [+43.96s] DEBUG: pam_authenticate(0x89b3100, 0) -> 0 (Success) [+43.96s] DEBUG: pam_acct_mgmt(0x89b3100, 0) -> 0 (Success) [+43.96s] DEBUG: Authenticate result for user chamila: Success [+43.96s] DEBUG: User chamila authorized [+43.96s] DEBUG: Wrote 27 bytes to greeter [+43.98s] DEBUG: Read 8 bytes from greeter [+43.98s] DEBUG: Read 10 bytes from greeter [+43.98s] DEBUG: Greeter requests session ubuntu [+43.98s] DEBUG: Using session ubuntu [+43.99s] DEBUG: Stopping greeter [+43.99s] DEBUG: Dropping privileges to uid 104 [+43.99s] DEBUG: Removing session authority from /var/lib/lightdm/.Xauthority [+44.06s] DEBUG: Restoring privileges [+44.06s] DEBUG: Sending signal 15 to process 1300 [+44.06s] DEBUG: Process 1300 exited with return value 0 [+44.06s] DEBUG: pam_close_session(0x89a8600) -> 0 (Success) [+44.06s] DEBUG: pam_setcred(0x89a8600, PAM_DELETE_CRED) -> 0 (Success) [+44.06s] DEBUG: pam_end(0x89a8600) -> 0 [+44.06s] DEBUG: Ending ConsoleKit session defdadd7de3e9953947f14800000000b-1323570612.766107-1874332949 [+44.08s] DEBUG: Greeter quit [+44.08s] DEBUG: Starting user session [+44.09s] DEBUG: Dropping privileges to uid 1000 [+44.09s] DEBUG: Restoring privileges [+44.09s] DEBUG: Dropping privileges to uid 1000 [+44.09s] DEBUG: Writing /home/chamila/.dmrc [+44.19s] DEBUG: Restoring privileges [+44.25s] DEBUG: Starting session ubuntu as user chamila [+44.25s] DEBUG: Logging to /home/chamila/.xsession-errors [+44.25s] DEBUG: Launching session [+44.25s] DEBUG: pam_set_item(0x89b3100, 3, ":0") -> 0 (Success) [+44.26s] DEBUG: pam_open_session(0x89b3100, 0) -> 0 (Success) [+44.27s] DEBUG: Opened ConsoleKit session defdadd7de3e9953947f14800000000b-1323570655.121037-1059443521 [+44.29s] DEBUG: Dropping privileges to uid 1000 [+44.29s] DEBUG: Adding session authority to /home/chamila/.Xauthority [+44.36s] DEBUG: Restoring privileges [+44.36s] DEBUG: Launching process 1945: /usr/sbin/lightdm-session '/usr/bin/gnome-session --session=ubuntu' [+44.36s] DEBUG: pam_setcred(0x89b3100, PAM_ESTABLISH_CRED) -> 0 (Success) [+44.36s] DEBUG: PAM returns environment 'GNOME_KEYRING_CONTROL=/tmp/keyring-ZneZgh GNOME_KEYRING_PID=1936 PATH=/usr/local/sbin:/usr/local/bin:/usr/sbin:/usr/bin:/sbin:/bin:/usr/games LANG=en_US.UTF-8' [+44.37s] DEBUG: Registering session with bus path /org/freedesktop/DisplayManager/Session0 Lspci: 00:00.0 Host bridge [0600]: Intel Corporation Mobile 945GM/PM/GMS, 943/940GML and 945GT Express Memory Controller Hub [8086:27a0] (rev 03) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B+ ParErr- DEVSEL=fast >TAbort- SERR- Kernel driver in use: agpgart-intel 00:02.0 VGA compatible controller [0300]: Intel Corporation Mobile 945GM/GMS, 943/940GML Express Integrated Graphics Controller [8086:27a2] (rev 03) (prog-if 00 [VGA controller]) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B+ ParErr- DEVSEL=fast >TAbort- SERR- [disabled] Capabilities: Kernel driver in use: i915 Kernel modules: intelfb, i915 00:02.1 Display controller [0380]: Intel Corporation Mobile 945GM/GMS/GME, 943/940GML Express Integrated Graphics Controller [8086:27a6] (rev 03) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B+ ParErr- DEVSEL=fast >TAbort- SERR- 00:1b.0 Audio device [0403]: Intel Corporation N10/ICH 7 Family High Definition Audio Controller [8086:27d8] (rev 01) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx+ Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- SERR- Kernel driver in use: HDA Intel Kernel modules: snd-hda-intel 00:1c.0 PCI bridge [0604]: Intel Corporation N10/ICH 7 Family PCI Express Port 1 [8086:27d0] (rev 01) (prog-if 00 [Normal decode]) Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx+ Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- SERR- TAbort- Reset- FastB2B- PriDiscTmr- SecDiscTmr- DiscTmrStat- DiscTmrSERREn- Capabilities: Kernel driver in use: pcieport Kernel modules: shpchp 00:1c.3 PCI bridge [0604]: Intel Corporation N10/ICH 7 Family PCI Express Port 4 [8086:27d6] (rev 01) (prog-if 00 [Normal decode]) Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx+ Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- SERR- TAbort- Reset- FastB2B- PriDiscTmr- SecDiscTmr- DiscTmrStat- DiscTmrSERREn- Capabilities: Kernel driver in use: pcieport Kernel modules: shpchp 00:1d.0 USB Controller [0c03]: Intel Corporation N10/ICH 7 Family USB UHCI Controller #1 [8086:27c8] (rev 01) (prog-if 00 [UHCI]) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem- BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx- Status: Cap- 66MHz- UDF- FastB2B+ ParErr- DEVSEL=medium >TAbort- SERR- TAbort- SERR- TAbort- SERR- TAbort- SERR- TAbort- SERR- Kernel driver in use: ehci_hcd 00:1e.0 PCI bridge [0604]: Intel Corporation 82801 Mobile PCI Bridge [8086:2448] (rev e1) (prog-if 01 [Subtractive decode]) Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- SERR- TAbort- Reset- FastB2B- PriDiscTmr- SecDiscTmr- DiscTmrStat- DiscTmrSERREn- Capabilities: 00:1f.0 ISA bridge [0601]: Intel Corporation 82801GBM (ICH7-M) LPC Interface Bridge [8086:27b9] (rev 01) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=medium >TAbort- SERR- Kernel modules: leds-ss4200, iTCO_wdt, intel-rng 00:1f.2 IDE interface [0101]: Intel Corporation 82801GBM/GHM (ICH7 Family) SATA IDE Controller [8086:27c4] (rev 01) (prog-if 80 [Master]) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem- BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR- FastB2B- DisINTx- Status: Cap+ 66MHz+ UDF- FastB2B+ ParErr- DEVSEL=medium >TAbort- SERR- Kernel driver in use: ata_piix 00:1f.3 SMBus [0c05]: Intel Corporation N10/ICH 7 Family SMBus Controller [8086:27da] (rev 01) Subsystem: Dell Device [1028:01bd] Control: I/O+ Mem- BusMaster- SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap- 66MHz- UDF- FastB2B+ ParErr- DEVSEL=medium >TAbort- SERR- TAbort- SERR- Kernel driver in use: b44 Kernel modules: b44 03:01.0 FireWire (IEEE 1394) [0c00]: Ricoh Co Ltd R5C832 IEEE 1394 Controller [1180:0832] (prog-if 10 [OHCI]) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=medium >TAbort- SERR- Kernel driver in use: firewire_ohci Kernel modules: firewire-ohci 03:01.1 SD Host controller [0805]: Ricoh Co Ltd R5C822 SD/SDIO/MMC/MS/MSPro Host Adapter [1180:0822] (rev 19) (prog-if 01) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=medium >TAbort- SERR- Kernel driver in use: sdhci-pci Kernel modules: sdhci-pci 03:01.2 System peripheral [0880]: Ricoh Co Ltd R5C592 Memory Stick Bus Host Adapter [1180:0592] (rev 0a) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster- SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=medium >TAbort- SERR- 03:01.3 System peripheral [0880]: Ricoh Co Ltd xD-Picture Card Controller [1180:0852] (rev 05) Subsystem: Dell Device [1028:01bd] Control: I/O- Mem+ BusMaster- SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx- Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=medium >TAbort- SERR- Kernel driver in use: r852 Kernel modules: r852 0b:00.0 Network controller [0280]: Intel Corporation PRO/Wireless 3945ABG [Golan] Network Connection [8086:4222] (rev 02) Subsystem: Intel Corporation Device [8086:1020] Control: I/O- Mem+ BusMaster+ SpecCycle- MemWINV- VGASnoop- ParErr- Stepping- SERR+ FastB2B- DisINTx+ Status: Cap+ 66MHz- UDF- FastB2B- ParErr- DEVSEL=fast >TAbort- SERR- Kernel driver in use: iwl3945 Kernel modules: iwl3945 Lsusb: Bus 001 Device 001: ID 1d6b:0002 Linux Foundation 2.0 root hub Bus 002 Device 001: ID 1d6b:0001 Linux Foundation 1.1 root hub Bus 003 Device 001: ID 1d6b:0001 Linux Foundation 1.1 root hub Bus 004 Device 001: ID 1d6b:0001 Linux Foundation 1.1 root hub Bus 005 Device 001: ID 1d6b:0001 Linux Foundation 1.1 root hub Bus 004 Device 003: ID 12d1:1003 Huawei Technologies Co., Ltd. E220 HSDPA Modem / E230/E270 HSDPA/HSUPA Modem Bus 001 Device 004: ID 05ac:1294 Apple, Inc. iPhone 3GS MachineType: Dell Inc. MM061 Package: compiz-core 1:0.9.6+bzr20110929-0ubuntu6 PackageArchitecture: i386 ProcCpuinfo: processor : 0 vendor_id : GenuineIntel cpu family : 6 model : 15 model name : Intel(R) Core(TM)2 CPU T7200 @ 2.00GHz stepping : 6 cpu MHz : 2000.000 cache size : 4096 KB physical id : 0 siblings : 2 core id : 0 cpu cores : 2 apicid : 0 initial apicid : 0 fdiv_bug : no hlt_bug : no f00f_bug : no coma_bug : no fpu : yes fpu_exception : yes cpuid level : 10 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe nx lm constant_tsc arch_perfmon pebs bts aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm lahf_lm dts tpr_shadow bogomips : 3989.85 clflush size : 64 cache_alignment : 64 address sizes : 36 bits physical, 48 bits virtual power management: processor : 1 vendor_id : GenuineIntel cpu family : 6 model : 15 model name : Intel(R) Core(TM)2 CPU T7200 @ 2.00GHz stepping : 6 cpu MHz : 2000.000 cache size : 4096 KB physical id : 0 siblings : 2 core id : 1 cpu cores : 2 apicid : 1 initial apicid : 1 fdiv_bug : no hlt_bug : no f00f_bug : no coma_bug : no fpu : yes fpu_exception : yes cpuid level : 10 wp : yes flags : fpu vme de pse tsc msr pae mce cx8 apic mtrr pge mca cmov pat pse36 clflush dts acpi mmx fxsr sse sse2 ss ht tm pbe nx lm constant_tsc arch_perfmon pebs bts aperfmperf pni dtes64 monitor ds_cpl vmx est tm2 ssse3 cx16 xtpr pdcm lahf_lm dts tpr_shadow bogomips : 3990.04 clflush size : 64 cache_alignment : 64 address sizes : 36 bits physical, 48 bits virtual power management: ProcInterrupts: CPU0 CPU1 0: 305549 0 IO-APIC-edge timer 1: 146 0 IO-APIC-edge i8042 8: 1 0 IO-APIC-edge rtc0 9: 251 0 IO-APIC-fasteoi acpi 12: 30094 0 IO-APIC-edge i8042 14: 13593 0 IO-APIC-edge ata_piix 15: 696 0 IO-APIC-edge ata_piix 16: 11882 0 IO-APIC-fasteoi i915 17: 0 0 IO-APIC-fasteoi eth0 18: 0 0 IO-APIC-fasteoi mmc0, r852 19: 7 0 IO-APIC-fasteoi firewire_ohci 20: 847 0 IO-APIC-fasteoi ehci_hcd:usb1, uhci_hcd:usb2 21: 0 0 IO-APIC-fasteoi uhci_hcd:usb3 22: 6253 0 IO-APIC-fasteoi uhci_hcd:usb4 23: 0 0 IO-APIC-fasteoi uhci_hcd:usb5 42: 0 0 PCI-MSI-edge iwl3945 43: 172 0 PCI-MSI-edge hda_intel NMI: 0 0 Non-maskable interrupts LOC: 38374 198096 Local timer interrupts SPU: 0 0 Spurious interrupts PMI: 0 0 Performance monitoring interrupts IWI: 0 0 IRQ work interrupts RES: 59447 62524 Rescheduling interrupts CAL: 278 198 Function call interrupts TLB: 40974 42062 TLB shootdowns TRM: 0 0 Thermal event interrupts THR: 0 0 Threshold APIC interrupts MCE: 0 0 Machine check exceptions MCP: 2 2 Machine check polls ERR: 0 MIS: 0 ProcKernelCmdLine: BOOT_IMAGE=/boot/vmlinuz-3.0.0-13-generic root=UUID=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ro vga=792 quiet splash vt.handoff=7 ProcModules: ipheth 13307 0 - Live 0x00000000 ppp_deflate 12878 0 - Live 0x00000000 zlib_deflate 26622 1 ppp_deflate, Live 0x00000000 bsd_comp 12842 0 - Live 0x00000000 ppp_async 17307 1 - Live 0x00000000 crc_ccitt 12595 1 ppp_async, Live 0x00000000 bnep 17923 2 - Live 0x00000000 rfcomm 38408 0 - Live 0x00000000 bluetooth 148839 10 bnep,rfcomm, Live 0x00000000 parport_pc 32114 0 - Live 0x00000000 ppdev 12849 0 - Live 0x00000000 binfmt_misc 17292 1 - Live 0x00000000 joydev 17393 0 - Live 0x00000000 snd_hda_codec_idt 60049 1 - Live 0x00000000 dell_wmi 12601 0 - Live 0x00000000 sparse_keymap 13658 1 dell_wmi, Live 0x00000000 option 21205 2 - Live 0x00000000 usb_wwan 19779 1 option, Live 0x00000000 usbserial 37203 6 option,usb_wwan, Live 0x00000000 dell_laptop 13519 0 - Live 0x00000000 dcdbas 14098 1 dell_laptop, Live 0x00000000 snd_hda_intel 24262 2 - Live 0x00000000 snd_hda_codec 91754 2 snd_hda_codec_idt,snd_hda_intel, Live 0x00000000 snd_hwdep 13276 1 snd_hda_codec, Live 0x00000000 snd_pcm 80468 2 snd_hda_intel,snd_hda_codec, Live 0x00000000 snd_seq_midi 13132 0 - Live 0x00000000 snd_rawmidi 25241 1 snd_seq_midi, Live 0x00000000 snd_seq_midi_event 14475 1 snd_seq_midi, Live 0x00000000 psmouse 73673 0 - Live 0x00000000 r852 17901 0 - Live 0x00000000 sm_common 16737 1 r852, Live 0x00000000 nand 49707 2 r852,sm_common, Live 0x00000000 serio_raw 12990 0 - Live 0x00000000 nand_ids 8547 1 nand, Live 0x00000000 snd_seq 51567 2 snd_seq_midi,snd_seq_midi_event, Live 0x00000000 nand_bch 13003 1 nand, Live 0x00000000 bch 21757 1 nand_bch, Live 0x00000000 nand_ecc 13070 1 nand, Live 0x00000000 mtd 35852 2 sm_common,nand, Live 0x00000000 arc4 12473 2 - Live 0x00000000 i915 505108 4 - Live 0x00000000 drm_kms_helper 32889 1 i915, Live 0x00000000 drm 192226 5 i915,drm_kms_helper, Live 0x00000000 i2c_algo_bit 13199 1 i915, Live 0x00000000 snd_timer 28932 2 snd_pcm,snd_seq, Live 0x00000000 iwl3945 73360 0 - Live 0x00000000 iwl_legacy 71499 1 iwl3945, Live 0x00000000 mac80211 393459 2 iwl3945,iwl_legacy, Live 0x00000000 snd_seq_device 14172 3 snd_seq_midi,snd_rawmidi,snd_seq, Live 0x00000000 cfg80211 172392 3 iwl3945,iwl_legacy,mac80211, Live 0x00000000 wmi 18744 1 dell_wmi, Live 0x00000000 snd 55902 13 snd_hda_codec_idt,snd_hda_intel,snd_hda_codec,snd_hwdep,snd_pcm,snd_rawmidi,snd_seq,snd_timer,snd_seq_device, Live 0x00000000 video 18908 1 i915, Live 0x00000000 soundcore 12600 1 snd, Live 0x00000000 snd_page_alloc 14115 2 snd_hda_intel,snd_pcm, Live 0x00000000 lp 17455 0 - Live 0x00000000 parport 40930 3 parport_pc,ppdev,lp, Live 0x00000000 usb_storage 44173 0 - Live 0x00000000 uas 17699 0 - Live 0x00000000 firewire_ohci 35854 0 - Live 0x00000000 sdhci_pci 13658 0 - Live 0x00000000 sdhci 27360 1 sdhci_pci, Live 0x00000000 firewire_core 56937 1 firewire_ohci, Live 0x00000000 crc_itu_t 12627 1 firewire_core, Live 0x00000000 b44 31443 0 - Live 0x00000000 ssb 50682 1 b44, Live 0x00000000 ProcVersionSignature: Ubuntu 3.0.0-13.22-generic 3.0.6 Registers: eax 0x0 0 ecx 0x2366 9062 edx 0x6 6 ebx 0x2366 9062 esp 0xbfe3110c 0xbfe3110c ebp 0xb5e37b20 0xb5e37b20 esi 0x80c072c 135005996 edi 0x1013ff4 16859124 eip 0x13f416 0x13f416 <__kernel_vsyscall+2> eflags 0x200206 [ PF IF ID ] cs 0x73 115 ss 0x7b 123 ds 0x7b 123 es 0x7b 123 fs 0x0 0 gs 0x33 51 SourcePackage: compiz Stacktrace: #0 0x0013f416 in __kernel_vsyscall () No symbol table info available. #1 0x00000000 in ?? () No symbol table info available. StacktraceTop: __kernel_vsyscall () ?? () Tags: oneiric running-unity oneiric running-unity ubuntu regression-update compiz-0.9 ThreadStacktrace: . Thread 4 (LWP 9107): #0 0x0013f416 in __kernel_vsyscall () No symbol table info available. #1 0x002a7e04 in ?? () No symbol table info available. #2 0x00000000 in ?? () No symbol table info available. . Thread 3 (LWP 9105): #0 0x0013f416 in __kernel_vsyscall () No symbol table info available. #1 0x00f5f40e in ?? () No symbol table info available. #2 0xffffffff in ?? () No symbol table info available. #3 0x00000003 in ?? () No symbol table info available. #4 0x0029bff4 in ?? () No symbol table info available. Backtrace stopped: previous frame inner to this frame (corrupt stack?) . Thread 2 (LWP 9104): #0 0x0013f416 in __kernel_vsyscall () No symbol table info available. #1 0x00f5f40e in ?? () No symbol table info available. #2 0x0001d4c0 in ?? () No symbol table info available. #3 0x00000001 in ?? () No symbol table info available. #4 0x0029bff4 in ?? () No symbol table info available. Backtrace stopped: previous frame inner to this frame (corrupt stack?) . Thread 1 (LWP 9062): #0 0x0013f416 in __kernel_vsyscall () No symbol table info available. #1 0x00000000 in ?? () No symbol table info available. Title: compiz crashed with SIGABRT in __kernel_vsyscall() UdevDb: P: /devices/LNXSYSTM:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00 E: MODALIAS=acpi:LNXSYSTM: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/LNXCPU:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/LNXCPU:00 E: DRIVER=processor E: MODALIAS=acpi:LNXCPU: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/LNXCPU:01 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/LNXCPU:01 E: DRIVER=processor E: MODALIAS=acpi:LNXCPU: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/ACPI0003:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00 E: DRIVER=ac E: MODALIAS=acpi:ACPI0003: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC E: POWER_SUPPLY_NAME=AC E: POWER_SUPPLY_ONLINE=1 E: SUBSYSTEM=power_supply P: /devices/LNXSYSTM:00/device:00/PNP0A03:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00 E: DRIVER=pci_root E: MODALIAS=acpi:PNP0A03: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 E: DRIVER=video E: MODALIAS=acpi:LNXVIDEO: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 E: PRODUCT=19/0/6/0 E: NAME="Video Bus" E: PHYS="LNXVIDEO/video/input0" E: PROP=0 E: EV=3 E: KEY=3e000b 0 0 0 0 0 0 0 E: MODALIAS=input:b0019v0000p0006e0000-e0,1,kE0,E1,E3,F1,F2,F3,F4,F5,ramlsfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-LNXVIDEO:01 E: ID_PATH_TAG=acpi-LNXVIDEO_01 P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 N: input/event4 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 E: MAJOR=13 E: MINOR=68 E: DEVNAME=/dev/input/event4 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-LNXVIDEO:01 E: ID_PATH_TAG=acpi-LNXVIDEO_01 E: XKBMODEL=pc105 E: XKBLAYOUT=us E: DMI_VENDOR=Dell Inc. P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 E: MODALIAS=acpi:LNXVIDEO: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 E: MODALIAS=acpi:PNP0C01: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 E: MODALIAS=acpi:PNP0C01: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 E: DRIVER=pci_link E: MODALIAS=acpi:PNP0C0F: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 E: MODALIAS=acpi:PNP0000: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 E: MODALIAS=acpi:PNP0100: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 E: MODALIAS=acpi:PNP0103:PNP0C01: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 E: MODALIAS=acpi:PNP0200: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 E: MODALIAS=acpi:PNP0303: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 E: MODALIAS=acpi:PNP0800: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 E: MODALIAS=acpi:PNP0B00: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 E: MODALIAS=acpi:PNP0C01: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 E: MODALIAS=acpi:PNP0C04: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 E: MODALIAS=acpi:PNP0F13: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 E: MODALIAS=acpi:LNXVIDEO: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C01:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C01:00 E: MODALIAS=acpi:PNP0C01: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C0A:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00 E: DRIVER=battery E: MODALIAS=acpi:PNP0C0A: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 E: POWER_SUPPLY_NAME=BAT0 E: POWER_SUPPLY_STATUS=Unknown E: POWER_SUPPLY_PRESENT=1 E: POWER_SUPPLY_TECHNOLOGY=Li-ion E: POWER_SUPPLY_CYCLE_COUNT=0 E: POWER_SUPPLY_VOLTAGE_MIN_DESIGN=11100000 E: POWER_SUPPLY_VOLTAGE_NOW=1243000 E: POWER_SUPPLY_CURRENT_NOW=1000 E: POWER_SUPPLY_CHARGE_FULL_DESIGN=7800000 E: POWER_SUPPLY_CHARGE_FULL=87000 E: POWER_SUPPLY_CHARGE_NOW=0 E: POWER_SUPPLY_MODEL_NAME= DELLJN1497 E: POWER_SUPPLY_MANUFACTURER=Sanyo E: POWER_SUPPLY_SERIAL_NUMBER=807 E: SUBSYSTEM=power_supply P: /devices/LNXSYSTM:00/device:00/PNP0C0C:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00 E: DRIVER=button E: MODALIAS=acpi:PNP0C0C: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 E: PRODUCT=19/0/1/0 E: NAME="Power Button" E: PHYS="PNP0C0C/button/input0" E: PROP=0 E: EV=3 E: KEY=100000 0 0 0 E: MODALIAS=input:b0019v0000p0001e0000-e0,1,k74,ramlsfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-PNP0C0C:00 E: ID_PATH_TAG=acpi-PNP0C0C_00 P: /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 N: input/event1 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 E: MAJOR=13 E: MINOR=65 E: DEVNAME=/dev/input/event1 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-PNP0C0C:00 E: ID_PATH_TAG=acpi-PNP0C0C_00 E: XKBMODEL=pc105 E: XKBLAYOUT=us E: DMI_VENDOR=Dell Inc. P: /devices/LNXSYSTM:00/device:00/PNP0C0D:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00 E: DRIVER=button E: MODALIAS=acpi:PNP0C0D: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 E: PRODUCT=19/0/5/0 E: NAME="Lid Switch" E: PHYS="PNP0C0D/button/input0" E: PROP=0 E: EV=21 E: SW=1 E: MODALIAS=input:b0019v0000p0005e0000-e0,5,kramlsfw0, E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_PATH=acpi-PNP0C0D:00 E: ID_PATH_TAG=acpi-PNP0C0D_00 P: /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 N: input/event0 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 E: MAJOR=13 E: MINOR=64 E: DEVNAME=/dev/input/event0 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_PATH=acpi-PNP0C0D:00 E: ID_PATH_TAG=acpi-PNP0C0D_00 P: /devices/LNXSYSTM:00/device:00/PNP0C0E:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00 E: DRIVER=button E: MODALIAS=acpi:PNP0C0E: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 E: PRODUCT=19/0/3/0 E: NAME="Sleep Button" E: PHYS="PNP0C0E/button/input0" E: PROP=0 E: EV=3 E: KEY=4000 0 0 0 0 E: MODALIAS=input:b0019v0000p0003e0000-e0,1,k8E,ramlsfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-PNP0C0E:00 E: ID_PATH_TAG=acpi-PNP0C0E_00 P: /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 N: input/event2 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 E: MAJOR=13 E: MINOR=66 E: DEVNAME=/dev/input/event2 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_PATH=acpi-PNP0C0E:00 E: ID_PATH_TAG=acpi-PNP0C0E_00 E: XKBMODEL=pc105 E: XKBLAYOUT=us E: DMI_VENDOR=Dell Inc. P: /devices/LNXSYSTM:00/device:00/PNP0C14:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C14:00 E: DRIVER=wmi E: MODALIAS=acpi:PNP0C14: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:00/PNP0C32:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C32:00 E: MODALIAS=acpi:PNP0C32: E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:39 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:39 E: SUBSYSTEM=acpi P: /devices/LNXSYSTM:00/device:39/LNXTHERM:00 E: UDEV_LOG=3 E: DEVPATH=/devices/LNXSYSTM:00/device:39/LNXTHERM:00 E: DRIVER=thermal E: MODALIAS=acpi:LNXTHERM: E: SUBSYSTEM=acpi P: /devices/breakpoint E: UDEV_LOG=3 E: DEVPATH=/devices/breakpoint E: SUBSYSTEM=event_source P: /devices/cpu E: UDEV_LOG=3 E: DEVPATH=/devices/cpu E: SUBSYSTEM=event_source P: /devices/pci0000:00/0000:00:00.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:00.0 E: DRIVER=agpgart-intel E: PCI_CLASS=60000 E: PCI_ID=8086:27A0 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:00.0 E: MODALIAS=pci:v00008086d000027A0sv00001028sd000001BDbc06sc00i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:02.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0 E: DRIVER=i915 E: PCI_CLASS=30000 E: PCI_ID=8086:27A2 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:02.0 E: MODALIAS=pci:v00008086d000027A2sv00001028sd000001BDbc03sc00i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 E: SUBSYSTEM=backlight P: /devices/pci0000:00/0000:00:02.0/drm/card0 N: dri/card0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 E: MAJOR=226 E: MINOR=0 E: DEVNAME=/dev/dri/card0 E: DEVTYPE=drm_minor E: SUBSYSTEM=drm E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 E: SUBSYSTEM=drm P: /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight E: SUBSYSTEM=backlight P: /devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 E: SUBSYSTEM=drm P: /devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 E: SUBSYSTEM=drm P: /devices/pci0000:00/0000:00:02.0/drm/controlD64 N: dri/controlD64 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/controlD64 E: MAJOR=226 E: MINOR=64 E: DEVNAME=/dev/dri/controlD64 E: DEVTYPE=drm_minor E: SUBSYSTEM=drm P: /devices/pci0000:00/0000:00:02.0/graphics/fb0 N: fb0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/graphics/fb0 E: MAJOR=29 E: MINOR=0 E: DEVNAME=/dev/fb0 E: SUBSYSTEM=graphics P: /devices/pci0000:00/0000:00:02.0/i2c-0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-0 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-1 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-10 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-10 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-11 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-11 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-12 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-12 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-13 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-13 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-2 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-3 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-4 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-4 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-5 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-5 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-6 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-6 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-7 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-7 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-8 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-8 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.0/i2c-9 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-9 E: SUBSYSTEM=i2c P: /devices/pci0000:00/0000:00:02.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:02.1 E: PCI_CLASS=38000 E: PCI_ID=8086:27A6 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:02.1 E: MODALIAS=pci:v00008086d000027A6sv00001028sd000001BDbc03sc80i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1b.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0 E: DRIVER=HDA Intel E: PCI_CLASS=40300 E: PCI_ID=8086:27D8 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1b.0 E: MODALIAS=pci:v00008086d000027D8sv00001028sd000001BDbc04sc03i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1b.0/sound/card0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0 E: SUBSYSTEM=sound E: SOUND_INITIALIZED=1 E: ID_VENDOR_FROM_DATABASE=Intel Corporation E: ID_MODEL_FROM_DATABASE=N10/ICH 7 Family High Definition Audio Controller E: ID_BUS=pci E: ID_VENDOR_ID=0x8086 E: ID_MODEL_ID=0x27d8 E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 E: SOUND_FORM_FACTOR=internal E: PULSE_PROFILE_SET=extra-hdmi.conf P: /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 N: snd/hwC0D0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 E: MAJOR=116 E: MINOR=6 E: DEVNAME=/dev/snd/hwC0D0 E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 N: snd/hwC0D1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 E: MAJOR=116 E: MINOR=5 E: DEVNAME=/dev/snd/hwC0D1 E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1b.0/sound/card0/input7 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7 E: PRODUCT=0/0/0/0 E: NAME="HDA Intel Mic at Ext Right Jack" E: PHYS="ALSA" E: PROP=0 E: EV=21 E: SW=10 E: MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw4, E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_SNDJACK=1 E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 P: /devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 N: input/event7 S: input/by-path/pci-0000:00:1b.0-event-sndjack E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 E: MAJOR=13 E: MINOR=71 E: DEVNAME=/dev/input/event7 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_SNDJACK=1 E: ID_SERIAL=noserial E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 E: DEVLINKS=/dev/input/by-path/pci-0000:00:1b.0-event-sndjack P: /devices/pci0000:00/0000:00:1b.0/sound/card0/input8 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8 E: PRODUCT=0/0/0/0 E: NAME="HDA Intel HP Out at Ext Right Jack" E: PHYS="ALSA" E: PROP=0 E: EV=21 E: SW=4 E: MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw2, E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_SNDJACK=1 E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 P: /devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 N: input/event8 S: input/by-path/pci-0000:00:1b.0-event-sndjack E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 E: MAJOR=13 E: MINOR=72 E: DEVNAME=/dev/input/event8 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_SNDJACK=1 E: ID_SERIAL=noserial E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 E: DEVLINKS=/dev/input/by-path/pci-0000:00:1b.0-event-sndjack P: /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c N: snd/pcmC0D0c E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c E: MAJOR=116 E: MINOR=4 E: DEVNAME=/dev/snd/pcmC0D0c E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p N: snd/pcmC0D0p E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p E: MAJOR=116 E: MINOR=3 E: DEVNAME=/dev/snd/pcmC0D0p E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p N: snd/pcmC0D1p E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p E: MAJOR=116 E: MINOR=2 E: DEVNAME=/dev/snd/pcmC0D1p E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 N: snd/controlC0 S: snd/by-path/pci-0000:00:1b.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 E: MAJOR=116 E: MINOR=7 E: DEVNAME=/dev/snd/controlC0 E: SUBSYSTEM=sound E: ID_PATH=pci-0000:00:1b.0 E: ID_PATH_TAG=pci-0000_00_1b_0 E: DEVLINKS=/dev/snd/by-path/pci-0000:00:1b.0 E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1c.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0 E: DRIVER=pcieport E: PCI_CLASS=60400 E: PCI_ID=8086:27D0 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1c.0 E: MODALIAS=pci:v00008086d000027D0sv00001028sd000001BDbc06sc04i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 E: SUBSYSTEM=pci_express P: /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 E: DRIVER=iwl3945 E: PCI_CLASS=28000 E: PCI_ID=8086:4222 E: PCI_SUBSYS_ID=8086:1020 E: PCI_SLOT_NAME=0000:0b:00.0 E: MODALIAS=pci:v00008086d00004222sv00008086sd00001020bc02sc80i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 E: SUBSYSTEM=ieee80211 P: /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 E: RFKILL_NAME=phy0 E: RFKILL_TYPE=wlan E: RFKILL_STATE=2 E: SUBSYSTEM=rfkill P: /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led E: SUBSYSTEM=leds P: /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 E: DEVTYPE=wlan E: INTERFACE=wlan0 E: IFINDEX=3 E: SUBSYSTEM=net E: ID_VENDOR_FROM_DATABASE=Intel Corporation E: ID_MODEL_FROM_DATABASE=PRO/Wireless 3945ABG [Golan] Network Connection E: ID_BUS=pci E: ID_VENDOR_ID=0x8086 E: ID_MODEL_ID=0x4222 E: ID_MM_CANDIDATE=1 P: /devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b E: SUBSYSTEM=pci_bus P: /devices/pci0000:00/0000:00:1c.3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.3 E: DRIVER=pcieport E: PCI_CLASS=60400 E: PCI_ID=8086:27D6 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1c.3 E: MODALIAS=pci:v00008086d000027D6sv00001028sd000001BDbc06sc04i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 E: SUBSYSTEM=pci_express P: /devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c E: SUBSYSTEM=pci_bus P: /devices/pci0000:00/0000:00:1d.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.0 E: DRIVER=uhci_hcd E: PCI_CLASS=C0300 E: PCI_ID=8086:27C8 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1d.0 E: MODALIAS=pci:v00008086d000027C8sv00001028sd000001BDbc0Csc03i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1d.0/usb2 N: bus/usb/002/001 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2 E: MAJOR=189 E: MINOR=128 E: DEVNAME=/dev/bus/usb/002/001 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: BUSNUM=002 E: DEVNUM=001 E: SUBSYSTEM=usb E: ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd E: ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd E: ID_VENDOR_ID=1d6b E: ID_MODEL=UHCI_Host_Controller E: ID_MODEL_ENC=UHCI\x20Host\x20Controller E: ID_MODEL_ID=0001 E: ID_REVISION=0300 E: ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.0 E: ID_SERIAL_SHORT=0000:00:1d.0 E: ID_BUS=usb E: ID_USB_INTERFACES=:090000: P: /devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 E: DEVTYPE=usb_interface E: DRIVER=hub E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: INTERFACE=9/0/0 E: MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 N: usbmon2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 E: MAJOR=252 E: MINOR=2 E: DEVNAME=/dev/usbmon2 E: SUBSYSTEM=usbmon P: /devices/pci0000:00/0000:00:1d.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.1 E: DRIVER=uhci_hcd E: PCI_CLASS=C0300 E: PCI_ID=8086:27C9 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1d.1 E: MODALIAS=pci:v00008086d000027C9sv00001028sd000001BDbc0Csc03i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1d.1/usb3 N: bus/usb/003/001 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3 E: MAJOR=189 E: MINOR=256 E: DEVNAME=/dev/bus/usb/003/001 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: BUSNUM=003 E: DEVNUM=001 E: SUBSYSTEM=usb E: ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd E: ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd E: ID_VENDOR_ID=1d6b E: ID_MODEL=UHCI_Host_Controller E: ID_MODEL_ENC=UHCI\x20Host\x20Controller E: ID_MODEL_ID=0001 E: ID_REVISION=0300 E: ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.1 E: ID_SERIAL_SHORT=0000:00:1d.1 E: ID_BUS=usb E: ID_USB_INTERFACES=:090000: P: /devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 E: DEVTYPE=usb_interface E: DRIVER=hub E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: INTERFACE=9/0/0 E: MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 N: usbmon3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 E: MAJOR=252 E: MINOR=3 E: DEVNAME=/dev/usbmon3 E: SUBSYSTEM=usbmon P: /devices/pci0000:00/0000:00:1d.2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2 E: DRIVER=uhci_hcd E: PCI_CLASS=C0300 E: PCI_ID=8086:27CA E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1d.2 E: MODALIAS=pci:v00008086d000027CAsv00001028sd000001BDbc0Csc03i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1d.2/usb4 N: bus/usb/004/001 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4 E: MAJOR=189 E: MINOR=384 E: DEVNAME=/dev/bus/usb/004/001 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: BUSNUM=004 E: DEVNUM=001 E: SUBSYSTEM=usb E: ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd E: ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd E: ID_VENDOR_ID=1d6b E: ID_MODEL=UHCI_Host_Controller E: ID_MODEL_ENC=UHCI\x20Host\x20Controller E: ID_MODEL_ID=0001 E: ID_REVISION=0300 E: ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.2 E: ID_SERIAL_SHORT=0000:00:1d.2 E: ID_BUS=usb E: ID_USB_INTERFACES=:090000: P: /devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 E: DEVTYPE=usb_interface E: DRIVER=hub E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: INTERFACE=9/0/0 E: MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1 N: bus/usb/004/003 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1 E: MAJOR=189 E: MINOR=386 E: DEVNAME=/dev/bus/usb/004/003 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=12d1/1003/0 E: TYPE=0/0/0 E: BUSNUM=004 E: DEVNUM=003 E: SUBSYSTEM=usb E: ID_VENDOR=HUAWEI_Technologies E: ID_VENDOR_ENC=HUAWEI\x20Technologies E: ID_VENDOR_ID=12d1 E: ID_MODEL=HUAWEI_Mobile E: ID_MODEL_ENC=HUAWEI\x20Mobile E: ID_MODEL_ID=1003 E: ID_REVISION=0000 E: ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile E: ID_BUS=usb E: ID_USB_INTERFACES=:ffffff:080650: P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 E: DEVTYPE=usb_interface E: DRIVER=option E: PRODUCT=12d1/1003/0 E: TYPE=0/0/0 E: INTERFACE=255/255/255 E: MODALIAS=option E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 E: DRIVER=option1 E: SUBSYSTEM=usb-serial P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 N: ttyUSB_utps_modem S: serial/by-path/pci-0000:00:1d.2-usb-0:1:1.0-port0 S: serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if00-port0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 E: MAJOR=188 E: MINOR=0 E: DEVNAME=/dev/ttyUSB_utps_modem E: SUBSYSTEM=tty E: ID_PATH=pci-0000:00:1d.2-usb-0:1:1.0 E: ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_0 E: ID_VENDOR=HUAWEI_Technologies E: ID_VENDOR_ENC=HUAWEI\x20Technologies E: ID_VENDOR_ID=12d1 E: ID_MODEL=HUAWEI_Mobile E: ID_MODEL_ENC=HUAWEI\x20Mobile E: ID_MODEL_ID=1003 E: ID_REVISION=0000 E: ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile E: ID_TYPE=generic E: ID_BUS=usb E: ID_USB_INTERFACES=:ffffff:080650: E: ID_USB_INTERFACE_NUM=00 E: ID_USB_DRIVER=option E: ID_VENDOR_FROM_DATABASE=Huawei Technologies Co., Ltd. E: ID_MODEL_FROM_DATABASE=E220 HSDPA Modem / E230/E270 HSDPA/HSUPA Modem E: ID_MM_CANDIDATE=1 E: DEVLINKS=/dev/serial/by-path/pci-0000:00:1d.2-usb-0:1:1.0-port0 /dev/serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if00-port0 P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 E: DEVTYPE=usb_interface E: DRIVER=option E: PRODUCT=12d1/1003/0 E: TYPE=0/0/0 E: INTERFACE=255/255/255 E: MODALIAS=option E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 E: DRIVER=option1 E: SUBSYSTEM=usb-serial P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 N: ttyUSB_utps_pcui S: serial/by-path/pci-0000:00:1d.2-usb-0:1:1.1-port0 S: serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if01-port0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 E: MAJOR=188 E: MINOR=1 E: DEVNAME=/dev/ttyUSB_utps_pcui E: SUBSYSTEM=tty E: ID_PATH=pci-0000:00:1d.2-usb-0:1:1.1 E: ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_1 E: ID_VENDOR=HUAWEI_Technologies E: ID_VENDOR_ENC=HUAWEI\x20Technologies E: ID_VENDOR_ID=12d1 E: ID_MODEL=HUAWEI_Mobile E: ID_MODEL_ENC=HUAWEI\x20Mobile E: ID_MODEL_ID=1003 E: ID_REVISION=0000 E: ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile E: ID_TYPE=generic E: ID_BUS=usb E: ID_USB_INTERFACES=:ffffff:080650: E: ID_USB_INTERFACE_NUM=01 E: ID_USB_DRIVER=option E: ID_VENDOR_FROM_DATABASE=Huawei Technologies Co., Ltd. E: ID_MODEL_FROM_DATABASE=E220 HSDPA Modem / E230/E270 HSDPA/HSUPA Modem E: ID_MM_CANDIDATE=1 E: DEVLINKS=/dev/serial/by-path/pci-0000:00:1d.2-usb-0:1:1.1-port0 /dev/serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if01-port0 P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 E: DEVTYPE=usb_interface E: DRIVER=usb-storage E: PRODUCT=12d1/1003/0 E: TYPE=0/0/0 E: INTERFACE=8/6/80 E: MODALIAS=usb-storage E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 E: DEVTYPE=scsi_host E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 E: SUBSYSTEM=scsi_host P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 E: DEVTYPE=scsi_target E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 E: DEVTYPE=scsi_device E: DRIVER=sr E: MODALIAS=scsi:t-0x05 E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 N: sr1 S: scd1 S: disk/by-id/usb-HUAWEI_Mass_Storage-0:0 S: disk/by-path/pci-0000:00:1d.2-usb-0:1:1.2-scsi-0:0:0:0 S: cdrom E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 E: MAJOR=11 E: MINOR=1 E: DEVNAME=/dev/sr1 E: DEVTYPE=disk E: SUBSYSTEM=block E: ID_CDROM=1 E: ID_CDROM_MEDIA=1 E: ID_VENDOR=HUAWEI E: ID_VENDOR_ENC=HUAWEI\x20\x20 E: ID_VENDOR_ID=12d1 E: ID_MODEL=Mass_Storage E: ID_MODEL_ENC=Mass\x20Storage\x20\x20\x20\x20 E: ID_MODEL_ID=1003 E: ID_REVISION=2.31 E: ID_SERIAL=HUAWEI_Mass_Storage-0:0 E: ID_TYPE=cd E: ID_INSTANCE=0:0 E: ID_BUS=usb E: ID_USB_INTERFACES=:ffffff:080650: E: ID_USB_INTERFACE_NUM=02 E: ID_USB_DRIVER=usb-storage E: ID_PATH=pci-0000:00:1d.2-usb-0:1:1.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_2-scsi-0_0_0_0 E: GENERATED=1 E: UDISKS_PRESENTATION_NOPOLICY=0 E: DEVLINKS=/dev/scd1 /dev/disk/by-id/usb-HUAWEI_Mass_Storage-0:0 /dev/disk/by-path/pci-0000:00:1d.2-usb-0:1:1.2-scsi-0:0:0:0 /dev/cdrom E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 N: bsg/5:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 E: MAJOR=253 E: MINOR=2 E: DEVNAME=/dev/bsg/5:0:0:0 E: SUBSYSTEM=bsg P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 E: SUBSYSTEM=scsi_device P: /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 N: sg2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 E: MAJOR=21 E: MINOR=2 E: DEVNAME=/dev/sg2 E: SUBSYSTEM=scsi_generic E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 N: usbmon4 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 E: MAJOR=252 E: MINOR=4 E: DEVNAME=/dev/usbmon4 E: SUBSYSTEM=usbmon P: /devices/pci0000:00/0000:00:1d.3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.3 E: DRIVER=uhci_hcd E: PCI_CLASS=C0300 E: PCI_ID=8086:27CB E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1d.3 E: MODALIAS=pci:v00008086d000027CBsv00001028sd000001BDbc0Csc03i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1d.3/usb5 N: bus/usb/005/001 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5 E: MAJOR=189 E: MINOR=512 E: DEVNAME=/dev/bus/usb/005/001 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: BUSNUM=005 E: DEVNUM=001 E: SUBSYSTEM=usb E: ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd E: ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd E: ID_VENDOR_ID=1d6b E: ID_MODEL=UHCI_Host_Controller E: ID_MODEL_ENC=UHCI\x20Host\x20Controller E: ID_MODEL_ID=0001 E: ID_REVISION=0300 E: ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.3 E: ID_SERIAL_SHORT=0000:00:1d.3 E: ID_BUS=usb E: ID_USB_INTERFACES=:090000: P: /devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 E: DEVTYPE=usb_interface E: DRIVER=hub E: PRODUCT=1d6b/1/300 E: TYPE=9/0/0 E: INTERFACE=9/0/0 E: MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 N: usbmon5 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 E: MAJOR=252 E: MINOR=5 E: DEVNAME=/dev/usbmon5 E: SUBSYSTEM=usbmon P: /devices/pci0000:00/0000:00:1d.7 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7 E: DRIVER=ehci_hcd E: PCI_CLASS=C0320 E: PCI_ID=8086:27CC E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1d.7 E: MODALIAS=pci:v00008086d000027CCsv00001028sd000001BDbc0Csc03i20 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1d.7/usb1 N: bus/usb/001/001 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1 E: MAJOR=189 E: MINOR=0 E: DEVNAME=/dev/bus/usb/001/001 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=1d6b/2/300 E: TYPE=9/0/0 E: BUSNUM=001 E: DEVNUM=001 E: SUBSYSTEM=usb E: ID_VENDOR=Linux_3.0.0-13-generic_ehci_hcd E: ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20ehci_hcd E: ID_VENDOR_ID=1d6b E: ID_MODEL=EHCI_Host_Controller E: ID_MODEL_ENC=EHCI\x20Host\x20Controller E: ID_MODEL_ID=0002 E: ID_REVISION=0300 E: ID_SERIAL=Linux_3.0.0-13-generic_ehci_hcd_EHCI_Host_Controller_0000:00:1d.7 E: ID_SERIAL_SHORT=0000:00:1d.7 E: ID_BUS=usb E: ID_USB_INTERFACES=:090000: P: /devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 E: DEVTYPE=usb_interface E: DRIVER=hub E: PRODUCT=1d6b/2/300 E: TYPE=9/0/0 E: INTERFACE=9/0/0 E: MODALIAS=usb:v1D6Bp0002d0300dc09dsc00dp00ic09isc00ip00 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.7/usb1/1-1 N: bus/usb/001/004 S: libmtp-1-1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-1 E: MAJOR=189 E: MINOR=3 E: DEVNAME=/dev/bus/usb/001/004 E: DEVTYPE=usb_device E: DRIVER=usb E: PRODUCT=5ac/1294/1 E: TYPE=0/0/0 E: BUSNUM=001 E: DEVNUM=004 E: SUBSYSTEM=usb E: ID_MTP_DEVICE=1 E: ID_MEDIA_PLAYER=apple_video-ipod E: ID_VENDOR=Apple_Inc. E: ID_VENDOR_ENC=Apple\x20Inc. E: ID_VENDOR_ID=05ac E: ID_MODEL=iPhone E: ID_MODEL_ENC=iPhone E: ID_MODEL_ID=1294 E: ID_REVISION=0001 E: ID_SERIAL=Apple_Inc._iPhone_61943752244f9da2b51a807941a3216cc619b8f3 E: ID_SERIAL_SHORT=61943752244f9da2b51a807941a3216cc619b8f3 E: ID_BUS=usb E: ID_USB_INTERFACES=:060101:010100:010200:030000:fffe02:fffd01: E: ID_GPHOTO2=1 E: GPHOTO2_DRIVER=PTP E: USBMUX_SUPPORTED=1 E: COLORD_DEVICE=1 E: COLORD_KIND=camera E: DEVLINKS=/dev/libmtp-1-1 E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.0 E: DEVTYPE=usb_interface E: PRODUCT=5ac/1294/1 E: TYPE=0/0/0 E: INTERFACE=6/1/1 E: MODALIAS=usb:v05ACp1294d0001dc00dsc00dp00ic06isc01ip01 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.1 E: DEVTYPE=usb_interface E: DRIVER=usbfs E: PRODUCT=5ac/1294/1 E: TYPE=0/0/0 E: INTERFACE=255/254/2 E: MODALIAS=usb:v05ACp1294d0001dc00dsc00dp00icFFiscFEip02 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.2 E: DEVTYPE=usb_interface E: DRIVER=ipheth E: PRODUCT=5ac/1294/1 E: TYPE=0/0/0 E: INTERFACE=255/253/1 E: MODALIAS=usb:v05ACp1294d0001dc00dsc00dp00icFFiscFDip01 E: SUBSYSTEM=usb P: /devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.2/net/eth1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-1/1-1:4.2/net/eth1 E: INTERFACE=eth1 E: IFINDEX=6 E: SUBSYSTEM=net E: ID_VENDOR=Apple_Inc. E: ID_VENDOR_ENC=Apple\x20Inc. E: ID_VENDOR_ID=05ac E: ID_MODEL=iPhone E: ID_MODEL_ENC=iPhone E: ID_MODEL_ID=1294 E: ID_REVISION=0001 E: ID_SERIAL=Apple_Inc._iPhone_61943752244f9da2b51a807941a3216cc619b8f3 E: ID_SERIAL_SHORT=61943752244f9da2b51a807941a3216cc619b8f3 E: ID_TYPE=generic E: ID_BUS=usb E: ID_USB_INTERFACES=:060101:010100:010200:030000:fffe02:fffd01: E: ID_USB_INTERFACE_NUM=02 E: ID_USB_DRIVER=ipheth E: ID_VENDOR_FROM_DATABASE=Apple, Inc. E: ID_MODEL_FROM_DATABASE=iPhone 3GS E: ID_MM_CANDIDATE=1 P: /devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 N: usbmon1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 E: MAJOR=252 E: MINOR=1 E: DEVNAME=/dev/usbmon1 E: SUBSYSTEM=usbmon P: /devices/pci0000:00/0000:00:1e.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0 E: PCI_CLASS=60401 E: PCI_ID=8086:2448 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1e.0 E: MODALIAS=pci:v00008086d00002448sv00001028sd000001BDbc06sc04i01 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/0000:03:00.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0 E: DRIVER=b44 E: PCI_CLASS=20000 E: PCI_ID=14E4:170C E: PCI_SUBSYS_ID=1028:01AF E: PCI_SLOT_NAME=0000:03:00.0 E: MODALIAS=pci:v000014E4d0000170Csv00001028sd000001AFbc02sc00i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 E: DRIVER=b44 E: MODALIAS=ssb:v4243id0806rev07 E: SUBSYSTEM=ssb P: /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 E: INTERFACE=eth0 E: IFINDEX=2 E: SUBSYSTEM=net E: ID_VENDOR_FROM_DATABASE=Broadcom Corporation E: ID_MODEL_FROM_DATABASE=BCM4401-B0 100Base-TX E: ID_BUS=pci E: ID_VENDOR_ID=0x14e4 E: ID_MODEL_ID=0x170c E: ID_MM_CANDIDATE=1 P: /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 E: MODALIAS=ssb:v4243id0807rev03 E: SUBSYSTEM=ssb P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0 E: DRIVER=firewire_ohci E: PCI_CLASS=C0010 E: PCI_ID=1180:0832 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:03:01.0 E: MODALIAS=pci:v00001180d00000832sv00001028sd000001BDbc0Csc00i10 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 N: fw0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 E: MAJOR=251 E: MINOR=0 E: DEVNAME=/dev/fw0 E: SUBSYSTEM=firewire P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1 E: DRIVER=sdhci-pci E: PCI_CLASS=80501 E: PCI_ID=1180:0822 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:03:01.1 E: MODALIAS=pci:v00001180d00000822sv00001028sd000001BDbc08sc05i01 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: E: SUBSYSTEM=leds P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 E: SUBSYSTEM=mmc_host P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.2 E: PCI_CLASS=88000 E: PCI_ID=1180:0592 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:03:01.2 E: MODALIAS=pci:v00001180d00000592sv00001028sd000001BDbc08sc80i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/0000:03:01.3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.3 E: DRIVER=r852 E: PCI_CLASS=88000 E: PCI_ID=1180:0852 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:03:01.3 E: MODALIAS=pci:v00001180d00000852sv00001028sd000001BDbc08sc80i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 E: SUBSYSTEM=pci_bus P: /devices/pci0000:00/0000:00:1f.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.0 E: PCI_CLASS=60100 E: PCI_ID=8086:27B9 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1f.0 E: MODALIAS=pci:v00008086d000027B9sv00001028sd000001BDbc06sc01i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/0000:00:1f.2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2 E: DRIVER=ata_piix E: PCI_CLASS=10180 E: PCI_ID=8086:27C4 E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1f.2 E: MODALIAS=pci:v00008086d000027C4sv00001028sd000001BDbc01sc01i80 E: SUBSYSTEM=pci E: ID_VENDOR_FROM_DATABASE=Intel Corporation E: ID_MODEL_FROM_DATABASE=82801GBM/GHM (ICH7 Family) SATA IDE Controller P: /devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 E: SUBSYSTEM=ata_port P: /devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 E: SUBSYSTEM=ata_link P: /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 E: SUBSYSTEM=ata_device P: /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 E: SUBSYSTEM=ata_device P: /devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 E: SUBSYSTEM=ata_port P: /devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 E: SUBSYSTEM=ata_link P: /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 E: SUBSYSTEM=ata_device P: /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 E: SUBSYSTEM=ata_device P: /devices/pci0000:00/0000:00:1f.2/host0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0 E: DEVTYPE=scsi_host E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 E: SUBSYSTEM=scsi_host P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 E: DEVTYPE=scsi_target E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 E: DEVTYPE=scsi_device E: DRIVER=sd E: MODALIAS=scsi:t-0x00 E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda N: sda S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0 S: disk/by-id/wwn-0x50f0000003232597 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: MAJOR=8 E: MINOR=0 E: DEVNAME=/dev/sda E: DEVTYPE=disk E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION_TABLE=1 E: UDISKS_PARTITION_TABLE_SCHEME=mbr E: UDISKS_PARTITION_TABLE_COUNT=8 E: UDISKS_ATA_SMART_IS_AVAILABLE=1 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0 /dev/disk/by-id/wwn-0x50f0000003232597 P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 N: sda1 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part1 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part1 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part1 S: disk/by-uuid/F0B6439BB64360E8 S: disk/by-label/ S: disk/by-id/wwn-0x50f0000003232597-part1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 E: MAJOR=8 E: MINOR=1 E: DEVNAME=/dev/sda1 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_LABEL= E: ID_FS_LABEL_ENC= E: ID_FS_UUID=F0B6439BB64360E8 E: ID_FS_UUID_ENC=F0B6439BB64360E8 E: ID_FS_TYPE=ntfs E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x7 E: ID_PART_ENTRY_NUMBER=1 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=1 E: UDISKS_PARTITION_TYPE=0x07 E: UDISKS_PARTITION_SIZE=104857600 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=1048576 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part1 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part1 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part1 /dev/disk/by-uuid/F0B6439BB64360E8 /dev/disk/by-label/ P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 N: sda2 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part2 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part2 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part2 S: disk/by-uuid/2E5AE2745AE237EB S: disk/by-id/wwn-0x50f0000003232597-part2 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 E: MAJOR=8 E: MINOR=2 E: DEVNAME=/dev/sda2 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_UUID=2E5AE2745AE237EB E: ID_FS_UUID_ENC=2E5AE2745AE237EB E: ID_FS_TYPE=ntfs E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x7 E: ID_PART_ENTRY_FLAGS=0x80 E: ID_PART_ENTRY_NUMBER=2 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=2 E: UDISKS_PARTITION_TYPE=0x07 E: UDISKS_PARTITION_SIZE=32107397120 E: UDISKS_PARTITION_FLAGS=boot E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=105906176 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part2 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part2 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part2 /dev/disk/by-uuid/2E5AE2745AE237EB /dev/disk/by-id/wwn-0x50f0000003232597-part2 P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 N: sda3 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part3 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part3 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part3 S: disk/by-uuid/E2C68575C6854B2D S: disk/by-label/ S: disk/by-id/wwn-0x50f0000003232597-part3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 E: MAJOR=8 E: MINOR=3 E: DEVNAME=/dev/sda3 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_LABEL= E: ID_FS_LABEL_ENC= E: ID_FS_UUID=E2C68575C6854B2D E: ID_FS_UUID_ENC=E2C68575C6854B2D E: ID_FS_TYPE=ntfs E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x7 E: ID_PART_ENTRY_NUMBER=3 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=3 E: UDISKS_PARTITION_TYPE=0x07 E: UDISKS_PARTITION_SIZE=42949672960 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=32213303296 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part3 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part3 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part3 /dev/disk/by-uuid/E2C68575C6854B2D /dev/disk/by-label/ P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 N: sda4 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part4 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part4 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part4 S: disk/by-id/wwn-0x50f0000003232597-part4 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 E: MAJOR=8 E: MINOR=4 E: DEVNAME=/dev/sda4 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0xf E: ID_PART_ENTRY_NUMBER=4 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=4 E: UDISKS_PARTITION_TYPE=0x0f E: UDISKS_PARTITION_SIZE=424942765056 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=75164023808 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part4 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part4 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part4 /dev/disk/by-id/wwn-0x50f0000003232597-part4 P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 N: sda5 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part5 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part5 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part5 S: disk/by-uuid/562ABDF92ABDD669 S: disk/by-label/ S: disk/by-id/wwn-0x50f0000003232597-part5 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 E: MAJOR=8 E: MINOR=5 E: DEVNAME=/dev/sda5 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_LABEL= E: ID_FS_LABEL_ENC= E: ID_FS_UUID=562ABDF92ABDD669 E: ID_FS_UUID_ENC=562ABDF92ABDD669 E: ID_FS_TYPE=ntfs E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x7 E: ID_PART_ENTRY_NUMBER=5 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=5 E: UDISKS_PARTITION_TYPE=0x07 E: UDISKS_PARTITION_SIZE=161061273600 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=75164024832 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part5 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part5 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part5 /dev/disk/by-uuid/562ABDF92ABDD669 /dev/disk/by-label/ P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 N: sda6 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part6 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part6 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part6 S: disk/by-uuid/00D0CD6AD0CD670E S: disk/by-label/ S: disk/by-id/wwn-0x50f0000003232597-part6 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 E: MAJOR=8 E: MINOR=6 E: DEVNAME=/dev/sda6 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_LABEL= E: ID_FS_LABEL_ENC= E: ID_FS_UUID=00D0CD6AD0CD670E E: ID_FS_UUID_ENC=00D0CD6AD0CD670E E: ID_FS_TYPE=ntfs E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x7 E: ID_PART_ENTRY_NUMBER=6 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=6 E: UDISKS_PARTITION_TYPE=0x07 E: UDISKS_PARTITION_SIZE=161061273600 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=236226347008 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part6 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part6 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part6 /dev/disk/by-uuid/00D0CD6AD0CD670E /dev/disk/by-label/ P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 N: sda7 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part7 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part7 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part7 S: disk/by-uuid/c4b6c123-96cc-45b9-8144-8c4ef5f156a5 S: disk/by-id/wwn-0x50f0000003232597-part7 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 E: MAJOR=8 E: MINOR=7 E: DEVNAME=/dev/sda7 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_UUID=c4b6c123-96cc-45b9-8144-8c4ef5f156a5 E: ID_FS_UUID_ENC=c4b6c123-96cc-45b9-8144-8c4ef5f156a5 E: ID_FS_VERSION=2 E: ID_FS_TYPE=swap E: ID_FS_USAGE=other E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x82 E: ID_PART_ENTRY_NUMBER=7 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=7 E: UDISKS_PARTITION_TYPE=0x82 E: UDISKS_PARTITION_SIZE=4094689280 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=397288669184 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part7 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part7 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part7 /dev/disk/by-uuid/c4b6c123-96cc-45b9-8144-8c4ef5f156a5 /dev/disk/by-id/wwn-0x50f0000003232597-part7 P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 N: sda8 S: disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part8 S: disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part8 S: disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part8 S: disk/by-uuid/0dab0237-07cb-4c8e-b98e-5bd678e71a75 S: disk/by-id/wwn-0x50f0000003232597-part8 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 E: MAJOR=8 E: MINOR=8 E: DEVNAME=/dev/sda8 E: DEVTYPE=partition E: SUBSYSTEM=block E: ID_ATA=1 E: ID_TYPE=disk E: ID_BUS=ata E: ID_MODEL=SAMSUNG_HM500LI E: ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=2TF00_00 E: ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 E: ID_SERIAL_SHORT=S1PTJD0S232597 E: ID_ATA_WRITE_CACHE=1 E: ID_ATA_WRITE_CACHE_ENABLED=1 E: ID_ATA_FEATURE_SET_HPA=1 E: ID_ATA_FEATURE_SET_HPA_ENABLED=1 E: ID_ATA_FEATURE_SET_PM=1 E: ID_ATA_FEATURE_SET_PM_ENABLED=1 E: ID_ATA_FEATURE_SET_SECURITY=1 E: ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 E: ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 E: ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 E: ID_ATA_FEATURE_SET_SMART=1 E: ID_ATA_FEATURE_SET_SMART_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM=1 E: ID_ATA_FEATURE_SET_AAM_ENABLED=1 E: ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 E: ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 E: ID_ATA_FEATURE_SET_APM=1 E: ID_ATA_FEATURE_SET_APM_ENABLED=1 E: ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 E: ID_ATA_DOWNLOAD_MICROCODE=1 E: ID_ATA_SATA=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN2=1 E: ID_ATA_SATA_SIGNAL_RATE_GEN1=1 E: ID_WWN=0x50f0000003232597 E: ID_WWN_WITH_EXTENSION=0x50f0000003232597 E: ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 E: ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 E: ID_PART_TABLE_TYPE=dos E: ID_FS_UUID=0dab0237-07cb-4c8e-b98e-5bd678e71a75 E: ID_FS_UUID_ENC=0dab0237-07cb-4c8e-b98e-5bd678e71a75 E: ID_FS_VERSION=1.0 E: ID_FS_TYPE=ext4 E: ID_FS_USAGE=filesystem E: ID_PART_ENTRY_SCHEME=dos E: ID_PART_ENTRY_TYPE=0x83 E: ID_PART_ENTRY_NUMBER=8 E: UDISKS_PRESENTATION_NOPOLICY=0 E: UDISKS_PARTITION=1 E: UDISKS_PARTITION_SCHEME=mbr E: UDISKS_PARTITION_NUMBER=8 E: UDISKS_PARTITION_TYPE=0x83 E: UDISKS_PARTITION_SIZE=98722381824 E: UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda E: UDISKS_PARTITION_OFFSET=401384407040 E: UDISKS_PARTITION_ALIGNMENT_OFFSET=0 E: DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part8 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part8 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part8 /dev/disk/by-uuid/0dab0237-07cb-4c8e-b98e-5bd678e71a75 /dev/disk/by-id/wwn-0x50f0000003232597-part8 P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 N: bsg/0:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 E: MAJOR=253 E: MINOR=0 E: DEVNAME=/dev/bsg/0:0:0:0 E: SUBSYSTEM=bsg P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 E: SUBSYSTEM=scsi_device P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 E: SUBSYSTEM=scsi_disk P: /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 N: sg0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 E: MAJOR=21 E: MINOR=0 E: DEVNAME=/dev/sg0 E: SUBSYSTEM=scsi_generic P: /devices/pci0000:00/0000:00:1f.2/host1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1 E: DEVTYPE=scsi_host E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 E: SUBSYSTEM=scsi_host P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 E: DEVTYPE=scsi_target E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 E: DEVTYPE=scsi_device E: DRIVER=sr E: MODALIAS=scsi:t-0x05 E: SUBSYSTEM=scsi P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 N: sr0 S: scd0 S: disk/by-id/ata-TSSTcorp_DVD+_-RW_TS-L632D S: disk/by-path/pci-0000:00:1f.2-scsi-1:0:0:0 S: cdrom1 S: cdrw1 S: dvd1 S: dvdrw1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 E: MAJOR=11 E: MINOR=0 E: DEVNAME=/dev/sr0 E: DEVTYPE=disk E: SUBSYSTEM=block E: ID_CDROM=1 E: ID_CDROM_CD=1 E: ID_CDROM_CD_R=1 E: ID_CDROM_CD_RW=1 E: ID_CDROM_DVD=1 E: ID_CDROM_DVD_R=1 E: ID_CDROM_DVD_RW=1 E: ID_CDROM_DVD_PLUS_R=1 E: ID_CDROM_DVD_PLUS_RW=1 E: ID_CDROM_DVD_PLUS_R_DL=1 E: ID_CDROM_MRW=1 E: ID_CDROM_MRW_W=1 E: ID_ATA=1 E: ID_TYPE=cd E: ID_BUS=ata E: ID_MODEL=TSSTcorp_DVD+_-RW_TS-L632D E: ID_MODEL_ENC=TSSTcorp\x20DVD+\x2f-RW\x20TS-L632D\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 E: ID_REVISION=DE04 E: ID_SERIAL=TSSTcorp_DVD+_-RW_TS-L632D E: ID_PATH=pci-0000:00:1f.2-scsi-1:0:0:0 E: ID_PATH_TAG=pci-0000_00_1f_2-scsi-1_0_0_0 E: GENERATED=1 E: UDISKS_PRESENTATION_NOPOLICY=0 E: DEVLINKS=/dev/scd0 /dev/disk/by-id/ata-TSSTcorp_DVD+_-RW_TS-L632D /dev/disk/by-path/pci-0000:00:1f.2-scsi-1:0:0:0 /dev/cdrom1 /dev/cdrw1 /dev/dvd1 /dev/dvdrw1 E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 N: bsg/1:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 E: MAJOR=253 E: MINOR=1 E: DEVNAME=/dev/bsg/1:0:0:0 E: SUBSYSTEM=bsg P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 E: SUBSYSTEM=scsi_device P: /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 N: sg1 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 E: MAJOR=21 E: MINOR=1 E: DEVNAME=/dev/sg1 E: SUBSYSTEM=scsi_generic E: TAGS=:udev-acl: P: /devices/pci0000:00/0000:00:1f.3 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/0000:00:1f.3 E: PCI_CLASS=C0500 E: PCI_ID=8086:27DA E: PCI_SUBSYS_ID=1028:01BD E: PCI_SLOT_NAME=0000:00:1f.3 E: MODALIAS=pci:v00008086d000027DAsv00001028sd000001BDbc0Csc05i00 E: SUBSYSTEM=pci P: /devices/pci0000:00/pci_bus/0000:00 E: UDEV_LOG=3 E: DEVPATH=/devices/pci0000:00/pci_bus/0000:00 E: SUBSYSTEM=pci_bus P: /devices/platform/Fixed MDIO bus.0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/Fixed MDIO bus.0 E: MODALIAS=platform:Fixed MDIO bus E: SUBSYSTEM=platform P: /devices/platform/Fixed MDIO bus.0/mdio_bus/0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/Fixed MDIO bus.0/mdio_bus/0 E: SUBSYSTEM=mdio_bus P: /devices/platform/alarmtimer E: UDEV_LOG=3 E: DEVPATH=/devices/platform/alarmtimer E: DRIVER=alarmtimer E: MODALIAS=platform:alarmtimer E: SUBSYSTEM=platform P: /devices/platform/dcdbas E: UDEV_LOG=3 E: DEVPATH=/devices/platform/dcdbas E: DRIVER=dcdbas E: MODALIAS=platform:dcdbas E: SUBSYSTEM=platform P: /devices/platform/dell-laptop E: UDEV_LOG=3 E: DEVPATH=/devices/platform/dell-laptop E: DRIVER=dell-laptop E: MODALIAS=platform:dell-laptop E: SUBSYSTEM=platform P: /devices/platform/dell-laptop/rfkill/rfkill1 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 E: RFKILL_NAME=dell-wifi E: RFKILL_TYPE=wlan E: RFKILL_STATE=2 E: SUBSYSTEM=rfkill P: /devices/platform/eisa.0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/eisa.0 E: MODALIAS=platform:eisa E: SUBSYSTEM=platform P: /devices/platform/i8042 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042 E: DRIVER=i8042 E: MODALIAS=platform:i8042 E: SUBSYSTEM=platform P: /devices/platform/i8042/serio0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio0 E: DRIVER=atkbd E: SERIO_TYPE=06 E: SERIO_PROTO=00 E: SERIO_ID=00 E: SERIO_EXTRA=00 E: MODALIAS=serio:ty06pr00id00ex00 E: SUBSYSTEM=serio E: DMI_VENDOR=Dell Inc. P: /devices/platform/i8042/serio0/input/input3 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio0/input/input3 E: PRODUCT=11/1/1/ab41 E: NAME="AT Translated Set 2 keyboard" E: PHYS="isa0060/serio0/input0" E: PROP=0 E: EV=120013 E: KEY=1100f 2902002 8380307c f910f001 feffffdf ffefffff ffffffff fffffffe E: MSC=10 E: LED=7 E: MODALIAS=input:b0011v0001p0001eAB41-e0,1,4,11,14,k71,72,73,74,75,76,77,79,7A,7B,7C,7D,7E,7F,80,8C,8D,8E,8F,94,98,9B,9C,9D,9E,9F,A2,A3,A4,A5,A6,AC,AD,B7,B8,B9,BF,C1,CD,D4,D7,D9,E0,E1,E2,E3,EC,F0,ram4,l0,1,2,sfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_INPUT_KEYBOARD=1 E: ID_SERIAL=noserial E: ID_PATH=platform-i8042-serio-0 E: ID_PATH_TAG=platform-i8042-serio-0 P: /devices/platform/i8042/serio0/input/input3/event3 N: input/event3 S: input/by-path/platform-i8042-serio-0-event-kbd E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio0/input/input3/event3 E: MAJOR=13 E: MINOR=67 E: DEVNAME=/dev/input/event3 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: ID_INPUT_KEYBOARD=1 E: ID_SERIAL=noserial E: ID_PATH=platform-i8042-serio-0 E: ID_PATH_TAG=platform-i8042-serio-0 E: XKBMODEL=pc105 E: XKBLAYOUT=us E: DEVLINKS=/dev/input/by-path/platform-i8042-serio-0-event-kbd E: DMI_VENDOR=Dell Inc. P: /devices/platform/i8042/serio1 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio1 E: DRIVER=psmouse E: SERIO_TYPE=01 E: SERIO_PROTO=00 E: SERIO_ID=00 E: SERIO_EXTRA=00 E: MODALIAS=serio:ty01pr00id00ex00 E: SUBSYSTEM=serio P: /devices/platform/i8042/serio1/input/input6 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio1/input/input6 E: PRODUCT=11/2/7/1b1 E: NAME="SynPS/2 Synaptics TouchPad" E: PHYS="isa0060/serio1/input0" E: PROP=1 E: EV=b E: KEY=6420 0 30000 0 0 0 0 0 0 0 0 E: ABS=11000003 E: MODALIAS=input:b0011v0002p0007e01B1-e0,1,3,k110,111,145,14A,14D,14E,ra0,1,18,1C,mlsfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_TOUCHPAD=1 E: ID_SERIAL=noserial E: ID_PATH=platform-i8042-serio-1 E: ID_PATH_TAG=platform-i8042-serio-1 P: /devices/platform/i8042/serio1/input/input6/event6 N: input/event6 S: input/by-path/platform-i8042-serio-1-event-mouse E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio1/input/input6/event6 E: MAJOR=13 E: MINOR=70 E: DEVNAME=/dev/input/event6 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_TOUCHPAD=1 E: ID_SERIAL=noserial E: ID_PATH=platform-i8042-serio-1 E: ID_PATH_TAG=platform-i8042-serio-1 E: DEVLINKS=/dev/input/by-path/platform-i8042-serio-1-event-mouse P: /devices/platform/i8042/serio1/input/input6/mouse0 N: input/mouse0 S: input/by-path/platform-i8042-serio-1-mouse E: UDEV_LOG=3 E: DEVPATH=/devices/platform/i8042/serio1/input/input6/mouse0 E: MAJOR=13 E: MINOR=32 E: DEVNAME=/dev/input/mouse0 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_TOUCHPAD=1 E: ID_SERIAL=noserial E: ID_PATH=platform-i8042-serio-1 E: ID_PATH_TAG=platform-i8042-serio-1 E: DEVLINKS=/dev/input/by-path/platform-i8042-serio-1-mouse P: /devices/platform/pcspkr E: UDEV_LOG=3 E: DEVPATH=/devices/platform/pcspkr E: MODALIAS=platform:pcspkr E: SUBSYSTEM=platform P: /devices/platform/reg-dummy E: UDEV_LOG=3 E: DEVPATH=/devices/platform/reg-dummy E: MODALIAS=platform:reg-dummy E: SUBSYSTEM=platform P: /devices/platform/regulatory.0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/regulatory.0 E: MODALIAS=platform:regulatory E: SUBSYSTEM=platform P: /devices/platform/serial8250 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250 E: DRIVER=serial8250 E: MODALIAS=platform:serial8250 E: SUBSYSTEM=platform P: /devices/platform/serial8250/tty/ttyS0 N: ttyS0 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS0 E: MAJOR=4 E: MINOR=64 E: DEVNAME=/dev/ttyS0 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS1 N: ttyS1 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS1 E: MAJOR=4 E: MINOR=65 E: DEVNAME=/dev/ttyS1 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS10 N: ttyS10 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS10 E: MAJOR=4 E: MINOR=74 E: DEVNAME=/dev/ttyS10 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS11 N: ttyS11 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS11 E: MAJOR=4 E: MINOR=75 E: DEVNAME=/dev/ttyS11 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS12 N: ttyS12 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS12 E: MAJOR=4 E: MINOR=76 E: DEVNAME=/dev/ttyS12 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS13 N: ttyS13 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS13 E: MAJOR=4 E: MINOR=77 E: DEVNAME=/dev/ttyS13 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS14 N: ttyS14 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS14 E: MAJOR=4 E: MINOR=78 E: DEVNAME=/dev/ttyS14 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS15 N: ttyS15 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS15 E: MAJOR=4 E: MINOR=79 E: DEVNAME=/dev/ttyS15 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS16 N: ttyS16 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS16 E: MAJOR=4 E: MINOR=80 E: DEVNAME=/dev/ttyS16 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS17 N: ttyS17 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS17 E: MAJOR=4 E: MINOR=81 E: DEVNAME=/dev/ttyS17 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS18 N: ttyS18 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS18 E: MAJOR=4 E: MINOR=82 E: DEVNAME=/dev/ttyS18 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS19 N: ttyS19 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS19 E: MAJOR=4 E: MINOR=83 E: DEVNAME=/dev/ttyS19 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS2 N: ttyS2 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS2 E: MAJOR=4 E: MINOR=66 E: DEVNAME=/dev/ttyS2 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS20 N: ttyS20 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS20 E: MAJOR=4 E: MINOR=84 E: DEVNAME=/dev/ttyS20 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS21 N: ttyS21 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS21 E: MAJOR=4 E: MINOR=85 E: DEVNAME=/dev/ttyS21 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS22 N: ttyS22 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS22 E: MAJOR=4 E: MINOR=86 E: DEVNAME=/dev/ttyS22 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS23 N: ttyS23 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS23 E: MAJOR=4 E: MINOR=87 E: DEVNAME=/dev/ttyS23 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS24 N: ttyS24 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS24 E: MAJOR=4 E: MINOR=88 E: DEVNAME=/dev/ttyS24 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS25 N: ttyS25 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS25 E: MAJOR=4 E: MINOR=89 E: DEVNAME=/dev/ttyS25 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS26 N: ttyS26 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS26 E: MAJOR=4 E: MINOR=90 E: DEVNAME=/dev/ttyS26 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS27 N: ttyS27 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS27 E: MAJOR=4 E: MINOR=91 E: DEVNAME=/dev/ttyS27 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS28 N: ttyS28 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS28 E: MAJOR=4 E: MINOR=92 E: DEVNAME=/dev/ttyS28 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS29 N: ttyS29 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS29 E: MAJOR=4 E: MINOR=93 E: DEVNAME=/dev/ttyS29 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS3 N: ttyS3 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS3 E: MAJOR=4 E: MINOR=67 E: DEVNAME=/dev/ttyS3 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS30 N: ttyS30 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS30 E: MAJOR=4 E: MINOR=94 E: DEVNAME=/dev/ttyS30 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS31 N: ttyS31 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS31 E: MAJOR=4 E: MINOR=95 E: DEVNAME=/dev/ttyS31 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS4 N: ttyS4 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS4 E: MAJOR=4 E: MINOR=68 E: DEVNAME=/dev/ttyS4 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS5 N: ttyS5 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS5 E: MAJOR=4 E: MINOR=69 E: DEVNAME=/dev/ttyS5 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS6 N: ttyS6 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS6 E: MAJOR=4 E: MINOR=70 E: DEVNAME=/dev/ttyS6 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS7 N: ttyS7 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS7 E: MAJOR=4 E: MINOR=71 E: DEVNAME=/dev/ttyS7 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS8 N: ttyS8 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS8 E: MAJOR=4 E: MINOR=72 E: DEVNAME=/dev/ttyS8 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/platform/serial8250/tty/ttyS9 N: ttyS9 E: UDEV_LOG=3 E: DEVPATH=/devices/platform/serial8250/tty/ttyS9 E: MAJOR=4 E: MINOR=73 E: DEVNAME=/dev/ttyS9 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/pnp0/00:00 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:00 E: DRIVER=system E: SUBSYSTEM=pnp P: /devices/pnp0/00:01 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:01 E: SUBSYSTEM=pnp P: /devices/pnp0/00:02 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:02 E: DRIVER=system E: SUBSYSTEM=pnp P: /devices/pnp0/00:03 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:03 E: DRIVER=system E: SUBSYSTEM=pnp P: /devices/pnp0/00:04 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:04 E: DRIVER=i8042 aux E: SUBSYSTEM=pnp P: /devices/pnp0/00:05 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:05 E: DRIVER=i8042 kbd E: SUBSYSTEM=pnp P: /devices/pnp0/00:06 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:06 E: DRIVER=rtc_cmos E: SUBSYSTEM=pnp P: /devices/pnp0/00:06/rtc/rtc0 N: rtc0 S: rtc E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:06/rtc/rtc0 E: MAJOR=254 E: MINOR=0 E: DEVNAME=/dev/rtc0 E: SUBSYSTEM=rtc E: DEVLINKS=/dev/rtc P: /devices/pnp0/00:07 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:07 E: SUBSYSTEM=pnp P: /devices/pnp0/00:08 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:08 E: DRIVER=system E: SUBSYSTEM=pnp P: /devices/pnp0/00:09 E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:09 E: SUBSYSTEM=pnp P: /devices/pnp0/00:0a E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:0a E: SUBSYSTEM=pnp P: /devices/pnp0/00:0b E: UDEV_LOG=3 E: DEVPATH=/devices/pnp0/00:0b E: DRIVER=system E: SUBSYSTEM=pnp P: /devices/software E: UDEV_LOG=3 E: DEVPATH=/devices/software E: SUBSYSTEM=event_source P: /devices/tracepoint E: UDEV_LOG=3 E: DEVPATH=/devices/tracepoint E: SUBSYSTEM=event_source P: /devices/virtual/bdi/0:20 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/0:20 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/11:0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/11:0 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/11:1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/11:1 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:0 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:1 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:10 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:10 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:11 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:11 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:12 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:12 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:13 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:13 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:14 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:14 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:15 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:15 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:2 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:3 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:4 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:5 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:6 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:7 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:7 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:8 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:8 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/1:9 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/1:9 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:0 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:1 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:2 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:3 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:4 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:5 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:6 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/7:7 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/7:7 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/8:0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/8:0 E: SUBSYSTEM=bdi P: /devices/virtual/bdi/default E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/default E: SUBSYSTEM=bdi P: /devices/virtual/bdi/mtd-romap E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/mtd-romap E: SUBSYSTEM=bdi P: /devices/virtual/bdi/mtd-rwmap E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/mtd-rwmap E: SUBSYSTEM=bdi P: /devices/virtual/bdi/mtd-unmap E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/bdi/mtd-unmap E: SUBSYSTEM=bdi P: /devices/virtual/block/loop0 N: loop0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop0 E: MAJOR=7 E: MINOR=0 E: DEVNAME=/dev/loop0 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop1 N: loop1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop1 E: MAJOR=7 E: MINOR=1 E: DEVNAME=/dev/loop1 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop2 N: loop2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop2 E: MAJOR=7 E: MINOR=2 E: DEVNAME=/dev/loop2 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop3 N: loop3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop3 E: MAJOR=7 E: MINOR=3 E: DEVNAME=/dev/loop3 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop4 N: loop4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop4 E: MAJOR=7 E: MINOR=4 E: DEVNAME=/dev/loop4 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop5 N: loop5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop5 E: MAJOR=7 E: MINOR=5 E: DEVNAME=/dev/loop5 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop6 N: loop6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop6 E: MAJOR=7 E: MINOR=6 E: DEVNAME=/dev/loop6 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/loop7 N: loop7 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/loop7 E: MAJOR=7 E: MINOR=7 E: DEVNAME=/dev/loop7 E: DEVTYPE=disk E: SUBSYSTEM=block E: UDISKS_PRESENTATION_NOPOLICY=1 P: /devices/virtual/block/ram0 N: ram0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram0 E: MAJOR=1 E: MINOR=0 E: DEVNAME=/dev/ram0 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram1 N: ram1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram1 E: MAJOR=1 E: MINOR=1 E: DEVNAME=/dev/ram1 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram10 N: ram10 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram10 E: MAJOR=1 E: MINOR=10 E: DEVNAME=/dev/ram10 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram11 N: ram11 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram11 E: MAJOR=1 E: MINOR=11 E: DEVNAME=/dev/ram11 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram12 N: ram12 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram12 E: MAJOR=1 E: MINOR=12 E: DEVNAME=/dev/ram12 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram13 N: ram13 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram13 E: MAJOR=1 E: MINOR=13 E: DEVNAME=/dev/ram13 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram14 N: ram14 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram14 E: MAJOR=1 E: MINOR=14 E: DEVNAME=/dev/ram14 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram15 N: ram15 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram15 E: MAJOR=1 E: MINOR=15 E: DEVNAME=/dev/ram15 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram2 N: ram2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram2 E: MAJOR=1 E: MINOR=2 E: DEVNAME=/dev/ram2 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram3 N: ram3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram3 E: MAJOR=1 E: MINOR=3 E: DEVNAME=/dev/ram3 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram4 N: ram4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram4 E: MAJOR=1 E: MINOR=4 E: DEVNAME=/dev/ram4 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram5 N: ram5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram5 E: MAJOR=1 E: MINOR=5 E: DEVNAME=/dev/ram5 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram6 N: ram6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram6 E: MAJOR=1 E: MINOR=6 E: DEVNAME=/dev/ram6 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram7 N: ram7 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram7 E: MAJOR=1 E: MINOR=7 E: DEVNAME=/dev/ram7 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram8 N: ram8 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram8 E: MAJOR=1 E: MINOR=8 E: DEVNAME=/dev/ram8 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/block/ram9 N: ram9 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/block/ram9 E: MAJOR=1 E: MINOR=9 E: DEVNAME=/dev/ram9 E: DEVTYPE=disk E: SUBSYSTEM=block P: /devices/virtual/dmi/id E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/dmi/id E: MODALIAS=dmi:bvnDellInc.:bvrA14:bd04/02/2007:svnDellInc.:pnMM061:pvr:rvnDellInc.:rn0KD882:rvr:cvnDellInc.:ct8:cvr: E: SUBSYSTEM=dmi P: /devices/virtual/graphics/fbcon E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/graphics/fbcon E: SUBSYSTEM=graphics P: /devices/virtual/hwmon/hwmon0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/hwmon/hwmon0 E: SUBSYSTEM=hwmon P: /devices/virtual/input/input5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/input/input5 E: PRODUCT=19/0/0/0 E: NAME="Dell WMI hotkeys" E: PHYS="wmi/input0" E: PROP=0 E: EV=13 E: KEY=1500b 0 2 300000 0 0 0 0 E: MSC=10 E: MODALIAS=input:b0019v0000p0000e0000-e0,1,4,k94,95,A1,E0,E1,E3,EC,EE,F0,ram4,lsfw E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 P: /devices/virtual/input/input5/event5 N: input/event5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/input/input5/event5 E: MAJOR=13 E: MINOR=69 E: DEVNAME=/dev/input/event5 E: SUBSYSTEM=input E: ID_INPUT=1 E: ID_INPUT_KEY=1 E: XKBMODEL=pc105 E: XKBLAYOUT=us E: DMI_VENDOR=Dell Inc. P: /devices/virtual/input/mice N: input/mice E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/input/mice E: MAJOR=13 E: MINOR=63 E: DEVNAME=/dev/input/mice E: SUBSYSTEM=input P: /devices/virtual/mem/full N: full E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/full E: MAJOR=1 E: MINOR=7 E: DEVNAME=/dev/full E: DEVMODE=0666 E: SUBSYSTEM=mem P: /devices/virtual/mem/kmsg N: kmsg E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/kmsg E: MAJOR=1 E: MINOR=11 E: DEVNAME=/dev/kmsg E: SUBSYSTEM=mem P: /devices/virtual/mem/mem N: mem E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/mem E: MAJOR=1 E: MINOR=1 E: DEVNAME=/dev/mem E: SUBSYSTEM=mem P: /devices/virtual/mem/null N: null E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/null E: MAJOR=1 E: MINOR=3 E: DEVNAME=/dev/null E: DEVMODE=0666 E: SUBSYSTEM=mem P: /devices/virtual/mem/oldmem N: oldmem E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/oldmem E: MAJOR=1 E: MINOR=12 E: DEVNAME=/dev/oldmem E: SUBSYSTEM=mem P: /devices/virtual/mem/port N: port E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/port E: MAJOR=1 E: MINOR=4 E: DEVNAME=/dev/port E: SUBSYSTEM=mem P: /devices/virtual/mem/random N: random E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/random E: MAJOR=1 E: MINOR=8 E: DEVNAME=/dev/random E: DEVMODE=0666 E: SUBSYSTEM=mem P: /devices/virtual/mem/urandom N: urandom E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/urandom E: MAJOR=1 E: MINOR=9 E: DEVNAME=/dev/urandom E: DEVMODE=0666 E: SUBSYSTEM=mem P: /devices/virtual/mem/zero N: zero E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/mem/zero E: MAJOR=1 E: MINOR=5 E: DEVNAME=/dev/zero E: DEVMODE=0666 E: SUBSYSTEM=mem P: /devices/virtual/misc/agpgart N: agpgart E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/agpgart E: MAJOR=10 E: MINOR=175 E: DEVNAME=/dev/agpgart E: SUBSYSTEM=misc P: /devices/virtual/misc/cpu_dma_latency N: cpu_dma_latency E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/cpu_dma_latency E: MAJOR=10 E: MINOR=60 E: DEVNAME=/dev/cpu_dma_latency E: SUBSYSTEM=misc P: /devices/virtual/misc/device-mapper N: mapper/control E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/device-mapper E: MAJOR=10 E: MINOR=236 E: DEVNAME=/dev/mapper/control E: SUBSYSTEM=misc P: /devices/virtual/misc/ecryptfs N: ecryptfs E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/ecryptfs E: MAJOR=10 E: MINOR=61 E: DEVNAME=/dev/ecryptfs E: SUBSYSTEM=misc P: /devices/virtual/misc/fuse N: fuse E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/fuse E: MAJOR=10 E: MINOR=229 E: DEVNAME=/dev/fuse E: SUBSYSTEM=misc P: /devices/virtual/misc/hpet N: hpet E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/hpet E: MAJOR=10 E: MINOR=228 E: DEVNAME=/dev/hpet E: SUBSYSTEM=misc P: /devices/virtual/misc/mcelog N: mcelog E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/mcelog E: MAJOR=10 E: MINOR=227 E: DEVNAME=/dev/mcelog E: SUBSYSTEM=misc P: /devices/virtual/misc/network_latency N: network_latency E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/network_latency E: MAJOR=10 E: MINOR=59 E: DEVNAME=/dev/network_latency E: SUBSYSTEM=misc P: /devices/virtual/misc/network_throughput N: network_throughput E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/network_throughput E: MAJOR=10 E: MINOR=58 E: DEVNAME=/dev/network_throughput E: SUBSYSTEM=misc P: /devices/virtual/misc/psaux N: psaux E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/psaux E: MAJOR=10 E: MINOR=1 E: DEVNAME=/dev/psaux E: SUBSYSTEM=misc P: /devices/virtual/misc/rfkill N: rfkill E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/rfkill E: MAJOR=10 E: MINOR=62 E: DEVNAME=/dev/rfkill E: SUBSYSTEM=misc E: TAGS=:udev-acl: P: /devices/virtual/misc/snapshot N: snapshot E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/snapshot E: MAJOR=10 E: MINOR=231 E: DEVNAME=/dev/snapshot E: SUBSYSTEM=misc P: /devices/virtual/misc/tun N: net/tun E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/tun E: MAJOR=10 E: MINOR=200 E: DEVNAME=/dev/net/tun E: SUBSYSTEM=misc P: /devices/virtual/misc/uinput N: uinput E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/uinput E: MAJOR=10 E: MINOR=223 E: DEVNAME=/dev/uinput E: SUBSYSTEM=misc P: /devices/virtual/misc/vga_arbiter N: vga_arbiter E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/misc/vga_arbiter E: MAJOR=10 E: MINOR=63 E: DEVNAME=/dev/vga_arbiter E: SUBSYSTEM=misc P: /devices/virtual/net/lo E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/net/lo E: INTERFACE=lo E: IFINDEX=1 E: SUBSYSTEM=net E: ID_MM_CANDIDATE=1 P: /devices/virtual/net/ppp0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/net/ppp0 E: INTERFACE=ppp0 E: IFINDEX=4 E: SUBSYSTEM=net E: ID_MM_CANDIDATE=1 P: /devices/virtual/ppp/ppp N: ppp E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/ppp/ppp E: MAJOR=108 E: MINOR=0 E: DEVNAME=/dev/ppp E: SUBSYSTEM=ppp P: /devices/virtual/regulator/regulator.0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/regulator/regulator.0 E: SUBSYSTEM=regulator P: /devices/virtual/sound/seq N: snd/seq E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/sound/seq E: MAJOR=116 E: MINOR=1 E: DEVNAME=/dev/snd/seq E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/virtual/sound/timer N: snd/timer E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/sound/timer E: MAJOR=116 E: MINOR=33 E: DEVNAME=/dev/snd/timer E: SUBSYSTEM=sound E: TAGS=:udev-acl: P: /devices/virtual/thermal/cooling_device0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/thermal/cooling_device0 E: SUBSYSTEM=thermal P: /devices/virtual/thermal/cooling_device1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/thermal/cooling_device1 E: SUBSYSTEM=thermal P: /devices/virtual/thermal/cooling_device2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/thermal/cooling_device2 E: SUBSYSTEM=thermal P: /devices/virtual/thermal/thermal_zone0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/thermal/thermal_zone0 E: SUBSYSTEM=thermal P: /devices/virtual/tty/console N: console E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/console E: MAJOR=5 E: MINOR=1 E: DEVNAME=/dev/console E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/ptmx N: ptmx E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/ptmx E: MAJOR=5 E: MINOR=2 E: DEVNAME=/dev/ptmx E: DEVMODE=0666 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty N: tty E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty E: MAJOR=5 E: MINOR=0 E: DEVNAME=/dev/tty E: DEVMODE=0666 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty0 N: tty0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty0 E: MAJOR=4 E: MINOR=0 E: DEVNAME=/dev/tty0 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty1 N: tty1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty1 E: MAJOR=4 E: MINOR=1 E: DEVNAME=/dev/tty1 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty10 N: tty10 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty10 E: MAJOR=4 E: MINOR=10 E: DEVNAME=/dev/tty10 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty11 N: tty11 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty11 E: MAJOR=4 E: MINOR=11 E: DEVNAME=/dev/tty11 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty12 N: tty12 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty12 E: MAJOR=4 E: MINOR=12 E: DEVNAME=/dev/tty12 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty13 N: tty13 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty13 E: MAJOR=4 E: MINOR=13 E: DEVNAME=/dev/tty13 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty14 N: tty14 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty14 E: MAJOR=4 E: MINOR=14 E: DEVNAME=/dev/tty14 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty15 N: tty15 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty15 E: MAJOR=4 E: MINOR=15 E: DEVNAME=/dev/tty15 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty16 N: tty16 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty16 E: MAJOR=4 E: MINOR=16 E: DEVNAME=/dev/tty16 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty17 N: tty17 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty17 E: MAJOR=4 E: MINOR=17 E: DEVNAME=/dev/tty17 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty18 N: tty18 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty18 E: MAJOR=4 E: MINOR=18 E: DEVNAME=/dev/tty18 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty19 N: tty19 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty19 E: MAJOR=4 E: MINOR=19 E: DEVNAME=/dev/tty19 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty2 N: tty2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty2 E: MAJOR=4 E: MINOR=2 E: DEVNAME=/dev/tty2 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty20 N: tty20 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty20 E: MAJOR=4 E: MINOR=20 E: DEVNAME=/dev/tty20 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty21 N: tty21 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty21 E: MAJOR=4 E: MINOR=21 E: DEVNAME=/dev/tty21 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty22 N: tty22 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty22 E: MAJOR=4 E: MINOR=22 E: DEVNAME=/dev/tty22 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty23 N: tty23 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty23 E: MAJOR=4 E: MINOR=23 E: DEVNAME=/dev/tty23 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty24 N: tty24 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty24 E: MAJOR=4 E: MINOR=24 E: DEVNAME=/dev/tty24 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty25 N: tty25 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty25 E: MAJOR=4 E: MINOR=25 E: DEVNAME=/dev/tty25 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty26 N: tty26 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty26 E: MAJOR=4 E: MINOR=26 E: DEVNAME=/dev/tty26 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty27 N: tty27 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty27 E: MAJOR=4 E: MINOR=27 E: DEVNAME=/dev/tty27 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty28 N: tty28 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty28 E: MAJOR=4 E: MINOR=28 E: DEVNAME=/dev/tty28 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty29 N: tty29 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty29 E: MAJOR=4 E: MINOR=29 E: DEVNAME=/dev/tty29 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty3 N: tty3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty3 E: MAJOR=4 E: MINOR=3 E: DEVNAME=/dev/tty3 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty30 N: tty30 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty30 E: MAJOR=4 E: MINOR=30 E: DEVNAME=/dev/tty30 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty31 N: tty31 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty31 E: MAJOR=4 E: MINOR=31 E: DEVNAME=/dev/tty31 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty32 N: tty32 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty32 E: MAJOR=4 E: MINOR=32 E: DEVNAME=/dev/tty32 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty33 N: tty33 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty33 E: MAJOR=4 E: MINOR=33 E: DEVNAME=/dev/tty33 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty34 N: tty34 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty34 E: MAJOR=4 E: MINOR=34 E: DEVNAME=/dev/tty34 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty35 N: tty35 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty35 E: MAJOR=4 E: MINOR=35 E: DEVNAME=/dev/tty35 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty36 N: tty36 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty36 E: MAJOR=4 E: MINOR=36 E: DEVNAME=/dev/tty36 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty37 N: tty37 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty37 E: MAJOR=4 E: MINOR=37 E: DEVNAME=/dev/tty37 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty38 N: tty38 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty38 E: MAJOR=4 E: MINOR=38 E: DEVNAME=/dev/tty38 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty39 N: tty39 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty39 E: MAJOR=4 E: MINOR=39 E: DEVNAME=/dev/tty39 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty4 N: tty4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty4 E: MAJOR=4 E: MINOR=4 E: DEVNAME=/dev/tty4 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty40 N: tty40 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty40 E: MAJOR=4 E: MINOR=40 E: DEVNAME=/dev/tty40 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty41 N: tty41 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty41 E: MAJOR=4 E: MINOR=41 E: DEVNAME=/dev/tty41 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty42 N: tty42 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty42 E: MAJOR=4 E: MINOR=42 E: DEVNAME=/dev/tty42 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty43 N: tty43 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty43 E: MAJOR=4 E: MINOR=43 E: DEVNAME=/dev/tty43 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty44 N: tty44 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty44 E: MAJOR=4 E: MINOR=44 E: DEVNAME=/dev/tty44 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty45 N: tty45 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty45 E: MAJOR=4 E: MINOR=45 E: DEVNAME=/dev/tty45 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty46 N: tty46 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty46 E: MAJOR=4 E: MINOR=46 E: DEVNAME=/dev/tty46 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty47 N: tty47 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty47 E: MAJOR=4 E: MINOR=47 E: DEVNAME=/dev/tty47 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty48 N: tty48 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty48 E: MAJOR=4 E: MINOR=48 E: DEVNAME=/dev/tty48 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty49 N: tty49 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty49 E: MAJOR=4 E: MINOR=49 E: DEVNAME=/dev/tty49 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty5 N: tty5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty5 E: MAJOR=4 E: MINOR=5 E: DEVNAME=/dev/tty5 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty50 N: tty50 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty50 E: MAJOR=4 E: MINOR=50 E: DEVNAME=/dev/tty50 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty51 N: tty51 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty51 E: MAJOR=4 E: MINOR=51 E: DEVNAME=/dev/tty51 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty52 N: tty52 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty52 E: MAJOR=4 E: MINOR=52 E: DEVNAME=/dev/tty52 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty53 N: tty53 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty53 E: MAJOR=4 E: MINOR=53 E: DEVNAME=/dev/tty53 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty54 N: tty54 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty54 E: MAJOR=4 E: MINOR=54 E: DEVNAME=/dev/tty54 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty55 N: tty55 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty55 E: MAJOR=4 E: MINOR=55 E: DEVNAME=/dev/tty55 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty56 N: tty56 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty56 E: MAJOR=4 E: MINOR=56 E: DEVNAME=/dev/tty56 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty57 N: tty57 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty57 E: MAJOR=4 E: MINOR=57 E: DEVNAME=/dev/tty57 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty58 N: tty58 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty58 E: MAJOR=4 E: MINOR=58 E: DEVNAME=/dev/tty58 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty59 N: tty59 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty59 E: MAJOR=4 E: MINOR=59 E: DEVNAME=/dev/tty59 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty6 N: tty6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty6 E: MAJOR=4 E: MINOR=6 E: DEVNAME=/dev/tty6 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty60 N: tty60 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty60 E: MAJOR=4 E: MINOR=60 E: DEVNAME=/dev/tty60 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty61 N: tty61 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty61 E: MAJOR=4 E: MINOR=61 E: DEVNAME=/dev/tty61 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty62 N: tty62 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty62 E: MAJOR=4 E: MINOR=62 E: DEVNAME=/dev/tty62 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty63 N: tty63 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty63 E: MAJOR=4 E: MINOR=63 E: DEVNAME=/dev/tty63 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty7 N: tty7 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty7 E: MAJOR=4 E: MINOR=7 E: DEVNAME=/dev/tty7 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty8 N: tty8 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty8 E: MAJOR=4 E: MINOR=8 E: DEVNAME=/dev/tty8 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/tty9 N: tty9 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/tty9 E: MAJOR=4 E: MINOR=9 E: DEVNAME=/dev/tty9 E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/tty/ttyprintk N: ttyprintk E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/tty/ttyprintk E: MAJOR=5 E: MINOR=3 E: DEVNAME=/dev/ttyprintk E: SUBSYSTEM=tty E: ID_MM_CANDIDATE=1 P: /devices/virtual/usbmon/usbmon0 N: usbmon0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/usbmon/usbmon0 E: MAJOR=252 E: MINOR=0 E: DEVNAME=/dev/usbmon0 E: SUBSYSTEM=usbmon P: /devices/virtual/vc/vcs N: vcs E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs E: MAJOR=7 E: MINOR=0 E: DEVNAME=/dev/vcs E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs1 N: vcs1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs1 E: MAJOR=7 E: MINOR=1 E: DEVNAME=/dev/vcs1 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs2 N: vcs2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs2 E: MAJOR=7 E: MINOR=2 E: DEVNAME=/dev/vcs2 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs3 N: vcs3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs3 E: MAJOR=7 E: MINOR=3 E: DEVNAME=/dev/vcs3 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs4 N: vcs4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs4 E: MAJOR=7 E: MINOR=4 E: DEVNAME=/dev/vcs4 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs5 N: vcs5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs5 E: MAJOR=7 E: MINOR=5 E: DEVNAME=/dev/vcs5 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcs6 N: vcs6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcs6 E: MAJOR=7 E: MINOR=6 E: DEVNAME=/dev/vcs6 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa N: vcsa E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa E: MAJOR=7 E: MINOR=128 E: DEVNAME=/dev/vcsa E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa1 N: vcsa1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa1 E: MAJOR=7 E: MINOR=129 E: DEVNAME=/dev/vcsa1 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa2 N: vcsa2 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa2 E: MAJOR=7 E: MINOR=130 E: DEVNAME=/dev/vcsa2 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa3 N: vcsa3 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa3 E: MAJOR=7 E: MINOR=131 E: DEVNAME=/dev/vcsa3 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa4 N: vcsa4 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa4 E: MAJOR=7 E: MINOR=132 E: DEVNAME=/dev/vcsa4 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa5 N: vcsa5 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa5 E: MAJOR=7 E: MINOR=133 E: DEVNAME=/dev/vcsa5 E: SUBSYSTEM=vc P: /devices/virtual/vc/vcsa6 N: vcsa6 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vc/vcsa6 E: MAJOR=7 E: MINOR=134 E: DEVNAME=/dev/vcsa6 E: SUBSYSTEM=vc P: /devices/virtual/vtconsole/vtcon0 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vtconsole/vtcon0 E: SUBSYSTEM=vtconsole P: /devices/virtual/vtconsole/vtcon1 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/vtconsole/vtcon1 E: SUBSYSTEM=vtconsole P: /devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 E: MODALIAS=wmi:05901221-D566-11D1-B2F0-00A0C9062910 E: SUBSYSTEM=wmi P: /devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 E: MODALIAS=wmi:8D9DDCBC-A997-11DA-B012-B622A1EF5492 E: SUBSYSTEM=wmi P: /devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 E: MODALIAS=wmi:9DBB5994-A997-11DA-B012-B622A1EF5492 E: SUBSYSTEM=wmi P: /devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 E: MODALIAS=wmi:A3776CE0-1E88-11DB-A98B-0800200C9A66 E: SUBSYSTEM=wmi P: /devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 E: UDEV_LOG=3 E: DEVPATH=/devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 E: MODALIAS=wmi:A80593CE-A997-11DA-B012-B622A1EF5492 E: SUBSYSTEM=wmi UdevLog: monitor will print the received events for: UDEV - the event which udev sends out after rule processing KERNEL - the kernel uevent KERNEL[10.799568] add /devices/LNXSYSTM:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00 SUBSYSTEM=acpi MODALIAS=acpi:LNXSYSTM: SEQNUM=1339 KERNEL[10.799594] add /devices/LNXSYSTM:00/LNXCPU:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/LNXCPU:00 SUBSYSTEM=acpi DRIVER=processor MODALIAS=acpi:LNXCPU: SEQNUM=1340 KERNEL[10.799613] add /devices/LNXSYSTM:00/LNXCPU:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/LNXCPU:01 SUBSYSTEM=acpi DRIVER=processor MODALIAS=acpi:LNXCPU: SEQNUM=1341 KERNEL[10.800056] add /devices/LNXSYSTM:00/device:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00 SUBSYSTEM=acpi SEQNUM=1342 KERNEL[10.800075] add /devices/LNXSYSTM:00/device:00/ACPI0003:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00 SUBSYSTEM=acpi DRIVER=ac MODALIAS=acpi:ACPI0003: SEQNUM=1343 KERNEL[10.810132] add /devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC (power_supply) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC SUBSYSTEM=power_supply POWER_SUPPLY_NAME=AC POWER_SUPPLY_ONLINE=1 SEQNUM=1344 KERNEL[10.810198] add /devices/LNXSYSTM:00/device:00/PNP0A03:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00 SUBSYSTEM=acpi DRIVER=pci_root MODALIAS=acpi:PNP0A03: SEQNUM=1345 KERNEL[10.810249] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1346 KERNEL[10.810297] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 SUBSYSTEM=acpi SEQNUM=1347 KERNEL[10.810344] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 SUBSYSTEM=acpi SEQNUM=1348 KERNEL[10.810391] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 SUBSYSTEM=acpi SEQNUM=1349 KERNEL[10.810436] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 SUBSYSTEM=acpi SEQNUM=1350 KERNEL[10.810483] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1351 KERNEL[10.810528] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1352 KERNEL[10.810574] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1353 KERNEL[10.810621] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1354 KERNEL[10.810668] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1355 KERNEL[10.810717] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1356 KERNEL[10.810763] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1357 KERNEL[10.810823] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1358 KERNEL[10.810869] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1359 KERNEL[10.810915] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1360 KERNEL[10.810962] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1361 KERNEL[10.811007] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 SUBSYSTEM=acpi SEQNUM=1362 KERNEL[10.811052] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0000: SEQNUM=1363 KERNEL[10.811101] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0100: SEQNUM=1364 KERNEL[10.811148] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0103:PNP0C01: SEQNUM=1365 KERNEL[10.811193] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0200: SEQNUM=1366 KERNEL[10.811240] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0303: SEQNUM=1367 KERNEL[10.811286] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0800: SEQNUM=1368 KERNEL[10.811332] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0B00: SEQNUM=1369 KERNEL[10.811377] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1370 KERNEL[10.811422] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C04: SEQNUM=1371 KERNEL[10.811470] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0F13: SEQNUM=1372 KERNEL[10.811514] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 SUBSYSTEM=acpi SEQNUM=1373 KERNEL[10.811558] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 SUBSYSTEM=acpi SEQNUM=1374 KERNEL[10.811613] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 SUBSYSTEM=acpi SEQNUM=1375 KERNEL[10.811660] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 SUBSYSTEM=acpi SEQNUM=1376 KERNEL[10.811704] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 SUBSYSTEM=acpi SEQNUM=1377 KERNEL[10.811748] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 SUBSYSTEM=acpi SEQNUM=1378 KERNEL[10.811796] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 SUBSYSTEM=acpi SEQNUM=1379 KERNEL[10.811840] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 SUBSYSTEM=acpi SEQNUM=1380 KERNEL[10.811882] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a SUBSYSTEM=acpi SEQNUM=1381 KERNEL[10.811926] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b SUBSYSTEM=acpi SEQNUM=1382 KERNEL[10.811972] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c SUBSYSTEM=acpi SEQNUM=1383 KERNEL[10.812042] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d SUBSYSTEM=acpi SEQNUM=1384 KERNEL[10.812087] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e SUBSYSTEM=acpi SEQNUM=1385 KERNEL[10.812131] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f SUBSYSTEM=acpi SEQNUM=1386 KERNEL[10.812175] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 SUBSYSTEM=acpi SEQNUM=1387 KERNEL[10.812223] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 SUBSYSTEM=acpi SEQNUM=1388 KERNEL[10.812267] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 SUBSYSTEM=acpi SEQNUM=1389 KERNEL[10.812312] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 SUBSYSTEM=acpi SEQNUM=1390 KERNEL[10.812358] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 SUBSYSTEM=acpi SEQNUM=1391 KERNEL[10.812403] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 SUBSYSTEM=acpi SEQNUM=1392 KERNEL[10.812448] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 SUBSYSTEM=acpi SEQNUM=1393 KERNEL[10.812502] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 SUBSYSTEM=acpi SEQNUM=1394 KERNEL[10.812546] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 SUBSYSTEM=acpi SEQNUM=1395 KERNEL[10.812591] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 SUBSYSTEM=acpi SEQNUM=1396 KERNEL[10.812636] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a SUBSYSTEM=acpi SEQNUM=1397 KERNEL[10.812680] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b SUBSYSTEM=acpi SEQNUM=1398 KERNEL[10.812722] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c SUBSYSTEM=acpi SEQNUM=1399 KERNEL[10.812766] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d SUBSYSTEM=acpi SEQNUM=1400 KERNEL[10.812813] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e SUBSYSTEM=acpi SEQNUM=1401 KERNEL[10.812857] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f SUBSYSTEM=acpi SEQNUM=1402 KERNEL[10.812901] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 SUBSYSTEM=acpi SEQNUM=1403 KERNEL[10.812945] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 SUBSYSTEM=acpi SEQNUM=1404 KERNEL[10.812991] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1405 KERNEL[10.813038] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 SUBSYSTEM=acpi SEQNUM=1406 KERNEL[10.813084] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 SUBSYSTEM=acpi SEQNUM=1407 KERNEL[10.813129] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 SUBSYSTEM=acpi SEQNUM=1408 KERNEL[10.813173] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 SUBSYSTEM=acpi SEQNUM=1409 KERNEL[10.813216] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a SUBSYSTEM=acpi SEQNUM=1410 KERNEL[10.813259] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b SUBSYSTEM=acpi SEQNUM=1411 KERNEL[10.813310] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c SUBSYSTEM=acpi SEQNUM=1412 KERNEL[10.813354] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d SUBSYSTEM=acpi SEQNUM=1413 KERNEL[10.813397] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e SUBSYSTEM=acpi SEQNUM=1414 KERNEL[10.813441] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f SUBSYSTEM=acpi SEQNUM=1415 KERNEL[10.813485] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 SUBSYSTEM=acpi SEQNUM=1416 KERNEL[10.813529] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 SUBSYSTEM=acpi SEQNUM=1417 KERNEL[10.813572] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 SUBSYSTEM=acpi SEQNUM=1418 KERNEL[10.813614] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 SUBSYSTEM=acpi SEQNUM=1419 KERNEL[10.813659] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 SUBSYSTEM=acpi SEQNUM=1420 KERNEL[10.813701] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 SUBSYSTEM=acpi SEQNUM=1421 KERNEL[10.813744] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 SUBSYSTEM=acpi SEQNUM=1422 KERNEL[10.813786] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 SUBSYSTEM=acpi SEQNUM=1423 KERNEL[10.813829] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 SUBSYSTEM=acpi SEQNUM=1424 KERNEL[10.813872] add /devices/LNXSYSTM:00/device:00/PNP0C01:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C01:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1425 KERNEL[10.813918] add /devices/LNXSYSTM:00/device:00/PNP0C0A:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00 SUBSYSTEM=acpi DRIVER=battery MODALIAS=acpi:PNP0C0A: SEQNUM=1426 KERNEL[10.814001] add /devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 (power_supply) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 SUBSYSTEM=power_supply POWER_SUPPLY_NAME=BAT0 POWER_SUPPLY_STATUS=Unknown POWER_SUPPLY_PRESENT=1 POWER_SUPPLY_TECHNOLOGY=Li-ion POWER_SUPPLY_CYCLE_COUNT=0 POWER_SUPPLY_VOLTAGE_MIN_DESIGN=11100000 POWER_SUPPLY_VOLTAGE_NOW=1243000 POWER_SUPPLY_CURRENT_NOW=1000 POWER_SUPPLY_CHARGE_FULL_DESIGN=7800000 POWER_SUPPLY_CHARGE_FULL=87000 POWER_SUPPLY_CHARGE_NOW=0 POWER_SUPPLY_MODEL_NAME= DELLJN1497 POWER_SUPPLY_MANUFACTURER=Sanyo POWER_SUPPLY_SERIAL_NUMBER=807 SEQNUM=1427 KERNEL[10.814053] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0C: SEQNUM=1428 KERNEL[10.814124] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 SUBSYSTEM=input PRODUCT=19/0/1/0 NAME="Power Button" PHYS="PNP0C0C/button/input0" PROP=0 EV=3 KEY=100000 0 0 0 MODALIAS=input:b0019v0000p0001e0000-e0,1,k74,ramlsfw SEQNUM=1429 KERNEL[10.814178] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 SUBSYSTEM=input DEVNAME=input/event1 SEQNUM=1430 MAJOR=13 MINOR=65 KERNEL[10.814226] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0D: SEQNUM=1431 KERNEL[10.814287] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 SUBSYSTEM=input PRODUCT=19/0/5/0 NAME="Lid Switch" PHYS="PNP0C0D/button/input0" PROP=0 EV=21 SW=1 MODALIAS=input:b0019v0000p0005e0000-e0,5,kramlsfw0, SEQNUM=1432 KERNEL[10.814339] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 SUBSYSTEM=input DEVNAME=input/event0 SEQNUM=1433 MAJOR=13 MINOR=64 KERNEL[10.814384] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0E: SEQNUM=1434 KERNEL[10.814445] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 SUBSYSTEM=input PRODUCT=19/0/3/0 NAME="Sleep Button" PHYS="PNP0C0E/button/input0" PROP=0 EV=3 KEY=4000 0 0 0 0 MODALIAS=input:b0019v0000p0003e0000-e0,1,k8E,ramlsfw SEQNUM=1435 KERNEL[10.814497] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 SUBSYSTEM=input DEVNAME=input/event2 SEQNUM=1436 MAJOR=13 MINOR=66 KERNEL[10.814545] add /devices/LNXSYSTM:00/device:00/PNP0C14:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C14:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C14: SEQNUM=1437 KERNEL[10.814588] add /devices/LNXSYSTM:00/device:00/PNP0C32:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C32:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C32: SEQNUM=1438 KERNEL[10.814629] add /devices/LNXSYSTM:00/device:39 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:39 SUBSYSTEM=acpi SEQNUM=1439 KERNEL[10.814673] add /devices/LNXSYSTM:00/device:39/LNXTHERM:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:39/LNXTHERM:00 SUBSYSTEM=acpi DRIVER=thermal MODALIAS=acpi:LNXTHERM: SEQNUM=1440 KERNEL[10.814715] add /devices/breakpoint (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/breakpoint SUBSYSTEM=event_source SEQNUM=1441 KERNEL[10.814754] add /devices/cpu (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/cpu SUBSYSTEM=event_source SEQNUM=1442 KERNEL[10.814808] add /devices/pci0000:00/0000:00:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:00.0 SUBSYSTEM=pci DRIVER=agpgart-intel PCI_CLASS=60000 PCI_ID=8086:27A0 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:00.0 MODALIAS=pci:v00008086d000027A0sv00001028sd000001BDbc06sc00i00 SEQNUM=1443 KERNEL[10.814860] add /devices/pci0000:00/0000:00:02.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0 SUBSYSTEM=pci PCI_CLASS=30000 PCI_ID=8086:27A2 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:02.0 MODALIAS=pci:v00008086d000027A2sv00001028sd000001BDbc03sc00i00 SEQNUM=1444 KERNEL[10.814911] add /devices/pci0000:00/0000:00:02.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.1 SUBSYSTEM=pci PCI_CLASS=38000 PCI_ID=8086:27A6 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:02.1 MODALIAS=pci:v00008086d000027A6sv00001028sd000001BDbc03sc80i00 SEQNUM=1445 KERNEL[10.814970] add /devices/pci0000:00/0000:00:1b.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0 SUBSYSTEM=pci PCI_CLASS=40300 PCI_ID=8086:27D8 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1b.0 MODALIAS=pci:v00008086d000027D8sv00001028sd000001BDbc04sc03i00 SEQNUM=1446 KERNEL[10.815022] add /devices/pci0000:00/0000:00:1c.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0 SUBSYSTEM=pci DRIVER=pcieport PCI_CLASS=60400 PCI_ID=8086:27D0 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1c.0 MODALIAS=pci:v00008086d000027D0sv00001028sd000001BDbc06sc04i00 SEQNUM=1447 KERNEL[10.815069] add /devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 (pci_express) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 SUBSYSTEM=pci_express SEQNUM=1448 KERNEL[10.815120] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 SUBSYSTEM=pci PCI_CLASS=28000 PCI_ID=8086:4222 PCI_SUBSYS_ID=8086:1020 PCI_SLOT_NAME=0000:0b:00.0 MODALIAS=pci:v00008086d00004222sv00008086sd00001020bc02sc80i00 SEQNUM=1449 KERNEL[10.815166] add /devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b SUBSYSTEM=pci_bus SEQNUM=1450 KERNEL[10.815217] add /devices/pci0000:00/0000:00:1c.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3 SUBSYSTEM=pci DRIVER=pcieport PCI_CLASS=60400 PCI_ID=8086:27D6 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1c.3 MODALIAS=pci:v00008086d000027D6sv00001028sd000001BDbc06sc04i00 SEQNUM=1451 KERNEL[10.815262] add /devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 (pci_express) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 SUBSYSTEM=pci_express SEQNUM=1452 KERNEL[10.815306] add /devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c SUBSYSTEM=pci_bus SEQNUM=1453 KERNEL[10.815357] add /devices/pci0000:00/0000:00:1d.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27C8 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.0 MODALIAS=pci:v00008086d000027C8sv00001028sd000001BDbc0Csc03i00 SEQNUM=1454 KERNEL[10.815419] add /devices/pci0000:00/0000:00:1d.0/usb2 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2 SUBSYSTEM=usb DEVNAME=bus/usb/002/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=002 DEVNUM=001 SEQNUM=1455 MAJOR=189 MINOR=128 KERNEL[10.815478] add /devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1456 KERNEL[10.815529] add /devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 SUBSYSTEM=usbmon DEVNAME=usbmon2 SEQNUM=1457 MAJOR=252 MINOR=2 KERNEL[10.815584] add /devices/pci0000:00/0000:00:1d.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27C9 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.1 MODALIAS=pci:v00008086d000027C9sv00001028sd000001BDbc0Csc03i00 SEQNUM=1458 KERNEL[10.815644] add /devices/pci0000:00/0000:00:1d.1/usb3 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3 SUBSYSTEM=usb DEVNAME=bus/usb/003/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=003 DEVNUM=001 SEQNUM=1459 MAJOR=189 MINOR=256 KERNEL[10.815701] add /devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1460 KERNEL[10.815758] add /devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 SUBSYSTEM=usbmon DEVNAME=usbmon3 SEQNUM=1461 MAJOR=252 MINOR=3 KERNEL[10.815810] add /devices/pci0000:00/0000:00:1d.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27CA PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.2 MODALIAS=pci:v00008086d000027CAsv00001028sd000001BDbc0Csc03i00 SEQNUM=1462 KERNEL[10.815869] add /devices/pci0000:00/0000:00:1d.2/usb4 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4 SUBSYSTEM=usb DEVNAME=bus/usb/004/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=004 DEVNUM=001 SEQNUM=1463 MAJOR=189 MINOR=384 KERNEL[10.815926] add /devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1464 KERNEL[10.815985] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1 SUBSYSTEM=usb DEVNAME=bus/usb/004/003 DEVTYPE=usb_device DRIVER=usb PRODUCT=12d1/1003/0 TYPE=0/0/0 BUSNUM=004 DEVNUM=003 SEQNUM=1465 MAJOR=189 MINOR=386 KERNEL[10.816080] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=255/255/255 MODALIAS=usb:v12D1p1003d0000dc00dsc00dp00icFFiscFFipFF SEQNUM=1466 KERNEL[10.816135] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 SUBSYSTEM=usb DEVTYPE=usb_interface PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=255/255/255 MODALIAS=usb:v12D1p1003d0000dc00dsc00dp00icFFiscFFipFF SEQNUM=1467 KERNEL[10.816191] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=usb-storage PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=8/6/80 MODALIAS=usb:v12D1p1003d0000dc00dsc00dp00ic08isc06ip50 SEQNUM=1468 KERNEL[10.816244] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1469 KERNEL[10.816291] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 SUBSYSTEM=scsi_host SEQNUM=1470 KERNEL[10.816338] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1471 KERNEL[10.816390] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sr MODALIAS=scsi:t-0x05 SEQNUM=1472 KERNEL[10.816446] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 SUBSYSTEM=block DEVNAME=sr1 DEVTYPE=disk SEQNUM=1473 MAJOR=11 MINOR=1 KERNEL[10.816504] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 SUBSYSTEM=bsg DEVNAME=bsg/5:0:0:0 SEQNUM=1474 MAJOR=253 MINOR=2 KERNEL[10.816562] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1475 KERNEL[10.816615] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 SUBSYSTEM=scsi_generic DEVNAME=sg2 SEQNUM=1476 MAJOR=21 MINOR=2 KERNEL[10.816663] add /devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 SUBSYSTEM=usbmon DEVNAME=usbmon4 SEQNUM=1477 MAJOR=252 MINOR=4 KERNEL[10.816717] add /devices/pci0000:00/0000:00:1d.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27CB PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.3 MODALIAS=pci:v00008086d000027CBsv00001028sd000001BDbc0Csc03i00 SEQNUM=1478 KERNEL[10.816780] add /devices/pci0000:00/0000:00:1d.3/usb5 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5 SUBSYSTEM=usb DEVNAME=bus/usb/005/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=005 DEVNUM=001 SEQNUM=1479 MAJOR=189 MINOR=512 KERNEL[10.816837] add /devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1480 KERNEL[10.816887] add /devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 SUBSYSTEM=usbmon DEVNAME=usbmon5 SEQNUM=1481 MAJOR=252 MINOR=5 KERNEL[10.816939] add /devices/pci0000:00/0000:00:1d.7 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7 SUBSYSTEM=pci DRIVER=ehci_hcd PCI_CLASS=C0320 PCI_ID=8086:27CC PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.7 MODALIAS=pci:v00008086d000027CCsv00001028sd000001BDbc0Csc03i20 SEQNUM=1482 KERNEL[10.816998] add /devices/pci0000:00/0000:00:1d.7/usb1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1 SUBSYSTEM=usb DEVNAME=bus/usb/001/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/2/300 TYPE=9/0/0 BUSNUM=001 DEVNUM=001 SEQNUM=1483 MAJOR=189 MINOR=0 KERNEL[10.817054] add /devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/2/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0002d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1484 KERNEL[10.817105] add /devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 SUBSYSTEM=usbmon DEVNAME=usbmon1 SEQNUM=1485 MAJOR=252 MINOR=1 KERNEL[10.817156] add /devices/pci0000:00/0000:00:1e.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0 SUBSYSTEM=pci PCI_CLASS=60401 PCI_ID=8086:2448 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1e.0 MODALIAS=pci:v00008086d00002448sv00001028sd000001BDbc06sc04i01 SEQNUM=1486 KERNEL[10.817211] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0 SUBSYSTEM=pci DRIVER=b44 PCI_CLASS=20000 PCI_ID=14E4:170C PCI_SUBSYS_ID=1028:01AF PCI_SLOT_NAME=0000:03:00.0 MODALIAS=pci:v000014E4d0000170Csv00001028sd000001AFbc02sc00i00 SEQNUM=1487 KERNEL[10.817262] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 (ssb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 SUBSYSTEM=ssb DRIVER=b44 MODALIAS=ssb:v4243id0806rev07 SEQNUM=1488 KERNEL[10.817321] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 SUBSYSTEM=net INTERFACE=eth0 IFINDEX=2 SEQNUM=1489 KERNEL[10.817422] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 (ssb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 SUBSYSTEM=ssb MODALIAS=ssb:v4243id0807rev03 SEQNUM=1490 KERNEL[10.817478] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0 SUBSYSTEM=pci DRIVER=firewire_ohci PCI_CLASS=C0010 PCI_ID=1180:0832 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.0 MODALIAS=pci:v00001180d00000832sv00001028sd000001BDbc0Csc00i10 SEQNUM=1491 KERNEL[10.817531] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 (firewire) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 SUBSYSTEM=firewire DEVNAME=fw0 SEQNUM=1492 MAJOR=251 MINOR=0 KERNEL[10.817584] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1 SUBSYSTEM=pci DRIVER=sdhci-pci PCI_CLASS=80501 PCI_ID=1180:0822 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.1 MODALIAS=pci:v00001180d00000822sv00001028sd000001BDbc08sc05i01 SEQNUM=1493 KERNEL[10.817634] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: (leds) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: SUBSYSTEM=leds SEQNUM=1494 KERNEL[10.817683] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 (mmc_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 SUBSYSTEM=mmc_host SEQNUM=1495 KERNEL[10.817734] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.2 SUBSYSTEM=pci PCI_CLASS=88000 PCI_ID=1180:0592 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.2 MODALIAS=pci:v00001180d00000592sv00001028sd000001BDbc08sc80i00 SEQNUM=1496 KERNEL[10.817788] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.3 SUBSYSTEM=pci PCI_CLASS=88000 PCI_ID=1180:0852 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.3 MODALIAS=pci:v00001180d00000852sv00001028sd000001BDbc08sc80i00 SEQNUM=1497 KERNEL[10.817835] add /devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 SUBSYSTEM=pci_bus SEQNUM=1498 KERNEL[10.817886] add /devices/pci0000:00/0000:00:1f.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.0 SUBSYSTEM=pci PCI_CLASS=60100 PCI_ID=8086:27B9 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.0 MODALIAS=pci:v00008086d000027B9sv00001028sd000001BDbc06sc01i00 SEQNUM=1499 KERNEL[10.817941] add /devices/pci0000:00/0000:00:1f.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2 SUBSYSTEM=pci DRIVER=ata_piix PCI_CLASS=10180 PCI_ID=8086:27C4 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.2 MODALIAS=pci:v00008086d000027C4sv00001028sd000001BDbc01sc01i80 SEQNUM=1500 KERNEL[10.817990] add /devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 (ata_port) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 SUBSYSTEM=ata_port SEQNUM=1501 KERNEL[10.818036] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 (ata_link) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 SUBSYSTEM=ata_link SEQNUM=1502 KERNEL[10.818086] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 SUBSYSTEM=ata_device SEQNUM=1503 KERNEL[10.818134] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 SUBSYSTEM=ata_device SEQNUM=1504 KERNEL[10.818187] add /devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 (ata_port) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 SUBSYSTEM=ata_port SEQNUM=1505 KERNEL[10.818233] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 (ata_link) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 SUBSYSTEM=ata_link SEQNUM=1506 KERNEL[10.818282] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 SUBSYSTEM=ata_device SEQNUM=1507 KERNEL[10.818328] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 SUBSYSTEM=ata_device SEQNUM=1508 KERNEL[10.818372] add /devices/pci0000:00/0000:00:1f.2/host0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1509 KERNEL[10.818417] add /devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 SUBSYSTEM=scsi_host SEQNUM=1510 KERNEL[10.818462] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1511 KERNEL[10.818512] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sd MODALIAS=scsi:t-0x00 SEQNUM=1512 KERNEL[10.818567] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda SUBSYSTEM=block DEVNAME=sda DEVTYPE=disk SEQNUM=1513 MAJOR=8 MINOR=0 KERNEL[10.818622] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 SUBSYSTEM=block DEVNAME=sda1 DEVTYPE=partition SEQNUM=1514 MAJOR=8 MINOR=1 KERNEL[10.818678] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 SUBSYSTEM=block DEVNAME=sda2 DEVTYPE=partition SEQNUM=1515 MAJOR=8 MINOR=2 KERNEL[10.818733] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 SUBSYSTEM=block DEVNAME=sda3 DEVTYPE=partition SEQNUM=1516 MAJOR=8 MINOR=3 KERNEL[10.818786] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 SUBSYSTEM=block DEVNAME=sda4 DEVTYPE=partition SEQNUM=1517 MAJOR=8 MINOR=4 KERNEL[10.818840] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 SUBSYSTEM=block DEVNAME=sda5 DEVTYPE=partition SEQNUM=1518 MAJOR=8 MINOR=5 KERNEL[10.818894] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 SUBSYSTEM=block DEVNAME=sda6 DEVTYPE=partition SEQNUM=1519 MAJOR=8 MINOR=6 KERNEL[10.818947] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 SUBSYSTEM=block DEVNAME=sda7 DEVTYPE=partition SEQNUM=1520 MAJOR=8 MINOR=7 KERNEL[10.819008] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 SUBSYSTEM=block DEVNAME=sda8 DEVTYPE=partition SEQNUM=1521 MAJOR=8 MINOR=8 KERNEL[10.819061] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 SUBSYSTEM=bsg DEVNAME=bsg/0:0:0:0 SEQNUM=1522 MAJOR=253 MINOR=0 KERNEL[10.819111] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1523 KERNEL[10.819159] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 (scsi_disk) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 SUBSYSTEM=scsi_disk SEQNUM=1524 KERNEL[10.819210] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 SUBSYSTEM=scsi_generic DEVNAME=sg0 SEQNUM=1525 MAJOR=21 MINOR=0 KERNEL[10.819257] add /devices/pci0000:00/0000:00:1f.2/host1 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1526 KERNEL[10.819303] add /devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 SUBSYSTEM=scsi_host SEQNUM=1527 KERNEL[10.819348] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1528 KERNEL[10.819397] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sr MODALIAS=scsi:t-0x05 SEQNUM=1529 KERNEL[10.819451] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 SUBSYSTEM=block DEVNAME=sr0 DEVTYPE=disk SEQNUM=1530 MAJOR=11 MINOR=0 KERNEL[10.819506] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 SUBSYSTEM=bsg DEVNAME=bsg/1:0:0:0 SEQNUM=1531 MAJOR=253 MINOR=1 KERNEL[10.819554] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1532 KERNEL[10.819606] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 SUBSYSTEM=scsi_generic DEVNAME=sg1 SEQNUM=1533 MAJOR=21 MINOR=1 UDEV [10.820363] add /devices/breakpoint (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/breakpoint SUBSYSTEM=event_source SEQNUM=1441 KERNEL[10.820422] add /devices/pci0000:00/0000:00:1f.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.3 SUBSYSTEM=pci PCI_CLASS=C0500 PCI_ID=8086:27DA PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.3 MODALIAS=pci:v00008086d000027DAsv00001028sd000001BDbc0Csc05i00 SEQNUM=1534 KERNEL[10.820471] add /devices/pci0000:00/pci_bus/0000:00 (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/pci_bus/0000:00 SUBSYSTEM=pci_bus SEQNUM=1535 KERNEL[10.820525] add /devices/platform/Fixed MDIO bus.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/Fixed MDIO bus.0 SUBSYSTEM=platform MODALIAS=platform:Fixed MDIO bus SEQNUM=1536 KERNEL[10.820571] add /devices/platform/Fixed MDIO bus.0/mdio_bus/0 (mdio_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/Fixed MDIO bus.0/mdio_bus/0 SUBSYSTEM=mdio_bus SEQNUM=1537 KERNEL[10.820616] add /devices/platform/alarmtimer (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/alarmtimer SUBSYSTEM=platform DRIVER=alarmtimer MODALIAS=platform:alarmtimer SEQNUM=1538 KERNEL[10.820660] add /devices/platform/eisa.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/eisa.0 SUBSYSTEM=platform MODALIAS=platform:eisa SEQNUM=1539 KERNEL[10.820706] add /devices/platform/i8042 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042 SUBSYSTEM=platform DRIVER=i8042 MODALIAS=platform:i8042 SEQNUM=1540 KERNEL[10.820759] add /devices/platform/i8042/serio0 (serio) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0 SUBSYSTEM=serio DRIVER=atkbd SERIO_TYPE=06 SERIO_PROTO=00 SERIO_ID=00 SERIO_EXTRA=00 MODALIAS=serio:ty06pr00id00ex00 SEQNUM=1541 KERNEL[10.820836] add /devices/platform/i8042/serio0/input/input3 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0/input/input3 SUBSYSTEM=input PRODUCT=11/1/1/ab41 NAME="AT Translated Set 2 keyboard" PHYS="isa0060/serio0/input0" PROP=0 EV=120013 KEY=4 2000000 3803078 f800d001 feffffdf ffefffff ffffffff fffffffe MSC=10 LED=7 MODALIAS=input:b0011v0001p0001eAB41-e0,1,4,11,14,k71,72,73,74,75,76,77,79,7A,7B,7C,7D,7E,7F,80,8C,8E,8F,9B,9C,9D,9E,9F,A3,A4,A5,A6,AC,AD,B7,B8,B9,D9,E2,ram4,l0,1,2,sfw SEQNUM=1542 KERNEL[10.820893] add /devices/platform/i8042/serio0/input/input3/event3 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0/input/input3/event3 SUBSYSTEM=input DEVNAME=input/event3 SEQNUM=1543 MAJOR=13 MINOR=67 KERNEL[10.820948] add /devices/platform/i8042/serio1 (serio) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1 SUBSYSTEM=serio SERIO_TYPE=01 SERIO_PROTO=00 SERIO_ID=00 SERIO_EXTRA=00 MODALIAS=serio:ty01pr00id00ex00 SEQNUM=1544 KERNEL[10.820997] add /devices/platform/pcspkr (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/pcspkr SUBSYSTEM=platform MODALIAS=platform:pcspkr SEQNUM=1545 KERNEL[10.821044] add /devices/platform/reg-dummy (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/reg-dummy SUBSYSTEM=platform MODALIAS=platform:reg-dummy SEQNUM=1546 KERNEL[10.821093] add /devices/platform/serial8250 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250 SUBSYSTEM=platform DRIVER=serial8250 MODALIAS=platform:serial8250 SEQNUM=1547 KERNEL[10.821149] add /devices/platform/serial8250/tty/ttyS0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS0 SUBSYSTEM=tty DEVNAME=ttyS0 SEQNUM=1548 MAJOR=4 MINOR=64 KERNEL[10.821202] add /devices/platform/serial8250/tty/ttyS1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS1 SUBSYSTEM=tty DEVNAME=ttyS1 SEQNUM=1549 MAJOR=4 MINOR=65 KERNEL[10.821254] add /devices/platform/serial8250/tty/ttyS10 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS10 SUBSYSTEM=tty DEVNAME=ttyS10 SEQNUM=1550 MAJOR=4 MINOR=74 KERNEL[10.821305] add /devices/platform/serial8250/tty/ttyS11 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS11 SUBSYSTEM=tty DEVNAME=ttyS11 SEQNUM=1551 MAJOR=4 MINOR=75 KERNEL[10.821458] add /devices/platform/serial8250/tty/ttyS12 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS12 SUBSYSTEM=tty DEVNAME=ttyS12 SEQNUM=1552 MAJOR=4 MINOR=76 KERNEL[10.821509] add /devices/platform/serial8250/tty/ttyS13 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS13 SUBSYSTEM=tty DEVNAME=ttyS13 SEQNUM=1553 MAJOR=4 MINOR=77 KERNEL[10.821560] add /devices/platform/serial8250/tty/ttyS14 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS14 SUBSYSTEM=tty DEVNAME=ttyS14 SEQNUM=1554 MAJOR=4 MINOR=78 KERNEL[10.822926] add /module/parport (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/parport SUBSYSTEM=module SEQNUM=1555 KERNEL[10.822944] add /module/lp (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/lp SUBSYSTEM=module SEQNUM=1556 KERNEL[10.822959] add /class/printer (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/printer SUBSYSTEM=class SEQNUM=1557 UDEV [10.824091] add /devices/pci0000:00/0000:00:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:00.0 SUBSYSTEM=pci DRIVER=agpgart-intel PCI_CLASS=60000 PCI_ID=8086:27A0 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:00.0 MODALIAS=pci:v00008086d000027A0sv00001028sd000001BDbc06sc00i00 SEQNUM=1443 KERNEL[10.824190] add /devices/platform/serial8250/tty/ttyS15 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS15 SUBSYSTEM=tty DEVNAME=ttyS15 SEQNUM=1558 MAJOR=4 MINOR=79 KERNEL[10.824210] add /devices/platform/serial8250/tty/ttyS16 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS16 SUBSYSTEM=tty DEVNAME=ttyS16 SEQNUM=1559 MAJOR=4 MINOR=80 KERNEL[10.824229] add /devices/platform/serial8250/tty/ttyS17 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS17 SUBSYSTEM=tty DEVNAME=ttyS17 SEQNUM=1560 MAJOR=4 MINOR=81 KERNEL[10.824247] add /devices/platform/serial8250/tty/ttyS18 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS18 SUBSYSTEM=tty DEVNAME=ttyS18 SEQNUM=1561 MAJOR=4 MINOR=82 KERNEL[10.824266] add /devices/platform/serial8250/tty/ttyS19 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS19 SUBSYSTEM=tty DEVNAME=ttyS19 SEQNUM=1562 MAJOR=4 MINOR=83 KERNEL[10.824285] add /devices/platform/serial8250/tty/ttyS2 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS2 SUBSYSTEM=tty DEVNAME=ttyS2 SEQNUM=1563 MAJOR=4 MINOR=66 KERNEL[10.824304] add /devices/platform/serial8250/tty/ttyS20 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS20 SUBSYSTEM=tty DEVNAME=ttyS20 SEQNUM=1564 MAJOR=4 MINOR=84 KERNEL[10.824322] add /devices/platform/serial8250/tty/ttyS21 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS21 SUBSYSTEM=tty DEVNAME=ttyS21 SEQNUM=1565 MAJOR=4 MINOR=85 KERNEL[10.824341] add /devices/platform/serial8250/tty/ttyS22 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS22 SUBSYSTEM=tty DEVNAME=ttyS22 SEQNUM=1566 MAJOR=4 MINOR=86 KERNEL[10.824359] add /devices/platform/serial8250/tty/ttyS23 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS23 SUBSYSTEM=tty DEVNAME=ttyS23 SEQNUM=1567 MAJOR=4 MINOR=87 KERNEL[10.824377] add /devices/platform/serial8250/tty/ttyS24 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS24 SUBSYSTEM=tty DEVNAME=ttyS24 SEQNUM=1568 MAJOR=4 MINOR=88 KERNEL[10.824395] add /devices/platform/serial8250/tty/ttyS25 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS25 SUBSYSTEM=tty DEVNAME=ttyS25 SEQNUM=1569 MAJOR=4 MINOR=89 KERNEL[10.824413] add /devices/platform/serial8250/tty/ttyS26 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS26 SUBSYSTEM=tty DEVNAME=ttyS26 SEQNUM=1570 MAJOR=4 MINOR=90 KERNEL[10.824432] add /devices/platform/serial8250/tty/ttyS27 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS27 SUBSYSTEM=tty DEVNAME=ttyS27 SEQNUM=1571 MAJOR=4 MINOR=91 KERNEL[10.824450] add /devices/platform/serial8250/tty/ttyS28 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS28 SUBSYSTEM=tty DEVNAME=ttyS28 SEQNUM=1572 MAJOR=4 MINOR=92 KERNEL[10.824468] add /devices/platform/serial8250/tty/ttyS29 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS29 SUBSYSTEM=tty DEVNAME=ttyS29 SEQNUM=1573 MAJOR=4 MINOR=93 KERNEL[10.824486] add /devices/platform/serial8250/tty/ttyS3 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS3 SUBSYSTEM=tty DEVNAME=ttyS3 SEQNUM=1574 MAJOR=4 MINOR=67 KERNEL[10.824516] add /devices/platform/serial8250/tty/ttyS30 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS30 SUBSYSTEM=tty DEVNAME=ttyS30 SEQNUM=1575 MAJOR=4 MINOR=94 KERNEL[10.824535] add /devices/platform/serial8250/tty/ttyS31 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS31 SUBSYSTEM=tty DEVNAME=ttyS31 SEQNUM=1576 MAJOR=4 MINOR=95 KERNEL[10.824553] add /devices/platform/serial8250/tty/ttyS4 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS4 SUBSYSTEM=tty DEVNAME=ttyS4 SEQNUM=1577 MAJOR=4 MINOR=68 KERNEL[10.824571] add /devices/platform/serial8250/tty/ttyS5 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS5 SUBSYSTEM=tty DEVNAME=ttyS5 SEQNUM=1578 MAJOR=4 MINOR=69 KERNEL[10.824589] add /devices/platform/serial8250/tty/ttyS6 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS6 SUBSYSTEM=tty DEVNAME=ttyS6 SEQNUM=1579 MAJOR=4 MINOR=70 KERNEL[10.824607] add /devices/platform/serial8250/tty/ttyS7 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS7 SUBSYSTEM=tty DEVNAME=ttyS7 SEQNUM=1580 MAJOR=4 MINOR=71 KERNEL[10.824625] add /devices/platform/serial8250/tty/ttyS8 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS8 SUBSYSTEM=tty DEVNAME=ttyS8 SEQNUM=1581 MAJOR=4 MINOR=72 KERNEL[10.824644] add /devices/platform/serial8250/tty/ttyS9 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS9 SUBSYSTEM=tty DEVNAME=ttyS9 SEQNUM=1582 MAJOR=4 MINOR=73 KERNEL[10.824661] add /devices/pnp0/00:00 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:00 SUBSYSTEM=pnp DRIVER=system SEQNUM=1583 KERNEL[10.824675] add /devices/pnp0/00:01 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:01 SUBSYSTEM=pnp SEQNUM=1584 KERNEL[10.824690] add /devices/pnp0/00:02 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:02 SUBSYSTEM=pnp DRIVER=system SEQNUM=1585 KERNEL[10.824705] add /devices/pnp0/00:03 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:03 SUBSYSTEM=pnp DRIVER=system SEQNUM=1586 KERNEL[10.824720] add /devices/pnp0/00:04 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:04 SUBSYSTEM=pnp DRIVER=i8042 aux SEQNUM=1587 KERNEL[10.824735] add /devices/pnp0/00:05 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:05 SUBSYSTEM=pnp DRIVER=i8042 kbd SEQNUM=1588 KERNEL[10.824750] add /devices/pnp0/00:06 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:06 SUBSYSTEM=pnp DRIVER=rtc_cmos SEQNUM=1589 KERNEL[10.824768] add /devices/pnp0/00:06/rtc/rtc0 (rtc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:06/rtc/rtc0 SUBSYSTEM=rtc DEVNAME=rtc0 SEQNUM=1590 MAJOR=254 MINOR=0 KERNEL[10.824784] add /devices/pnp0/00:07 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:07 SUBSYSTEM=pnp SEQNUM=1591 KERNEL[10.824798] add /devices/pnp0/00:08 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:08 SUBSYSTEM=pnp DRIVER=system SEQNUM=1592 KERNEL[10.824813] add /devices/pnp0/00:09 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:09 SUBSYSTEM=pnp SEQNUM=1593 KERNEL[10.824827] add /devices/pnp0/00:0a (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:0a SUBSYSTEM=pnp SEQNUM=1594 KERNEL[10.824841] add /devices/pnp0/00:0b (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:0b SUBSYSTEM=pnp DRIVER=system SEQNUM=1595 KERNEL[10.824856] add /devices/software (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/software SUBSYSTEM=event_source SEQNUM=1596 KERNEL[10.824870] add /devices/tracepoint (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/tracepoint SUBSYSTEM=event_source SEQNUM=1597 KERNEL[10.824885] add /devices/virtual/bdi/11:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/11:0 SUBSYSTEM=bdi SEQNUM=1598 KERNEL[10.824900] add /devices/virtual/bdi/11:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/11:1 SUBSYSTEM=bdi SEQNUM=1599 KERNEL[10.824922] add /devices/virtual/bdi/1:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:0 SUBSYSTEM=bdi SEQNUM=1600 KERNEL[10.824936] add /devices/virtual/bdi/1:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:1 SUBSYSTEM=bdi SEQNUM=1601 KERNEL[10.824951] add /devices/virtual/bdi/1:10 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:10 SUBSYSTEM=bdi SEQNUM=1602 KERNEL[10.824965] add /devices/virtual/bdi/1:11 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:11 SUBSYSTEM=bdi SEQNUM=1603 KERNEL[10.824979] add /devices/virtual/bdi/1:12 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:12 SUBSYSTEM=bdi SEQNUM=1604 KERNEL[10.824994] add /devices/virtual/bdi/1:13 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:13 SUBSYSTEM=bdi SEQNUM=1605 KERNEL[10.825008] add /devices/virtual/bdi/1:14 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:14 SUBSYSTEM=bdi SEQNUM=1606 KERNEL[10.825022] add /devices/virtual/bdi/1:15 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:15 SUBSYSTEM=bdi SEQNUM=1607 KERNEL[10.825036] add /devices/virtual/bdi/1:2 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:2 SUBSYSTEM=bdi SEQNUM=1608 KERNEL[10.825050] add /devices/virtual/bdi/1:3 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:3 SUBSYSTEM=bdi SEQNUM=1609 KERNEL[10.825064] add /devices/virtual/bdi/1:4 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:4 SUBSYSTEM=bdi SEQNUM=1610 KERNEL[10.825078] add /devices/virtual/bdi/1:5 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:5 SUBSYSTEM=bdi SEQNUM=1611 KERNEL[10.825092] add /devices/virtual/bdi/1:6 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:6 SUBSYSTEM=bdi SEQNUM=1612 KERNEL[10.825106] add /devices/virtual/bdi/1:7 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:7 SUBSYSTEM=bdi SEQNUM=1613 KERNEL[10.825120] add /devices/virtual/bdi/1:8 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:8 SUBSYSTEM=bdi SEQNUM=1614 KERNEL[10.825135] add /devices/virtual/bdi/1:9 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:9 SUBSYSTEM=bdi SEQNUM=1615 KERNEL[10.825149] add /devices/virtual/bdi/7:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:0 SUBSYSTEM=bdi SEQNUM=1616 KERNEL[10.825163] add /devices/virtual/bdi/7:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:1 SUBSYSTEM=bdi SEQNUM=1617 KERNEL[10.825176] add /devices/virtual/bdi/7:2 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:2 SUBSYSTEM=bdi SEQNUM=1618 KERNEL[10.825190] add /devices/virtual/bdi/7:3 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:3 SUBSYSTEM=bdi SEQNUM=1619 KERNEL[10.825204] add /devices/virtual/bdi/7:4 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:4 SUBSYSTEM=bdi SEQNUM=1620 KERNEL[10.825218] add /devices/virtual/bdi/7:5 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:5 SUBSYSTEM=bdi SEQNUM=1621 KERNEL[10.825232] add /devices/virtual/bdi/7:6 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:6 SUBSYSTEM=bdi SEQNUM=1622 KERNEL[10.825246] add /devices/virtual/bdi/7:7 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:7 SUBSYSTEM=bdi SEQNUM=1623 KERNEL[10.825260] add /devices/virtual/bdi/8:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/8:0 SUBSYSTEM=bdi SEQNUM=1624 KERNEL[10.825274] add /devices/virtual/bdi/default (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/default SUBSYSTEM=bdi SEQNUM=1625 KERNEL[10.825306] add /devices/virtual/block/loop0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop0 SUBSYSTEM=block DEVNAME=loop0 DEVTYPE=disk SEQNUM=1626 MAJOR=7 MINOR=0 KERNEL[10.825327] add /devices/virtual/block/loop1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop1 SUBSYSTEM=block DEVNAME=loop1 DEVTYPE=disk SEQNUM=1627 MAJOR=7 MINOR=1 KERNEL[10.825355] add /devices/virtual/block/loop2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop2 SUBSYSTEM=block DEVNAME=loop2 DEVTYPE=disk SEQNUM=1628 MAJOR=7 MINOR=2 KERNEL[10.825375] add /devices/virtual/block/loop3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop3 SUBSYSTEM=block DEVNAME=loop3 DEVTYPE=disk SEQNUM=1629 MAJOR=7 MINOR=3 KERNEL[10.825394] add /devices/virtual/block/loop4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop4 SUBSYSTEM=block DEVNAME=loop4 DEVTYPE=disk SEQNUM=1630 MAJOR=7 MINOR=4 KERNEL[10.825413] add /devices/virtual/block/loop5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop5 SUBSYSTEM=block DEVNAME=loop5 DEVTYPE=disk SEQNUM=1631 MAJOR=7 MINOR=5 KERNEL[10.825432] add /devices/virtual/block/loop6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop6 SUBSYSTEM=block DEVNAME=loop6 DEVTYPE=disk SEQNUM=1632 MAJOR=7 MINOR=6 KERNEL[10.825452] add /devices/virtual/block/loop7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop7 SUBSYSTEM=block DEVNAME=loop7 DEVTYPE=disk SEQNUM=1633 MAJOR=7 MINOR=7 KERNEL[10.825471] add /devices/virtual/block/ram0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram0 SUBSYSTEM=block DEVNAME=ram0 DEVTYPE=disk SEQNUM=1634 MAJOR=1 MINOR=0 KERNEL[10.825491] add /devices/virtual/block/ram1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram1 SUBSYSTEM=block DEVNAME=ram1 DEVTYPE=disk SEQNUM=1635 MAJOR=1 MINOR=1 KERNEL[10.825510] add /devices/virtual/block/ram10 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram10 SUBSYSTEM=block DEVNAME=ram10 DEVTYPE=disk SEQNUM=1636 MAJOR=1 MINOR=10 KERNEL[10.825530] add /devices/virtual/block/ram11 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram11 SUBSYSTEM=block DEVNAME=ram11 DEVTYPE=disk SEQNUM=1637 MAJOR=1 MINOR=11 KERNEL[10.825549] add /devices/virtual/block/ram12 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram12 SUBSYSTEM=block DEVNAME=ram12 DEVTYPE=disk SEQNUM=1638 MAJOR=1 MINOR=12 KERNEL[10.825568] add /devices/virtual/block/ram13 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram13 SUBSYSTEM=block DEVNAME=ram13 DEVTYPE=disk SEQNUM=1639 MAJOR=1 MINOR=13 KERNEL[10.825588] add /devices/virtual/block/ram14 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram14 SUBSYSTEM=block DEVNAME=ram14 DEVTYPE=disk SEQNUM=1640 MAJOR=1 MINOR=14 KERNEL[10.825606] add /devices/virtual/block/ram15 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram15 SUBSYSTEM=block DEVNAME=ram15 DEVTYPE=disk SEQNUM=1641 MAJOR=1 MINOR=15 KERNEL[10.825626] add /devices/virtual/block/ram2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram2 SUBSYSTEM=block DEVNAME=ram2 DEVTYPE=disk SEQNUM=1642 MAJOR=1 MINOR=2 KERNEL[10.825646] add /devices/virtual/block/ram3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram3 SUBSYSTEM=block DEVNAME=ram3 DEVTYPE=disk SEQNUM=1643 MAJOR=1 MINOR=3 KERNEL[10.825665] add /devices/virtual/block/ram4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram4 SUBSYSTEM=block DEVNAME=ram4 DEVTYPE=disk SEQNUM=1644 MAJOR=1 MINOR=4 KERNEL[10.825685] add /devices/virtual/block/ram5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram5 SUBSYSTEM=block DEVNAME=ram5 DEVTYPE=disk SEQNUM=1645 MAJOR=1 MINOR=5 KERNEL[10.825704] add /devices/virtual/block/ram6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram6 SUBSYSTEM=block DEVNAME=ram6 DEVTYPE=disk SEQNUM=1646 MAJOR=1 MINOR=6 KERNEL[10.825723] add /devices/virtual/block/ram7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram7 SUBSYSTEM=block DEVNAME=ram7 DEVTYPE=disk SEQNUM=1647 MAJOR=1 MINOR=7 KERNEL[10.825743] add /devices/virtual/block/ram8 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram8 SUBSYSTEM=block DEVNAME=ram8 DEVTYPE=disk SEQNUM=1648 MAJOR=1 MINOR=8 KERNEL[10.825773] add /devices/virtual/block/ram9 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram9 SUBSYSTEM=block DEVNAME=ram9 DEVTYPE=disk SEQNUM=1649 MAJOR=1 MINOR=9 KERNEL[10.825791] add /devices/virtual/dmi/id (dmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/dmi/id SUBSYSTEM=dmi MODALIAS=dmi:bvnDellInc.:bvrA14:bd04/02/2007:svnDellInc.:pnMM061:pvr:rvnDellInc.:rn0KD882:rvr:cvnDellInc.:ct8:cvr: SEQNUM=1650 KERNEL[10.825807] add /devices/virtual/graphics/fbcon (graphics) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/graphics/fbcon SUBSYSTEM=graphics SEQNUM=1651 KERNEL[10.825823] add /devices/virtual/hwmon/hwmon0 (hwmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/hwmon/hwmon0 SUBSYSTEM=hwmon SEQNUM=1652 KERNEL[10.825840] add /devices/virtual/input/mice (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/mice SUBSYSTEM=input DEVNAME=input/mice SEQNUM=1653 MAJOR=13 MINOR=63 KERNEL[10.825861] add /devices/virtual/mem/full (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/full SUBSYSTEM=mem DEVNAME=full DEVMODE=0666 SEQNUM=1654 MAJOR=1 MINOR=7 KERNEL[10.825880] add /devices/virtual/mem/kmsg (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/kmsg SUBSYSTEM=mem DEVNAME=kmsg SEQNUM=1655 MAJOR=1 MINOR=11 KERNEL[10.825898] add /devices/virtual/mem/mem (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/mem SUBSYSTEM=mem DEVNAME=mem SEQNUM=1656 MAJOR=1 MINOR=1 KERNEL[10.825917] add /devices/virtual/mem/null (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/null SUBSYSTEM=mem DEVNAME=null DEVMODE=0666 SEQNUM=1657 MAJOR=1 MINOR=3 KERNEL[10.825936] add /devices/virtual/mem/oldmem (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/oldmem SUBSYSTEM=mem DEVNAME=oldmem SEQNUM=1658 MAJOR=1 MINOR=12 KERNEL[10.825953] add /devices/virtual/mem/port (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/port SUBSYSTEM=mem DEVNAME=port SEQNUM=1659 MAJOR=1 MINOR=4 KERNEL[10.825972] add /devices/virtual/mem/random (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/random SUBSYSTEM=mem DEVNAME=random DEVMODE=0666 SEQNUM=1660 MAJOR=1 MINOR=8 KERNEL[10.825992] add /devices/virtual/mem/urandom (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/urandom SUBSYSTEM=mem DEVNAME=urandom DEVMODE=0666 SEQNUM=1661 MAJOR=1 MINOR=9 KERNEL[10.826012] add /devices/virtual/mem/zero (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/zero SUBSYSTEM=mem DEVNAME=zero DEVMODE=0666 SEQNUM=1662 MAJOR=1 MINOR=5 KERNEL[10.826031] add /devices/virtual/misc/agpgart (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/agpgart SUBSYSTEM=misc DEVNAME=agpgart SEQNUM=1663 MAJOR=10 MINOR=175 KERNEL[10.826049] add /devices/virtual/misc/cpu_dma_latency (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/cpu_dma_latency SUBSYSTEM=misc DEVNAME=cpu_dma_latency SEQNUM=1664 MAJOR=10 MINOR=60 KERNEL[10.826067] add /devices/virtual/misc/device-mapper (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/device-mapper SUBSYSTEM=misc DEVNAME=mapper/control SEQNUM=1665 MAJOR=10 MINOR=236 KERNEL[10.826086] add /devices/virtual/misc/ecryptfs (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/ecryptfs SUBSYSTEM=misc DEVNAME=ecryptfs SEQNUM=1666 MAJOR=10 MINOR=61 KERNEL[10.826104] add /devices/virtual/misc/fuse (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/fuse SUBSYSTEM=misc DEVNAME=fuse SEQNUM=1667 MAJOR=10 MINOR=229 KERNEL[10.826122] add /devices/virtual/misc/hpet (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/hpet SUBSYSTEM=misc DEVNAME=hpet SEQNUM=1668 MAJOR=10 MINOR=228 KERNEL[10.826140] add /devices/virtual/misc/mcelog (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/mcelog SUBSYSTEM=misc DEVNAME=mcelog SEQNUM=1669 MAJOR=10 MINOR=227 KERNEL[10.826158] add /devices/virtual/misc/network_latency (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/network_latency SUBSYSTEM=misc DEVNAME=network_latency SEQNUM=1670 MAJOR=10 MINOR=59 KERNEL[10.826185] add /devices/virtual/misc/network_throughput (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/network_throughput SUBSYSTEM=misc DEVNAME=network_throughput SEQNUM=1671 MAJOR=10 MINOR=58 KERNEL[10.826204] add /devices/virtual/misc/psaux (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/psaux SUBSYSTEM=misc DEVNAME=psaux SEQNUM=1672 MAJOR=10 MINOR=1 KERNEL[10.826221] add /devices/virtual/misc/rfkill (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/rfkill SUBSYSTEM=misc DEVNAME=rfkill SEQNUM=1673 MAJOR=10 MINOR=62 KERNEL[10.826239] add /devices/virtual/misc/snapshot (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/snapshot SUBSYSTEM=misc DEVNAME=snapshot SEQNUM=1674 MAJOR=10 MINOR=231 KERNEL[10.826257] add /devices/virtual/misc/tun (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/tun SUBSYSTEM=misc DEVNAME=net/tun SEQNUM=1675 MAJOR=10 MINOR=200 KERNEL[10.826275] add /devices/virtual/misc/uinput (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/uinput SUBSYSTEM=misc DEVNAME=uinput SEQNUM=1676 MAJOR=10 MINOR=223 KERNEL[10.826294] add /devices/virtual/misc/vga_arbiter (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/vga_arbiter SUBSYSTEM=misc DEVNAME=vga_arbiter SEQNUM=1677 MAJOR=10 MINOR=63 KERNEL[10.826312] add /devices/virtual/net/lo (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/net/lo SUBSYSTEM=net INTERFACE=lo IFINDEX=1 SEQNUM=1678 KERNEL[10.826330] add /devices/virtual/ppp/ppp (ppp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/ppp/ppp SUBSYSTEM=ppp DEVNAME=ppp SEQNUM=1679 MAJOR=108 MINOR=0 KERNEL[10.826347] add /devices/virtual/regulator/regulator.0 (regulator) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/regulator/regulator.0 SUBSYSTEM=regulator SEQNUM=1680 KERNEL[10.826362] add /devices/virtual/thermal/cooling_device0 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device0 SUBSYSTEM=thermal SEQNUM=1681 KERNEL[10.826376] add /devices/virtual/thermal/cooling_device1 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device1 SUBSYSTEM=thermal SEQNUM=1682 KERNEL[10.826391] add /devices/virtual/thermal/thermal_zone0 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/thermal_zone0 SUBSYSTEM=thermal SEQNUM=1683 KERNEL[10.826407] add /devices/virtual/tty/console (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/console SUBSYSTEM=tty DEVNAME=console SEQNUM=1684 MAJOR=5 MINOR=1 KERNEL[10.826427] add /devices/virtual/tty/ptmx (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/ptmx SUBSYSTEM=tty DEVNAME=ptmx DEVMODE=0666 SEQNUM=1685 MAJOR=5 MINOR=2 KERNEL[10.826446] add /devices/virtual/tty/tty (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty SUBSYSTEM=tty DEVNAME=tty DEVMODE=0666 SEQNUM=1686 MAJOR=5 MINOR=0 KERNEL[10.826465] add /devices/virtual/tty/tty0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty0 SUBSYSTEM=tty DEVNAME=tty0 SEQNUM=1687 MAJOR=4 MINOR=0 KERNEL[10.826483] add /devices/virtual/tty/tty1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty1 SUBSYSTEM=tty DEVNAME=tty1 SEQNUM=1688 MAJOR=4 MINOR=1 KERNEL[10.826501] add /devices/virtual/tty/tty10 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty10 SUBSYSTEM=tty DEVNAME=tty10 SEQNUM=1689 MAJOR=4 MINOR=10 KERNEL[10.826518] add /devices/virtual/tty/tty11 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty11 SUBSYSTEM=tty DEVNAME=tty11 SEQNUM=1690 MAJOR=4 MINOR=11 KERNEL[10.826536] add /devices/virtual/tty/tty12 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty12 SUBSYSTEM=tty DEVNAME=tty12 SEQNUM=1691 MAJOR=4 MINOR=12 KERNEL[10.826554] add /devices/virtual/tty/tty13 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty13 SUBSYSTEM=tty DEVNAME=tty13 SEQNUM=1692 MAJOR=4 MINOR=13 KERNEL[10.826571] add /devices/virtual/tty/tty14 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty14 SUBSYSTEM=tty DEVNAME=tty14 SEQNUM=1693 MAJOR=4 MINOR=14 KERNEL[10.826597] add /devices/virtual/tty/tty15 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty15 SUBSYSTEM=tty DEVNAME=tty15 SEQNUM=1694 MAJOR=4 MINOR=15 KERNEL[10.826615] add /devices/virtual/tty/tty16 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty16 SUBSYSTEM=tty DEVNAME=tty16 SEQNUM=1695 MAJOR=4 MINOR=16 KERNEL[10.826633] add /devices/virtual/tty/tty17 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty17 SUBSYSTEM=tty DEVNAME=tty17 SEQNUM=1696 MAJOR=4 MINOR=17 KERNEL[10.826651] add /devices/virtual/tty/tty18 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty18 SUBSYSTEM=tty DEVNAME=tty18 SEQNUM=1697 MAJOR=4 MINOR=18 KERNEL[10.826668] add /devices/virtual/tty/tty19 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty19 SUBSYSTEM=tty DEVNAME=tty19 SEQNUM=1698 MAJOR=4 MINOR=19 KERNEL[10.826686] add /devices/virtual/tty/tty2 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty2 SUBSYSTEM=tty DEVNAME=tty2 SEQNUM=1699 MAJOR=4 MINOR=2 KERNEL[10.826704] add /devices/virtual/tty/tty20 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty20 SUBSYSTEM=tty DEVNAME=tty20 SEQNUM=1700 MAJOR=4 MINOR=20 KERNEL[10.826721] add /devices/virtual/tty/tty21 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty21 SUBSYSTEM=tty DEVNAME=tty21 SEQNUM=1701 MAJOR=4 MINOR=21 KERNEL[10.826739] add /devices/virtual/tty/tty22 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty22 SUBSYSTEM=tty DEVNAME=tty22 SEQNUM=1702 MAJOR=4 MINOR=22 KERNEL[10.826757] add /devices/virtual/tty/tty23 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty23 SUBSYSTEM=tty DEVNAME=tty23 SEQNUM=1703 MAJOR=4 MINOR=23 KERNEL[10.826775] add /devices/virtual/tty/tty24 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty24 SUBSYSTEM=tty DEVNAME=tty24 SEQNUM=1704 MAJOR=4 MINOR=24 KERNEL[10.826793] add /devices/virtual/tty/tty25 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty25 SUBSYSTEM=tty DEVNAME=tty25 SEQNUM=1705 MAJOR=4 MINOR=25 KERNEL[10.826810] add /devices/virtual/tty/tty26 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty26 SUBSYSTEM=tty DEVNAME=tty26 SEQNUM=1706 MAJOR=4 MINOR=26 KERNEL[10.826828] add /devices/virtual/tty/tty27 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty27 SUBSYSTEM=tty DEVNAME=tty27 SEQNUM=1707 MAJOR=4 MINOR=27 KERNEL[10.826846] add /devices/virtual/tty/tty28 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty28 SUBSYSTEM=tty DEVNAME=tty28 SEQNUM=1708 MAJOR=4 MINOR=28 KERNEL[10.826864] add /devices/virtual/tty/tty29 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty29 SUBSYSTEM=tty DEVNAME=tty29 SEQNUM=1709 MAJOR=4 MINOR=29 KERNEL[10.826882] add /devices/virtual/tty/tty3 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty3 SUBSYSTEM=tty DEVNAME=tty3 SEQNUM=1710 MAJOR=4 MINOR=3 KERNEL[10.826900] add /devices/virtual/tty/tty30 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty30 SUBSYSTEM=tty DEVNAME=tty30 SEQNUM=1711 MAJOR=4 MINOR=30 KERNEL[10.826918] add /devices/virtual/tty/tty31 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty31 SUBSYSTEM=tty DEVNAME=tty31 SEQNUM=1712 MAJOR=4 MINOR=31 KERNEL[10.826935] add /devices/virtual/tty/tty32 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty32 SUBSYSTEM=tty DEVNAME=tty32 SEQNUM=1713 MAJOR=4 MINOR=32 KERNEL[10.826953] add /devices/virtual/tty/tty33 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty33 SUBSYSTEM=tty DEVNAME=tty33 SEQNUM=1714 MAJOR=4 MINOR=33 KERNEL[10.826970] add /devices/virtual/tty/tty34 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty34 SUBSYSTEM=tty DEVNAME=tty34 SEQNUM=1715 MAJOR=4 MINOR=34 KERNEL[10.826988] add /devices/virtual/tty/tty35 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty35 SUBSYSTEM=tty DEVNAME=tty35 SEQNUM=1716 MAJOR=4 MINOR=35 KERNEL[10.827013] add /devices/virtual/tty/tty36 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty36 SUBSYSTEM=tty DEVNAME=tty36 SEQNUM=1717 MAJOR=4 MINOR=36 KERNEL[10.827031] add /devices/virtual/tty/tty37 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty37 SUBSYSTEM=tty DEVNAME=tty37 SEQNUM=1718 MAJOR=4 MINOR=37 KERNEL[10.827049] add /devices/virtual/tty/tty38 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty38 SUBSYSTEM=tty DEVNAME=tty38 SEQNUM=1719 MAJOR=4 MINOR=38 KERNEL[10.827067] add /devices/virtual/tty/tty39 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty39 SUBSYSTEM=tty DEVNAME=tty39 SEQNUM=1720 MAJOR=4 MINOR=39 KERNEL[10.827084] add /devices/virtual/tty/tty4 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty4 SUBSYSTEM=tty DEVNAME=tty4 SEQNUM=1721 MAJOR=4 MINOR=4 KERNEL[10.827102] add /devices/virtual/tty/tty40 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty40 SUBSYSTEM=tty DEVNAME=tty40 SEQNUM=1722 MAJOR=4 MINOR=40 KERNEL[10.827120] add /devices/virtual/tty/tty41 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty41 SUBSYSTEM=tty DEVNAME=tty41 SEQNUM=1723 MAJOR=4 MINOR=41 KERNEL[10.827138] add /devices/virtual/tty/tty42 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty42 SUBSYSTEM=tty DEVNAME=tty42 SEQNUM=1724 MAJOR=4 MINOR=42 KERNEL[10.827155] add /devices/virtual/tty/tty43 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty43 SUBSYSTEM=tty DEVNAME=tty43 SEQNUM=1725 MAJOR=4 MINOR=43 KERNEL[10.827173] add /devices/virtual/tty/tty44 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty44 SUBSYSTEM=tty DEVNAME=tty44 SEQNUM=1726 MAJOR=4 MINOR=44 KERNEL[10.827191] add /devices/virtual/tty/tty45 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty45 SUBSYSTEM=tty DEVNAME=tty45 SEQNUM=1727 MAJOR=4 MINOR=45 KERNEL[10.827208] add /devices/virtual/tty/tty46 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty46 SUBSYSTEM=tty DEVNAME=tty46 SEQNUM=1728 MAJOR=4 MINOR=46 KERNEL[10.827226] add /devices/virtual/tty/tty47 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty47 SUBSYSTEM=tty DEVNAME=tty47 SEQNUM=1729 MAJOR=4 MINOR=47 KERNEL[10.827244] add /devices/virtual/tty/tty48 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty48 SUBSYSTEM=tty DEVNAME=tty48 SEQNUM=1730 MAJOR=4 MINOR=48 KERNEL[10.827262] add /devices/virtual/tty/tty49 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty49 SUBSYSTEM=tty DEVNAME=tty49 SEQNUM=1731 MAJOR=4 MINOR=49 KERNEL[10.827280] add /devices/virtual/tty/tty5 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty5 SUBSYSTEM=tty DEVNAME=tty5 SEQNUM=1732 MAJOR=4 MINOR=5 KERNEL[10.827297] add /devices/virtual/tty/tty50 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty50 SUBSYSTEM=tty DEVNAME=tty50 SEQNUM=1733 MAJOR=4 MINOR=50 KERNEL[10.827315] add /devices/virtual/tty/tty51 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty51 SUBSYSTEM=tty DEVNAME=tty51 SEQNUM=1734 MAJOR=4 MINOR=51 KERNEL[10.827332] add /devices/virtual/tty/tty52 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty52 SUBSYSTEM=tty DEVNAME=tty52 SEQNUM=1735 MAJOR=4 MINOR=52 KERNEL[10.827350] add /devices/virtual/tty/tty53 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty53 SUBSYSTEM=tty DEVNAME=tty53 SEQNUM=1736 MAJOR=4 MINOR=53 KERNEL[10.827368] add /devices/virtual/tty/tty54 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty54 SUBSYSTEM=tty DEVNAME=tty54 SEQNUM=1737 MAJOR=4 MINOR=54 KERNEL[10.827385] add /devices/virtual/tty/tty55 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty55 SUBSYSTEM=tty DEVNAME=tty55 SEQNUM=1738 MAJOR=4 MINOR=55 KERNEL[10.827403] add /devices/virtual/tty/tty56 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty56 SUBSYSTEM=tty DEVNAME=tty56 SEQNUM=1739 MAJOR=4 MINOR=56 KERNEL[10.827421] add /devices/virtual/tty/tty57 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty57 SUBSYSTEM=tty DEVNAME=tty57 SEQNUM=1740 MAJOR=4 MINOR=57 KERNEL[10.827447] add /devices/virtual/tty/tty58 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty58 SUBSYSTEM=tty DEVNAME=tty58 SEQNUM=1741 MAJOR=4 MINOR=58 KERNEL[10.827464] add /devices/virtual/tty/tty59 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty59 SUBSYSTEM=tty DEVNAME=tty59 SEQNUM=1742 MAJOR=4 MINOR=59 KERNEL[10.827482] add /devices/virtual/tty/tty6 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty6 SUBSYSTEM=tty DEVNAME=tty6 SEQNUM=1743 MAJOR=4 MINOR=6 KERNEL[10.827500] add /devices/virtual/tty/tty60 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty60 SUBSYSTEM=tty DEVNAME=tty60 SEQNUM=1744 MAJOR=4 MINOR=60 KERNEL[10.827517] add /devices/virtual/tty/tty61 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty61 SUBSYSTEM=tty DEVNAME=tty61 SEQNUM=1745 MAJOR=4 MINOR=61 KERNEL[10.827535] add /devices/virtual/tty/tty62 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty62 SUBSYSTEM=tty DEVNAME=tty62 SEQNUM=1746 MAJOR=4 MINOR=62 KERNEL[10.827552] add /devices/virtual/tty/tty63 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty63 SUBSYSTEM=tty DEVNAME=tty63 SEQNUM=1747 MAJOR=4 MINOR=63 KERNEL[10.827570] add /devices/virtual/tty/tty7 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty7 SUBSYSTEM=tty DEVNAME=tty7 SEQNUM=1748 MAJOR=4 MINOR=7 KERNEL[10.827587] add /devices/virtual/tty/tty8 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty8 SUBSYSTEM=tty DEVNAME=tty8 SEQNUM=1749 MAJOR=4 MINOR=8 KERNEL[10.827605] add /devices/virtual/tty/tty9 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty9 SUBSYSTEM=tty DEVNAME=tty9 SEQNUM=1750 MAJOR=4 MINOR=9 KERNEL[10.827623] add /devices/virtual/tty/ttyprintk (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/ttyprintk SUBSYSTEM=tty DEVNAME=ttyprintk SEQNUM=1751 MAJOR=5 MINOR=3 KERNEL[10.827641] add /devices/virtual/usbmon/usbmon0 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/usbmon/usbmon0 SUBSYSTEM=usbmon DEVNAME=usbmon0 SEQNUM=1752 MAJOR=252 MINOR=0 KERNEL[10.827658] add /devices/virtual/vc/vcs (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs SUBSYSTEM=vc DEVNAME=vcs SEQNUM=1753 MAJOR=7 MINOR=0 KERNEL[10.827676] add /devices/virtual/vc/vcs1 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs1 SUBSYSTEM=vc DEVNAME=vcs1 SEQNUM=1754 MAJOR=7 MINOR=1 KERNEL[10.827693] add /devices/virtual/vc/vcsa (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa SUBSYSTEM=vc DEVNAME=vcsa SEQNUM=1755 MAJOR=7 MINOR=128 KERNEL[10.827711] add /devices/virtual/vc/vcsa1 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa1 SUBSYSTEM=vc DEVNAME=vcsa1 SEQNUM=1756 MAJOR=7 MINOR=129 KERNEL[10.827727] add /devices/virtual/vtconsole/vtcon0 (vtconsole) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vtconsole/vtcon0 SUBSYSTEM=vtconsole SEQNUM=1757 UDEV [10.831059] add /devices/cpu (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/cpu SUBSYSTEM=event_source SEQNUM=1442 UDEV [10.831085] add /devices/pci0000:00/0000:00:1d.7 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7 SUBSYSTEM=pci DRIVER=ehci_hcd PCI_CLASS=C0320 PCI_ID=8086:27CC PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.7 MODALIAS=pci:v00008086d000027CCsv00001028sd000001BDbc0Csc03i20 SEQNUM=1482 UDEV [10.831512] add /devices/LNXSYSTM:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00 SUBSYSTEM=acpi MODALIAS=acpi:LNXSYSTM: SEQNUM=1339 UDEV [10.832794] add /devices/pci0000:00/0000:00:1d.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27C8 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.0 MODALIAS=pci:v00008086d000027C8sv00001028sd000001BDbc0Csc03i00 SEQNUM=1454 UDEV [10.833846] add /devices/pci0000:00/0000:00:1d.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27C9 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.1 MODALIAS=pci:v00008086d000027C9sv00001028sd000001BDbc0Csc03i00 SEQNUM=1458 KERNEL[10.834690] add /module/snd_page_alloc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_page_alloc SUBSYSTEM=module SEQNUM=1758 KERNEL[10.834838] add /module/soundcore (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/soundcore SUBSYSTEM=module SEQNUM=1759 KERNEL[10.834856] add /class/sound (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/sound SUBSYSTEM=class SEQNUM=1760 UDEV [10.835493] add /devices/LNXSYSTM:00/LNXCPU:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/LNXCPU:00 SUBSYSTEM=acpi DRIVER=processor MODALIAS=acpi:LNXCPU: SEQNUM=1340 UDEV [10.835772] add /devices/LNXSYSTM:00/LNXCPU:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/LNXCPU:01 SUBSYSTEM=acpi DRIVER=processor MODALIAS=acpi:LNXCPU: SEQNUM=1341 UDEV [10.836578] add /devices/LNXSYSTM:00/device:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00 SUBSYSTEM=acpi SEQNUM=1342 UDEV [10.837034] add /devices/pci0000:00/0000:00:1c.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0 SUBSYSTEM=pci DRIVER=pcieport PCI_CLASS=60400 PCI_ID=8086:27D0 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1c.0 MODALIAS=pci:v00008086d000027D0sv00001028sd000001BDbc06sc04i00 SEQNUM=1447 UDEV [10.837055] add /devices/LNXSYSTM:00/device:39 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:39 SUBSYSTEM=acpi SEQNUM=1439 UDEV [10.837762] add /devices/pci0000:00/0000:00:1d.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27CB PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.3 MODALIAS=pci:v00008086d000027CBsv00001028sd000001BDbc0Csc03i00 SEQNUM=1478 UDEV [10.838067] add /devices/pci0000:00/0000:00:1c.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3 SUBSYSTEM=pci DRIVER=pcieport PCI_CLASS=60400 PCI_ID=8086:27D6 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1c.3 MODALIAS=pci:v00008086d000027D6sv00001028sd000001BDbc06sc04i00 SEQNUM=1451 UDEV [10.838498] add /devices/pci0000:00/0000:00:1d.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2 SUBSYSTEM=pci DRIVER=uhci_hcd PCI_CLASS=C0300 PCI_ID=8086:27CA PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1d.2 MODALIAS=pci:v00008086d000027CAsv00001028sd000001BDbc0Csc03i00 SEQNUM=1462 UDEV [10.840149] add /devices/LNXSYSTM:00/device:00/ACPI0003:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00 SUBSYSTEM=acpi DRIVER=ac MODALIAS=acpi:ACPI0003: SEQNUM=1343 UDEV [10.840458] add /devices/LNXSYSTM:00/device:00/PNP0A03:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00 SUBSYSTEM=acpi DRIVER=pci_root MODALIAS=acpi:PNP0A03: SEQNUM=1345 KERNEL[10.841919] add /module/video (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/video SUBSYSTEM=module SEQNUM=1761 UDEV [10.843463] add /devices/LNXSYSTM:00/device:00/PNP0C0A:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00 SUBSYSTEM=acpi DRIVER=battery MODALIAS=acpi:PNP0C0A: SEQNUM=1426 UDEV [10.844299] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0C: SEQNUM=1428 UDEV [10.844399] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0D: SEQNUM=1431 UDEV [10.844946] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00 SUBSYSTEM=acpi DRIVER=button MODALIAS=acpi:PNP0C0E: SEQNUM=1434 UDEV [10.847602] add /devices/pci0000:00/0000:00:02.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.1 SUBSYSTEM=pci PCI_CLASS=38000 PCI_ID=8086:27A6 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:02.1 MODALIAS=pci:v00008086d000027A6sv00001028sd000001BDbc03sc80i00 SEQNUM=1445 UDEV [10.849094] add /devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usbmon/usbmon2 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon2 SEQNUM=1457 MAJOR=252 MINOR=2 UDEV [10.850007] add /devices/LNXSYSTM:00/device:39/LNXTHERM:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:39/LNXTHERM:00 SUBSYSTEM=acpi DRIVER=thermal MODALIAS=acpi:LNXTHERM: SEQNUM=1440 UDEV [10.850638] add /devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usbmon/usbmon3 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon3 SEQNUM=1461 MAJOR=252 MINOR=3 UDEV [10.853092] add /devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3/pci_bus/0000:0c SUBSYSTEM=pci_bus SEQNUM=1453 UDEV [10.853480] add /devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 (pci_express) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.3/0000:00:1c.3:pcie08 SUBSYSTEM=pci_express SEQNUM=1452 UDEV [10.855038] add /devices/pci0000:00/0000:00:1d.0/usb2 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/002/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=002 DEVNUM=001 SEQNUM=1455 ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd ID_VENDOR_ID=1d6b ID_MODEL=UHCI_Host_Controller ID_MODEL_ENC=UHCI\x20Host\x20Controller ID_MODEL_ID=0001 ID_REVISION=0300 ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.0 ID_SERIAL_SHORT=0000:00:1d.0 ID_BUS=usb ID_USB_INTERFACES=:090000: MAJOR=189 MINOR=128 UDEV [10.856510] add /devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usbmon/usbmon5 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon5 SEQNUM=1481 MAJOR=252 MINOR=5 UDEV [10.856995] add /devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 (pci_express) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:00:1c.0:pcie08 SUBSYSTEM=pci_express SEQNUM=1448 UDEV [10.859101] add /devices/LNXSYSTM:00/device:00/PNP0C01:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C01:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1425 KERNEL[10.863024] add /module/snd (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd SUBSYSTEM=module SEQNUM=1762 UDEV [10.863391] add /devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/pci_bus/0000:0b SUBSYSTEM=pci_bus SEQNUM=1450 KERNEL[10.864345] add /module/wmi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/wmi SUBSYSTEM=module SEQNUM=1763 UDEV [10.864915] add /devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usbmon/usbmon4 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon4 SEQNUM=1477 MAJOR=252 MINOR=4 UDEV [10.865808] add /devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usbmon/usbmon1 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon1 SEQNUM=1485 MAJOR=252 MINOR=1 UDEV [10.865852] add /devices/pci0000:00/0000:00:1d.7/usb1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/001/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/2/300 TYPE=9/0/0 BUSNUM=001 DEVNUM=001 SEQNUM=1483 ID_VENDOR=Linux_3.0.0-13-generic_ehci_hcd ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20ehci_hcd ID_VENDOR_ID=1d6b ID_MODEL=EHCI_Host_Controller ID_MODEL_ENC=EHCI\x20Host\x20Controller ID_MODEL_ID=0002 ID_REVISION=0300 ID_SERIAL=Linux_3.0.0-13-generic_ehci_hcd_EHCI_Host_Controller_0000:00:1d.7 ID_SERIAL_SHORT=0000:00:1d.7 ID_BUS=usb ID_USB_INTERFACES=:090000: MAJOR=189 MINOR=0 KERNEL[10.866421] add /class/wmi (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/wmi SUBSYSTEM=class SEQNUM=1764 UDEV [10.868600] add /devices/LNXSYSTM:00/device:00/PNP0C32:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C32:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C32: SEQNUM=1438 UDEV [10.870548] add /devices/pci0000:00/0000:00:1d.3/usb5 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/005/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=005 DEVNUM=001 SEQNUM=1479 ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd ID_VENDOR_ID=1d6b ID_MODEL=UHCI_Host_Controller ID_MODEL_ENC=UHCI\x20Host\x20Controller ID_MODEL_ID=0001 ID_REVISION=0300 ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.3 ID_SERIAL_SHORT=0000:00:1d.3 ID_BUS=usb ID_USB_INTERFACES=:090000: MAJOR=189 MINOR=512 KERNEL[10.872304] add /module/cfg80211 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/cfg80211 SUBSYSTEM=module SEQNUM=1765 KERNEL[10.872572] add /class/ieee80211 (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/ieee80211 SUBSYSTEM=class SEQNUM=1766 KERNEL[10.872659] add /devices/platform/regulatory.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/regulatory.0 SUBSYSTEM=platform MODALIAS=platform:regulatory SEQNUM=1767 KERNEL[10.872717] change /devices/platform/regulatory.0 (platform) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/regulatory.0 SUBSYSTEM=platform MODALIAS=platform:regulatory COUNTRY=00 SEQNUM=1768 UDEV [10.873374] add /devices/pci0000:00/0000:00:1d.1/usb3 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/003/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=003 DEVNUM=001 SEQNUM=1459 ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd ID_VENDOR_ID=1d6b ID_MODEL=UHCI_Host_Controller ID_MODEL_ENC=UHCI\x20Host\x20Controller ID_MODEL_ID=0001 ID_REVISION=0300 ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.1 ID_SERIAL_SHORT=0000:00:1d.1 ID_BUS=usb ID_USB_INTERFACES=:090000: MAJOR=189 MINOR=256 KERNEL[10.875322] add /module/snd_seq_device (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_device SUBSYSTEM=module SEQNUM=1769 UDEV [10.877448] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1346 UDEV [10.878406] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:00 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1354 UDEV [10.879611] add /devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC (power_supply) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/ACPI0003:00/power_supply/AC SUBSYSTEM=power_supply POWER_SUPPLY_NAME=AC POWER_SUPPLY_ONLINE=1 SEQNUM=1344 UDEV [10.881069] add /devices/pci0000:00/0000:00:1e.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0 SUBSYSTEM=pci PCI_CLASS=60401 PCI_ID=8086:2448 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1e.0 MODALIAS=pci:v00008086d00002448sv00001028sd000001BDbc06sc04i01 SEQNUM=1486 KERNEL[10.884060] add /devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:8D9DDCBC-A997-11DA-B012-B622A1EF5492 SEQNUM=1770 KERNEL[10.884126] add /devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:A80593CE-A997-11DA-B012-B622A1EF5492 SEQNUM=1771 KERNEL[10.884176] add /devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:9DBB5994-A997-11DA-B012-B622A1EF5492 SEQNUM=1772 KERNEL[10.884246] add /devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 SUBSYSTEM=wmi MODALIAS=wmi:A3776CE0-1E88-11DB-A98B-0800200C9A66 SEQNUM=1773 KERNEL[10.884298] add /devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 SUBSYSTEM=wmi MODALIAS=wmi:05901221-D566-11D1-B2F0-00A0C9062910 SEQNUM=1774 KERNEL[10.884363] add /bus/acpi/drivers/wmi (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/acpi/drivers/wmi SUBSYSTEM=drivers SEQNUM=1775 UDEV [10.885311] add /devices/LNXSYSTM:00/device:00/PNP0C14:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C14:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C14: SEQNUM=1437 KERNEL[10.886316] add /module/mac80211 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/mac80211 SUBSYSTEM=module SEQNUM=1776 KERNEL[10.889571] add /module/iwl_legacy (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/iwl_legacy SUBSYSTEM=module SEQNUM=1777 KERNEL[10.890846] add /module/iwl3945 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/iwl3945 SUBSYSTEM=module SEQNUM=1778 UDEV [10.892385] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:20 SUBSYSTEM=acpi SEQNUM=1403 UDEV [10.950501] add /devices/pci0000:00/0000:00:1d.2/usb4 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/004/001 DEVTYPE=usb_device DRIVER=usb PRODUCT=1d6b/1/300 TYPE=9/0/0 BUSNUM=004 DEVNUM=001 SEQNUM=1463 ID_VENDOR=Linux_3.0.0-13-generic_uhci_hcd ID_VENDOR_ENC=Linux\x203.0.0-13-generic\x20uhci_hcd ID_VENDOR_ID=1d6b ID_MODEL=UHCI_Host_Controller ID_MODEL_ENC=UHCI\x20Host\x20Controller ID_MODEL_ID=0001 ID_REVISION=0300 ID_SERIAL=Linux_3.0.0-13-generic_uhci_hcd_UHCI_Host_Controller_0000:00:1d.2 ID_SERIAL_SHORT=0000:00:1d.2 ID_BUS=usb ID_USB_INTERFACES=:090000: MAJOR=189 MINOR=384 KERNEL[10.950533] add /devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 (backlight) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 SUBSYSTEM=backlight SEQNUM=1780 UDEV [10.950552] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:01 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1352 KERNEL[10.950566] add /devices/virtual/thermal/cooling_device2 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device2 SUBSYSTEM=thermal SEQNUM=1781 UDEV [10.950583] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C01:02 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1353 KERNEL[10.950606] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 SUBSYSTEM=input PRODUCT=19/0/6/0 NAME="Video Bus" PHYS="LNXVIDEO/video/input0" PROP=0 EV=3 KEY=3e000b 0 0 0 0 0 0 0 MODALIAS=input:b0019v0000p0006e0000-e0,1,kE0,E1,E3,F1,F2,F3,F4,F5,ramlsfw SEQNUM=1782 UDEV [10.950629] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01 SUBSYSTEM=acpi SEQNUM=1362 KERNEL[10.950648] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 SUBSYSTEM=input DEVNAME=input/event4 SEQNUM=1783 MAJOR=13 MINOR=68 UDEV [10.950666] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e SUBSYSTEM=acpi SEQNUM=1385 KERNEL[10.950704] add /bus/acpi/drivers/video (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/acpi/drivers/video SUBSYSTEM=drivers SEQNUM=1784 UDEV [10.950719] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c SUBSYSTEM=acpi SEQNUM=1399 KERNEL[10.950733] add /module/i2c_algo_bit (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/i2c_algo_bit SUBSYSTEM=module SEQNUM=1785 UDEV [10.950748] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02 SUBSYSTEM=acpi SEQNUM=1373 KERNEL[10.950761] add /module/drm (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/drm SUBSYSTEM=module SEQNUM=1786 UDEV [10.950778] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:02 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1356 KERNEL[10.950792] add /class/drm (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/drm SUBSYSTEM=class SEQNUM=1787 UDEV [10.950808] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:04 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1358 KERNEL[10.950822] add /module/drm_kms_helper (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/drm_kms_helper SUBSYSTEM=module SEQNUM=1788 UDEV [10.950838] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:05 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1359 KERNEL[10.950852] add /module/i915 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/i915 SUBSYSTEM=module SEQNUM=1789 UDEV [10.950869] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:06 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1360 KERNEL[10.950887] add /devices/pci0000:00/0000:00:02.0/drm/controlD64 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/controlD64 SUBSYSTEM=drm DEVNAME=dri/controlD64 DEVTYPE=drm_minor SEQNUM=1790 MAJOR=226 MINOR=64 UDEV [10.950905] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12 SUBSYSTEM=acpi SEQNUM=1389 KERNEL[10.950922] add /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm DEVNAME=dri/card0 DEVTYPE=drm_minor SEQNUM=1791 MAJOR=226 MINOR=0 UDEV [10.950941] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:01 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1355 UDEV [10.950959] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:03 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1357 UDEV [10.950976] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/PNP0C0F:07 SUBSYSTEM=acpi DRIVER=pci_link MODALIAS=acpi:PNP0C0F: SEQNUM=1361 UDEV [10.950992] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a SUBSYSTEM=acpi SEQNUM=1381 UDEV [10.951007] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06 SUBSYSTEM=acpi SEQNUM=1377 KERNEL[10.956454] add /module/snd_timer (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_timer SUBSYSTEM=module SEQNUM=1779 KERNEL[10.956609] add /devices/virtual/sound/timer (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/sound/timer SUBSYSTEM=sound DEVNAME=snd/timer SEQNUM=1792 MAJOR=116 MINOR=33 UDEV [10.957709] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21 SUBSYSTEM=acpi SEQNUM=1404 UDEV [10.958532] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a SUBSYSTEM=acpi SEQNUM=1410 KERNEL[10.960846] add /devices/pci0000:00/0000:00:02.0/i2c-0 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-0 SUBSYSTEM=i2c SEQNUM=1793 KERNEL[10.960867] add /devices/pci0000:00/0000:00:02.0/i2c-1 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-1 SUBSYSTEM=i2c SEQNUM=1794 KERNEL[10.960883] add /devices/pci0000:00/0000:00:02.0/i2c-2 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-2 SUBSYSTEM=i2c SEQNUM=1795 KERNEL[10.960897] add /devices/pci0000:00/0000:00:02.0/i2c-3 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-3 SUBSYSTEM=i2c SEQNUM=1796 KERNEL[10.960911] add /devices/pci0000:00/0000:00:02.0/i2c-4 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-4 SUBSYSTEM=i2c SEQNUM=1797 KERNEL[10.960925] add /devices/pci0000:00/0000:00:02.0/i2c-5 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-5 SUBSYSTEM=i2c SEQNUM=1798 KERNEL[10.960939] add /devices/pci0000:00/0000:00:02.0/i2c-6 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-6 SUBSYSTEM=i2c SEQNUM=1799 KERNEL[10.960953] add /devices/pci0000:00/0000:00:02.0/i2c-7 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-7 SUBSYSTEM=i2c SEQNUM=1800 KERNEL[10.960967] add /devices/pci0000:00/0000:00:02.0/i2c-8 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-8 SUBSYSTEM=i2c SEQNUM=1801 KERNEL[10.960999] add /devices/pci0000:00/0000:00:02.0/i2c-9 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-9 SUBSYSTEM=i2c SEQNUM=1802 KERNEL[10.961030] add /devices/pci0000:00/0000:00:02.0/i2c-10 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-10 SUBSYSTEM=i2c SEQNUM=1803 KERNEL[10.961056] add /devices/pci0000:00/0000:00:02.0/i2c-11 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-11 SUBSYSTEM=i2c SEQNUM=1804 KERNEL[10.961111] add /devices/pci0000:00/0000:00:02.0/i2c-12 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-12 SUBSYSTEM=i2c SEQNUM=1805 KERNEL[10.961126] add /devices/pci0000:00/0000:00:02.0/i2c-13 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-13 SUBSYSTEM=i2c SEQNUM=1806 UDEV [10.962120] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f SUBSYSTEM=acpi SEQNUM=1415 KERNEL[10.963615] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led (leds) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led SUBSYSTEM=leds SEQNUM=1807 KERNEL[10.963891] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 (ieee80211) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 SUBSYSTEM=ieee80211 SEQNUM=1808 KERNEL[10.963912] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1809 KERNEL[10.963932] change /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1810 UDEV [10.964202] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d SUBSYSTEM=acpi SEQNUM=1413 KERNEL[10.965071] add /module/arc4 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/arc4 SUBSYSTEM=module SEQNUM=1811 UDEV [10.967007] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31 SUBSYSTEM=acpi SEQNUM=1417 UDEV [10.967027] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33 SUBSYSTEM=acpi SEQNUM=1419 UDEV [10.967827] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:26 SUBSYSTEM=acpi SEQNUM=1347 UDEV [10.970109] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:27 SUBSYSTEM=acpi SEQNUM=1348 UDEV [10.970192] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:28 SUBSYSTEM=acpi SEQNUM=1349 UDEV [10.970295] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/device:29 SUBSYSTEM=acpi SEQNUM=1350 UDEV [10.972464] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03 SUBSYSTEM=acpi SEQNUM=1374 UDEV [10.973013] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07 SUBSYSTEM=acpi SEQNUM=1378 UDEV [10.973370] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b SUBSYSTEM=acpi SEQNUM=1382 UDEV [10.973719] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f SUBSYSTEM=acpi SEQNUM=1386 UDEV [10.974208] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13 SUBSYSTEM=acpi SEQNUM=1390 UDEV [10.974680] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d SUBSYSTEM=acpi SEQNUM=1400 UDEV [10.975026] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1f SUBSYSTEM=acpi SEQNUM=1402 UDEV [10.975842] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2b SUBSYSTEM=acpi SEQNUM=1411 UDEV [10.976240] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2a/device:2c SUBSYSTEM=acpi SEQNUM=1412 UDEV [10.976577] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2d/device:2e SUBSYSTEM=acpi SEQNUM=1414 UDEV [10.976925] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:2f/device:30 SUBSYSTEM=acpi SEQNUM=1416 UDEV [10.977272] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:31/device:32 SUBSYSTEM=acpi SEQNUM=1418 UDEV [10.977807] add /devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.0/usb2/2-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1456 UDEV [10.978311] add /devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.1/usb3/3-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1460 UDEV [10.978818] add /devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1464 UDEV [10.979931] add /devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.3/usb5/5-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/1/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0001d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1480 UDEV [10.980072] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0B00:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0B00: SEQNUM=1369 UDEV [10.980601] add /devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.7/usb1/1-0:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=hub PRODUCT=1d6b/2/300 TYPE=9/0/0 INTERFACE=9/0/0 MODALIAS=usb:v1D6Bp0002d0300dc09dsc00dp00ic09isc00ip00 SEQNUM=1484 UDEV [10.981017] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0 SUBSYSTEM=pci DRIVER=b44 PCI_CLASS=20000 PCI_ID=14E4:170C PCI_SUBSYS_ID=1028:01AF PCI_SLOT_NAME=0000:03:00.0 MODALIAS=pci:v000014E4d0000170Csv00001028sd000001AFbc02sc00i00 SEQNUM=1487 UDEV [10.981585] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:04 SUBSYSTEM=acpi SEQNUM=1375 UDEV [10.982228] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:02/device:03/device:05 SUBSYSTEM=acpi SEQNUM=1376 UDEV [10.982581] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:08 SUBSYSTEM=acpi SEQNUM=1379 UDEV [10.982925] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:06/device:07/device:09 SUBSYSTEM=acpi SEQNUM=1380 UDEV [10.983271] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0c SUBSYSTEM=acpi SEQNUM=1383 UDEV [10.983614] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0a/device:0b/device:0d SUBSYSTEM=acpi SEQNUM=1384 UDEV [10.983958] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:10 SUBSYSTEM=acpi SEQNUM=1387 UDEV [10.984317] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:0e/device:0f/device:11 SUBSYSTEM=acpi SEQNUM=1388 UDEV [10.984676] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:14 SUBSYSTEM=acpi SEQNUM=1391 UDEV [10.985019] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:15 SUBSYSTEM=acpi SEQNUM=1392 UDEV [10.985361] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:16 SUBSYSTEM=acpi SEQNUM=1393 UDEV [10.985703] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:17 SUBSYSTEM=acpi SEQNUM=1394 UDEV [10.986047] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:18 SUBSYSTEM=acpi SEQNUM=1395 UDEV [10.986387] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:19 SUBSYSTEM=acpi SEQNUM=1396 UDEV [10.986729] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1a SUBSYSTEM=acpi SEQNUM=1397 UDEV [10.987075] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:12/device:13/device:1b SUBSYSTEM=acpi SEQNUM=1398 UDEV [10.987421] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:1c/device:1d/device:1e SUBSYSTEM=acpi SEQNUM=1401 UDEV [10.987737] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:33/device:34 SUBSYSTEM=acpi SEQNUM=1420 UDEV [10.988096] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 (ssb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0 SUBSYSTEM=ssb DRIVER=b44 MODALIAS=ssb:v4243id0806rev07 SEQNUM=1488 UDEV [10.988858] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0 SUBSYSTEM=pci DRIVER=firewire_ohci PCI_CLASS=C0010 PCI_ID=1180:0832 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.0 MODALIAS=pci:v00001180d00000832sv00001028sd000001BDbc0Csc00i10 SEQNUM=1491 UDEV [10.990015] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 (firewire) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.0/fw0 SUBSYSTEM=firewire DEVNAME=/dev/fw0 SEQNUM=1492 MAJOR=251 MINOR=0 UDEV [10.990403] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1 SUBSYSTEM=pci DRIVER=sdhci-pci PCI_CLASS=80501 PCI_ID=1180:0822 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.1 MODALIAS=pci:v00001180d00000822sv00001028sd000001BDbc08sc05i01 SEQNUM=1493 UDEV [10.990728] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: (leds) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/leds/mmc0:: SUBSYSTEM=leds SEQNUM=1494 UDEV [10.991042] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 (mmc_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.1/mmc_host/mmc0 SUBSYSTEM=mmc_host SEQNUM=1495 UDEV [10.992327] add /devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/pci_bus/0000:03 SUBSYSTEM=pci_bus SEQNUM=1498 UDEV [10.994731] add /devices/pci0000:00/pci_bus/0000:00 (pci_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/pci_bus/0000:00 SUBSYSTEM=pci_bus SEQNUM=1535 UDEV [10.995142] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 (ssb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:1 SUBSYSTEM=ssb MODALIAS=ssb:v4243id0807rev03 SEQNUM=1490 UDEV [10.995548] add /devices/platform/alarmtimer (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/alarmtimer SUBSYSTEM=platform DRIVER=alarmtimer MODALIAS=platform:alarmtimer SEQNUM=1538 UDEV [10.996396] add /devices/platform/i8042 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042 SUBSYSTEM=platform DRIVER=i8042 MODALIAS=platform:i8042 SEQNUM=1540 UDEV [10.996980] add /devices/platform/i8042/serio0 (serio) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0 SUBSYSTEM=serio DRIVER=atkbd SERIO_TYPE=06 SERIO_PROTO=00 SERIO_ID=00 SERIO_EXTRA=00 MODALIAS=serio:ty06pr00id00ex00 SEQNUM=1541 DMI_VENDOR=Dell Inc. UDEV [10.997209] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:02 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1351 UDEV [10.999237] add /devices/platform/serial8250 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250 SUBSYSTEM=platform DRIVER=serial8250 MODALIAS=platform:serial8250 SEQNUM=1547 UDEV [10.999763] add /devices/platform/serial8250/tty/ttyS0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS0 SUBSYSTEM=tty DEVNAME=/dev/ttyS0 SEQNUM=1548 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=64 UDEV [11.000323] add /devices/platform/serial8250/tty/ttyS1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS1 SUBSYSTEM=tty DEVNAME=/dev/ttyS1 SEQNUM=1549 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=65 UDEV [11.000816] add /devices/platform/serial8250/tty/ttyS10 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS10 SUBSYSTEM=tty DEVNAME=/dev/ttyS10 SEQNUM=1550 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=74 UDEV [11.001304] add /devices/platform/serial8250/tty/ttyS11 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS11 SUBSYSTEM=tty DEVNAME=/dev/ttyS11 SEQNUM=1551 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=75 UDEV [11.001791] add /devices/platform/serial8250/tty/ttyS12 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS12 SUBSYSTEM=tty DEVNAME=/dev/ttyS12 SEQNUM=1552 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=76 UDEV [11.002280] add /devices/platform/serial8250/tty/ttyS13 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS13 SUBSYSTEM=tty DEVNAME=/dev/ttyS13 SEQNUM=1553 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=77 UDEV [11.002767] add /devices/platform/serial8250/tty/ttyS14 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS14 SUBSYSTEM=tty DEVNAME=/dev/ttyS14 SEQNUM=1554 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=78 UDEV [11.002983] add /module/parport (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/parport SUBSYSTEM=module SEQNUM=1555 UDEV [11.004634] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35 SUBSYSTEM=acpi SEQNUM=1421 UDEV [11.005650] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.2 SUBSYSTEM=pci PCI_CLASS=88000 PCI_ID=1180:0592 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.2 MODALIAS=pci:v00001180d00000592sv00001028sd000001BDbc08sc80i00 SEQNUM=1496 KERNEL[11.009553] add /module/intel_rng (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/intel_rng SUBSYSTEM=module SEQNUM=1812 UDEV [11.017427] add /devices/pci0000:00/0000:00:1f.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.3 SUBSYSTEM=pci PCI_CLASS=C0500 PCI_ID=8086:27DA PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.3 MODALIAS=pci:v00008086d000027DAsv00001028sd000001BDbc0Csc05i00 SEQNUM=1534 UDEV [11.019152] add /devices/platform/Fixed MDIO bus.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/Fixed MDIO bus.0 SUBSYSTEM=platform MODALIAS=platform:Fixed MDIO bus SEQNUM=1536 UDEV [11.020736] add /devices/platform/eisa.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/eisa.0 SUBSYSTEM=platform MODALIAS=platform:eisa SEQNUM=1539 KERNEL[11.025380] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 SUBSYSTEM=net DEVTYPE=wlan INTERFACE=wlan0 IFINDEX=3 SEQNUM=1813 KERNEL[11.025426] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-0 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-0 SUBSYSTEM=queues SEQNUM=1815 KERNEL[11.025460] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-1 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-1 SUBSYSTEM=queues SEQNUM=1816 KERNEL[11.025492] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-2 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-2 SUBSYSTEM=queues SEQNUM=1817 KERNEL[11.025524] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-3 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-3 SUBSYSTEM=queues SEQNUM=1818 KERNEL[11.025555] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-0 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-0 SUBSYSTEM=queues SEQNUM=1819 KERNEL[11.025588] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-1 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-1 SUBSYSTEM=queues SEQNUM=1820 KERNEL[11.025619] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-2 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-2 SUBSYSTEM=queues SEQNUM=1821 KERNEL[11.025651] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-3 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-3 SUBSYSTEM=queues SEQNUM=1822 KERNEL[11.026262] add /bus/pci/drivers/iwl3945 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/iwl3945 SUBSYSTEM=drivers SEQNUM=1823 UDEV [11.026499] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0 SUBSYSTEM=pci PCI_CLASS=28000 PCI_ID=8086:4222 PCI_SUBSYS_ID=8086:1020 PCI_SLOT_NAME=0000:0b:00.0 MODALIAS=pci:v00008086d00004222sv00008086sd00001020bc02sc80i00 SEQNUM=1449 UDEV [11.029087] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0000:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0000: SEQNUM=1363 UDEV [11.034013] add /devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 (power_supply) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 SUBSYSTEM=power_supply POWER_SUPPLY_NAME=BAT0 POWER_SUPPLY_STATUS=Unknown POWER_SUPPLY_PRESENT=1 POWER_SUPPLY_TECHNOLOGY=Li-ion POWER_SUPPLY_CYCLE_COUNT=0 POWER_SUPPLY_VOLTAGE_MIN_DESIGN=11100000 POWER_SUPPLY_VOLTAGE_NOW=1243000 POWER_SUPPLY_CURRENT_NOW=1000 POWER_SUPPLY_CHARGE_FULL_DESIGN=7800000 POWER_SUPPLY_CHARGE_FULL=87000 POWER_SUPPLY_CHARGE_NOW=0 POWER_SUPPLY_MODEL_NAME= DELLJN1497 POWER_SUPPLY_MANUFACTURER=Sanyo POWER_SUPPLY_SERIAL_NUMBER=807 SEQNUM=1427 KERNEL[11.035693] add /module/mtd (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/mtd SUBSYSTEM=module SEQNUM=1814 UDEV [11.036465] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37 SUBSYSTEM=acpi SEQNUM=1423 KERNEL[11.037553] add /class/mtd (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/mtd SUBSYSTEM=class SEQNUM=1824 KERNEL[11.038306] add /devices/virtual/bdi/mtd-unmap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-unmap SUBSYSTEM=bdi SEQNUM=1825 KERNEL[11.038370] add /devices/virtual/bdi/mtd-romap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-romap SUBSYSTEM=bdi SEQNUM=1826 KERNEL[11.041050] add /devices/virtual/bdi/mtd-rwmap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-rwmap SUBSYSTEM=bdi SEQNUM=1827 KERNEL[11.041288] add /module/nand_ecc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_ecc SUBSYSTEM=module SEQNUM=1828 KERNEL[11.042426] add /module/bch (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/bch SUBSYSTEM=module SEQNUM=1829 KERNEL[11.042603] add /module/nand_bch (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_bch SUBSYSTEM=module SEQNUM=1830 KERNEL[11.045794] add /module/nand_ids (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_ids SUBSYSTEM=module SEQNUM=1832 UDEV [11.054006] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00 SUBSYSTEM=acpi MODALIAS=acpi:LNXVIDEO: SEQNUM=1405 UDEV [11.058135] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0800:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0800: SEQNUM=1368 UDEV [11.063747] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0200:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0200: SEQNUM=1366 UDEV [11.066313] add /devices/platform/reg-dummy (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/reg-dummy SUBSYSTEM=platform MODALIAS=platform:reg-dummy SEQNUM=1546 UDEV [11.075169] add /devices/platform/pcspkr (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/pcspkr SUBSYSTEM=platform MODALIAS=platform:pcspkr SEQNUM=1545 UDEV [11.078393] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C04:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C04: SEQNUM=1371 UDEV [11.080136] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0100:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0100: SEQNUM=1364 UDEV [11.081068] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0C01:03 SUBSYSTEM=acpi MODALIAS=acpi:PNP0C01: SEQNUM=1370 KERNEL[11.082200] add /module/nand (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand SUBSYSTEM=module SEQNUM=1835 UDEV [11.083141] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:22 SUBSYSTEM=acpi SEQNUM=1406 UDEV [11.083831] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:24 SUBSYSTEM=acpi SEQNUM=1408 UDEV [11.084571] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0103:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0103:PNP0C01: SEQNUM=1365 UDEV [11.085333] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:25 SUBSYSTEM=acpi SEQNUM=1409 UDEV [11.085954] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:35/device:36 SUBSYSTEM=acpi SEQNUM=1422 UDEV [11.087215] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:21/LNXVIDEO:00/device:23 SUBSYSTEM=acpi SEQNUM=1407 UDEV [11.087235] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0303:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0303: SEQNUM=1367 UDEV [11.087939] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:37/device:38 SUBSYSTEM=acpi SEQNUM=1424 UDEV [11.088682] add /devices/platform/Fixed MDIO bus.0/mdio_bus/0 (mdio_bus) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/Fixed MDIO bus.0/mdio_bus/0 SUBSYSTEM=mdio_bus SEQNUM=1537 UDEV [11.089155] add /class/printer (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/printer SUBSYSTEM=class SEQNUM=1557 KERNEL[11.090650] add /module/sm_common (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/sm_common SUBSYSTEM=module SEQNUM=1837 UDEV [11.094390] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 (acpi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/device:01/PNP0F13:00 SUBSYSTEM=acpi MODALIAS=acpi:PNP0F13: SEQNUM=1372 UDEV [11.096434] add /devices/platform/serial8250/tty/ttyS15 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS15 SUBSYSTEM=tty DEVNAME=/dev/ttyS15 SEQNUM=1558 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=79 UDEV [11.096888] add /devices/platform/serial8250/tty/ttyS16 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS16 SUBSYSTEM=tty DEVNAME=/dev/ttyS16 SEQNUM=1559 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=80 UDEV [11.097507] add /devices/platform/serial8250/tty/ttyS17 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS17 SUBSYSTEM=tty DEVNAME=/dev/ttyS17 SEQNUM=1560 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=81 UDEV [11.098742] add /devices/platform/serial8250/tty/ttyS18 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS18 SUBSYSTEM=tty DEVNAME=/dev/ttyS18 SEQNUM=1561 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=82 UDEV [11.099498] add /devices/platform/serial8250/tty/ttyS19 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS19 SUBSYSTEM=tty DEVNAME=/dev/ttyS19 SEQNUM=1562 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=83 UDEV [11.099977] add /devices/platform/serial8250/tty/ttyS2 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS2 SUBSYSTEM=tty DEVNAME=/dev/ttyS2 SEQNUM=1563 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=66 UDEV [11.100652] add /devices/platform/serial8250/tty/ttyS20 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS20 SUBSYSTEM=tty DEVNAME=/dev/ttyS20 SEQNUM=1564 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=84 UDEV [11.101126] add /devices/platform/serial8250/tty/ttyS21 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS21 SUBSYSTEM=tty DEVNAME=/dev/ttyS21 SEQNUM=1565 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=85 UDEV [11.101600] add /devices/platform/serial8250/tty/ttyS22 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS22 SUBSYSTEM=tty DEVNAME=/dev/ttyS22 SEQNUM=1566 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=86 UDEV [11.102075] add /devices/platform/serial8250/tty/ttyS23 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS23 SUBSYSTEM=tty DEVNAME=/dev/ttyS23 SEQNUM=1567 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=87 UDEV [11.104702] add /devices/platform/serial8250/tty/ttyS24 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS24 SUBSYSTEM=tty DEVNAME=/dev/ttyS24 SEQNUM=1568 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=88 UDEV [11.105499] add /devices/platform/serial8250/tty/ttyS25 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS25 SUBSYSTEM=tty DEVNAME=/dev/ttyS25 SEQNUM=1569 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=89 UDEV [11.106260] add /devices/platform/serial8250/tty/ttyS26 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS26 SUBSYSTEM=tty DEVNAME=/dev/ttyS26 SEQNUM=1570 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=90 UDEV [11.107026] add /devices/platform/serial8250/tty/ttyS27 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS27 SUBSYSTEM=tty DEVNAME=/dev/ttyS27 SEQNUM=1571 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=91 UDEV [11.107587] add /devices/platform/serial8250/tty/ttyS29 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS29 SUBSYSTEM=tty DEVNAME=/dev/ttyS29 SEQNUM=1573 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=93 UDEV [11.108745] add /devices/platform/serial8250/tty/ttyS28 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS28 SUBSYSTEM=tty DEVNAME=/dev/ttyS28 SEQNUM=1572 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=92 UDEV [11.109286] add /devices/platform/serial8250/tty/ttyS3 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS3 SUBSYSTEM=tty DEVNAME=/dev/ttyS3 SEQNUM=1574 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=67 UDEV [11.109832] add /devices/platform/serial8250/tty/ttyS31 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS31 SUBSYSTEM=tty DEVNAME=/dev/ttyS31 SEQNUM=1576 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=95 UDEV [11.110606] add /devices/platform/serial8250/tty/ttyS4 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS4 SUBSYSTEM=tty DEVNAME=/dev/ttyS4 SEQNUM=1577 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=68 UDEV [11.111654] add /devices/platform/serial8250/tty/ttyS5 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS5 SUBSYSTEM=tty DEVNAME=/dev/ttyS5 SEQNUM=1578 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=69 UDEV [11.112130] add /devices/platform/serial8250/tty/ttyS6 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS6 SUBSYSTEM=tty DEVNAME=/dev/ttyS6 SEQNUM=1579 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=70 UDEV [11.112895] add /devices/platform/serial8250/tty/ttyS7 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS7 SUBSYSTEM=tty DEVNAME=/dev/ttyS7 SEQNUM=1580 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=71 UDEV [11.113657] add /devices/platform/serial8250/tty/ttyS8 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS8 SUBSYSTEM=tty DEVNAME=/dev/ttyS8 SEQNUM=1581 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=72 UDEV [11.113690] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2 SUBSYSTEM=input PRODUCT=19/0/3/0 NAME="Sleep Button" PHYS="PNP0C0E/button/input0" PROP=0 EV=3 KEY=4000 0 0 0 0 MODALIAS=input:b0019v0000p0003e0000-e0,1,k8E,ramlsfw SEQNUM=1435 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-PNP0C0E:00 ID_PATH_TAG=acpi-PNP0C0E_00 KERNEL[11.114055] add /module/r852 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/r852 SUBSYSTEM=module SEQNUM=1838 UDEV [11.114557] add /devices/platform/serial8250/tty/ttyS9 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS9 SUBSYSTEM=tty DEVNAME=/dev/ttyS9 SEQNUM=1582 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=73 UDEV [11.114822] add /devices/platform/serial8250/tty/ttyS30 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/serial8250/tty/ttyS30 SUBSYSTEM=tty DEVNAME=/dev/ttyS30 SEQNUM=1575 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=94 UDEV [11.115113] add /devices/pnp0/00:00 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:00 SUBSYSTEM=pnp DRIVER=system SEQNUM=1583 KERNEL[11.122125] add /module/snd_seq (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq SUBSYSTEM=module SEQNUM=1831 KERNEL[11.122318] add /devices/virtual/sound/seq (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/sound/seq SUBSYSTEM=sound DEVNAME=snd/seq SEQNUM=1839 MAJOR=116 MINOR=1 KERNEL[11.122579] add /module/serio_raw (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/serio_raw SUBSYSTEM=module SEQNUM=1833 KERNEL[11.122650] add /bus/serio/drivers/serio_raw (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/serio/drivers/serio_raw SUBSYSTEM=drivers SEQNUM=1840 KERNEL[11.123551] add /module/psmouse (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/psmouse SUBSYSTEM=module SEQNUM=1841 UDEV [11.124315] add /module/lp (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/lp SUBSYSTEM=module SEQNUM=1556 TAGS=:udev-configure-printer: KERNEL[11.124347] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 SUBSYSTEM=drm SEQNUM=1834 KERNEL[11.124402] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=dri/card0 DEVTYPE=drm_minor SEQNUM=1842 MAJOR=226 MINOR=0 UDEV [11.124432] add /devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:00.0/ssb0:0/net/eth0 SUBSYSTEM=net INTERFACE=eth0 IFINDEX=2 SEQNUM=1489 ID_VENDOR_FROM_DATABASE=Broadcom Corporation ID_MODEL_FROM_DATABASE=BCM4401-B0 100Base-TX ID_BUS=pci ID_VENDOR_ID=0x14e4 ID_MODEL_ID=0x170c ID_MM_CANDIDATE=1 UDEV [11.127718] add /devices/pnp0/00:01 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:01 SUBSYSTEM=pnp SEQNUM=1584 UDEV [11.128644] add /devices/pnp0/00:03 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:03 SUBSYSTEM=pnp DRIVER=system SEQNUM=1586 UDEV [11.129016] add /devices/pnp0/00:02 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:02 SUBSYSTEM=pnp DRIVER=system SEQNUM=1585 KERNEL[11.130425] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight (backlight) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight SUBSYSTEM=backlight SEQNUM=1845 KERNEL[11.130444] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 SUBSYSTEM=drm SEQNUM=1846 KERNEL[11.130465] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=dri/card0 DEVTYPE=drm_minor SEQNUM=1847 MAJOR=226 MINOR=0 KERNEL[11.130484] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 SUBSYSTEM=drm SEQNUM=1848 KERNEL[11.130503] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=dri/card0 DEVTYPE=drm_minor SEQNUM=1849 MAJOR=226 MINOR=0 KERNEL[11.130520] remove /module/intel_rng (module) UDEV_LOG=3 ACTION=remove DEVPATH=/module/intel_rng SUBSYSTEM=module SEQNUM=1836 UDEV [11.130864] add /devices/pnp0/00:05 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:05 SUBSYSTEM=pnp DRIVER=i8042 kbd SEQNUM=1588 UDEV [11.131090] add /devices/pnp0/00:04 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:04 SUBSYSTEM=pnp DRIVER=i8042 aux SEQNUM=1587 UDEV [11.131473] add /devices/pnp0/00:07 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:07 SUBSYSTEM=pnp SEQNUM=1591 UDEV [11.131694] add /devices/pnp0/00:06 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:06 SUBSYSTEM=pnp DRIVER=rtc_cmos SEQNUM=1589 UDEV [11.132056] add /devices/pnp0/00:08 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:08 SUBSYSTEM=pnp DRIVER=system SEQNUM=1592 KERNEL[11.132336] add /module/leds_ss4200 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/leds_ss4200 SUBSYSTEM=module SEQNUM=1850 KERNEL[11.132365] add /bus/pci/drivers/r852 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/r852 SUBSYSTEM=drivers SEQNUM=1843 UDEV [11.132659] add /devices/pci0000:00/0000:00:1e.0/0000:03:01.3 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1e.0/0000:03:01.3 SUBSYSTEM=pci PCI_CLASS=88000 PCI_ID=1180:0852 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:03:01.3 MODALIAS=pci:v00001180d00000852sv00001028sd000001BDbc08sc80i00 SEQNUM=1497 KERNEL[11.132678] add /bus/serio/drivers/psmouse (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/serio/drivers/psmouse SUBSYSTEM=drivers SEQNUM=1844 UDEV [11.133401] add /devices/pnp0/00:06/rtc/rtc0 (rtc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:06/rtc/rtc0 SUBSYSTEM=rtc DEVNAME=/dev/rtc0 SEQNUM=1590 MAJOR=254 MINOR=0 DEVLINKS=/dev/rtc UDEV [11.133749] add /devices/platform/i8042/serio1 (serio) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1 SUBSYSTEM=serio SERIO_TYPE=01 SERIO_PROTO=00 SERIO_ID=00 SERIO_EXTRA=00 MODALIAS=serio:ty01pr00id00ex00 SEQNUM=1544 UDEV [11.134395] add /devices/pnp0/00:0a (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:0a SUBSYSTEM=pnp SEQNUM=1594 UDEV [11.135395] add /devices/pnp0/00:09 (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:09 SUBSYSTEM=pnp SEQNUM=1593 UDEV [11.136521] add /devices/software (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/software SUBSYSTEM=event_source SEQNUM=1596 UDEV [11.137035] add /devices/pnp0/00:0b (pnp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pnp0/00:0b SUBSYSTEM=pnp DRIVER=system SEQNUM=1595 UDEV [11.139339] add /devices/virtual/bdi/11:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/11:0 SUBSYSTEM=bdi SEQNUM=1598 UDEV [11.140747] add /devices/tracepoint (event_source) UDEV_LOG=3 ACTION=add DEVPATH=/devices/tracepoint SUBSYSTEM=event_source SEQNUM=1597 KERNEL[11.141348] remove /module/leds_ss4200 (module) UDEV_LOG=3 ACTION=remove DEVPATH=/module/leds_ss4200 SUBSYSTEM=module SEQNUM=1851 UDEV [11.141812] add /devices/virtual/bdi/1:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:0 SUBSYSTEM=bdi SEQNUM=1600 UDEV [11.142279] add /devices/virtual/bdi/11:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/11:1 SUBSYSTEM=bdi SEQNUM=1599 UDEV [11.142849] add /devices/virtual/bdi/1:10 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:10 SUBSYSTEM=bdi SEQNUM=1602 UDEV [11.143364] add /devices/pci0000:00/0000:00:1f.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.0 SUBSYSTEM=pci PCI_CLASS=60100 PCI_ID=8086:27B9 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.0 MODALIAS=pci:v00008086d000027B9sv00001028sd000001BDbc06sc01i00 SEQNUM=1499 UDEV [11.144444] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0 SUBSYSTEM=input PRODUCT=19/0/5/0 NAME="Lid Switch" PHYS="PNP0C0D/button/input0" PROP=0 EV=21 SW=1 MODALIAS=input:b0019v0000p0005e0000-e0,5,kramlsfw0, SEQNUM=1432 ID_INPUT=1 ID_PATH=acpi-PNP0C0D:00 ID_PATH_TAG=acpi-PNP0C0D_00 UDEV [11.146763] add /devices/pci0000:00/0000:00:1f.2 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2 SUBSYSTEM=pci DRIVER=ata_piix PCI_CLASS=10180 PCI_ID=8086:27C4 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1f.2 MODALIAS=pci:v00008086d000027C4sv00001028sd000001BDbc01sc01i80 SEQNUM=1500 ID_VENDOR_FROM_DATABASE=Intel Corporation ID_MODEL_FROM_DATABASE=82801GBM/GHM (ICH7 Family) SATA IDE Controller UDEV [11.151499] add /devices/virtual/bdi/1:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:1 SUBSYSTEM=bdi SEQNUM=1601 UDEV [11.153733] add /devices/virtual/bdi/1:11 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:11 SUBSYSTEM=bdi SEQNUM=1603 UDEV [11.155155] add /devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 (ata_port) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/ata_port/ata1 SUBSYSTEM=ata_port SEQNUM=1501 UDEV [11.156299] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1 SUBSYSTEM=input PRODUCT=19/0/1/0 NAME="Power Button" PHYS="PNP0C0C/button/input0" PROP=0 EV=3 KEY=100000 0 0 0 MODALIAS=input:b0019v0000p0001e0000-e0,1,k74,ramlsfw SEQNUM=1429 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-PNP0C0C:00 ID_PATH_TAG=acpi-PNP0C0C_00 UDEV [11.157335] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.0/ata_device/dev1.0 SUBSYSTEM=ata_device SEQNUM=1503 UDEV [11.158250] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/dev1.1/ata_device/dev1.1 SUBSYSTEM=ata_device SEQNUM=1504 UDEV [11.158923] add /devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 (ata_port) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/ata_port/ata2 SUBSYSTEM=ata_port SEQNUM=1505 UDEV [11.159517] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 (ata_link) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/ata_link/link2 SUBSYSTEM=ata_link SEQNUM=1506 UDEV [11.160248] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.0/ata_device/dev2.0 SUBSYSTEM=ata_device SEQNUM=1507 UDEV [11.160586] add /devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 (ata_link) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata1/link1/ata_link/link1 SUBSYSTEM=ata_link SEQNUM=1502 UDEV [11.161212] add /devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 (ata_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/ata2/link2/dev2.1/ata_device/dev2.1 SUBSYSTEM=ata_device SEQNUM=1508 UDEV [11.162412] add /devices/pci0000:00/0000:00:1f.2/host0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1509 KERNEL[11.162550] add /module/snd_seq_midi_event (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_midi_event SUBSYSTEM=module SEQNUM=1852 UDEV [11.163002] add /devices/pci0000:00/0000:00:1f.2/host1 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1526 UDEV [11.163511] add /devices/virtual/bdi/1:12 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:12 SUBSYSTEM=bdi SEQNUM=1604 UDEV [11.163774] add /devices/platform/i8042/serio0/input/input3 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0/input/input3 SUBSYSTEM=input PRODUCT=11/1/1/ab41 NAME="AT Translated Set 2 keyboard" PHYS="isa0060/serio0/input0" PROP=0 EV=120013 KEY=4 2000000 3803078 f800d001 feffffdf ffefffff ffffffff fffffffe MSC=10 LED=7 MODALIAS=input:b0011v0001p0001eAB41-e0,1,4,11,14,k71,72,73,74,75,76,77,79,7A,7B,7C,7D,7E,7F,80,8C,8E,8F,9B,9C,9D,9E,9F,A3,A4,A5,A6,AC,AD,B7,B8,B9,D9,E2,ram4,l0,1,2,sfw SEQNUM=1542 ID_INPUT=1 ID_INPUT_KEY=1 ID_INPUT_KEYBOARD=1 ID_SERIAL=noserial ID_PATH=platform-i8042-serio-0 ID_PATH_TAG=platform-i8042-serio-0 UDEV [11.165118] add /devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/scsi_host/host0 SUBSYSTEM=scsi_host SEQNUM=1510 UDEV [11.165816] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1511 UDEV [11.166408] add /devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/scsi_host/host1 SUBSYSTEM=scsi_host SEQNUM=1527 UDEV [11.166942] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1528 UDEV [11.167922] add /devices/virtual/bdi/1:13 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:13 SUBSYSTEM=bdi SEQNUM=1605 UDEV [11.170168] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sd MODALIAS=scsi:t-0x00 SEQNUM=1512 UDEV [11.170824] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sr MODALIAS=scsi:t-0x05 SEQNUM=1529 UDEV [11.171344] add /devices/virtual/bdi/1:14 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:14 SUBSYSTEM=bdi SEQNUM=1606 UDEV [11.172807] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/bsg/0:0:0:0 SUBSYSTEM=bsg DEVNAME=/dev/bsg/0:0:0:0 SEQNUM=1522 MAJOR=253 MINOR=0 UDEV [11.173472] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_device/0:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1523 UDEV [11.175507] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 (scsi_disk) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_disk/0:0:0:0 SUBSYSTEM=scsi_disk SEQNUM=1524 UDEV [11.176623] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/scsi_generic/sg0 SUBSYSTEM=scsi_generic DEVNAME=/dev/sg0 SEQNUM=1525 MAJOR=21 MINOR=0 UDEV [11.177140] add /devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0E:00/input/input2/event2 SUBSYSTEM=input DEVNAME=/dev/input/event2 SEQNUM=1436 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-PNP0C0E:00 ID_PATH_TAG=acpi-PNP0C0E_00 XKBMODEL=pc105 XKBLAYOUT=us DMI_VENDOR=Dell Inc. MAJOR=13 MINOR=66 UDEV [11.178195] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/bsg/1:0:0:0 SUBSYSTEM=bsg DEVNAME=/dev/bsg/1:0:0:0 SEQNUM=1531 MAJOR=253 MINOR=1 UDEV [11.178876] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_device/1:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1532 UDEV [11.179788] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/scsi_generic/sg1 SUBSYSTEM=scsi_generic DEVNAME=/dev/sg1 SEQNUM=1533 MAJOR=21 MINOR=1 TAGS=:udev-acl: UDEV [11.180339] add /devices/virtual/bdi/1:15 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:15 SUBSYSTEM=bdi SEQNUM=1607 UDEV [11.181997] add /devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0D:00/input/input0/event0 SUBSYSTEM=input DEVNAME=/dev/input/event0 SEQNUM=1433 ID_INPUT=1 ID_PATH=acpi-PNP0C0D:00 ID_PATH_TAG=acpi-PNP0C0D_00 MAJOR=13 MINOR=64 KERNEL[11.187075] add /module/snd_rawmidi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_rawmidi SUBSYSTEM=module SEQNUM=1853 KERNEL[11.189165] add /module/snd_seq_midi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_midi SUBSYSTEM=module SEQNUM=1854 UDEV [11.189704] add /devices/virtual/bdi/1:2 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:2 SUBSYSTEM=bdi SEQNUM=1608 UDEV [11.189931] add /devices/virtual/bdi/1:3 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:3 SUBSYSTEM=bdi SEQNUM=1609 UDEV [11.191167] add /devices/virtual/bdi/1:4 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:4 SUBSYSTEM=bdi SEQNUM=1610 UDEV [11.191404] add /devices/virtual/bdi/1:5 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:5 SUBSYSTEM=bdi SEQNUM=1611 UDEV [11.191636] add /devices/virtual/bdi/1:6 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:6 SUBSYSTEM=bdi SEQNUM=1612 UDEV [11.191867] add /devices/virtual/bdi/1:7 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:7 SUBSYSTEM=bdi SEQNUM=1613 UDEV [11.192159] add /devices/virtual/bdi/1:8 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:8 SUBSYSTEM=bdi SEQNUM=1614 UDEV [11.192393] add /devices/virtual/bdi/1:9 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/1:9 SUBSYSTEM=bdi SEQNUM=1615 UDEV [11.192623] add /devices/virtual/bdi/7:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:0 SUBSYSTEM=bdi SEQNUM=1616 UDEV [11.193538] add /devices/virtual/bdi/7:1 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:1 SUBSYSTEM=bdi SEQNUM=1617 UDEV [11.193773] add /devices/virtual/bdi/7:2 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:2 SUBSYSTEM=bdi SEQNUM=1618 UDEV [11.194005] add /devices/virtual/bdi/7:3 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:3 SUBSYSTEM=bdi SEQNUM=1619 KERNEL[11.199440] add /module/snd_pcm (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_pcm SUBSYSTEM=module SEQNUM=1855 UDEV [11.200103] add /devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0C:00/input/input1/event1 SUBSYSTEM=input DEVNAME=/dev/input/event1 SEQNUM=1430 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-PNP0C0C:00 ID_PATH_TAG=acpi-PNP0C0C_00 XKBMODEL=pc105 XKBLAYOUT=us DMI_VENDOR=Dell Inc. MAJOR=13 MINOR=65 UDEV [11.200183] add /devices/virtual/bdi/7:4 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:4 SUBSYSTEM=bdi SEQNUM=1620 UDEV [11.200433] add /devices/virtual/bdi/7:5 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:5 SUBSYSTEM=bdi SEQNUM=1621 KERNEL[11.201147] change /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 (block) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 SUBSYSTEM=block DEVNAME=sda8 DEVTYPE=partition SEQNUM=1856 MAJOR=8 MINOR=8 UDEV [11.201442] add /devices/virtual/bdi/7:6 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:6 SUBSYSTEM=bdi SEQNUM=1622 UDEV [11.202771] add /devices/virtual/bdi/7:7 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/7:7 SUBSYSTEM=bdi SEQNUM=1623 UDEV [11.203009] add /devices/virtual/bdi/8:0 (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/8:0 SUBSYSTEM=bdi SEQNUM=1624 UDEV [11.203243] add /devices/virtual/bdi/default (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/default SUBSYSTEM=bdi SEQNUM=1625 KERNEL[11.204464] add /module/snd_hwdep (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hwdep SUBSYSTEM=module SEQNUM=1857 KERNEL[11.211179] add /module/snd_hda_codec (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_codec SUBSYSTEM=module SEQNUM=1858 KERNEL[11.211989] add /module/snd_hda_intel (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_intel SUBSYSTEM=module SEQNUM=1859 UDEV [11.212178] add /devices/virtual/hwmon/hwmon0 (hwmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/hwmon/hwmon0 SUBSYSTEM=hwmon SEQNUM=1652 UDEV [11.213294] add /devices/virtual/mem/full (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/full SUBSYSTEM=mem DEVNAME=/dev/full DEVMODE=0666 SEQNUM=1654 MAJOR=1 MINOR=7 UDEV [11.213680] add /devices/virtual/mem/kmsg (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/kmsg SUBSYSTEM=mem DEVNAME=/dev/kmsg SEQNUM=1655 MAJOR=1 MINOR=11 UDEV [11.214072] add /devices/virtual/mem/mem (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/mem SUBSYSTEM=mem DEVNAME=/dev/mem SEQNUM=1656 MAJOR=1 MINOR=1 UDEV [11.214460] add /devices/virtual/mem/null (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/null SUBSYSTEM=mem DEVNAME=/dev/null DEVMODE=0666 SEQNUM=1657 MAJOR=1 MINOR=3 UDEV [11.214838] add /devices/virtual/mem/oldmem (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/oldmem SUBSYSTEM=mem DEVNAME=/dev/oldmem SEQNUM=1658 MAJOR=1 MINOR=12 UDEV [11.215217] add /devices/virtual/mem/port (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/port SUBSYSTEM=mem DEVNAME=/dev/port SEQNUM=1659 MAJOR=1 MINOR=4 UDEV [11.215602] add /devices/virtual/mem/random (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/random SUBSYSTEM=mem DEVNAME=/dev/random DEVMODE=0666 SEQNUM=1660 MAJOR=1 MINOR=8 UDEV [11.215986] add /devices/virtual/mem/urandom (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/urandom SUBSYSTEM=mem DEVNAME=/dev/urandom DEVMODE=0666 SEQNUM=1661 MAJOR=1 MINOR=9 UDEV [11.220080] add /devices/virtual/mem/zero (mem) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/mem/zero SUBSYSTEM=mem DEVNAME=/dev/zero DEVMODE=0666 SEQNUM=1662 MAJOR=1 MINOR=5 UDEV [11.220490] add /devices/virtual/misc/agpgart (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/agpgart SUBSYSTEM=misc DEVNAME=/dev/agpgart SEQNUM=1663 MAJOR=10 MINOR=175 UDEV [11.220891] add /devices/virtual/misc/cpu_dma_latency (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/cpu_dma_latency SUBSYSTEM=misc DEVNAME=/dev/cpu_dma_latency SEQNUM=1664 MAJOR=10 MINOR=60 UDEV [11.221284] add /devices/virtual/misc/device-mapper (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/device-mapper SUBSYSTEM=misc DEVNAME=/dev/mapper/control SEQNUM=1665 MAJOR=10 MINOR=236 UDEV [11.221668] add /devices/virtual/misc/ecryptfs (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/ecryptfs SUBSYSTEM=misc DEVNAME=/dev/ecryptfs SEQNUM=1666 MAJOR=10 MINOR=61 UDEV [11.222565] add /devices/virtual/misc/hpet (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/hpet SUBSYSTEM=misc DEVNAME=/dev/hpet SEQNUM=1668 MAJOR=10 MINOR=228 UDEV [11.222632] add /devices/virtual/misc/mcelog (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/mcelog SUBSYSTEM=misc DEVNAME=/dev/mcelog SEQNUM=1669 MAJOR=10 MINOR=227 UDEV [11.223261] add /devices/virtual/misc/network_latency (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/network_latency SUBSYSTEM=misc DEVNAME=/dev/network_latency SEQNUM=1670 MAJOR=10 MINOR=59 UDEV [11.223671] add /devices/virtual/misc/network_throughput (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/network_throughput SUBSYSTEM=misc DEVNAME=/dev/network_throughput SEQNUM=1671 MAJOR=10 MINOR=58 UDEV [11.224108] add /devices/virtual/misc/psaux (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/psaux SUBSYSTEM=misc DEVNAME=/dev/psaux SEQNUM=1672 MAJOR=10 MINOR=1 UDEV [11.224644] add /devices/virtual/misc/rfkill (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/rfkill SUBSYSTEM=misc DEVNAME=/dev/rfkill SEQNUM=1673 MAJOR=10 MINOR=62 TAGS=:udev-acl: UDEV [11.225032] add /devices/virtual/misc/snapshot (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/snapshot SUBSYSTEM=misc DEVNAME=/dev/snapshot SEQNUM=1674 MAJOR=10 MINOR=231 UDEV [11.225406] add /devices/virtual/misc/tun (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/tun SUBSYSTEM=misc DEVNAME=/dev/net/tun SEQNUM=1675 MAJOR=10 MINOR=200 UDEV [11.225804] add /devices/virtual/misc/uinput (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/uinput SUBSYSTEM=misc DEVNAME=/dev/uinput SEQNUM=1676 MAJOR=10 MINOR=223 UDEV [11.226186] add /devices/virtual/misc/vga_arbiter (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/vga_arbiter SUBSYSTEM=misc DEVNAME=/dev/vga_arbiter SEQNUM=1677 MAJOR=10 MINOR=63 UDEV [11.226575] add /devices/virtual/net/lo (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/net/lo SUBSYSTEM=net INTERFACE=lo IFINDEX=1 SEQNUM=1678 ID_MM_CANDIDATE=1 UDEV [11.226946] add /devices/virtual/ppp/ppp (ppp) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/ppp/ppp SUBSYSTEM=ppp DEVNAME=/dev/ppp SEQNUM=1679 MAJOR=108 MINOR=0 UDEV [11.227193] add /devices/virtual/regulator/regulator.0 (regulator) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/regulator/regulator.0 SUBSYSTEM=regulator SEQNUM=1680 UDEV [11.228410] add /devices/virtual/thermal/cooling_device0 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device0 SUBSYSTEM=thermal SEQNUM=1681 UDEV [11.228822] add /devices/virtual/thermal/cooling_device1 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device1 SUBSYSTEM=thermal SEQNUM=1682 UDEV [11.229174] add /devices/virtual/thermal/thermal_zone0 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/thermal_zone0 SUBSYSTEM=thermal SEQNUM=1683 UDEV [11.229788] add /devices/virtual/tty/console (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/console SUBSYSTEM=tty DEVNAME=/dev/console SEQNUM=1684 ID_MM_CANDIDATE=1 MAJOR=5 MINOR=1 UDEV [11.230507] add /devices/virtual/tty/ptmx (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/ptmx SUBSYSTEM=tty DEVNAME=/dev/ptmx DEVMODE=0666 SEQNUM=1685 ID_MM_CANDIDATE=1 MAJOR=5 MINOR=2 UDEV [11.231483] add /devices/virtual/tty/tty (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty SUBSYSTEM=tty DEVNAME=/dev/tty DEVMODE=0666 SEQNUM=1686 ID_MM_CANDIDATE=1 MAJOR=5 MINOR=0 UDEV [11.232238] add /devices/virtual/tty/tty0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty0 SUBSYSTEM=tty DEVNAME=/dev/tty0 SEQNUM=1687 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=0 UDEV [11.244179] add /devices/virtual/block/ram3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram3 SUBSYSTEM=block DEVNAME=/dev/ram3 DEVTYPE=disk SEQNUM=1643 MAJOR=1 MINOR=3 UDEV [11.248424] add /devices/virtual/block/ram8 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram8 SUBSYSTEM=block DEVNAME=/dev/ram8 DEVTYPE=disk SEQNUM=1648 MAJOR=1 MINOR=8 UDEV [11.249482] add /devices/virtual/block/ram12 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram12 SUBSYSTEM=block DEVNAME=/dev/ram12 DEVTYPE=disk SEQNUM=1638 MAJOR=1 MINOR=12 UDEV [11.252344] add /devices/virtual/block/ram7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram7 SUBSYSTEM=block DEVNAME=/dev/ram7 DEVTYPE=disk SEQNUM=1647 MAJOR=1 MINOR=7 UDEV [11.254138] add /devices/virtual/block/ram15 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram15 SUBSYSTEM=block DEVNAME=/dev/ram15 DEVTYPE=disk SEQNUM=1641 MAJOR=1 MINOR=15 UDEV [11.256321] add /devices/virtual/block/ram11 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram11 SUBSYSTEM=block DEVNAME=/dev/ram11 DEVTYPE=disk SEQNUM=1637 MAJOR=1 MINOR=11 UDEV [11.257753] add /devices/virtual/block/ram10 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram10 SUBSYSTEM=block DEVNAME=/dev/ram10 DEVTYPE=disk SEQNUM=1636 MAJOR=1 MINOR=10 UDEV [11.257995] add /devices/virtual/block/ram13 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram13 SUBSYSTEM=block DEVNAME=/dev/ram13 DEVTYPE=disk SEQNUM=1639 MAJOR=1 MINOR=13 UDEV [11.259346] add /devices/virtual/block/ram9 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram9 SUBSYSTEM=block DEVNAME=/dev/ram9 DEVTYPE=disk SEQNUM=1649 MAJOR=1 MINOR=9 UDEV [11.262490] add /devices/virtual/block/ram14 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram14 SUBSYSTEM=block DEVNAME=/dev/ram14 DEVTYPE=disk SEQNUM=1640 MAJOR=1 MINOR=14 UDEV [11.273063] add /devices/virtual/block/ram0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram0 SUBSYSTEM=block DEVNAME=/dev/ram0 DEVTYPE=disk SEQNUM=1634 MAJOR=1 MINOR=0 UDEV [11.276099] add /devices/virtual/block/ram4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram4 SUBSYSTEM=block DEVNAME=/dev/ram4 DEVTYPE=disk SEQNUM=1644 MAJOR=1 MINOR=4 KERNEL[11.279563] add /module/dcdbas (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dcdbas SUBSYSTEM=module SEQNUM=1860 UDEV [11.283429] add /devices/virtual/block/ram6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram6 SUBSYSTEM=block DEVNAME=/dev/ram6 DEVTYPE=disk SEQNUM=1646 MAJOR=1 MINOR=6 UDEV [11.288653] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1 SUBSYSTEM=usb DEVNAME=/dev/bus/usb/004/003 DEVTYPE=usb_device DRIVER=usb PRODUCT=12d1/1003/0 TYPE=0/0/0 BUSNUM=004 DEVNUM=003 SEQNUM=1465 ID_VENDOR=HUAWEI_Technologies ID_VENDOR_ENC=HUAWEI\x20Technologies ID_VENDOR_ID=12d1 ID_MODEL=HUAWEI_Mobile ID_MODEL_ENC=HUAWEI\x20Mobile ID_MODEL_ID=1003 ID_REVISION=0000 ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile ID_BUS=usb ID_USB_INTERFACES=:ffffff:080650: MAJOR=189 MINOR=386 UDEV [11.289216] add /devices/platform/i8042/serio0/input/input3/event3 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio0/input/input3/event3 SUBSYSTEM=input DEVNAME=/dev/input/event3 SEQNUM=1543 ID_INPUT=1 ID_INPUT_KEY=1 ID_INPUT_KEYBOARD=1 ID_SERIAL=noserial ID_PATH=platform-i8042-serio-0 ID_PATH_TAG=platform-i8042-serio-0 XKBMODEL=pc105 XKBLAYOUT=us DEVLINKS=/dev/input/by-path/platform-i8042-serio-0-event-kbd DMI_VENDOR=Dell Inc. MAJOR=13 MINOR=67 UDEV [11.291501] add /devices/virtual/input/mice (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/mice SUBSYSTEM=input DEVNAME=/dev/input/mice SEQNUM=1653 MAJOR=13 MINOR=63 UDEV [11.291908] add /devices/virtual/block/ram5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram5 SUBSYSTEM=block DEVNAME=/dev/ram5 DEVTYPE=disk SEQNUM=1645 MAJOR=1 MINOR=5 UDEV [11.295554] add /devices/virtual/tty/tty10 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty10 SUBSYSTEM=tty DEVNAME=/dev/tty10 SEQNUM=1689 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=10 UDEV [11.295658] add /devices/virtual/tty/tty12 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty12 SUBSYSTEM=tty DEVNAME=/dev/tty12 SEQNUM=1691 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=12 UDEV [11.295957] add /devices/virtual/tty/tty11 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty11 SUBSYSTEM=tty DEVNAME=/dev/tty11 SEQNUM=1690 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=11 UDEV [11.296458] add /devices/virtual/block/ram1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram1 SUBSYSTEM=block DEVNAME=/dev/ram1 DEVTYPE=disk SEQNUM=1635 MAJOR=1 MINOR=1 UDEV [11.296892] add /devices/virtual/block/ram2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/ram2 SUBSYSTEM=block DEVNAME=/dev/ram2 DEVTYPE=disk SEQNUM=1642 MAJOR=1 MINOR=2 UDEV [11.297626] add /devices/virtual/tty/tty13 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty13 SUBSYSTEM=tty DEVNAME=/dev/tty13 SEQNUM=1692 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=13 UDEV [11.297803] add /devices/virtual/tty/tty16 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty16 SUBSYSTEM=tty DEVNAME=/dev/tty16 SEQNUM=1695 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=16 UDEV [11.298189] add /devices/virtual/tty/tty17 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty17 SUBSYSTEM=tty DEVNAME=/dev/tty17 SEQNUM=1696 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=17 UDEV [11.298572] add /devices/virtual/tty/tty18 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty18 SUBSYSTEM=tty DEVNAME=/dev/tty18 SEQNUM=1697 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=18 UDEV [11.298946] add /devices/virtual/tty/tty19 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty19 SUBSYSTEM=tty DEVNAME=/dev/tty19 SEQNUM=1698 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=19 UDEV [11.299428] add /devices/virtual/tty/tty15 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty15 SUBSYSTEM=tty DEVNAME=/dev/tty15 SEQNUM=1694 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=15 UDEV [11.299582] add /devices/virtual/tty/tty14 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty14 SUBSYSTEM=tty DEVNAME=/dev/tty14 SEQNUM=1693 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=14 UDEV [11.299836] add /devices/virtual/tty/tty20 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty20 SUBSYSTEM=tty DEVNAME=/dev/tty20 SEQNUM=1700 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=20 UDEV [11.300299] add /devices/virtual/tty/tty21 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty21 SUBSYSTEM=tty DEVNAME=/dev/tty21 SEQNUM=1701 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=21 UDEV [11.300728] add /devices/virtual/tty/tty22 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty22 SUBSYSTEM=tty DEVNAME=/dev/tty22 SEQNUM=1702 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=22 UDEV [11.301137] add /devices/virtual/tty/tty23 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty23 SUBSYSTEM=tty DEVNAME=/dev/tty23 SEQNUM=1703 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=23 UDEV [11.301762] add /devices/virtual/tty/tty24 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty24 SUBSYSTEM=tty DEVNAME=/dev/tty24 SEQNUM=1704 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=24 UDEV [11.302196] add /devices/virtual/tty/tty25 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty25 SUBSYSTEM=tty DEVNAME=/dev/tty25 SEQNUM=1705 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=25 UDEV [11.302613] add /devices/virtual/tty/tty26 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty26 SUBSYSTEM=tty DEVNAME=/dev/tty26 SEQNUM=1706 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=26 UDEV [11.303028] add /devices/virtual/tty/tty27 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty27 SUBSYSTEM=tty DEVNAME=/dev/tty27 SEQNUM=1707 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=27 UDEV [11.303438] add /devices/virtual/tty/tty28 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty28 SUBSYSTEM=tty DEVNAME=/dev/tty28 SEQNUM=1708 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=28 UDEV [11.303851] add /devices/virtual/tty/tty29 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty29 SUBSYSTEM=tty DEVNAME=/dev/tty29 SEQNUM=1709 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=29 UDEV [11.304774] add /devices/virtual/tty/tty30 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty30 SUBSYSTEM=tty DEVNAME=/dev/tty30 SEQNUM=1711 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=30 UDEV [11.305718] add /devices/virtual/tty/tty31 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty31 SUBSYSTEM=tty DEVNAME=/dev/tty31 SEQNUM=1712 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=31 KERNEL[11.305848] add /bus/platform/drivers/dcdbas (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/platform/drivers/dcdbas SUBSYSTEM=drivers SEQNUM=1861 UDEV [11.306259] add /devices/virtual/tty/tty32 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty32 SUBSYSTEM=tty DEVNAME=/dev/tty32 SEQNUM=1713 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=32 UDEV [11.307746] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2 SUBSYSTEM=usb DEVTYPE=usb_interface DRIVER=usb-storage PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=8/6/80 MODALIAS=usb-storage SEQNUM=1468 KERNEL[11.310189] add /devices/platform/dcdbas (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dcdbas SUBSYSTEM=platform MODALIAS=platform:dcdbas SEQNUM=1862 KERNEL[11.312312] add /module/dell_laptop (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dell_laptop SUBSYSTEM=module SEQNUM=1863 KERNEL[11.312417] add /bus/platform/drivers/dell-laptop (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/platform/drivers/dell-laptop SUBSYSTEM=drivers SEQNUM=1864 KERNEL[11.312557] add /devices/platform/dell-laptop (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dell-laptop SUBSYSTEM=platform MODALIAS=platform:dell-laptop SEQNUM=1865 KERNEL[11.593411] add /devices/virtual/vc/vcs2 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs2 SUBSYSTEM=vc DEVNAME=vcs2 SEQNUM=1866 MAJOR=7 MINOR=2 KERNEL[11.593492] add /devices/virtual/vc/vcsa2 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa2 SUBSYSTEM=vc DEVNAME=vcsa2 SEQNUM=1867 MAJOR=7 MINOR=130 KERNEL[11.593648] add /devices/virtual/vc/vcs3 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs3 SUBSYSTEM=vc DEVNAME=vcs3 SEQNUM=1868 MAJOR=7 MINOR=3 KERNEL[11.593705] add /devices/virtual/vc/vcsa3 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa3 SUBSYSTEM=vc DEVNAME=vcsa3 SEQNUM=1869 MAJOR=7 MINOR=131 UDEV [11.596116] add /devices/virtual/misc/fuse (misc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/misc/fuse SUBSYSTEM=misc DEVNAME=/dev/fuse SEQNUM=1667 MAJOR=10 MINOR=229 KERNEL[11.606095] add /module/usbserial (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/usbserial SUBSYSTEM=module SEQNUM=1870 KERNEL[11.608377] add /bus/usb-serial (bus) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial SUBSYSTEM=bus SEQNUM=1871 KERNEL[11.609724] add /bus/usb/drivers/usbserial (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/usbserial SUBSYSTEM=drivers SEQNUM=1872 KERNEL[11.609770] add /bus/usb-serial/drivers/generic (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial/drivers/generic SUBSYSTEM=drivers SEQNUM=1873 KERNEL[11.609833] add /bus/usb/drivers/usbserial_generic (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/usbserial_generic SUBSYSTEM=drivers SEQNUM=1874 UDEV [11.610313] add /devices/virtual/tty/tty33 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty33 SUBSYSTEM=tty DEVNAME=/dev/tty33 SEQNUM=1714 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=33 UDEV [11.610650] add /devices/virtual/tty/tty34 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty34 SUBSYSTEM=tty DEVNAME=/dev/tty34 SEQNUM=1715 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=34 KERNEL[11.611407] add /module/usb_wwan (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/usb_wwan SUBSYSTEM=module SEQNUM=1875 UDEV [11.611857] add /devices/virtual/tty/tty35 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty35 SUBSYSTEM=tty DEVNAME=/dev/tty35 SEQNUM=1716 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=35 UDEV [11.612299] add /devices/virtual/tty/tty36 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty36 SUBSYSTEM=tty DEVNAME=/dev/tty36 SEQNUM=1717 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=36 UDEV [11.613240] add /devices/virtual/tty/tty37 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty37 SUBSYSTEM=tty DEVNAME=/dev/tty37 SEQNUM=1718 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=37 KERNEL[11.613588] add /module/option (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/option SUBSYSTEM=module SEQNUM=1876 KERNEL[11.613632] add /bus/usb-serial/drivers/option1 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial/drivers/option1 SUBSYSTEM=drivers SEQNUM=1877 UDEV [11.613720] add /devices/virtual/tty/tty38 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty38 SUBSYSTEM=tty DEVNAME=/dev/tty38 SEQNUM=1719 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=38 KERNEL[11.613740] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 (usb-serial) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 SUBSYSTEM=usb-serial SEQNUM=1878 KERNEL[11.614079] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 SUBSYSTEM=tty DEVNAME=ttyUSB0 SEQNUM=1879 MAJOR=188 MINOR=0 KERNEL[11.614159] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 (usb-serial) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 SUBSYSTEM=usb-serial SEQNUM=1880 KERNEL[11.614230] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 SUBSYSTEM=tty DEVNAME=ttyUSB1 SEQNUM=1881 MAJOR=188 MINOR=1 KERNEL[11.614282] add /bus/usb/drivers/option (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/option SUBSYSTEM=drivers SEQNUM=1882 UDEV [11.614427] add /devices/virtual/tty/tty39 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty39 SUBSYSTEM=tty DEVNAME=/dev/tty39 SEQNUM=1720 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=39 UDEV [11.614452] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1 SUBSYSTEM=usb DEVTYPE=usb_interface PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=255/255/255 MODALIAS=option SEQNUM=1467 UDEV [11.615838] add /devices/virtual/tty/tty40 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty40 SUBSYSTEM=tty DEVNAME=/dev/tty40 SEQNUM=1722 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=40 UDEV [11.617396] add /devices/virtual/tty/tty41 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty41 SUBSYSTEM=tty DEVNAME=/dev/tty41 SEQNUM=1723 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=41 UDEV [11.618027] add /devices/virtual/tty/tty3 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty3 SUBSYSTEM=tty DEVNAME=/dev/tty3 SEQNUM=1710 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=3 UDEV [11.618355] add /devices/virtual/tty/tty42 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty42 SUBSYSTEM=tty DEVNAME=/dev/tty42 SEQNUM=1724 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=42 UDEV [11.618791] add /devices/virtual/tty/tty43 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty43 SUBSYSTEM=tty DEVNAME=/dev/tty43 SEQNUM=1725 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=43 UDEV [11.619316] add /devices/virtual/tty/tty2 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty2 SUBSYSTEM=tty DEVNAME=/dev/tty2 SEQNUM=1699 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=2 UDEV [11.619745] add /devices/virtual/tty/tty1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty1 SUBSYSTEM=tty DEVNAME=/dev/tty1 SEQNUM=1688 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=1 UDEV [11.620662] add /devices/virtual/tty/tty44 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty44 SUBSYSTEM=tty DEVNAME=/dev/tty44 SEQNUM=1726 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=44 UDEV [11.621395] add /devices/virtual/tty/tty45 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty45 SUBSYSTEM=tty DEVNAME=/dev/tty45 SEQNUM=1727 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=45 UDEV [11.622670] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 (usb) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0 SUBSYSTEM=usb DEVTYPE=usb_interface PRODUCT=12d1/1003/0 TYPE=0/0/0 INTERFACE=255/255/255 MODALIAS=option SEQNUM=1466 UDEV [11.623852] add /devices/virtual/tty/tty46 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty46 SUBSYSTEM=tty DEVNAME=/dev/tty46 SEQNUM=1728 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=46 UDEV [11.624035] add /devices/virtual/tty/tty47 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty47 SUBSYSTEM=tty DEVNAME=/dev/tty47 SEQNUM=1729 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=47 UDEV [11.625332] add /devices/virtual/tty/tty48 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty48 SUBSYSTEM=tty DEVNAME=/dev/tty48 SEQNUM=1730 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=48 UDEV [11.625355] add /devices/virtual/tty/tty49 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty49 SUBSYSTEM=tty DEVNAME=/dev/tty49 SEQNUM=1731 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=49 UDEV [11.626342] add /devices/virtual/tty/tty50 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty50 SUBSYSTEM=tty DEVNAME=/dev/tty50 SEQNUM=1733 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=50 KERNEL[11.626460] add /devices/virtual/vc/vcs4 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs4 SUBSYSTEM=vc DEVNAME=vcs4 SEQNUM=1883 MAJOR=7 MINOR=4 KERNEL[11.626521] add /devices/virtual/vc/vcsa4 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa4 SUBSYSTEM=vc DEVNAME=vcsa4 SEQNUM=1884 MAJOR=7 MINOR=132 UDEV [11.627103] add /devices/virtual/tty/tty51 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty51 SUBSYSTEM=tty DEVNAME=/dev/tty51 SEQNUM=1734 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=51 UDEV [11.627825] add /devices/virtual/tty/tty52 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty52 SUBSYSTEM=tty DEVNAME=/dev/tty52 SEQNUM=1735 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=52 UDEV [11.628531] add /devices/virtual/tty/tty53 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty53 SUBSYSTEM=tty DEVNAME=/dev/tty53 SEQNUM=1736 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=53 UDEV [11.629205] add /devices/virtual/tty/tty54 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty54 SUBSYSTEM=tty DEVNAME=/dev/tty54 SEQNUM=1737 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=54 KERNEL[11.629903] add /devices/virtual/vc/vcs5 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs5 SUBSYSTEM=vc DEVNAME=vcs5 SEQNUM=1885 MAJOR=7 MINOR=5 UDEV [11.630275] add /devices/virtual/tty/tty55 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty55 SUBSYSTEM=tty DEVNAME=/dev/tty55 SEQNUM=1738 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=55 KERNEL[11.630346] add /devices/virtual/vc/vcsa5 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa5 SUBSYSTEM=vc DEVNAME=vcsa5 SEQNUM=1886 MAJOR=7 MINOR=133 UDEV [11.630958] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5 SUBSYSTEM=scsi DEVTYPE=scsi_host SEQNUM=1469 UDEV [11.631297] add /devices/virtual/tty/tty56 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty56 SUBSYSTEM=tty DEVNAME=/dev/tty56 SEQNUM=1739 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=56 KERNEL[11.633263] add /devices/virtual/vc/vcs6 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs6 SUBSYSTEM=vc DEVNAME=vcs6 SEQNUM=1887 MAJOR=7 MINOR=6 KERNEL[11.633326] add /devices/virtual/vc/vcsa6 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa6 SUBSYSTEM=vc DEVNAME=vcsa6 SEQNUM=1888 MAJOR=7 MINOR=134 UDEV [11.633949] add /devices/virtual/tty/tty57 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty57 SUBSYSTEM=tty DEVNAME=/dev/tty57 SEQNUM=1740 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=57 UDEV [11.635414] add /devices/virtual/tty/tty5 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty5 SUBSYSTEM=tty DEVNAME=/dev/tty5 SEQNUM=1732 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=5 UDEV [11.636137] add /devices/virtual/graphics/fbcon (graphics) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/graphics/fbcon SUBSYSTEM=graphics SEQNUM=1651 UDEV [11.637067] add /devices/virtual/block/loop4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop4 SUBSYSTEM=block DEVNAME=/dev/loop4 DEVTYPE=disk SEQNUM=1630 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=4 UDEV [11.637422] add /devices/virtual/block/loop3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop3 SUBSYSTEM=block DEVNAME=/dev/loop3 DEVTYPE=disk SEQNUM=1629 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=3 UDEV [11.638360] add /devices/virtual/block/loop1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop1 SUBSYSTEM=block DEVNAME=/dev/loop1 DEVTYPE=disk SEQNUM=1627 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=1 UDEV [11.639092] add /devices/virtual/block/loop7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop7 SUBSYSTEM=block DEVNAME=/dev/loop7 DEVTYPE=disk SEQNUM=1633 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=7 UDEV [11.640146] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 (scsi_host) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/scsi_host/host5 SUBSYSTEM=scsi_host SEQNUM=1470 UDEV [11.640655] add /devices/virtual/block/loop0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop0 SUBSYSTEM=block DEVNAME=/dev/loop0 DEVTYPE=disk SEQNUM=1626 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=0 UDEV [11.641015] add /devices/virtual/block/loop5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop5 SUBSYSTEM=block DEVNAME=/dev/loop5 DEVTYPE=disk SEQNUM=1631 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=5 UDEV [11.641391] add /devices/virtual/block/loop6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop6 SUBSYSTEM=block DEVNAME=/dev/loop6 DEVTYPE=disk SEQNUM=1632 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=6 UDEV [11.642168] add /devices/virtual/block/loop2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/block/loop2 SUBSYSTEM=block DEVNAME=/dev/loop2 DEVTYPE=disk SEQNUM=1628 UDISKS_PRESENTATION_NOPOLICY=1 MAJOR=7 MINOR=2 UDEV [11.642967] add /devices/virtual/tty/tty58 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty58 SUBSYSTEM=tty DEVNAME=/dev/tty58 SEQNUM=1741 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=58 UDEV [11.643140] add /devices/virtual/tty/tty60 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty60 SUBSYSTEM=tty DEVNAME=/dev/tty60 SEQNUM=1744 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=60 UDEV [11.643530] add /devices/virtual/tty/tty61 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty61 SUBSYSTEM=tty DEVNAME=/dev/tty61 SEQNUM=1745 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=61 UDEV [11.644314] add /devices/virtual/tty/tty62 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty62 SUBSYSTEM=tty DEVNAME=/dev/tty62 SEQNUM=1746 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=62 UDEV [11.644738] add /devices/virtual/tty/tty59 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty59 SUBSYSTEM=tty DEVNAME=/dev/tty59 SEQNUM=1742 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=59 UDEV [11.645014] add /devices/virtual/tty/tty63 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty63 SUBSYSTEM=tty DEVNAME=/dev/tty63 SEQNUM=1747 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=63 UDEV [11.645429] add /devices/virtual/tty/tty7 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty7 SUBSYSTEM=tty DEVNAME=/dev/tty7 SEQNUM=1748 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=7 UDEV [11.645830] add /devices/virtual/tty/tty8 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty8 SUBSYSTEM=tty DEVNAME=/dev/tty8 SEQNUM=1749 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=8 UDEV [11.646077] add /devices/virtual/tty/tty9 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty9 SUBSYSTEM=tty DEVNAME=/dev/tty9 SEQNUM=1750 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=9 UDEV [11.646535] add /devices/virtual/tty/ttyprintk (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/ttyprintk SUBSYSTEM=tty DEVNAME=/dev/ttyprintk SEQNUM=1751 ID_MM_CANDIDATE=1 MAJOR=5 MINOR=3 UDEV [11.647070] add /devices/virtual/usbmon/usbmon0 (usbmon) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/usbmon/usbmon0 SUBSYSTEM=usbmon DEVNAME=/dev/usbmon0 SEQNUM=1752 MAJOR=252 MINOR=0 UDEV [11.647442] add /devices/virtual/vc/vcs (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs SUBSYSTEM=vc DEVNAME=/dev/vcs SEQNUM=1753 MAJOR=7 MINOR=0 UDEV [11.647814] add /devices/virtual/vc/vcs1 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs1 SUBSYSTEM=vc DEVNAME=/dev/vcs1 SEQNUM=1754 MAJOR=7 MINOR=1 UDEV [11.648240] add /devices/virtual/vc/vcsa (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa SUBSYSTEM=vc DEVNAME=/dev/vcsa SEQNUM=1755 MAJOR=7 MINOR=128 UDEV [11.648568] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_target SEQNUM=1471 UDEV [11.648652] add /devices/virtual/vc/vcsa1 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa1 SUBSYSTEM=vc DEVNAME=/dev/vcsa1 SEQNUM=1756 MAJOR=7 MINOR=129 UDEV [11.649033] add /devices/virtual/vtconsole/vtcon0 (vtconsole) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vtconsole/vtcon0 SUBSYSTEM=vtconsole SEQNUM=1757 UDEV [11.650027] add /module/snd_page_alloc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_page_alloc SUBSYSTEM=module SEQNUM=1758 UDEV [11.650216] add /module/soundcore (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/soundcore SUBSYSTEM=module SEQNUM=1759 UDEV [11.650401] add /class/sound (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/sound SUBSYSTEM=class SEQNUM=1760 UDEV [11.650726] add /module/video (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/video SUBSYSTEM=module SEQNUM=1761 UDEV [11.650909] add /module/snd (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd SUBSYSTEM=module SEQNUM=1762 UDEV [11.651091] add /module/wmi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/wmi SUBSYSTEM=module SEQNUM=1763 UDEV [11.651397] add /class/wmi (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/wmi SUBSYSTEM=class SEQNUM=1764 UDEV [11.651583] add /module/cfg80211 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/cfg80211 SUBSYSTEM=module SEQNUM=1765 UDEV [11.651764] add /class/ieee80211 (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/ieee80211 SUBSYSTEM=class SEQNUM=1766 UDEV [11.655634] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 (scsi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0 SUBSYSTEM=scsi DEVTYPE=scsi_device DRIVER=sr MODALIAS=scsi:t-0x05 SEQNUM=1472 UDEV [11.656303] add /devices/virtual/tty/tty6 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty6 SUBSYSTEM=tty DEVNAME=/dev/tty6 SEQNUM=1743 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=6 KERNEL[11.658260] add /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1889 UDEV [11.660293] add /devices/virtual/dmi/id (dmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/dmi/id SUBSYSTEM=dmi MODALIAS=dmi:bvnDellInc.:bvrA14:bd04/02/2007:svnDellInc.:pnMM061:pvr:rvnDellInc.:rn0KD882:rvr:cvnDellInc.:ct8:cvr: SEQNUM=1650 UDEV [11.660773] add /devices/platform/regulatory.0 (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/regulatory.0 SUBSYSTEM=platform MODALIAS=platform:regulatory SEQNUM=1767 KERNEL[11.661465] change /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1890 KERNEL[11.661503] change /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1891 UDEV [11.691111] add /module/snd_seq_device (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_device SUBSYSTEM=module SEQNUM=1769 UDEV [11.691129] add /bus/acpi/drivers/wmi (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/acpi/drivers/wmi SUBSYSTEM=drivers SEQNUM=1775 UDEV [11.691144] add /module/mac80211 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/mac80211 SUBSYSTEM=module SEQNUM=1776 UDEV [11.691158] add /module/iwl_legacy (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/iwl_legacy SUBSYSTEM=module SEQNUM=1777 UDEV [11.691173] add /module/iwl3945 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/iwl3945 SUBSYSTEM=module SEQNUM=1778 UDEV [11.691188] add /devices/virtual/thermal/cooling_device2 (thermal) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/thermal/cooling_device2 SUBSYSTEM=thermal SEQNUM=1781 UDEV [11.691202] add /bus/acpi/drivers/video (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/acpi/drivers/video SUBSYSTEM=drivers SEQNUM=1784 UDEV [11.691216] add /module/i2c_algo_bit (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/i2c_algo_bit SUBSYSTEM=module SEQNUM=1785 UDEV [11.691230] add /module/drm (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/drm SUBSYSTEM=module SEQNUM=1786 UDEV [11.691244] add /class/drm (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/drm SUBSYSTEM=class SEQNUM=1787 UDEV [11.691259] add /module/drm_kms_helper (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/drm_kms_helper SUBSYSTEM=module SEQNUM=1788 UDEV [11.691273] add /module/i915 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/i915 SUBSYSTEM=module SEQNUM=1789 UDEV [11.691300] add /module/snd_timer (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_timer SUBSYSTEM=module SEQNUM=1779 UDEV [11.691319] add /devices/virtual/sound/timer (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/sound/timer SUBSYSTEM=sound DEVNAME=/dev/snd/timer SEQNUM=1792 MAJOR=116 MINOR=33 TAGS=:udev-acl: UDEV [11.691338] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led (leds) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/leds/phy0-led SUBSYSTEM=leds SEQNUM=1807 UDEV [11.691354] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 (ieee80211) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0 SUBSYSTEM=ieee80211 SEQNUM=1808 UDEV [11.691373] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1809 UDEV [11.691393] change /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1810 UDEV [11.691409] add /module/arc4 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/arc4 SUBSYSTEM=module SEQNUM=1811 UDEV [11.691424] add /module/intel_rng (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/intel_rng SUBSYSTEM=module SEQNUM=1812 UDEV [11.691438] add /bus/pci/drivers/iwl3945 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/iwl3945 SUBSYSTEM=drivers SEQNUM=1823 UDEV [11.691451] add /module/mtd (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/mtd SUBSYSTEM=module SEQNUM=1814 UDEV [11.691465] add /class/mtd (class) UDEV_LOG=3 ACTION=add DEVPATH=/class/mtd SUBSYSTEM=class SEQNUM=1824 UDEV [11.691479] add /devices/virtual/bdi/mtd-unmap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-unmap SUBSYSTEM=bdi SEQNUM=1825 UDEV [11.691493] add /devices/virtual/bdi/mtd-romap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-romap SUBSYSTEM=bdi SEQNUM=1826 UDEV [11.691507] add /devices/virtual/bdi/mtd-rwmap (bdi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/bdi/mtd-rwmap SUBSYSTEM=bdi SEQNUM=1827 UDEV [11.691521] add /module/nand_ecc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_ecc SUBSYSTEM=module SEQNUM=1828 UDEV [11.691535] add /module/bch (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/bch SUBSYSTEM=module SEQNUM=1829 UDEV [11.691549] add /module/nand_bch (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_bch SUBSYSTEM=module SEQNUM=1830 UDEV [11.691562] add /module/nand_ids (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand_ids SUBSYSTEM=module SEQNUM=1832 UDEV [11.691576] add /module/nand (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/nand SUBSYSTEM=module SEQNUM=1835 UDEV [11.691590] add /module/sm_common (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/sm_common SUBSYSTEM=module SEQNUM=1837 UDEV [11.691604] add /module/r852 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/r852 SUBSYSTEM=module SEQNUM=1838 UDEV [11.691617] add /module/snd_seq (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq SUBSYSTEM=module SEQNUM=1831 UDEV [11.691635] add /devices/virtual/sound/seq (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/sound/seq SUBSYSTEM=sound DEVNAME=/dev/snd/seq SEQNUM=1839 MAJOR=116 MINOR=1 TAGS=:udev-acl: UDEV [11.691653] add /module/serio_raw (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/serio_raw SUBSYSTEM=module SEQNUM=1833 UDEV [11.691667] add /bus/serio/drivers/serio_raw (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/serio/drivers/serio_raw SUBSYSTEM=drivers SEQNUM=1840 UDEV [11.691681] add /module/psmouse (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/psmouse SUBSYSTEM=module SEQNUM=1841 UDEV [11.691704] remove /module/intel_rng (module) UDEV_LOG=3 ACTION=remove DEVPATH=/module/intel_rng SUBSYSTEM=module SEQNUM=1836 UDEV [11.691718] add /module/leds_ss4200 (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/leds_ss4200 SUBSYSTEM=module SEQNUM=1850 UDEV [11.691732] add /bus/pci/drivers/r852 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/r852 SUBSYSTEM=drivers SEQNUM=1843 UDEV [11.691746] add /bus/serio/drivers/psmouse (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/serio/drivers/psmouse SUBSYSTEM=drivers SEQNUM=1844 UDEV [11.691760] remove /module/leds_ss4200 (module) UDEV_LOG=3 ACTION=remove DEVPATH=/module/leds_ss4200 SUBSYSTEM=module SEQNUM=1851 UDEV [11.691775] add /module/snd_seq_midi_event (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_midi_event SUBSYSTEM=module SEQNUM=1852 UDEV [11.696872] add /module/snd_rawmidi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_rawmidi SUBSYSTEM=module SEQNUM=1853 UDEV [11.696892] add /module/snd_seq_midi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_seq_midi SUBSYSTEM=module SEQNUM=1854 UDEV [11.696907] add /module/snd_pcm (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_pcm SUBSYSTEM=module SEQNUM=1855 UDEV [11.696927] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 (bsg) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/bsg/5:0:0:0 SUBSYSTEM=bsg DEVNAME=/dev/bsg/5:0:0:0 SEQNUM=1474 MAJOR=253 MINOR=2 UDEV [11.696945] add /module/snd_hwdep (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hwdep SUBSYSTEM=module SEQNUM=1857 UDEV [11.696964] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 (scsi_generic) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_generic/sg2 SUBSYSTEM=scsi_generic DEVNAME=/dev/sg2 SEQNUM=1476 MAJOR=21 MINOR=2 TAGS=:udev-acl: UDEV [11.696983] add /module/snd_hda_codec (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_codec SUBSYSTEM=module SEQNUM=1858 UDEV [11.696998] add /module/snd_hda_intel (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_intel SUBSYSTEM=module SEQNUM=1859 UDEV [11.700053] add /module/dcdbas (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dcdbas SUBSYSTEM=module SEQNUM=1860 KERNEL[11.700072] add /module/sparse_keymap (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/sparse_keymap SUBSYSTEM=module SEQNUM=1892 UDEV [11.700091] add /devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/9DBB5994-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:9DBB5994-A997-11DA-B012-B622A1EF5492 SEQNUM=1772 KERNEL[11.700106] add /module/dell_wmi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dell_wmi SUBSYSTEM=module SEQNUM=1893 KERNEL[11.700129] add /devices/virtual/input/input5 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/input5 SUBSYSTEM=input PRODUCT=19/0/0/0 NAME="Dell WMI hotkeys" PHYS="wmi/input0" PROP=0 EV=13 KEY=1500b 0 2 300000 0 0 0 0 MSC=10 MODALIAS=input:b0019v0000p0000e0000-e0,1,4,k94,95,A1,E0,E1,E3,EC,EE,F0,ram4,lsfw SEQNUM=1894 KERNEL[11.700151] add /devices/virtual/input/input5/event5 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/input5/event5 SUBSYSTEM=input DEVNAME=input/event5 SEQNUM=1895 MAJOR=13 MINOR=69 UDEV [11.700982] add /devices/virtual/tty/tty4 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/tty/tty4 SUBSYSTEM=tty DEVNAME=/dev/tty4 SEQNUM=1721 ID_MM_CANDIDATE=1 MAJOR=4 MINOR=4 UDEV [11.701055] add /devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/A3776CE0-1E88-11DB-A98B-0800200C9A66 SUBSYSTEM=wmi MODALIAS=wmi:A3776CE0-1E88-11DB-A98B-0800200C9A66 SEQNUM=1773 UDEV [11.702303] add /devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/05901221-D566-11D1-B2F0-00A0C9062910 SUBSYSTEM=wmi MODALIAS=wmi:05901221-D566-11D1-B2F0-00A0C9062910 SEQNUM=1774 UDEV [11.703125] add /devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/A80593CE-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:A80593CE-A997-11DA-B012-B622A1EF5492 SEQNUM=1771 UDEV [11.703744] add /bus/platform/drivers/dcdbas (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/platform/drivers/dcdbas SUBSYSTEM=drivers SEQNUM=1861 UDEV [11.704558] add /devices/platform/dcdbas (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dcdbas SUBSYSTEM=platform MODALIAS=platform:dcdbas SEQNUM=1862 UDEV [11.705027] add /module/dell_laptop (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dell_laptop SUBSYSTEM=module SEQNUM=1863 UDEV [11.705541] add /bus/platform/drivers/dell-laptop (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/platform/drivers/dell-laptop SUBSYSTEM=drivers SEQNUM=1864 UDEV [11.706121] add /devices/platform/dell-laptop (platform) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dell-laptop SUBSYSTEM=platform MODALIAS=platform:dell-laptop SEQNUM=1865 UDEV [11.706230] add /devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host1/target1:0:0/1:0:0:0/block/sr0 SUBSYSTEM=block DEVNAME=/dev/sr0 DEVTYPE=disk SEQNUM=1530 ID_CDROM=1 ID_CDROM_CD=1 ID_CDROM_CD_R=1 ID_CDROM_CD_RW=1 ID_CDROM_DVD=1 ID_CDROM_DVD_R=1 ID_CDROM_DVD_RW=1 ID_CDROM_DVD_PLUS_R=1 ID_CDROM_DVD_PLUS_RW=1 ID_CDROM_DVD_PLUS_R_DL=1 ID_CDROM_MRW=1 ID_CDROM_MRW_W=1 ID_ATA=1 ID_TYPE=cd ID_BUS=ata ID_MODEL=TSSTcorp_DVD+_-RW_TS-L632D ID_MODEL_ENC=TSSTcorp\x20DVD+\x2f-RW\x20TS-L632D\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=DE04 ID_SERIAL=TSSTcorp_DVD+_-RW_TS-L632D ID_PATH=pci-0000:00:1f.2-scsi-1:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-1_0_0_0 GENERATED=1 UDISKS_PRESENTATION_NOPOLICY=0 MAJOR=11 MINOR=0 DEVLINKS=/dev/scd0 /dev/disk/by-id/ata-TSSTcorp_DVD+_-RW_TS-L632D /dev/disk/by-path/pci-0000:00:1f.2-scsi-1:0:0:0 /dev/cdrom1 /dev/cdrw1 /dev/dvd1 /dev/dvdrw1 TAGS=:udev-acl: UDEV [11.706750] add /devices/virtual/vc/vcs2 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs2 SUBSYSTEM=vc DEVNAME=/dev/vcs2 SEQNUM=1866 MAJOR=7 MINOR=2 UDEV [11.707127] add /devices/virtual/vc/vcsa2 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa2 SUBSYSTEM=vc DEVNAME=/dev/vcsa2 SEQNUM=1867 MAJOR=7 MINOR=130 UDEV [11.707471] add /devices/virtual/vc/vcs3 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs3 SUBSYSTEM=vc DEVNAME=/dev/vcs3 SEQNUM=1868 MAJOR=7 MINOR=3 UDEV [11.707999] add /devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 (wmi) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/wmi/8D9DDCBC-A997-11DA-B012-B622A1EF5492 SUBSYSTEM=wmi MODALIAS=wmi:8D9DDCBC-A997-11DA-B012-B622A1EF5492 SEQNUM=1770 UDEV [11.708187] add /devices/virtual/vc/vcsa3 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa3 SUBSYSTEM=vc DEVNAME=/dev/vcsa3 SEQNUM=1869 MAJOR=7 MINOR=131 UDEV [11.708703] add /module/usbserial (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/usbserial SUBSYSTEM=module SEQNUM=1870 UDEV [11.709360] add /bus/usb-serial (bus) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial SUBSYSTEM=bus SEQNUM=1871 UDEV [11.709870] add /bus/usb/drivers/usbserial (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/usbserial SUBSYSTEM=drivers SEQNUM=1872 UDEV [11.710384] add /bus/usb-serial/drivers/generic (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial/drivers/generic SUBSYSTEM=drivers SEQNUM=1873 UDEV [11.710878] add /bus/usb/drivers/usbserial_generic (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/usbserial_generic SUBSYSTEM=drivers SEQNUM=1874 UDEV [11.711345] add /module/usb_wwan (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/usb_wwan SUBSYSTEM=module SEQNUM=1875 UDEV [11.711787] add /module/option (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/option SUBSYSTEM=module SEQNUM=1876 UDEV [11.712346] add /bus/usb-serial/drivers/option1 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb-serial/drivers/option1 SUBSYSTEM=drivers SEQNUM=1877 UDEV [11.712697] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 (scsi_device) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/scsi_device/5:0:0:0 SUBSYSTEM=scsi_device SEQNUM=1475 UDEV [11.714484] add /bus/usb/drivers/option (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/usb/drivers/option SUBSYSTEM=drivers SEQNUM=1882 UDEV [11.715185] add /devices/virtual/vc/vcs4 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs4 SUBSYSTEM=vc DEVNAME=/dev/vcs4 SEQNUM=1883 MAJOR=7 MINOR=4 UDEV [11.715823] add /devices/virtual/vc/vcsa4 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa4 SUBSYSTEM=vc DEVNAME=/dev/vcsa4 SEQNUM=1884 MAJOR=7 MINOR=132 UDEV [11.716958] add /devices/virtual/vc/vcs5 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs5 SUBSYSTEM=vc DEVNAME=/dev/vcs5 SEQNUM=1885 MAJOR=7 MINOR=5 UDEV [11.717601] add /devices/virtual/vc/vcsa5 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa5 SUBSYSTEM=vc DEVNAME=/dev/vcsa5 SEQNUM=1886 MAJOR=7 MINOR=133 UDEV [11.718281] add /devices/virtual/vc/vcs6 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcs6 SUBSYSTEM=vc DEVNAME=/dev/vcs6 SEQNUM=1887 MAJOR=7 MINOR=6 UDEV [11.718929] add /devices/virtual/vc/vcsa6 (vc) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vc/vcsa6 SUBSYSTEM=vc DEVNAME=/dev/vcsa6 SEQNUM=1888 MAJOR=7 MINOR=134 UDEV [11.720746] add /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=1 SEQNUM=1889 UDEV [11.721443] change /devices/platform/regulatory.0 (platform) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/regulatory.0 SUBSYSTEM=platform MODALIAS=platform:regulatory COUNTRY=00 SEQNUM=1768 UDEV [11.723458] change /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1890 UDEV [11.723882] change /devices/platform/dell-laptop/rfkill/rfkill1 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/platform/dell-laptop/rfkill/rfkill1 SUBSYSTEM=rfkill RFKILL_NAME=dell-wifi RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1891 UDEV [11.724237] add /module/sparse_keymap (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/sparse_keymap SUBSYSTEM=module SEQNUM=1892 UDEV [11.724316] add /module/dell_wmi (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/dell_wmi SUBSYSTEM=module SEQNUM=1893 UDEV [11.725906] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 (net) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0 SUBSYSTEM=net DEVTYPE=wlan INTERFACE=wlan0 IFINDEX=3 SEQNUM=1813 ID_VENDOR_FROM_DATABASE=Intel Corporation ID_MODEL_FROM_DATABASE=PRO/Wireless 3945ABG [Golan] Network Connection ID_BUS=pci ID_VENDOR_ID=0x8086 ID_MODEL_ID=0x4222 ID_MM_CANDIDATE=1 UDEV [11.727554] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-0 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-0 SUBSYSTEM=queues SEQNUM=1815 UDEV [11.727780] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 (usb-serial) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1 SUBSYSTEM=usb-serial SEQNUM=1880 UDEV [11.730238] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-1 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-1 SUBSYSTEM=queues SEQNUM=1816 UDEV [11.731419] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-2 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-2 SUBSYSTEM=queues SEQNUM=1817 UDEV [11.731974] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-3 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/rx-3 SUBSYSTEM=queues SEQNUM=1818 UDEV [11.732635] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-0 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-0 SUBSYSTEM=queues SEQNUM=1819 UDEV [11.732654] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-1 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-1 SUBSYSTEM=queues SEQNUM=1820 UDEV [11.733399] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-2 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-2 SUBSYSTEM=queues SEQNUM=1821 UDEV [11.733497] add /devices/virtual/input/input5 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/input5 SUBSYSTEM=input PRODUCT=19/0/0/0 NAME="Dell WMI hotkeys" PHYS="wmi/input0" PROP=0 EV=13 KEY=1500b 0 2 300000 0 0 0 0 MSC=10 MODALIAS=input:b0019v0000p0000e0000-e0,1,4,k94,95,A1,E0,E1,E3,EC,EE,F0,ram4,lsfw SEQNUM=1894 ID_INPUT=1 ID_INPUT_KEY=1 UDEV [11.734117] add /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-3 (queues) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/net/wlan0/queues/tx-3 SUBSYSTEM=queues SEQNUM=1822 UDEV [11.736430] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 (usb-serial) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0 SUBSYSTEM=usb-serial SEQNUM=1878 UDEV [11.737775] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4 SUBSYSTEM=input PRODUCT=19/0/6/0 NAME="Video Bus" PHYS="LNXVIDEO/video/input0" PROP=0 EV=3 KEY=3e000b 0 0 0 0 0 0 0 MODALIAS=input:b0019v0000p0006e0000-e0,1,kE0,E1,E3,F1,F2,F3,F4,F5,ramlsfw SEQNUM=1782 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-LNXVIDEO:01 ID_PATH_TAG=acpi-LNXVIDEO_01 UDEV [11.740719] add /devices/virtual/input/input5/event5 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/input/input5/event5 SUBSYSTEM=input DEVNAME=/dev/input/event5 SEQNUM=1895 ID_INPUT=1 ID_INPUT_KEY=1 XKBMODEL=pc105 XKBLAYOUT=us DMI_VENDOR=Dell Inc. MAJOR=13 MINOR=69 UDEV [11.743382] add /devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0A03:00/LNXVIDEO:01/input/input4/event4 SUBSYSTEM=input DEVNAME=/dev/input/event4 SEQNUM=1783 ID_INPUT=1 ID_INPUT_KEY=1 ID_PATH=acpi-LNXVIDEO:01 ID_PATH_TAG=acpi-LNXVIDEO_01 XKBMODEL=pc105 XKBLAYOUT=us DMI_VENDOR=Dell Inc. MAJOR=13 MINOR=68 UDEV [11.760537] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.0/ttyUSB0/tty/ttyUSB0 SUBSYSTEM=tty DEVNAME=/dev/ttyUSB_utps_modem SEQNUM=1879 ID_PATH=pci-0000:00:1d.2-usb-0:1:1.0 ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_0 ID_VENDOR=HUAWEI_Technologies ID_VENDOR_ENC=HUAWEI\x20Technologies ID_VENDOR_ID=12d1 ID_MODEL=HUAWEI_Mobile ID_MODEL_ENC=HUAWEI\x20Mobile ID_MODEL_ID=1003 ID_REVISION=0000 ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile ID_TYPE=generic ID_BUS=usb ID_USB_INTERFACES=:ffffff:080650: ID_USB_INTERFACE_NUM=00 ID_USB_DRIVER=option ID_VENDOR_FROM_DATABASE=Huawei Technologies Co., Ltd. ID_MODEL_FROM_DATABASE=E220 HSDPA Modem / E230/E270 HSDPA/HSUPA Modem ID_MM_CANDIDATE=1 MAJOR=188 MINOR=0 DEVLINKS=/dev/serial/by-path/pci-0000:00:1d.2-usb-0:1:1.0-port0 /dev/serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if00-port0 KERNEL[11.767068] add /devices/pci0000:00/0000:00:02.0/graphics/fb0 (graphics) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/graphics/fb0 SUBSYSTEM=graphics DEVNAME=fb0 SEQNUM=1896 MAJOR=29 MINOR=0 KERNEL[11.767185] add /devices/virtual/vtconsole/vtcon1 (vtconsole) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vtconsole/vtcon1 SUBSYSTEM=vtconsole SEQNUM=1897 UDEV [11.767582] add /devices/virtual/vtconsole/vtcon1 (vtconsole) UDEV_LOG=3 ACTION=add DEVPATH=/devices/virtual/vtconsole/vtcon1 SUBSYSTEM=vtconsole SEQNUM=1897 KERNEL[11.767864] add /bus/pci/drivers/i915 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/i915 SUBSYSTEM=drivers SEQNUM=1898 UDEV [11.768198] add /bus/pci/drivers/i915 (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/i915 SUBSYSTEM=drivers SEQNUM=1898 UDEV [11.768527] add /devices/pci0000:00/0000:00:02.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0 SUBSYSTEM=pci PCI_CLASS=30000 PCI_ID=8086:27A2 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:02.0 MODALIAS=pci:v00008086d000027A2sv00001028sd000001BDbc03sc00i00 SEQNUM=1444 UDEV [11.769714] add /devices/pci0000:00/0000:00:02.0/i2c-2 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-2 SUBSYSTEM=i2c SEQNUM=1795 UDEV [11.769771] add /devices/pci0000:00/0000:00:02.0/i2c-1 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-1 SUBSYSTEM=i2c SEQNUM=1794 UDEV [11.769975] add /devices/pci0000:00/0000:00:02.0/i2c-3 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-3 SUBSYSTEM=i2c SEQNUM=1796 UDEV [11.770204] add /devices/pci0000:00/0000:00:02.0/i2c-5 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-5 SUBSYSTEM=i2c SEQNUM=1798 UDEV [11.770299] add /devices/pci0000:00/0000:00:02.0/i2c-6 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-6 SUBSYSTEM=i2c SEQNUM=1799 UDEV [11.770453] add /devices/pci0000:00/0000:00:02.0/i2c-13 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-13 SUBSYSTEM=i2c SEQNUM=1806 UDEV [11.770603] add /devices/pci0000:00/0000:00:02.0/i2c-0 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-0 SUBSYSTEM=i2c SEQNUM=1793 UDEV [11.771634] add /devices/pci0000:00/0000:00:02.0/i2c-8 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-8 SUBSYSTEM=i2c SEQNUM=1801 UDEV [11.772149] add /devices/pci0000:00/0000:00:02.0/i2c-9 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-9 SUBSYSTEM=i2c SEQNUM=1802 UDEV [11.772408] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 (tty) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.1/ttyUSB1/tty/ttyUSB1 SUBSYSTEM=tty DEVNAME=/dev/ttyUSB_utps_pcui SEQNUM=1881 ID_PATH=pci-0000:00:1d.2-usb-0:1:1.1 ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_1 ID_VENDOR=HUAWEI_Technologies ID_VENDOR_ENC=HUAWEI\x20Technologies ID_VENDOR_ID=12d1 ID_MODEL=HUAWEI_Mobile ID_MODEL_ENC=HUAWEI\x20Mobile ID_MODEL_ID=1003 ID_REVISION=0000 ID_SERIAL=HUAWEI_Technologies_HUAWEI_Mobile ID_TYPE=generic ID_BUS=usb ID_USB_INTERFACES=:ffffff:080650: ID_USB_INTERFACE_NUM=01 ID_USB_DRIVER=option ID_VENDOR_FROM_DATABASE=Huawei Technologies Co., Ltd. ID_MODEL_FROM_DATABASE=E220 HSDPA Modem / E230/E270 HSDPA/HSUPA Modem ID_MM_CANDIDATE=1 MAJOR=188 MINOR=1 DEVLINKS=/dev/serial/by-path/pci-0000:00:1d.2-usb-0:1:1.1-port0 /dev/serial/by-id/usb-HUAWEI_Technologies_HUAWEI_Mobile-if01-port0 UDEV [11.773667] add /devices/pci0000:00/0000:00:02.0/i2c-12 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-12 SUBSYSTEM=i2c SEQNUM=1805 UDEV [11.774410] add /devices/pci0000:00/0000:00:02.0/i2c-4 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-4 SUBSYSTEM=i2c SEQNUM=1797 UDEV [11.774594] add /devices/pci0000:00/0000:00:02.0/i2c-10 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-10 SUBSYSTEM=i2c SEQNUM=1803 UDEV [11.774768] add /devices/pci0000:00/0000:00:02.0/i2c-7 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-7 SUBSYSTEM=i2c SEQNUM=1800 UDEV [11.775169] add /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm DEVNAME=/dev/dri/card0 DEVTYPE=drm_minor SEQNUM=1791 PRIMARY_DEVICE_FOR_DISPLAY=1 MAJOR=226 MINOR=0 TAGS=:udev-acl: UDEV [11.775405] add /devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 (backlight) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/backlight/acpi_video0 SUBSYSTEM=backlight SEQNUM=1780 UDEV [11.775774] add /devices/pci0000:00/0000:00:02.0/drm/controlD64 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/controlD64 SUBSYSTEM=drm DEVNAME=/dev/dri/controlD64 DEVTYPE=drm_minor SEQNUM=1790 MAJOR=226 MINOR=64 UDEV [11.775829] add /devices/pci0000:00/0000:00:02.0/i2c-11 (i2c) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/i2c-11 SUBSYSTEM=i2c SEQNUM=1804 UDEV [11.776512] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1 SUBSYSTEM=drm SEQNUM=1834 UDEV [11.776912] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=/dev/dri/card0 DEVTYPE=drm_minor SEQNUM=1842 MAJOR=226 MINOR=0 TAGS=:udev-acl: UDEV [11.777275] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-VGA-1 SUBSYSTEM=drm SEQNUM=1846 UDEV [11.777582] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight (backlight) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-LVDS-1/intel_backlight SUBSYSTEM=backlight SEQNUM=1845 UDEV [11.777972] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=/dev/dri/card0 DEVTYPE=drm_minor SEQNUM=1847 MAJOR=226 MINOR=0 TAGS=:udev-acl: UDEV [11.780748] add /devices/pci0000:00/0000:00:02.0/graphics/fb0 (graphics) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/graphics/fb0 SUBSYSTEM=graphics DEVNAME=/dev/fb0 SEQNUM=1896 MAJOR=29 MINOR=0 UDEV [11.783554] add /devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 (drm) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0/card0-SVIDEO-1 SUBSYSTEM=drm SEQNUM=1848 UDEV [11.784300] change /devices/pci0000:00/0000:00:02.0/drm/card0 (drm) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:02.0/drm/card0 SUBSYSTEM=drm HOTPLUG=1 DEVNAME=/dev/dri/card0 DEVTYPE=drm_minor SEQNUM=1849 MAJOR=226 MINOR=0 TAGS=:udev-acl: UDEV [11.784849] add /devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1d.2/usb4/4-1/4-1:1.2/host5/target5:0:0/5:0:0:0/block/sr1 SUBSYSTEM=block DEVNAME=/dev/sr1 DEVTYPE=disk SEQNUM=1473 ID_CDROM=1 ID_CDROM_MEDIA=1 ID_VENDOR=HUAWEI ID_VENDOR_ENC=HUAWEI\x20\x20 ID_VENDOR_ID=12d1 ID_MODEL=Mass_Storage ID_MODEL_ENC=Mass\x20Storage\x20\x20\x20\x20 ID_MODEL_ID=1003 ID_REVISION=2.31 ID_SERIAL=HUAWEI_Mass_Storage-0:0 ID_TYPE=cd ID_INSTANCE=0:0 ID_BUS=usb ID_USB_INTERFACES=:ffffff:080650: ID_USB_INTERFACE_NUM=02 ID_USB_DRIVER=usb-storage ID_PATH=pci-0000:00:1d.2-usb-0:1:1.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1d_2-usb-0_1_1_2-scsi-0_0_0_0 GENERATED=1 UDISKS_PRESENTATION_NOPOLICY=0 MAJOR=11 MINOR=1 DEVLINKS=/dev/scd1 /dev/disk/by-id/usb-HUAWEI_Mass_Storage-0:0 /dev/disk/by-path/pci-0000:00:1d.2-usb-0:1:1.2-scsi-0:0:0:0 /dev/cdrom TAGS=:udev-acl: KERNEL[11.814834] add /module/snd_hda_codec_idt (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_codec_idt SUBSYSTEM=module SEQNUM=1899 UDEV [11.814857] add /module/snd_hda_codec_idt (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/snd_hda_codec_idt SUBSYSTEM=module SEQNUM=1899 KERNEL[11.815667] add /devices/platform/i8042/serio1/input/input6 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6 SUBSYSTEM=input PRODUCT=11/2/7/1b1 NAME="SynPS/2 Synaptics TouchPad" PHYS="isa0060/serio1/input0" PROP=1 EV=b KEY=6420 0 30000 0 0 0 0 0 0 0 0 ABS=11000003 MODALIAS=input:b0011v0002p0007e01B1-e0,1,3,k110,111,145,14A,14D,14E,ra0,1,18,1C,mlsfw SEQNUM=1900 KERNEL[11.815694] add /devices/platform/i8042/serio1/input/input6/mouse0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6/mouse0 SUBSYSTEM=input DEVNAME=input/mouse0 SEQNUM=1901 MAJOR=13 MINOR=32 KERNEL[11.815713] add /devices/platform/i8042/serio1/input/input6/event6 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6/event6 SUBSYSTEM=input DEVNAME=input/event6 SEQNUM=1902 MAJOR=13 MINOR=70 KERNEL[11.824142] add /module/joydev (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/joydev SUBSYSTEM=module SEQNUM=1903 UDEV [11.824739] add /module/joydev (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/joydev SUBSYSTEM=module SEQNUM=1903 UDEV [11.825622] add /devices/platform/i8042/serio1/input/input6 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6 SUBSYSTEM=input PRODUCT=11/2/7/1b1 NAME="SynPS/2 Synaptics TouchPad" PHYS="isa0060/serio1/input0" PROP=1 EV=b KEY=6420 0 30000 0 0 0 0 0 0 0 0 ABS=11000003 MODALIAS=input:b0011v0002p0007e01B1-e0,1,3,k110,111,145,14A,14D,14E,ra0,1,18,1C,mlsfw SEQNUM=1900 ID_INPUT=1 ID_INPUT_TOUCHPAD=1 ID_SERIAL=noserial ID_PATH=platform-i8042-serio-1 ID_PATH_TAG=platform-i8042-serio-1 UDEV [11.830862] add /devices/platform/i8042/serio1/input/input6/event6 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6/event6 SUBSYSTEM=input DEVNAME=/dev/input/event6 SEQNUM=1902 ID_INPUT=1 ID_INPUT_TOUCHPAD=1 ID_SERIAL=noserial ID_PATH=platform-i8042-serio-1 ID_PATH_TAG=platform-i8042-serio-1 MAJOR=13 MINOR=70 DEVLINKS=/dev/input/by-path/platform-i8042-serio-1-event-mouse KERNEL[11.832602] add /devices/pci0000:00/0000:00:1b.0/sound/card0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0 SUBSYSTEM=sound SEQNUM=1904 KERNEL[11.832693] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input7 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7 SUBSYSTEM=input PRODUCT=0/0/0/0 NAME="HDA Intel Mic at Ext Right Jack" PHYS="ALSA" PROP=0 EV=21 SW=10 MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw4, SEQNUM=1905 KERNEL[11.832857] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 SUBSYSTEM=input DEVNAME=input/event7 SEQNUM=1906 MAJOR=13 MINOR=71 KERNEL[11.832968] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input8 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8 SUBSYSTEM=input PRODUCT=0/0/0/0 NAME="HDA Intel HP Out at Ext Right Jack" PHYS="ALSA" PROP=0 EV=21 SW=4 MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw2, SEQNUM=1907 KERNEL[11.833074] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 SUBSYSTEM=input DEVNAME=input/event8 SEQNUM=1908 MAJOR=13 MINOR=72 KERNEL[11.833172] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p SUBSYSTEM=sound DEVNAME=snd/pcmC0D1p SEQNUM=1909 MAJOR=116 MINOR=2 KERNEL[11.833268] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p SUBSYSTEM=sound DEVNAME=snd/pcmC0D0p SEQNUM=1910 MAJOR=116 MINOR=3 KERNEL[11.833371] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c SUBSYSTEM=sound DEVNAME=snd/pcmC0D0c SEQNUM=1911 MAJOR=116 MINOR=4 KERNEL[11.833479] add /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 SUBSYSTEM=sound DEVNAME=snd/hwC0D1 SEQNUM=1912 MAJOR=116 MINOR=5 KERNEL[11.833577] add /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 SUBSYSTEM=sound DEVNAME=snd/hwC0D0 SEQNUM=1913 MAJOR=116 MINOR=6 KERNEL[11.833701] add /devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 SUBSYSTEM=sound DEVNAME=snd/controlC0 SEQNUM=1914 MAJOR=116 MINOR=7 KERNEL[11.833793] add /bus/pci/drivers/HDA Intel (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/HDA Intel SUBSYSTEM=drivers SEQNUM=1915 UDEV [11.834179] add /devices/pci0000:00/0000:00:1b.0 (pci) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0 SUBSYSTEM=pci PCI_CLASS=40300 PCI_ID=8086:27D8 PCI_SUBSYS_ID=1028:01BD PCI_SLOT_NAME=0000:00:1b.0 MODALIAS=pci:v00008086d000027D8sv00001028sd000001BDbc04sc03i00 SEQNUM=1446 UDEV [11.835069] add /bus/pci/drivers/HDA Intel (drivers) UDEV_LOG=3 ACTION=add DEVPATH=/bus/pci/drivers/HDA Intel SUBSYSTEM=drivers SEQNUM=1915 UDEV [11.835308] add /devices/pci0000:00/0000:00:1b.0/sound/card0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0 SUBSYSTEM=sound SEQNUM=1904 UDEV [11.836910] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D1p SUBSYSTEM=sound DEVNAME=/dev/snd/pcmC0D1p SEQNUM=1909 MAJOR=116 MINOR=2 TAGS=:udev-acl: UDEV [11.837361] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0p SUBSYSTEM=sound DEVNAME=/dev/snd/pcmC0D0p SEQNUM=1910 MAJOR=116 MINOR=3 TAGS=:udev-acl: UDEV [11.837806] add /devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/pcmC0D0c SUBSYSTEM=sound DEVNAME=/dev/snd/pcmC0D0c SEQNUM=1911 MAJOR=116 MINOR=4 TAGS=:udev-acl: UDEV [11.838257] add /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D1 SUBSYSTEM=sound DEVNAME=/dev/snd/hwC0D1 SEQNUM=1912 MAJOR=116 MINOR=5 TAGS=:udev-acl: UDEV [11.838716] add /devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/hwC0D0 SUBSYSTEM=sound DEVNAME=/dev/snd/hwC0D0 SEQNUM=1913 MAJOR=116 MINOR=6 TAGS=:udev-acl: UDEV [11.851605] add /devices/platform/i8042/serio1/input/input6/mouse0 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/platform/i8042/serio1/input/input6/mouse0 SUBSYSTEM=input DEVNAME=/dev/input/mouse0 SEQNUM=1901 ID_INPUT=1 ID_INPUT_TOUCHPAD=1 ID_SERIAL=noserial ID_PATH=platform-i8042-serio-1 ID_PATH_TAG=platform-i8042-serio-1 MAJOR=13 MINOR=32 DEVLINKS=/dev/input/by-path/platform-i8042-serio-1-mouse KERNEL[11.858977] add /module/binfmt_misc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/binfmt_misc SUBSYSTEM=module SEQNUM=1916 KERNEL[11.863635] change /devices/pci0000:00/0000:00:1b.0/sound/card0 (sound) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0 SUBSYSTEM=sound SEQNUM=1917 UDEV [11.867176] add /module/binfmt_misc (module) UDEV_LOG=3 ACTION=add DEVPATH=/module/binfmt_misc SUBSYSTEM=module SEQNUM=1916 UDEV [11.872494] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input8 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8 SUBSYSTEM=input PRODUCT=0/0/0/0 NAME="HDA Intel HP Out at Ext Right Jack" PHYS="ALSA" PROP=0 EV=21 SW=4 MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw2, SEQNUM=1907 ID_INPUT=1 ID_INPUT_SNDJACK=1 ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 UDEV [11.879633] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input8/event8 SUBSYSTEM=input DEVNAME=/dev/input/event8 SEQNUM=1908 ID_INPUT=1 ID_INPUT_SNDJACK=1 ID_SERIAL=noserial ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 MAJOR=13 MINOR=72 DEVLINKS=/dev/input/by-path/pci-0000:00:1b.0-event-sndjack UDEV [11.880945] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input7 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7 SUBSYSTEM=input PRODUCT=0/0/0/0 NAME="HDA Intel Mic at Ext Right Jack" PHYS="ALSA" PROP=0 EV=21 SW=10 MODALIAS=input:b0000v0000p0000e0000-e0,5,kramlsfw4, SEQNUM=1905 ID_INPUT=1 ID_INPUT_SNDJACK=1 ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 UDEV [11.884368] add /devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 (input) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/input7/event7 SUBSYSTEM=input DEVNAME=/dev/input/event7 SEQNUM=1906 ID_INPUT=1 ID_INPUT_SNDJACK=1 ID_SERIAL=noserial ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 MAJOR=13 MINOR=71 DEVLINKS=/dev/input/by-path/pci-0000:00:1b.0-event-sndjack UDEV [11.966786] add /devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 (sound) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0/controlC0 SUBSYSTEM=sound DEVNAME=/dev/snd/controlC0 SEQNUM=1914 ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 MAJOR=116 MINOR=7 DEVLINKS=/dev/snd/by-path/pci-0000:00:1b.0 TAGS=:udev-acl: UDEV [12.008310] change /devices/pci0000:00/0000:00:1b.0/sound/card0 (sound) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1b.0/sound/card0 SUBSYSTEM=sound SEQNUM=1917 SOUND_INITIALIZED=1 ID_VENDOR_FROM_DATABASE=Intel Corporation ID_MODEL_FROM_DATABASE=N10/ICH 7 Family High Definition Audio Controller ID_BUS=pci ID_VENDOR_ID=0x8086 ID_MODEL_ID=0x27d8 ID_PATH=pci-0000:00:1b.0 ID_PATH_TAG=pci-0000_00_1b_0 SOUND_FORM_FACTOR=internal PULSE_PROFILE_SET=extra-hdmi.conf KERNEL[12.137154] change /devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 (power_supply) UDEV_LOG=3 ACTION=change DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 SUBSYSTEM=power_supply POWER_SUPPLY_NAME=BAT0 POWER_SUPPLY_STATUS=Unknown POWER_SUPPLY_PRESENT=1 POWER_SUPPLY_TECHNOLOGY=Li-ion POWER_SUPPLY_CYCLE_COUNT=0 POWER_SUPPLY_VOLTAGE_MIN_DESIGN=11100000 POWER_SUPPLY_VOLTAGE_NOW=1243000 POWER_SUPPLY_CURRENT_NOW=1000 POWER_SUPPLY_CHARGE_FULL_DESIGN=7800000 POWER_SUPPLY_CHARGE_FULL=87000 POWER_SUPPLY_CHARGE_NOW=0 POWER_SUPPLY_MODEL_NAME= DELLJN1497 POWER_SUPPLY_MANUFACTURER=Sanyo POWER_SUPPLY_SERIAL_NUMBER=807 SEQNUM=1918 UDEV [12.137722] change /devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 (power_supply) UDEV_LOG=3 ACTION=change DEVPATH=/devices/LNXSYSTM:00/device:00/PNP0C0A:00/power_supply/BAT0 SUBSYSTEM=power_supply POWER_SUPPLY_NAME=BAT0 POWER_SUPPLY_STATUS=Unknown POWER_SUPPLY_PRESENT=1 POWER_SUPPLY_TECHNOLOGY=Li-ion POWER_SUPPLY_CYCLE_COUNT=0 POWER_SUPPLY_VOLTAGE_MIN_DESIGN=11100000 POWER_SUPPLY_VOLTAGE_NOW=1243000 POWER_SUPPLY_CURRENT_NOW=1000 POWER_SUPPLY_CHARGE_FULL_DESIGN=7800000 POWER_SUPPLY_CHARGE_FULL=87000 POWER_SUPPLY_CHARGE_NOW=0 POWER_SUPPLY_MODEL_NAME= DELLJN1497 POWER_SUPPLY_MANUFACTURER=Sanyo POWER_SUPPLY_SERIAL_NUMBER=807 SEQNUM=1918 UDEV [12.587063] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda SUBSYSTEM=block DEVNAME=/dev/sda DEVTYPE=disk SEQNUM=1513 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION_TABLE=1 UDISKS_PARTITION_TABLE_SCHEME=mbr UDISKS_PARTITION_TABLE_COUNT=8 UDISKS_ATA_SMART_IS_AVAILABLE=1 MAJOR=8 MINOR=0 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0 /dev/disk/by-id/wwn-0x50f0000003232597 UDEV [12.622642] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda7 SUBSYSTEM=block DEVNAME=/dev/sda7 DEVTYPE=partition SEQNUM=1520 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_UUID=c4b6c123-96cc-45b9-8144-8c4ef5f156a5 ID_FS_UUID_ENC=c4b6c123-96cc-45b9-8144-8c4ef5f156a5 ID_FS_VERSION=2 ID_FS_TYPE=swap ID_FS_USAGE=other ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x82 ID_PART_ENTRY_NUMBER=7 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=7 UDISKS_PARTITION_TYPE=0x82 UDISKS_PARTITION_SIZE=4094689280 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=397288669184 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=7 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part7 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part7 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part7 /dev/disk/by-uuid/c4b6c123-96cc-45b9-8144-8c4ef5f156a5 /dev/disk/by-id/wwn-0x50f0000003232597-part7 UDEV [12.627052] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 SUBSYSTEM=block DEVNAME=/dev/sda8 DEVTYPE=partition SEQNUM=1521 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_UUID=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ID_FS_UUID_ENC=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ID_FS_VERSION=1.0 ID_FS_TYPE=ext4 ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x83 ID_PART_ENTRY_NUMBER=8 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=8 UDISKS_PARTITION_TYPE=0x83 UDISKS_PARTITION_SIZE=98722381824 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=401384407040 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=8 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part8 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part8 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part8 /dev/disk/by-uuid/0dab0237-07cb-4c8e-b98e-5bd678e71a75 /dev/disk/by-id/wwn-0x50f0000003232597-part8 UDEV [12.642370] change /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 (block) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda8 SUBSYSTEM=block DEVNAME=/dev/sda8 DEVTYPE=partition SEQNUM=1856 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_UUID=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ID_FS_UUID_ENC=0dab0237-07cb-4c8e-b98e-5bd678e71a75 ID_FS_VERSION=1.0 ID_FS_TYPE=ext4 ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x83 ID_PART_ENTRY_NUMBER=8 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=8 UDISKS_PARTITION_TYPE=0x83 UDISKS_PARTITION_SIZE=98722381824 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=401384407040 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=8 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part8 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part8 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part8 /dev/disk/by-uuid/0dab0237-07cb-4c8e-b98e-5bd678e71a75 /dev/disk/by-id/wwn-0x50f0000003232597-part8 UDEV [12.695744] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda4 SUBSYSTEM=block DEVNAME=/dev/sda4 DEVTYPE=partition SEQNUM=1517 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0xf ID_PART_ENTRY_NUMBER=4 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=4 UDISKS_PARTITION_TYPE=0x0f UDISKS_PARTITION_SIZE=424942765056 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=75164023808 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=4 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part4 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part4 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part4 /dev/disk/by-id/wwn-0x50f0000003232597-part4 UDEV [12.697486] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda1 SUBSYSTEM=block DEVNAME=/dev/sda1 DEVTYPE=partition SEQNUM=1514 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_LABEL= ID_FS_LABEL_ENC= ID_FS_UUID=F0B6439BB64360E8 ID_FS_UUID_ENC=F0B6439BB64360E8 ID_FS_TYPE=ntfs ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x7 ID_PART_ENTRY_NUMBER=1 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=1 UDISKS_PARTITION_TYPE=0x07 UDISKS_PARTITION_SIZE=104857600 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=1048576 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=1 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part1 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part1 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part1 /dev/disk/by-uuid/F0B6439BB64360E8 /dev/disk/by-label/ UDEV [12.803564] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda5 SUBSYSTEM=block DEVNAME=/dev/sda5 DEVTYPE=partition SEQNUM=1518 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_LABEL= ID_FS_LABEL_ENC= ID_FS_UUID=562ABDF92ABDD669 ID_FS_UUID_ENC=562ABDF92ABDD669 ID_FS_TYPE=ntfs ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x7 ID_PART_ENTRY_NUMBER=5 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=5 UDISKS_PARTITION_TYPE=0x07 UDISKS_PARTITION_SIZE=161061273600 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=75164024832 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=5 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part5 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part5 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part5 /dev/disk/by-uuid/562ABDF92ABDD669 /dev/disk/by-label/ UDEV [12.863961] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda2 SUBSYSTEM=block DEVNAME=/dev/sda2 DEVTYPE=partition SEQNUM=1515 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_UUID=2E5AE2745AE237EB ID_FS_UUID_ENC=2E5AE2745AE237EB ID_FS_TYPE=ntfs ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x7 ID_PART_ENTRY_FLAGS=0x80 ID_PART_ENTRY_NUMBER=2 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=2 UDISKS_PARTITION_TYPE=0x07 UDISKS_PARTITION_SIZE=32107397120 UDISKS_PARTITION_FLAGS=boot UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=105906176 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=2 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part2 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part2 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part2 /dev/disk/by-uuid/2E5AE2745AE237EB /dev/disk/by-id/wwn-0x50f0000003232597-part2 KERNEL[13.028114] change /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1919 UDEV [13.029543] change /devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 (rfkill) UDEV_LOG=3 ACTION=change DEVPATH=/devices/pci0000:00/0000:00:1c.0/0000:0b:00.0/ieee80211/phy0/rfkill0 SUBSYSTEM=rfkill RFKILL_NAME=phy0 RFKILL_TYPE=wlan RFKILL_STATE=2 SEQNUM=1919 UDEV [13.068707] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda6 SUBSYSTEM=block DEVNAME=/dev/sda6 DEVTYPE=partition SEQNUM=1519 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_LABEL= ID_FS_LABEL_ENC= ID_FS_UUID=00D0CD6AD0CD670E ID_FS_UUID_ENC=00D0CD6AD0CD670E ID_FS_TYPE=ntfs ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x7 ID_PART_ENTRY_NUMBER=6 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=6 UDISKS_PARTITION_TYPE=0x07 UDISKS_PARTITION_SIZE=161061273600 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=236226347008 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=6 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part6 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part6 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part6 /dev/disk/by-uuid/00D0CD6AD0CD670E /dev/disk/by-label/ UDEV [13.230986] add /devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 (block) UDEV_LOG=3 ACTION=add DEVPATH=/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda/sda3 SUBSYSTEM=block DEVNAME=/dev/sda3 DEVTYPE=partition SEQNUM=1516 ID_ATA=1 ID_TYPE=disk ID_BUS=ata ID_MODEL=SAMSUNG_HM500LI ID_MODEL_ENC=SAMSUNG\x20HM500LI\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20\x20 ID_REVISION=2TF00_00 ID_SERIAL=SAMSUNG_HM500LI_S1PTJD0S232597 ID_SERIAL_SHORT=S1PTJD0S232597 ID_ATA_WRITE_CACHE=1 ID_ATA_WRITE_CACHE_ENABLED=1 ID_ATA_FEATURE_SET_HPA=1 ID_ATA_FEATURE_SET_HPA_ENABLED=1 ID_ATA_FEATURE_SET_PM=1 ID_ATA_FEATURE_SET_PM_ENABLED=1 ID_ATA_FEATURE_SET_SECURITY=1 ID_ATA_FEATURE_SET_SECURITY_ENABLED=0 ID_ATA_FEATURE_SET_SECURITY_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_ENHANCED_ERASE_UNIT_MIN=168 ID_ATA_FEATURE_SET_SECURITY_FROZEN=1 ID_ATA_FEATURE_SET_SMART=1 ID_ATA_FEATURE_SET_SMART_ENABLED=1 ID_ATA_FEATURE_SET_AAM=1 ID_ATA_FEATURE_SET_AAM_ENABLED=1 ID_ATA_FEATURE_SET_AAM_VENDOR_RECOMMENDED_VALUE=254 ID_ATA_FEATURE_SET_AAM_CURRENT_VALUE=254 ID_ATA_FEATURE_SET_APM=1 ID_ATA_FEATURE_SET_APM_ENABLED=1 ID_ATA_FEATURE_SET_APM_CURRENT_VALUE=254 ID_ATA_DOWNLOAD_MICROCODE=1 ID_ATA_SATA=1 ID_ATA_SATA_SIGNAL_RATE_GEN2=1 ID_ATA_SATA_SIGNAL_RATE_GEN1=1 ID_WWN=0x50f0000003232597 ID_WWN_WITH_EXTENSION=0x50f0000003232597 ID_SCSI_COMPAT=SATA_SAMSUNG_HM500LIS1PTJD0S232597 ID_PATH=pci-0000:00:1f.2-scsi-0:0:0:0 ID_PATH_TAG=pci-0000_00_1f_2-scsi-0_0_0_0 ID_PART_TABLE_TYPE=dos ID_FS_LABEL= ID_FS_LABEL_ENC= ID_FS_UUID=E2C68575C6854B2D ID_FS_UUID_ENC=E2C68575C6854B2D ID_FS_TYPE=ntfs ID_FS_USAGE=filesystem ID_PART_ENTRY_SCHEME=dos ID_PART_ENTRY_TYPE=0x7 ID_PART_ENTRY_NUMBER=3 UDISKS_PRESENTATION_NOPOLICY=0 UDISKS_PARTITION=1 UDISKS_PARTITION_SCHEME=mbr UDISKS_PARTITION_NUMBER=3 UDISKS_PARTITION_TYPE=0x07 UDISKS_PARTITION_SIZE=42949672960 UDISKS_PARTITION_SLAVE=/sys/devices/pci0000:00/0000:00:1f.2/host0/target0:0:0/0:0:0:0/block/sda UDISKS_PARTITION_OFFSET=32213303296 UDISKS_PARTITION_ALIGNMENT_OFFSET=0 MAJOR=8 MINOR=3 DEVLINKS=/dev/disk/by-id/ata-SAMSUNG_HM500LI_S1PTJD0S232597-part3 /dev/disk/by-id/scsi-SATA_SAMSUNG_HM500LIS1PTJD0S232597-part3 /dev/disk/by-path/pci-0000:00:1f.2-scsi-0:0:0:0-part3 /dev/disk/by-uuid/E2C68575C6854B2D /dev/disk/by-label/ UnitySupportTest: OpenGL vendor string: Tungsten Graphics, Inc OpenGL renderer string: Mesa DRI Intel(R) 945GM x86/MMX/SSE2 OpenGL version string: 1.4 Mesa 7.11 Not software rendered: [32;01myes[00m Not blacklisted: [32;01myes[00m GLX fbconfig: [32;01myes[00m GLX texture from pixmap: [32;01myes[00m GL npot or rect textures: [32;01myes[00m GL vertex program: [32;01myes[00m GL fragment program: [32;01myes[00m GL vertex buffer object: [32;01myes[00m GL framebuffer object: [32;01myes[00m GL version is 1.4+: [32;01myes[00m Unity 3D supported: [32;01myes[00m UpgradeStatus: Upgraded to oneiric on 2011-10-27 (44 days ago) Xrandr: Screen 0: minimum 320 x 200, current 1440 x 900, maximum 4096 x 4096 LVDS1 connected 1440x900+0+0 (0x44) normal (normal left inverted right x axis y axis) 332mm x 207mm Identifier: 0x41 Timestamp: 13219 Subpixel: horizontal rgb Gamma: 1.0:1.0:1.0 Brightness: 1.0 Clones: CRTC: 1 CRTCs: 1 Transform: 1.000000 0.000000 0.000000 0.000000 1.000000 0.000000 0.000000 0.000000 1.000000 filter: EDID: 00ffffffffffff000daf381500000000 28100103802115780ad5409757518a26 25505400000001010101010101010101 010101010101ab22a0a050841a303020 36004ccf10000018cf1ca0a050841630 302036004ccf10000000000000fe0058 55323937324e31353443310a000000fe 001f2b343a556f8bf402010a20200097 BACKLIGHT: 5 (0x00000005) range: (0,7) Backlight: 5 (0x00000005) range: (0,7) scaling mode: Full aspect supported: None Full Center Full aspect 1440x900 (0x44) 88.8MHz -HSync -VSync *current +preferred h: width 1440 start 1488 end 1520 total 1600 skew 0 clock 55.5KHz v: height 900 start 903 end 909 total 926 clock 59.9Hz 1440x900 (0x45) 106.5MHz -HSync +VSync h: width 1440 start 1520 end 1672 total 1904 skew 0 clock 55.9KHz v: height 900 start 903 end 909 total 934 clock 59.9Hz 1440x900 (0x46) 73.8MHz -HSync -VSync h: width 1440 start 1488 end 1520 total 1600 skew 0 clock 46.1KHz v: height 900 start 903 end 909 total 922 clock 50.0Hz 1360x768 (0x47) 84.8MHz -HSync +VSync h: width 1360 start 1432 end 1568 total 1776 skew 0 clock 47.7KHz v: height 768 start 771 end 781 total 798 clock 59.8Hz 1360x768 (0x48) 72.0MHz +HSync -VSync h: width 1360 start 1408 end 1440 total 1520 skew 0 clock 47.4KHz v: height 768 start 771 end 781 total 790 clock 60.0Hz 1152x864 (0x49) 81.6MHz -HSync +VSync h: width 1152 start 1216 end 1336 total 1520 skew 0 clock 53.7KHz v: height 864 start 865 end 868 total 895 clock 60.0Hz 1024x768 (0x4a) 65.0MHz -HSync -VSync h: width 1024 start 1048 end 1184 total 1344 skew 0 clock 48.4KHz v: height 768 start 771 end 777 total 806 clock 60.0Hz 800x600 (0x4b) 40.0MHz +HSync +VSync h: width 800 start 840 end 968 total 1056 skew 0 clock 37.9KHz v: height 600 start 601 end 605 total 628 clock 60.3Hz 800x600 (0x4c) 36.0MHz +HSync +VSync h: width 800 start 824 end 896 total 1024 skew 0 clock 35.2KHz v: height 600 start 601 end 603 total 625 clock 56.2Hz 640x480 (0x4d) 25.2MHz -HSync -VSync h: width 640 start 656 end 752 total 800 skew 0 clock 31.5KHz v: height 480 start 490 end 492 total 525 clock 59.9Hz VGA1 disconnected (normal left inverted right x axis y axis) Identifier: 0x42 Timestamp: 13219 Subpixel: unknown Clones: CRTCs: 0 1 Transform: 1.000000 0.000000 0.000000 0.000000 1.000000 0.000000 0.000000 0.000000 1.000000 filter: TV1 disconnected (normal left inverted right x axis y axis) Identifier: 0x43 Timestamp: 13219 Subpixel: unknown Clones: CRTCs: 0 1 Transform: 1.000000 0.000000 0.000000 0.000000 1.000000 0.000000 0.000000 0.000000 1.000000 filter: bottom margin: 37 (0x00000025) range: (0,100) right margin: 46 (0x0000002e) range: (0,100) top margin: 36 (0x00000024) range: (0,100) left margin: 54 (0x00000036) range: (0,100) mode: NTSC-M supported: NTSC-M NTSC-443 NTSC-J PAL-M PAL-N PAL 480p@59.94Hz 480p@60Hz 576p 720p@60Hz 720p@59.94Hz 720p@50Hz 1080i@50Hz 1080i@60Hz 1080i@59.94H dmi.bios.date: 04/02/2007 dmi.bios.vendor: Dell Inc. dmi.bios.version: A14 dmi.board.name: 0KD882 dmi.board.vendor: Dell Inc. dmi.chassis.type: 8 dmi.chassis.vendor: Dell Inc. dmi.modalias: dmi:bvnDellInc.:bvrA14:bd04/02/2007:svnDellInc.:pnMM061:pvr:rvnDellInc.:rn0KD882:rvr:cvnDellInc.:ct8:cvr: dmi.product.name: MM061 dmi.sys.vendor: Dell Inc. dmidecode.txt: # dmidecode 2.9 SMBIOS 2.4 present. 44 structures occupying 1900 bytes. Table at 0x000F7980. Handle 0xDA00, DMI type 218, 251 bytes OEM-specific Type Header and Data: DA FB 00 DA B2 00 0D 5F 1F 37 40 7D 00 00 00 00 00 7E 00 02 00 00 00 40 00 04 00 01 00 41 00 04 00 00 00 65 00 05 00 00 00 66 00 05 00 01 00 5E 00 06 00 01 00 5F 00 06 00 00 00 F1 00 07 00 00 00 F2 00 07 00 01 00 F3 00 07 00 02 00 42 00 08 00 01 00 43 00 08 00 00 00 55 00 09 00 00 00 6D 00 09 00 01 00 98 01 09 00 02 00 2D 00 0A 00 02 00 6E 00 0A 00 01 00 2E 00 0A 00 00 00 11 01 0B 00 00 00 10 01 0B 00 01 00 F0 00 0C 00 01 00 ED 00 0C 00 00 00 41 01 0D 00 01 00 40 01 0D 00 00 00 47 01 0E 00 01 00 46 01 0E 00 00 00 4A 01 0F 00 00 00 4B 01 0F 00 01 00 52 01 10 00 01 00 53 01 10 00 00 00 80 01 11 00 01 00 7F 01 11 00 00 00 94 01 12 00 00 00 93 01 12 00 01 00 86 01 13 00 01 00 85 01 13 00 00 00 82 01 14 00 01 00 81 01 14 00 00 00 FF FF 00 00 00 00 Handle 0xDA01, DMI type 218, 239 bytes OEM-specific Type Header and Data: DA EF 01 DA B2 00 0D 5F 1F 37 40 9B 01 15 00 00 00 9C 01 15 00 01 00 9D 01 15 00 02 00 9E 01 15 00 03 00 8B 01 16 00 00 00 8B 01 16 00 01 00 EA 00 17 00 00 00 EB 00 17 00 01 00 EC 00 17 00 02 00 28 00 18 00 00 00 29 00 18 00 01 00 2A 00 18 00 02 00 2B 00 19 00 00 00 2C 00 1A 00 00 00 E7 00 1B 00 01 00 E6 00 1B 00 00 00 0E 01 1C 00 01 00 0F 01 1C 00 00 00 9B 00 1D 00 01 00 9C 00 1D 00 00 00 D1 00 1E 00 01 00 D2 00 1E 00 00 00 E8 00 1F 00 01 00 E9 00 1F 00 00 00 12 01 20 00 01 00 13 01 20 00 00 00 9A 01 21 00 01 00 99 01 21 00 00 00 01 01 22 00 00 00 02 01 22 00 01 00 04 01 22 00 02 00 76 01 76 01 01 00 75 01 75 01 01 00 01 F0 01 F0 00 00 02 F0 02 F0 00 00 03 F0 03 F0 00 00 04 F0 04 F0 00 00 FF FF 00 00 00 00 Handle 0x0000, DMI type 0, 24 bytes BIOS Information Vendor: Dell Inc. Version: A14 Release Date: 04/02/2007 Address: 0xF0000 Runtime Size: 64 kB ROM Size: 576 kB Characteristics: ISA is supported PCI is supported PC Card (PCMCIA) is supported PNP is supported BIOS is upgradeable BIOS shadowing is allowed Boot from CD is supported Selectable boot is supported 3.5"/720 KB floppy services are supported (int 13h) Print screen service is supported (int 5h) 8042 keyboard services are supported (int 9h) Serial services are supported (int 14h) Printer services are supported (int 17h) CGA/mono video services are supported (int 10h) ACPI is supported USB legacy is supported AGP is supported Smart battery is supported BIOS boot specification is supported Function key-initiated network boot is supported Targeted content distribution is supported BIOS Revision: 1.4 Firmware Revision: 1.4 Handle 0x0100, DMI type 1, 27 bytes System Information Manufacturer: Dell Inc. Product Name: MM061 Version: Not Specified Serial Number: B2RY5C1 UUID: 44454C4C-3200-1052-8059-C2C04F354331 Wake-up Type: Power Switch SKU Number: Not Specified Family: Handle 0x0200, DMI type 2, 9 bytes Base Board Information Manufacturer: Dell Inc. Product Name: 0KD882 Version: Serial Number: .B2RY5C1.CN486436AU4083. Handle 0x0300, DMI type 3, 13 bytes Chassis Information Manufacturer: Dell Inc. Type: Portable Lock: Not Present Version: Not Specified Serial Number: B2RY5C1 Asset Tag: Not Specified Boot-up State: Safe Power Supply State: Safe Thermal State: Safe Security Status: None Handle 0x0400, DMI type 4, 40 bytes Processor Information Socket Designation: Microprocessor Type: Central Processor Family: Pentium M Manufacturer: Intel ID: F6 06 00 00 FF FB EB BF Signature: Type 0, Family 6, Model 15, Stepping 6 Flags: FPU (Floating-point unit on-chip) VME (Virtual mode extension) DE (Debugging extension) PSE (Page size extension) TSC (Time stamp counter) MSR (Model specific registers) PAE (Physical address extension) MCE (Machine check exception) CX8 (CMPXCHG8 instruction supported) APIC (On-chip APIC hardware supported) SEP (Fast system call) MTRR (Memory type range registers) PGE (Page global enable) MCA (Machine check architecture) CMOV (Conditional move instruction supported) PAT (Page attribute table) PSE-36 (36-bit page size extension) CLFSH (CLFLUSH instruction supported) DS (Debug store) ACPI (ACPI supported) MMX (MMX technology supported) FXSR (Fast floating-point save and restore) SSE (Streaming SIMD extensions) SSE2 (Streaming SIMD extensions 2) SS (Self-snoop) HTT (Hyper-threading technology) TM (Thermal monitor supported) PBE (Pending break enabled) Version: Not Specified Voltage: 3.3 V External Clock: 166 MHz Max Speed: 2000 MHz Current Speed: 2000 MHz Status: Populated, Enabled Upgrade: None L1 Cache Handle: 0x0700 L2 Cache Handle: 0x0701 L3 Cache Handle: Not Provided Serial Number: Not Specified Asset Tag: Not Specified Part Number: Not Specified Core Count: 2 Core Enabled: 2 Thread Count: 2 Characteristics: 64-bit capable Handle 0x0700, DMI type 7, 19 bytes Cache Information Socket Designation: Not Specified Configuration: Enabled, Not Socketed, Level 1 Operational Mode: Write Back Location: Internal Installed Size: 32 KB Maximum Size: 32 KB Supported SRAM Types: Unknown Installed SRAM Type: Unknown Speed: Unknown Error Correction Type: None System Type: Data Associativity: 4-way Set-associative Handle 0x0701, DMI type 7, 19 bytes Cache Information Socket Designation: Not Specified Configuration: Enabled, Not Socketed, Level 2 Operational Mode: Varies With Memory Address Location: Internal Installed Size: 4096 KB Maximum Size: 4096 KB Supported SRAM Types: Pipeline Burst Installed SRAM Type: Pipeline Burst Speed: 15 ns Error Correction Type: None System Type: Unified Associativity: Other Handle 0x0804, DMI type 8, 9 bytes Port Connector Information Internal Reference Designator: USB Internal Connector Type: None External Reference Designator: Not Specified External Connector Type: Access Bus (USB) Port Type: USB Handle 0x0806, DMI type 8, 9 bytes Port Connector Information Internal Reference Designator: MONITOR Internal Connector Type: None External Reference Designator: Not Specified External Connector Type: DB-15 female Port Type: Video Port Handle 0x080B, DMI type 8, 9 bytes Port Connector Information Internal Reference Designator: FireWire Internal Connector Type: None External Reference Designator: Not Specified External Connector Type: IEEE 1394 Port Type: Firewire (IEEE P1394) Handle 0x080C, DMI type 8, 9 bytes Port Connector Information Internal Reference Designator: Modem Internal Connector Type: None External Reference Designator: Not Specified External Connector Type: RJ-11 Port Type: Modem Port Handle 0x080D, DMI type 8, 9 bytes Port Connector Information Internal Reference Designator: Ethernet Internal Connector Type: None External Reference Designator: Not Specified External Connector Type: RJ-45 Port Type: Network Port Handle 0x0900, DMI type 9, 13 bytes System Slot Information Designation: PCMCIA 0 Type: 32-bit PC Card (PCMCIA) Current Usage: Available Length: Other ID: Adapter 0, Socket 0 Characteristics: 5.0 V is provided 3.3 V is provided PC Card-16 is supported Cardbus is supported Zoom Video is supported Modem ring resume is supported Handle 0x0A00, DMI type 10, 6 bytes On Board Device Information Type: Video Status: Enabled Description: Intel 945GM Graphics Handle 0x0A01, DMI type 10, 6 bytes On Board Device Information Type: Sound Status: Enabled Description: Sigmatel 9200 Handle 0x0B00, DMI type 11, 5 bytes OEM Strings String 1: Dell System String 2: 5[0003] String 3: 13[PP12L] Handle 0x0D00, DMI type 13, 22 bytes BIOS Language Information Installable Languages: 1 en|US|iso8859-1 Currently Installed Language: en|US|iso8859-1 Handle 0x1000, DMI type 16, 15 bytes Physical Memory Array Location: System Board Or Motherboard Use: System Memory Error Correction Type: None Maximum Capacity: 4 GB Error Information Handle: Not Provided Number Of Devices: 2 Handle 0x1100, DMI type 17, 27 bytes Memory Device Array Handle: 0x1000 Error Information Handle: Not Provided Total Width: 64 bits Data Width: 64 bits Size: 1024 MB Form Factor: DIMM Set: None Locator: DIMM_B Bank Locator: Not Specified Type: DDR Type Detail: Synchronous Speed: 533 MHz (1.9 ns) Manufacturer: 4000000000000000 Serial Number: 4B151B00 Asset Tag: 000711 Part Number: V916765G24QBFW-E4 Handle 0x1101, DMI type 17, 27 bytes Memory Device Array Handle: 0x1000 Error Information Handle: Not Provided Total Width: 64 bits Data Width: 64 bits Size: 1024 MB Form Factor: DIMM Set: None Locator: DIMM_A Bank Locator: Not Specified Type: DDR Type Detail: Synchronous Speed: 533 MHz (1.9 ns) Manufacturer: 4000000000000000 Serial Number: 45151B00 Asset Tag: 000711 Part Number: V916765G24QBFW-E4 Handle 0x1300, DMI type 19, 15 bytes Memory Array Mapped Address Starting Address: 0x00000000000 Ending Address: 0x0000009FFFF Range Size: 640 kB Physical Array Handle: 0x1000 Partition Width: 0 Handle 0x1301, DMI type 19, 15 bytes Memory Array Mapped Address Starting Address: 0x00000100000 Ending Address: 0x0007FFFFFFF Range Size: 2047 MB Physical Array Handle: 0x1000 Partition Width: 0 Handle 0x1400, DMI type 20, 19 bytes Memory Device Mapped Address Starting Address: 0x00000000000 Ending Address: 0x0000009FFFF Range Size: 640 kB Physical Device Handle: 0x1100 Memory Array Mapped Address Handle: 0x1300 Partition Row Position: 1 Handle 0x1401, DMI type 20, 19 bytes Memory Device Mapped Address Starting Address: 0x00000100000 Ending Address: 0x0003FFFFFFF Range Size: 1023 MB Physical Device Handle: 0x1100 Memory Array Mapped Address Handle: 0x1301 Partition Row Position: 1 Handle 0x1402, DMI type 20, 19 bytes Memory Device Mapped Address Starting Address: 0x00040000000 Ending Address: 0x0007FFFFFFF Range Size: 1 GB Physical Device Handle: 0x1101 Memory Array Mapped Address Handle: 0x1301 Partition Row Position: 1 Handle 0x1500, DMI type 21, 7 bytes Built-in Pointing Device Type: Touch Pad Interface: Bus Mouse Buttons: 2 Handle 0x1600, DMI type 22, 26 bytes Portable Battery Location: Sys. Battery Bay Manufacturer: Sanyo Name: DELLJN14973 Design Capacity: 78000 mWh Design Voltage: 11100 mV SBDS Version: 1.0 Maximum Error: 0% SBDS Serial Number: 0327 SBDS Manufacture Date: 2007-03-22 SBDS Chemistry: LION OEM-specific Information: 0x00000001 Handle 0x1B00, DMI type 27, 12 bytes Cooling Device Type: Fan Status: OK OEM-specific Information: 0x0000DD00 Handle 0x1C00, DMI type 28, 20 bytes Temperature Probe Description: CPU Internal Temperature Location: Processor Status: OK Maximum Value: 127.0 deg C Minimum Value 0.0 deg C Resolution: 1.000 deg C Tolerance: 0.5 deg C Accuracy: Unknown OEM-specific Information: 0x0000DC00 Handle 0x2000, DMI type 32, 11 bytes System Boot Information Status: No errors detected Handle 0xB000, DMI type 176, 5 bytes OEM-specific Type Header and Data: B0 05 00 B0 01 Handle 0xB100, DMI type 177, 12 bytes OEM-specific Type Header and Data: B1 0C 00 B1 02 00 00 00 00 00 00 00 Handle 0xB200, DMI type 178, 6 bytes OEM-specific Type Header and Data: B2 06 00 B2 E7 0C Handle 0xD000, DMI type 208, 10 bytes OEM-specific Type Header and Data: D0 0A 00 D0 01 04 FE 00 BD 01 Handle 0xD800, DMI type 216, 9 bytes OEM-specific Type Header and Data: D8 09 00 D8 01 03 01 F0 03 Strings: Intel Corp. 1264 Handle 0xD900, DMI type 217, 8 bytes OEM-specific Type Header and Data: D9 08 00 D9 01 02 01 03 Strings: US-101 Proprietary Handle 0xDB00, DMI type 219, 9 bytes OEM-specific Type Header and Data: DB 09 00 DB 03 01 02 03 FF Strings: System Device Bay Floppy, Battery, CD-ROM, CD-RW, DVD, DVD+RW, DVD+/-RW, Hard Disk DVD+/-RW Handle 0xDC00, DMI type 220, 22 bytes OEM-specific Type Header and Data: DC 16 00 DC 01 F0 00 00 02 F0 00 00 00 00 03 F0 04 F0 00 00 00 00 Handle 0xDD00, DMI type 221, 19 bytes OEM-specific Type Header and Data: DD 13 00 DD 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 Handle 0xD400, DMI type 212, 37 bytes OEM-specific Type Header and Data: D4 25 00 D4 74 00 75 00 00 10 2D 2E 5C 00 78 BF 40 5D 00 78 BF 00 08 00 1D DF 00 03 00 1D DF 00 FF FF 00 00 00 Handle 0xDE00, DMI type 222, 13 bytes OEM-specific Type Header and Data: DE 0D 00 DE 01 02 FF FF 00 00 00 00 00 Handle 0x7F00, DMI type 127, 4 bytes End Of Table locale: LANG=en_US.UTF-8 LANGUAGE= LC_CTYPE="en_US.UTF-8" LC_NUMERIC="en_US.UTF-8" LC_TIME="en_US.UTF-8" LC_COLLATE="en_US.UTF-8" LC_MONETARY="en_US.UTF-8" LC_MESSAGES=C LC_PAPER="en_US.UTF-8" LC_NAME="en_US.UTF-8" LC_ADDRESS="en_US.UTF-8" LC_TELEPHONE="en_US.UTF-8" LC_MEASUREMENT="en_US.UTF-8" LC_IDENTIFICATION="en_US.UTF-8" LC_ALL= peripherals: /desktop/gnome/peripherals/keyboard: repeat = true delay = 500 bell_mode = off bell_custom_file = (no value set) remember_numlock_state = true click_volume = 0 click = true bell_pitch = 400 bell_duration = 100 rate = 30 /desktop/gnome/peripherals/mouse: motion_acceleration = -1 cursor_font = (no value set) drag_threshold = 8 double_click = 400 locate_pointer = false left_handed = false motion_threshold = -1 single_click = true cursor_theme = DMZ-White cursor_size = 18 setxkbmap: xkb_keymap { xkb_keycodes { include "evdev+aliases(qwerty)" }; xkb_types { include "complete" }; xkb_compat { include "complete" }; xkb_symbols { include "pc+us+inet(evdev)" }; xkb_geometry { include "pc(pc105)" }; }; version.compiz: compiz 1:0.9.6+bzr20110929-0ubuntu6 version.libdrm2: libdrm2 2.4.26-1ubuntu1 version.libgl1-mesa-dri: libgl1-mesa-dri 7.11-0ubuntu3 version.libgl1-mesa-dri-experimental: libgl1-mesa-dri-experimental N/A version.libgl1-mesa-glx: libgl1-mesa-glx 7.11-0ubuntu3 version.xserver-xorg: xserver-xorg 1:7.6+7ubuntu7 version.xserver-xorg-input-evdev: xserver-xorg-input-evdev 1:2.6.0-1ubuntu13 version.xserver-xorg-video-ati: xserver-xorg-video-ati 1:6.14.99~git20110811.g93fc084-0ubuntu1 version.xserver-xorg-video-intel: xserver-xorg-video-intel 2:2.15.901-1ubuntu2.1 version.xserver-xorg-video-nouveau: xserver-xorg-video-nouveau 1:0.0.16+git20110411+8378443-1 xdpyinfo: name of display: :0 version number: 11.0 vendor string: The X.Org Foundation vendor release number: 11004000 X.Org version: 1.10.4 maximum request size: 16777212 bytes motion buffer size: 256 bitmap unit, bit order, padding: 32, LSBFirst, 32 image byte order: LSBFirst number of supported pixmap formats: 7 supported pixmap formats: depth 1, bits_per_pixel 1, scanline_pad 32 depth 4, bits_per_pixel 8, scanline_pad 32 depth 8, bits_per_pixel 8, scanline_pad 32 depth 15, bits_per_pixel 16, scanline_pad 32 depth 16, bits_per_pixel 16, scanline_pad 32 depth 24, bits_per_pixel 32, scanline_pad 32 depth 32, bits_per_pixel 32, scanline_pad 32 keycode range: minimum 8, maximum 255 focus: None number of extensions: 28 BIG-REQUESTS Composite DAMAGE DOUBLE-BUFFER DPMS DRI2 GLX Generic Event Extension GestureExtension MIT-SCREEN-SAVER MIT-SHM RANDR RECORD RENDER SECURITY SGI-GLX SHAPE SYNC X-Resource XC-MISC XFIXES XFree86-DGA XFree86-VidModeExtension XINERAMA XInputExtension XKEYBOARD XTEST XVideo default screen number: 0 number of screens: 1 screen #0: dimensions: 1440x900 pixels (380x238 millimeters) resolution: 96x96 dots per inch depths (7): 24, 1, 4, 8, 15, 16, 32 root window id: 0xb1 depth of root window: 24 planes number of colormaps: minimum 1, maximum 1 default colormap: 0x20 default number of colormap cells: 256 preallocated pixels: black 0, white 16777215 options: backing-store NO, save-unders NO largest cursor: 64x64 current input event mask: 0x4b0000 VisibilityChangeMask StructureNotifyMask SubstructureNotifyMask PropertyChangeMask number of visuals: 32 default visual id: 0x21 visual: visual id: 0x21 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x22 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x93 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x94 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x95 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x96 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x97 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x98 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x99 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9a class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9b class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9c class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9d class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9e class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x9f class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa0 class: TrueColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa1 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa2 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa3 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa4 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa5 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa6 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa7 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa8 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xa9 class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xaa class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xab class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xac class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xad class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xae class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0xaf class: DirectColor depth: 24 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits visual: visual id: 0x62 class: TrueColor depth: 32 planes available colormap entries: 256 per subfield red, green, blue masks: 0xff0000, 0xff00, 0xff significant bits in color specification: 8 bits xinput: ⎡ Virtual core pointer id=2 [master pointer (3)] ⎜ ↳ Virtual core XTEST pointer id=4 [slave pointer (2)] ⎜ ↳ SynPS/2 Synaptics TouchPad id=10 [slave pointer (2)] ⎣ Virtual core keyboard id=3 [master keyboard (2)] ↳ Virtual core XTEST keyboard id=5 [slave keyboard (3)] ↳ Video Bus id=6 [slave keyboard (3)] ↳ Power Button id=7 [slave keyboard (3)] ↳ Sleep Button id=8 [slave keyboard (3)] ↳ AT Translated Set 2 keyboard id=9 [slave keyboard (3)] ↳ Dell WMI hotkeys id=11 [slave keyboard (3)] xkbcomp: xkb_keymap { xkb_keycodes "evdev+aliases(qwerty)" { minimum = 8; maximum = 255; = 9; = 10; = 11; = 12; = 13; = 14; = 15; = 16; = 17; = 18; = 19; = 20; = 21; = 22; = 23; = 24; = 25; = 26; = 27; = 28; = 29; = 30; = 31; = 32; = 33; = 34; = 35; = 36; = 37; = 38; = 39; = 40; = 41; = 42; = 43; = 44; = 45; = 46; = 47; = 48; = 49; = 50; = 51; = 52; = 53; = 54; = 55; = 56; = 57; = 58; = 59; = 60; = 61; = 62; = 63; = 64; = 65; = 66; = 67; = 68; = 69; = 70; = 71; = 72; = 73; = 74; = 75; = 76; = 77; = 78; = 79; = 80; = 81; = 82; = 83; = 84; = 85; = 86; = 87; = 88; = 89; = 90; = 91; = 92; = 94; = 95; = 96; = 97; = 98; = 99; = 100; = 101; = 102; = 103; = 104; = 105; = 106; = 107; = 108; = 109; = 110; = 111; = 112; = 113; = 114; = 115; = 116; = 117; = 118; = 119; = 120; = 121; = 122; = 123; = 124; = 125; = 126; = 127; = 128; = 129; = 130; = 131; = 132; = 133; = 134; = 135; = 136; = 137; = 138; = 139; = 140; = 141; = 142; = 143; = 144; = 145; = 146; = 147; = 148; = 149; = 150; = 151; = 152; = 153; = 154; = 155; = 156; = 157; = 158; = 159; = 160; = 161; = 162; = 163; = 164; = 165; = 166; = 167; = 168; = 169; = 170; = 171; = 172; = 173; = 174; = 175; = 176; = 177; = 178; = 179; = 180; = 181; = 182; = 183; = 184; = 185; = 186; = 187; = 188; = 189; = 190; = 191; = 192; = 193; = 194; = 195; = 196; = 197; = 198; = 199; = 200; = 201; = 202; = 203; = 204; = 205; = 206; = 207; = 208; = 209; = 210; = 211; = 212; = 213; = 214; = 215; = 216; = 217; = 218; = 219; = 220; = 221; = 222; = 223; = 224; = 225; = 226; = 227; = 228; = 229; = 230; = 231; = 232; = 233; = 234; = 235; = 236; = 237; = 238; = 239; = 240; = 241; = 242; = 243; = 244; = 245; = 246; = 247; = 248; = 249; = 250; = 251; = 252; = 253; indicator 1 = "Caps Lock"; indicator 2 = "Num Lock"; indicator 3 = "Scroll Lock"; indicator 4 = "Compose"; indicator 5 = "Kana"; indicator 6 = "Sleep"; indicator 7 = "Suspend"; indicator 8 = "Mute"; indicator 9 = "Misc"; indicator 10 = "Mail"; indicator 11 = "Charging"; virtual indicator 12 = "Shift Lock"; virtual indicator 13 = "Group 2"; virtual indicator 14 = "Mouse Keys"; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; alias = ; }; xkb_types "complete" { virtual_modifiers NumLock,Alt,LevelThree,LAlt,RAlt,RControl,LControl,ScrollLock,LevelFive,AltGr,Meta,Super,Hyper; type "ONE_LEVEL" { modifiers= none; level_name[Level1]= "Any"; }; type "TWO_LEVEL" { modifiers= Shift; map[Shift]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; }; type "ALPHABETIC" { modifiers= Shift+Lock; map[Shift]= Level2; map[Lock]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Caps"; }; type "KEYPAD" { modifiers= Shift+NumLock; map[Shift]= Level2; map[NumLock]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Number"; }; type "SHIFT+ALT" { modifiers= Shift+Alt; map[Shift+Alt]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Shift+Alt"; }; type "PC_CONTROL_LEVEL2" { modifiers= Control; map[Control]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Control"; }; type "PC_LCONTROL_LEVEL2" { modifiers= LControl; map[LControl]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "LControl"; }; type "PC_RCONTROL_LEVEL2" { modifiers= RControl; map[RControl]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "RControl"; }; type "PC_ALT_LEVEL2" { modifiers= Alt; map[Alt]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Alt"; }; type "PC_LALT_LEVEL2" { modifiers= LAlt; map[LAlt]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "LAlt"; }; type "PC_RALT_LEVEL2" { modifiers= RAlt; map[RAlt]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "RAlt"; }; type "CTRL+ALT" { modifiers= Control+Alt; map[Control+Alt]= Level2; level_name[Level1]= "Base"; level_name[Level2]= "Ctrl+Alt"; }; type "LOCAL_EIGHT_LEVEL" { modifiers= Shift+Lock+Control+LevelThree; map[Shift+Lock]= Level1; map[Shift]= Level2; map[Lock]= Level2; map[LevelThree]= Level3; map[Shift+Lock+LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level4; map[Control]= Level5; map[Shift+Lock+Control]= Level5; map[Shift+Control]= Level6; map[Lock+Control]= Level6; map[Control+LevelThree]= Level7; map[Shift+Lock+Control+LevelThree]= Level7; map[Shift+Control+LevelThree]= Level8; map[Lock+Control+LevelThree]= Level8; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Level3"; level_name[Level4]= "Shift Level3"; level_name[Level5]= "Ctrl"; level_name[Level6]= "Shift Ctrl"; level_name[Level7]= "Level3 Ctrl"; level_name[Level8]= "Shift Level3 Ctrl"; }; type "THREE_LEVEL" { modifiers= Shift+LevelThree; map[Shift]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level3; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Level3"; }; type "EIGHT_LEVEL" { modifiers= Shift+LevelThree+LevelFive; map[Shift]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[LevelFive]= Level5; map[Shift+LevelFive]= Level6; map[LevelThree+LevelFive]= Level7; map[Shift+LevelThree+LevelFive]= Level8; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; level_name[Level5]= "X"; level_name[Level6]= "X Shift"; level_name[Level7]= "X Alt Base"; level_name[Level8]= "X Shift Alt"; }; type "EIGHT_LEVEL_ALPHABETIC" { modifiers= Shift+Lock+LevelThree+LevelFive; map[Shift]= Level2; map[Lock]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level4; map[Shift+Lock+LevelThree]= Level3; map[LevelFive]= Level5; map[Shift+LevelFive]= Level6; map[Lock+LevelFive]= Level6; map[LevelThree+LevelFive]= Level7; map[Shift+LevelThree+LevelFive]= Level8; map[Lock+LevelThree+LevelFive]= Level8; map[Shift+Lock+LevelThree+LevelFive]= Level7; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; level_name[Level5]= "X"; level_name[Level6]= "X Shift"; level_name[Level7]= "X Alt Base"; level_name[Level8]= "X Shift Alt"; }; type "EIGHT_LEVEL_SEMIALPHABETIC" { modifiers= Shift+Lock+LevelThree+LevelFive; map[Shift]= Level2; map[Lock]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level3; preserve[Lock+LevelThree]= Lock; map[Shift+Lock+LevelThree]= Level4; preserve[Shift+Lock+LevelThree]= Lock; map[LevelFive]= Level5; map[Shift+LevelFive]= Level6; map[Lock+LevelFive]= Level6; preserve[Lock+LevelFive]= Lock; map[LevelThree+LevelFive]= Level7; map[Shift+LevelThree+LevelFive]= Level8; map[Lock+LevelThree+LevelFive]= Level7; preserve[Lock+LevelThree+LevelFive]= Lock; map[Shift+Lock+LevelThree+LevelFive]= Level8; preserve[Shift+Lock+LevelThree+LevelFive]= Lock; map[Shift+Lock+LevelFive]= Level1; preserve[Shift+Lock+LevelFive]= Lock; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; level_name[Level5]= "X"; level_name[Level6]= "X Shift"; level_name[Level7]= "X Alt Base"; level_name[Level8]= "X Shift Alt"; }; type "FOUR_LEVEL" { modifiers= Shift+LevelThree; map[Shift]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; }; type "FOUR_LEVEL_ALPHABETIC" { modifiers= Shift+Lock+LevelThree; map[Shift]= Level2; map[Lock]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level4; map[Shift+Lock+LevelThree]= Level3; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; }; type "FOUR_LEVEL_SEMIALPHABETIC" { modifiers= Shift+Lock+LevelThree; map[Shift]= Level2; map[Lock]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level3; preserve[Lock+LevelThree]= Lock; map[Shift+Lock+LevelThree]= Level4; preserve[Shift+Lock+LevelThree]= Lock; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; }; type "FOUR_LEVEL_MIXED_KEYPAD" { modifiers= Shift+NumLock+LevelThree; map[Shift+NumLock]= Level1; map[NumLock]= Level2; map[Shift]= Level2; map[LevelThree]= Level3; map[NumLock+LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Shift+NumLock+LevelThree]= Level4; level_name[Level1]= "Base"; level_name[Level2]= "Number"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; }; type "FOUR_LEVEL_X" { modifiers= Shift+Control+Alt+LevelThree; map[LevelThree]= Level2; map[Shift+LevelThree]= Level3; map[Control+Alt]= Level4; level_name[Level1]= "Base"; level_name[Level2]= "Alt Base"; level_name[Level3]= "Shift Alt"; level_name[Level4]= "Ctrl+Alt"; }; type "SEPARATE_CAPS_AND_SHIFT_ALPHABETIC" { modifiers= Shift+Lock+LevelThree; map[Shift]= Level2; map[Lock]= Level4; preserve[Lock]= Lock; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock+LevelThree]= Level3; preserve[Lock+LevelThree]= Lock; map[Shift+Lock+LevelThree]= Level3; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "AltGr Base"; level_name[Level4]= "Shift AltGr"; }; type "FOUR_LEVEL_PLUS_LOCK" { modifiers= Shift+Lock+LevelThree; map[Shift]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[Lock]= Level5; map[Shift+Lock]= Level2; map[Lock+LevelThree]= Level3; map[Shift+Lock+LevelThree]= Level4; level_name[Level1]= "Base"; level_name[Level2]= "Shift"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Shift Alt"; level_name[Level5]= "Lock"; }; type "FOUR_LEVEL_KEYPAD" { modifiers= Shift+NumLock+LevelThree; map[Shift]= Level2; map[NumLock]= Level2; map[LevelThree]= Level3; map[Shift+LevelThree]= Level4; map[NumLock+LevelThree]= Level4; map[Shift+NumLock+LevelThree]= Level3; level_name[Level1]= "Base"; level_name[Level2]= "Number"; level_name[Level3]= "Alt Base"; level_name[Level4]= "Alt Number"; }; }; xkb_compatibility "complete" { virtual_modifiers NumLock,Alt,LevelThree,LAlt,RAlt,RControl,LControl,ScrollLock,LevelFive,AltGr,Meta,Super,Hyper; interpret.useModMapMods= AnyLevel; interpret.repeat= False; interpret.locking= False; interpret ISO_Level2_Latch+Exactly(Shift) { useModMapMods=level1; action= LatchMods(modifiers=Shift,clearLocks,latchToLock); }; interpret Shift_Lock+AnyOf(Shift+Lock) { action= LockMods(modifiers=Shift); }; interpret Num_Lock+AnyOf(all) { virtualModifier= NumLock; action= LockMods(modifiers=NumLock); }; interpret ISO_Lock+AnyOf(all) { action= ISOLock(modifiers=modMapMods,affect=all); }; interpret ISO_Level3_Shift+AnyOf(all) { virtualModifier= LevelThree; useModMapMods=level1; action= SetMods(modifiers=LevelThree,clearLocks); }; interpret ISO_Level3_Latch+AnyOf(all) { virtualModifier= LevelThree; useModMapMods=level1; action= LatchMods(modifiers=LevelThree,clearLocks,latchToLock); }; interpret ISO_Level3_Lock+AnyOf(all) { virtualModifier= LevelThree; useModMapMods=level1; action= LockMods(modifiers=LevelThree); }; interpret Alt_L+AnyOf(all) { virtualModifier= Alt; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Alt_R+AnyOf(all) { virtualModifier= Alt; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Meta_L+AnyOf(all) { virtualModifier= Meta; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Meta_R+AnyOf(all) { virtualModifier= Meta; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Super_L+AnyOf(all) { virtualModifier= Super; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Super_R+AnyOf(all) { virtualModifier= Super; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Hyper_L+AnyOf(all) { virtualModifier= Hyper; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Hyper_R+AnyOf(all) { virtualModifier= Hyper; action= SetMods(modifiers=modMapMods,clearLocks); }; interpret Scroll_Lock+AnyOf(all) { virtualModifier= ScrollLock; action= LockMods(modifiers=modMapMods); }; interpret ISO_Level5_Shift+AnyOf(all) { virtualModifier= LevelFive; useModMapMods=level1; action= SetMods(modifiers=LevelFive,clearLocks); }; interpret ISO_Level5_Latch+AnyOf(all) { virtualModifier= LevelFive; action= LatchMods(modifiers=LevelFive,clearLocks,latchToLock); }; interpret ISO_Level5_Lock+AnyOf(all) { virtualModifier= LevelFive; action= LockMods(modifiers=LevelFive); }; interpret Mode_switch+AnyOfOrNone(all) { virtualModifier= AltGr; useModMapMods=level1; action= SetGroup(group=+1); }; interpret ISO_Level3_Shift+AnyOfOrNone(all) { action= SetMods(modifiers=LevelThree,clearLocks); }; interpret ISO_Level3_Latch+AnyOfOrNone(all) { action= LatchMods(modifiers=LevelThree,clearLocks,latchToLock); }; interpret ISO_Level3_Lock+AnyOfOrNone(all) { action= LockMods(modifiers=LevelThree); }; interpret ISO_Group_Latch+AnyOfOrNone(all) { virtualModifier= AltGr; useModMapMods=level1; action= LatchGroup(group=2); }; interpret ISO_Next_Group+AnyOfOrNone(all) { virtualModifier= AltGr; useModMapMods=level1; action= LockGroup(group=+1); }; interpret ISO_Prev_Group+AnyOfOrNone(all) { virtualModifier= AltGr; useModMapMods=level1; action= LockGroup(group=-1); }; interpret ISO_First_Group+AnyOfOrNone(all) { action= LockGroup(group=1); }; interpret ISO_Last_Group+AnyOfOrNone(all) { action= LockGroup(group=2); }; interpret KP_1+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=+1); }; interpret KP_End+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=+1); }; interpret KP_2+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+0,y=+1); }; interpret KP_Down+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+0,y=+1); }; interpret KP_3+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=+1); }; interpret KP_Next+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=+1); }; interpret KP_4+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=+0); }; interpret KP_Left+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=+0); }; interpret KP_6+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=+0); }; interpret KP_Right+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=+0); }; interpret KP_7+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=-1); }; interpret KP_Home+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=-1); }; interpret KP_8+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+0,y=-1); }; interpret KP_Up+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+0,y=-1); }; interpret KP_9+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=-1); }; interpret KP_Prior+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=-1); }; interpret KP_5+AnyOfOrNone(all) { repeat= True; action= PtrBtn(button=default); }; interpret KP_Begin+AnyOfOrNone(all) { repeat= True; action= PtrBtn(button=default); }; interpret KP_F2+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=1); }; interpret KP_Divide+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=1); }; interpret KP_F3+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=2); }; interpret KP_Multiply+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=2); }; interpret KP_F4+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=3); }; interpret KP_Subtract+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=3); }; interpret KP_Separator+AnyOfOrNone(all) { repeat= True; action= PtrBtn(button=default,count=2); }; interpret KP_Add+AnyOfOrNone(all) { repeat= True; action= PtrBtn(button=default,count=2); }; interpret KP_0+AnyOfOrNone(all) { repeat= True; action= LockPtrBtn(button=default,affect=lock); }; interpret KP_Insert+AnyOfOrNone(all) { repeat= True; action= LockPtrBtn(button=default,affect=lock); }; interpret KP_Decimal+AnyOfOrNone(all) { repeat= True; action= LockPtrBtn(button=default,affect=unlock); }; interpret KP_Delete+AnyOfOrNone(all) { repeat= True; action= LockPtrBtn(button=default,affect=unlock); }; interpret F25+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=1); }; interpret F26+AnyOfOrNone(all) { repeat= True; action= SetPtrDflt(affect=button,button=2); }; interpret F27+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=-1); }; interpret F29+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=-1); }; interpret F31+AnyOfOrNone(all) { repeat= True; action= PtrBtn(button=default); }; interpret F33+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=-1,y=+1); }; interpret F35+AnyOfOrNone(all) { repeat= True; action= MovePtr(x=+1,y=+1); }; interpret Pointer_Button_Dflt+AnyOfOrNone(all) { action= PtrBtn(button=default); }; interpret Pointer_Button1+AnyOfOrNone(all) { action= PtrBtn(button=1); }; interpret Pointer_Button2+AnyOfOrNone(all) { action= PtrBtn(button=2); }; interpret Pointer_Button3+AnyOfOrNone(all) { action= PtrBtn(button=3); }; interpret Pointer_DblClick_Dflt+AnyOfOrNone(all) { action= PtrBtn(button=default,count=2); }; interpret Pointer_DblClick1+AnyOfOrNone(all) { action= PtrBtn(button=1,count=2); }; interpret Pointer_DblClick2+AnyOfOrNone(all) { action= PtrBtn(button=2,count=2); }; interpret Pointer_DblClick3+AnyOfOrNone(all) { action= PtrBtn(button=3,count=2); }; interpret Pointer_Drag_Dflt+AnyOfOrNone(all) { action= LockPtrBtn(button=default,affect=both); }; interpret Pointer_Drag1+AnyOfOrNone(all) { action= LockPtrBtn(button=1,affect=both); }; interpret Pointer_Drag2+AnyOfOrNone(all) { action= LockPtrBtn(button=2,affect=both); }; interpret Pointer_Drag3+AnyOfOrNone(all) { action= LockPtrBtn(button=3,affect=both); }; interpret Pointer_EnableKeys+AnyOfOrNone(all) { action= LockControls(controls=MouseKeys); }; interpret Pointer_Accelerate+AnyOfOrNone(all) { action= LockControls(controls=MouseKeysAccel); }; interpret Pointer_DfltBtnNext+AnyOfOrNone(all) { action= SetPtrDflt(affect=button,button=+1); }; interpret Pointer_DfltBtnPrev+AnyOfOrNone(all) { action= SetPtrDflt(affect=button,button=-1); }; interpret AccessX_Enable+AnyOfOrNone(all) { action= LockControls(controls=AccessXKeys); }; interpret AccessX_Feedback_Enable+AnyOfOrNone(all) { action= LockControls(controls=AccessXFeedback); }; interpret RepeatKeys_Enable+AnyOfOrNone(all) { action= LockControls(controls=RepeatKeys); }; interpret SlowKeys_Enable+AnyOfOrNone(all) { action= LockControls(controls=SlowKeys); }; interpret BounceKeys_Enable+AnyOfOrNone(all) { action= LockControls(controls=BounceKeys); }; interpret StickyKeys_Enable+AnyOfOrNone(all) { action= LockControls(controls=StickyKeys); }; interpret MouseKeys_Enable+AnyOfOrNone(all) { action= LockControls(controls=MouseKeys); }; interpret MouseKeys_Accel_Enable+AnyOfOrNone(all) { action= LockControls(controls=MouseKeysAccel); }; interpret Overlay1_Enable+AnyOfOrNone(all) { action= LockControls(controls=Overlay1); }; interpret Overlay2_Enable+AnyOfOrNone(all) { action= LockControls(controls=Overlay2); }; interpret AudibleBell_Enable+AnyOfOrNone(all) { action= LockControls(controls=AudibleBell); }; interpret Terminate_Server+AnyOfOrNone(all) { action= Terminate(); }; interpret Alt_L+AnyOfOrNone(all) { action= SetMods(modifiers=Alt,clearLocks); }; interpret Alt_R+AnyOfOrNone(all) { action= SetMods(modifiers=Alt,clearLocks); }; interpret Meta_L+AnyOfOrNone(all) { action= SetMods(modifiers=Meta,clearLocks); }; interpret Meta_R+AnyOfOrNone(all) { action= SetMods(modifiers=Meta,clearLocks); }; interpret Super_L+AnyOfOrNone(all) { action= SetMods(modifiers=Super,clearLocks); }; interpret Super_R+AnyOfOrNone(all) { action= SetMods(modifiers=Super,clearLocks); }; interpret Hyper_L+AnyOfOrNone(all) { action= SetMods(modifiers=Hyper,clearLocks); }; interpret Hyper_R+AnyOfOrNone(all) { action= SetMods(modifiers=Hyper,clearLocks); }; interpret Shift_L+AnyOfOrNone(all) { action= SetMods(modifiers=Shift,clearLocks); }; interpret XF86Switch_VT_1+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=1,!same); }; interpret XF86Switch_VT_2+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=2,!same); }; interpret XF86Switch_VT_3+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=3,!same); }; interpret XF86Switch_VT_4+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=4,!same); }; interpret XF86Switch_VT_5+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=5,!same); }; interpret XF86Switch_VT_6+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=6,!same); }; interpret XF86Switch_VT_7+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=7,!same); }; interpret XF86Switch_VT_8+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=8,!same); }; interpret XF86Switch_VT_9+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=9,!same); }; interpret XF86Switch_VT_10+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=10,!same); }; interpret XF86Switch_VT_11+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=11,!same); }; interpret XF86Switch_VT_12+AnyOfOrNone(all) { repeat= True; action= SwitchScreen(screen=12,!same); }; interpret XF86Ungrab+AnyOfOrNone(all) { repeat= True; action= Private(type=0x86,data[0]=0x55,data[1]=0x6e,data[2]=0x67,data[3]=0x72,data[4]=0x61,data[5]=0x62,data[6]=0x00); }; interpret XF86ClearGrab+AnyOfOrNone(all) { repeat= True; action= Private(type=0x86,data[0]=0x43,data[1]=0x6c,data[2]=0x73,data[3]=0x47,data[4]=0x72,data[5]=0x62,data[6]=0x00); }; interpret XF86Next_VMode+AnyOfOrNone(all) { repeat= True; action= Private(type=0x86,data[0]=0x2b,data[1]=0x56,data[2]=0x4d,data[3]=0x6f,data[4]=0x64,data[5]=0x65,data[6]=0x00); }; interpret XF86Prev_VMode+AnyOfOrNone(all) { repeat= True; action= Private(type=0x86,data[0]=0x2d,data[1]=0x56,data[2]=0x4d,data[3]=0x6f,data[4]=0x64,data[5]=0x65,data[6]=0x00); }; interpret ISO_Level5_Shift+AnyOfOrNone(all) { action= SetMods(modifiers=LevelFive,clearLocks); }; interpret ISO_Level5_Latch+AnyOfOrNone(all) { action= LatchMods(modifiers=LevelFive,clearLocks,latchToLock); }; interpret ISO_Level5_Lock+AnyOfOrNone(all) { action= LockMods(modifiers=LevelFive); }; interpret Caps_Lock+AnyOfOrNone(all) { action= LockMods(modifiers=Lock); }; interpret Any+Exactly(Lock) { action= LockMods(modifiers=Lock); }; interpret Any+AnyOf(all) { action= SetMods(modifiers=modMapMods,clearLocks); }; indicator "Caps Lock" { !allowExplicit; whichModState= locked; modifiers= Lock; }; indicator "Num Lock" { !allowExplicit; whichModState= locked; modifiers= NumLock; }; indicator "Scroll Lock" { whichModState= locked; modifiers= ScrollLock; }; indicator "Shift Lock" { !allowExplicit; whichModState= locked; modifiers= Shift; }; indicator "Group 2" { !allowExplicit; groups= 0xfe; }; indicator "Mouse Keys" { indicatorDrivesKeyboard; controls= mouseKeys; }; }; xkb_symbols "pc+us+inet(evdev)" { name[group1]="English (US)"; key { [ Escape ] }; key { [ 1, exclam ] }; key { [ 2, at ] }; key { [ 3, numbersign ] }; key { [ 4, dollar ] }; key { [ 5, percent ] }; key { [ 6, asciicircum ] }; key { [ 7, ampersand ] }; key { [ 8, asterisk ] }; key { [ 9, parenleft ] }; key { [ 0, parenright ] }; key { [ minus, underscore ] }; key { [ equal, plus ] }; key { [ BackSpace ] }; key { [ Tab, ISO_Left_Tab ] }; key { type= "ALPHABETIC", symbols[Group1]= [ q, Q ] }; key { type= "ALPHABETIC", symbols[Group1]= [ w, W ] }; key { type= "ALPHABETIC", symbols[Group1]= [ e, E ] }; key { type= "ALPHABETIC", symbols[Group1]= [ r, R ] }; key { type= "ALPHABETIC", symbols[Group1]= [ t, T ] }; key { type= "ALPHABETIC", symbols[Group1]= [ y, Y ] }; key { type= "ALPHABETIC", symbols[Group1]= [ u, U ] }; key { type= "ALPHABETIC", symbols[Group1]= [ i, I ] }; key { type= "ALPHABETIC", symbols[Group1]= [ o, O ] }; key { type= "ALPHABETIC", symbols[Group1]= [ p, P ] }; key { [ bracketleft, braceleft ] }; key { [ bracketright, braceright ] }; key { [ Return ] }; key { [ Control_L ] }; key { type= "ALPHABETIC", symbols[Group1]= [ a, A ] }; key { type= "ALPHABETIC", symbols[Group1]= [ s, S ] }; key { type= "ALPHABETIC", symbols[Group1]= [ d, D ] }; key { type= "ALPHABETIC", symbols[Group1]= [ f, F ] }; key { type= "ALPHABETIC", symbols[Group1]= [ g, G ] }; key { type= "ALPHABETIC", symbols[Group1]= [ h, H ] }; key { type= "ALPHABETIC", symbols[Group1]= [ j, J ] }; key { type= "ALPHABETIC", symbols[Group1]= [ k, K ] }; key { type= "ALPHABETIC", symbols[Group1]= [ l, L ] }; key { [ semicolon, colon ] }; key { [ apostrophe, quotedbl ] }; key { [ grave, asciitilde ] }; key { [ Shift_L ] }; key { [ backslash, bar ] }; key { type= "ALPHABETIC", symbols[Group1]= [ z, Z ] }; key { type= "ALPHABETIC", symbols[Group1]= [ x, X ] }; key { type= "ALPHABETIC", symbols[Group1]= [ c, C ] }; key { type= "ALPHABETIC", symbols[Group1]= [ v, V ] }; key { type= "ALPHABETIC", symbols[Group1]= [ b, B ] }; key { type= "ALPHABETIC", symbols[Group1]= [ n, N ] }; key { type= "ALPHABETIC", symbols[Group1]= [ m, M ] }; key { [ comma, less ] }; key { [ period, greater ] }; key { [ slash, question ] }; key { [ Shift_R ] }; key { type= "CTRL+ALT", symbols[Group1]= [ KP_Multiply, XF86ClearGrab ] }; key { [ Alt_L, Meta_L ] }; key { [ space ] }; key { [ Caps_Lock ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F1, XF86Switch_VT_1 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F2, XF86Switch_VT_2 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F3, XF86Switch_VT_3 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F4, XF86Switch_VT_4 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F5, XF86Switch_VT_5 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F6, XF86Switch_VT_6 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F7, XF86Switch_VT_7 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F8, XF86Switch_VT_8 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F9, XF86Switch_VT_9 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F10, XF86Switch_VT_10 ] }; key { [ Num_Lock ] }; key { [ Scroll_Lock ] }; key { [ KP_Home, KP_7 ] }; key { [ KP_Up, KP_8 ] }; key { [ KP_Prior, KP_9 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ KP_Subtract, XF86Prev_VMode ] }; key { [ KP_Left, KP_4 ] }; key { [ KP_Begin, KP_5 ] }; key { [ KP_Right, KP_6 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ KP_Add, XF86Next_VMode ] }; key { [ KP_End, KP_1 ] }; key { [ KP_Down, KP_2 ] }; key { [ KP_Next, KP_3 ] }; key { [ KP_Insert, KP_0 ] }; key { [ KP_Delete, KP_Decimal ] }; key { [ ISO_Level3_Shift ] }; key { type= "FOUR_LEVEL", symbols[Group1]= [ less, greater, bar, brokenbar ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F11, XF86Switch_VT_11 ] }; key { type= "CTRL+ALT", symbols[Group1]= [ F12, XF86Switch_VT_12 ] }; key { [ Katakana ] }; key { [ Hiragana ] }; key { [ Henkan_Mode ] }; key { [ Hiragana_Katakana ] }; key { [ Muhenkan ] }; key { [ KP_Enter ] }; key { [ Control_R ] }; key { type= "CTRL+ALT", symbols[Group1]= [ KP_Divide, XF86Ungrab ] }; key { type= "PC_ALT_LEVEL2", symbols[Group1]= [ Print, Sys_Req ] }; key { type= "TWO_LEVEL", symbols[Group1]= [ Alt_R, Meta_R ] }; key { [ Linefeed ] }; key { [ Home ] }; key { [ Up ] }; key { [ Prior ] }; key { [ Left ] }; key { [ Right ] }; key { [ End ] }; key { [ Down ] }; key { [ Next ] }; key { [ Insert ] }; key { [ Delete ] }; key { [ XF86AudioMute ] }; key { [ XF86AudioLowerVolume ] }; key { [ XF86AudioRaiseVolume ] }; key { [ XF86PowerOff ] }; key { [ KP_Equal ] }; key { [ plusminus ] }; key { type= "PC_CONTROL_LEVEL2", symbols[Group1]= [ Pause, Break ] }; key { [ XF86LaunchA ] }; key { [ KP_Decimal, KP_Decimal ] }; key { [ Hangul ] }; key { [ Hangul_Hanja ] }; key { [ Super_L ] }; key { [ Super_R ] }; key { [ Menu ] }; key { [ Cancel ] }; key { [ Redo ] }; key { [ SunProps ] }; key { [ Undo ] }; key { [ SunFront ] }; key { [ XF86Copy ] }; key { [ SunOpen ] }; key { [ XF86Paste ] }; key { [ Find ] }; key { [ XF86Cut ] }; key { [ Help ] }; key { [ XF86MenuKB ] }; key { [ XF86Calculator ] }; key { [ XF86Sleep ] }; key { [ XF86WakeUp ] }; key { [ XF86Explorer ] }; key { [ XF86Send ] }; key { [ XF86Xfer ] }; key { [ XF86Launch1 ] }; key { [ XF86Launch2 ] }; key { [ XF86WWW ] }; key { [ XF86DOS ] }; key { [ XF86ScreenSaver ] }; key { [ XF86RotateWindows ] }; key { [ XF86Mail ] }; key { [ XF86Favorites ] }; key { [ XF86MyComputer ] }; key { [ XF86Back ] }; key { [ XF86Forward ] }; key { [ XF86Eject ] }; key { [ XF86Eject, XF86Eject ] }; key { [ XF86AudioNext ] }; key { [ XF86AudioPlay, XF86AudioPause ] }; key { [ XF86AudioPrev ] }; key { [ XF86AudioStop, XF86Eject ] }; key { [ XF86AudioRecord ] }; key { [ XF86AudioRewind ] }; key { [ XF86Phone ] }; key { [ XF86Tools ] }; key { [ XF86HomePage ] }; key { [ XF86Reload ] }; key { [ XF86Close ] }; key { [ XF86ScrollUp ] }; key { [ XF86ScrollDown ] }; key { [ parenleft ] }; key { [ parenright ] }; key { [ XF86New ] }; key { [ Redo ] }; key { [ XF86Tools ] }; key { [ XF86Launch5 ] }; key { [ XF86Launch6 ] }; key { [ XF86Launch7 ] }; key { [ XF86Launch8 ] }; key { [ XF86Launch9 ] }; key { [ XF86TouchpadToggle ] }; key { [ XF86TouchpadOn ] }; key { [ XF86TouchpadOff ] }; key { [ Mode_switch ] }; key { [ NoSymbol, Alt_L ] }; key { [ NoSymbol, Meta_L ] }; key { [ NoSymbol, Super_L ] }; key { [ NoSymbol, Hyper_L ] }; key { [ XF86AudioPlay ] }; key { [ XF86AudioPause ] }; key { [ XF86Launch3 ] }; key { [ XF86Launch4 ] }; key { [ XF86LaunchB ] }; key { [ XF86Suspend ] }; key { [ XF86Close ] }; key { [ XF86AudioPlay ] }; key { [ XF86AudioForward ] }; key { [ Print ] }; key { [ XF86WebCam ] }; key { [ XF86Mail ] }; key { [ XF86Messenger ] }; key { [ XF86Search ] }; key { [ XF86Go ] }; key { [ XF86Finance ] }; key { [ XF86Game ] }; key { [ XF86Shop ] }; key { [ Cancel ] }; key { [ XF86MonBrightnessDown ] }; key { [ XF86MonBrightnessUp ] }; key { [ XF86AudioMedia ] }; key { [ XF86Display ] }; key { [ XF86KbdLightOnOff ] }; key { [ XF86KbdBrightnessDown ] }; key { [ XF86KbdBrightnessUp ] }; key { [ XF86Send ] }; key { [ XF86Reply ] }; key { [ XF86MailForward ] }; key { [ XF86Save ] }; key { [ XF86Documents ] }; key { [ XF86Battery ] }; key { [ XF86Bluetooth ] }; key { [ XF86WLAN ] }; modifier_map Control { }; modifier_map Shift { }; modifier_map Shift { }; modifier_map Mod1 { }; modifier_map Lock { }; modifier_map Mod2 { }; modifier_map Mod5 { }; modifier_map Control { }; modifier_map Mod1 { }; modifier_map Mod4 { }; modifier_map Mod4 { }; modifier_map Mod5 { }; modifier_map Mod1 { }; modifier_map Mod4 { }; modifier_map Mod4 { }; }; xkb_geometry "pc(pc105)" { width= 470; height= 180; alias = ; alias = ; baseColor= "white"; labelColor= "black"; xfont= "-*-helvetica-medium-r-normal--*-120-*-*-*-*-iso8859-1"; description= "Generic 105"; shape "NORM" { corner= 1, { [ 18, 18 ] }, { [ 2, 1 ], [ 16, 16 ] } }; shape "BKSP" { corner= 1, { [ 38, 18 ] }, { [ 2, 1 ], [ 36, 16 ] } }; shape "TABK" { corner= 1, { [ 28, 18 ] }, { [ 2, 1 ], [ 26, 16 ] } }; shape "BKSL" { corner= 1, { [ 28, 18 ] }, { [ 2, 1 ], [ 26, 16 ] } }; shape "RTRN" { corner= 1, { [ 0, 0 ], [ 28, 0 ], [ 28, 37 ], [ 5, 37 ], [ 5, 18 ], [ 0, 18 ] }, { [ 2, 1 ], [ 26, 1 ], [ 26, 35 ], [ 7, 35 ], [ 7, 16 ], [ 2, 16 ] }, approx= { [ 5, 0 ], [ 28, 37 ] } }; shape "CAPS" { corner= 1, { [ 33, 18 ] }, { [ 2, 1 ], [ 31, 16 ] } }; shape "LFSH" { corner= 1, { [ 25, 18 ] }, { [ 2, 1 ], [ 23, 16 ] } }; shape "RTSH" { corner= 1, { [ 50, 18 ] }, { [ 2, 1 ], [ 48, 16 ] } }; shape "MODK" { corner= 1, { [ 27, 18 ] }, { [ 2, 1 ], [ 25, 16 ] } }; shape "SMOD" { corner= 1, { [ 23, 18 ] }, { [ 2, 1 ], [ 21, 16 ] } }; shape "SPCE" { corner= 1, { [ 113, 18 ] }, { [ 2, 1 ], [ 111, 16 ] } }; shape "KP0" { corner= 1, { [ 37, 18 ] }, { [ 2, 1 ], [ 35, 16 ] } }; shape "KPAD" { corner= 1, { [ 18, 37 ] }, { [ 2, 1 ], [ 16, 35 ] } }; shape "LEDS" { { [ 75, 20 ] } }; shape "LED" { { [ 5, 1 ] } }; section "Function" { key.color= "grey20"; priority= 7; top= 22; left= 19; width= 351; height= 19; row { top= 1; left= 1; keys { { , "NORM", 1 }, { , "NORM", 20, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 11, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 11, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 8, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" } }; }; }; // End of "Function" section section "Alpha" { key.color= "white"; priority= 8; top= 61; left= 19; width= 287; height= 95; row { top= 1; left= 1; keys { { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "BKSP", 1, color="grey20" } }; }; row { top= 20; left= 1; keys { { , "TABK", 1, color="grey20" }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "RTRN", 1, color="grey20" } }; }; row { top= 39; left= 1; keys { { , "CAPS", 1, color="grey20" }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 } }; }; row { top= 58; left= 1; keys { { , "LFSH", 1, color="grey20" }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "RTSH", 1, color="grey20" } }; }; row { top= 77; left= 1; keys { { , "MODK", 1, color="grey20" }, { , "SMOD", 1, color="grey20" }, { , "SMOD", 1, color="grey20" }, { , "SPCE", 1 }, { , "SMOD", 1, color="grey20" }, { , "SMOD", 1, color="grey20" }, { , "SMOD", 1, color="grey20" }, { , "SMOD", 1, color="grey20" } }; }; }; // End of "Alpha" section section "Editing" { key.color= "grey20"; priority= 9; top= 61; left= 312; width= 58; height= 95; row { top= 1; left= 1; keys { { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 } }; }; row { top= 20; left= 1; keys { { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 } }; }; row { top= 58; left= 20; keys { { , "NORM", 1 } }; }; row { top= 77; left= 1; keys { { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 } }; }; }; // End of "Editing" section section "Keypad" { key.color= "grey20"; priority= 10; top= 61; left= 376; width= 77; height= 95; row { top= 1; left= 1; keys { { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 }, { , "NORM", 1 } }; }; row { top= 20; left= 1; keys { { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "KPAD", 1 } }; }; row { top= 39; left= 1; keys { { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" } }; }; row { top= 58; left= 1; keys { { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "NORM", 1, color="white" }, { , "KPAD", 1 } }; }; row { top= 77; left= 1; keys { { , "KP0", 1, color="white" }, { , "NORM", 1, color="white" } }; }; }; // End of "Keypad" section solid "LedPanel" { top= 22; left= 377; priority= 0; color= "grey10"; shape= "LEDS"; }; indicator "Num Lock" { top= 37; left= 382; priority= 1; onColor= "green"; offColor= "green30"; shape= "LED"; }; indicator "Caps Lock" { top= 37; left= 407; priority= 2; onColor= "green"; offColor= "green30"; shape= "LED"; }; indicator "Scroll Lock" { top= 37; left= 433; priority= 3; onColor= "green"; offColor= "green30"; shape= "LED"; }; text "NumLockLabel" { top= 25; left= 378; priority= 4; width= 19.8; height= 10; XFont= "-*-helvetica-medium-r-normal--*-120-*-*-*-*-iso8859-1"; text= "Num\nLock"; }; text "CapsLockLabel" { top= 25; left= 403; priority= 5; width= 26.4; height= 10; XFont= "-*-helvetica-medium-r-normal--*-120-*-*-*-*-iso8859-1"; text= "Caps\nLock"; }; text "ScrollLockLabel" { top= 25; left= 428; priority= 6; width= 39.6; height= 10; XFont= "-*-helvetica-medium-r-normal--*-120-*-*-*-*-iso8859-1"; text= "Scroll\nLock"; }; }; }; BootLog: base64 H4sICAAAAAAC/0Jvb3RMb2cA 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NeYNcLgjDv90ojeULXtLB8qdhF7CW1UiueE5/JJBbkGHK5g/peTWNKLzW34u64fJnQyGkDXM9YnMM9bwGCwPnoW25hWwNTqbygvwTyGqqCf6TmSWtMN8fMVXUTlQM5HUNV+QGoZRkfgpvhLwVbb4KoB+AN9k2JqkFFHhBHBzeAxaV4kG1sY2EIAhcgP/iQR6i6yaJWErncj63jVqXClfITT0xl6Eu8/F8BsbBKbnutQMU2uwBShs0d6yg4OQcKm+NE50Yo8uDRN6D/tb3A3Yrh3ahhN1DOVli3qsNPJqLl6iEUlPN8YlbjwCdCpgsU7yC8+RQn8XEA8n4c82Hu4NcReOK6Qdn4me4bLeyLFns2j3PjokbNGQqehsdYYwQ2tzbylZ7bfsaVx02QQnk6B9ogDtSy0S5mLjEZRoW+lUEFAoXq/mtD2/xKCyAzJVXZACaRxQWJCuKVgjrmoKypQTMLSjKm8jzK1yguzhqXVJQfoQ1baYaZ1tFtRuwu6oui2rt+Kq2y0llq26PUyN4n41lqu6Xbf33nV2V0VmwVA9GyU2O+lkCgPzCG3W2xRTSpfQ7KQ1ec7A4I5vUlsQHemfkehwO+5GwZBpOJvlkF3H7+9YgfwH6DScz/Dg/AwPhpbBIFi7HBdTNQkW5BVitRzHM1l5gUufo/qHeP8bsqkmspXNIPTxwKQuNMSzzKZ4SiMPrSjxRGVcPh3bQcjWL5P8hx7GTrJ7wPMZdedF363YONW4ppj8BJ5jWwXvTW/2Uvh6OvMCO6Tk9LZ71eneEsM0qRNzrhZgQl/zaOMWTQHMmObDbG75nxvmE8sYIX6+YaucIg9lYDtPFGdbc+h7smUFeZbsRT2h/Q0ZffyC35YIVsUlMseL2yi3hmvdYnAnDM6IPXY9n2bsFMElzSZT6BhBYi5FW90ueMEN4c125wNGpaoPi34bekjTw5OxGQUleJldOOjdIDZCSI+sDH6ROglXiJFUXmQRtrcropPd4MuuxSpTmuxcAOluSaVtSTXxwpkzH8edPtvmr8TaqGQQsVBnU8M5jdqwbnL8On12Kf6sSneB3xPJnts5hNLgY+umewQeO1X5sX8EZnTW+Hva/HDXHdwdgXfeu6zddn+7B+zBMar6etU+prW/dr+eX7dWp50Owm3X+r3BMVwH3fb9be/u61EGuuretvqtY1Aveg/dY3Qb5epjEFtXnWPw2tf9m+tB7+4Y3++08JNHx4QteN79bQpTSobb7PgiFse9sA3BVZ9Odn1MAatDsbt/3DjgBiRlaZNknIbwuONjvztoPWIH+giD2ceo4y+H2bu66356DJ6N2SPFnFMOa3DZi3CSujP8HtCqIek35enh140ezehLSo8+NazdqIjSfbh7jDuNR/zOxmM8PMNiN6A6fEnGP97w3yB1B7upse84WEwEO7EzHg5bj7nSSAyll4Jjfcnlp+SDFH76szd8ioCc15GxFdUYeDZ5CaLPUWGxF8z4JJ3HUhJJX1NREioPv55jjROOKpZPU/wcEll9AGT5NKxH382onYt8R7toa422dqE0NElQulJX4YVW90Lgu3xHV9Wu3m2IHBBZc1ETv4+Op9Xn7PhMK/rCTvojG3EJ9/k8IKestpm9rDNPkqsZgjizXcEDudnMYUHBuo02TkGgb13g4bgn+jL0DN8iJp6ZMxynktO2zY8sLFKzBRkrtErNyZLmbh0iSpNIPq+wKHWICDAV/oDDWCrHZzDzDmPF3/HYOI2VwG/N4DY++pEqrF9/+yNGjUb8QcqqUW56z2R9z5r+fmWy9znIx6uXkci4hOE8Gy/BqgjdxCEs86WgGC+pma9s+WDGKmyQlkJk5kN3C3JkS8G142Oa7EtVwco/c1p1PWPl7pUoch7xW2gVUmEBxCpy44/R1D9dPQy+Du76TZ6Pn+HVzdUN3+IlvASAz71O97rJC7FE7Le8QzCWE3pXN/d3q0Bl3ZPFjrmmIrayEqtCTsOXGagtGcdUC+SBnPLosw/1bAdbLjCu5DkAPDMFXtkH7LCzq6ioIA0ql01DN94zxdMZYQgUtzKRUM3QRPZplGOT0bqF+4Ioze19Dv53xFG+QKVCKR91ZzQJWcnZ53c2cHMDKhFyE3R/TMmvFlNtvo2XqTgSckRSDoqjtDSFoaQcEkrKIaGklA8lpWwofbItMni2wdW3A4mv5lC88jb8vg7pxQ2xYjz9KcBTtiABzNIU1LJtGjiUznaGt5iliSpJoxwf3mrJ8E5ze5+D/x3hnS9QqfDOR90Z3mJWcgzvTdzc8E6E3ATdH97qK4Z3NxPe4g6Ryod3WprC8FYPCW/1kPBWS4e3KpYNpY+dVrxU17dNYrA1JnLLzhD9C55t3YourZrD5uiYP6ahH29wx7BMW/VXbasmlW1r6w4m+IYbOGwFHtcnxXVe2WqllOWBNi4icXT+WkmwL38VcX+fQ+/4fFZS4DL5rSSpnflOymoK810xrbz8t1JKMerefLgSp2w+nAEj3Iyq2zovizjjt72NJCjtkLN8EiwSqSgpbslSlBRzgXclxVzg/KSolZ4+DF7cm0FdxL8GkDUDcufNzcmNkRO9ajXDgfWwOwkUxm6IQDMjP3aPpr2X6tbqSZCQ3gW5L9ZXBLbjPfNBtBVkqZUU7ZBvogF8BvOAlRRNOXolZSViXpZdyZuMFHda830OxVfQ/T4XKpVpsxONKKdWtnOqujaeKKzGkAXslzVjaQN7wx1TtlVNakSBPweSedkkw+tARpZl/UAyM58G7AP7ESEeqIiKciCREVgMTP9sW+EkRUg4lM6QjT3BFx06ConPxj1RAS8J2Vn7NT2VL0FvlRfY4fEM8iu4idgQX6EH21jtUre9qiEeNozfKdOq/7q7vm9/vGml+q+1JEUqOWUFCJDZbHcwo8gZj7o/Y3cThIaLbVgXKBCRUw6k3zeWG3QFTjuURAtbeGHgZ80TKjzHy/yRkj7BlIiNX1KVFyQwJ3RKiXAkzQ1aM99jWxmvQmzE5MZz7+tToN9FMJxAeph4DryXcxyyMCfE54u96LsuYx/uz/DDCGMa4BZWUl2TIXtsSDfEVx76sPoVvprD4djpldholG1jhzoO+dLvYTUGjr23B2VKli7aN4t27DRq3dJ906gsx/c5NI6eOhUJVio770bfOUVSslpAh9zGz5kWrQXeBt83FVo3tWxHsrD9cG446a5D2SFB+a4j2/CCCc92iwsmPPnAOyY8+cA5E54G1xDUI09L5+O++mnpfDYlT0vnI/+Q09KHsn69Qz2iyum8cJxVd+C+tlV3sCln1R3IP8KqB7N+PauqMqeupngHWnUH7mtbdQebclbdgfwjrHow61e0qsLpjcaRVs3HfXWr5rMpadV85B9i1UNZv6JVVU4Sj43VfNxXt2o+m5JWzUf+IVY9lPUrWrXByZJ0pFXzcV/dqvlsSlo1H/mHWPVQ1q9nVU3jpNVArWSBZEvTzs+7kiC25Ea7cdGFPCPrHUk/F1t6+1yX21L7/FwW+KRAUuB5EQYOck6NmOMFNAckcxppPRnIhWPzkUV8rimCWNUSZ+pnNvmtoPbwy8Dl8FP1/A39TX4rqD38MnA5/FZLCXs20Db5r7D28M/AbfNviDsk2dwVyYWN/m9DY7A1lCbunvtuSLGGLJYiC5eVQuJ4BQ+NWdZyYI8v7QW9n0W8ENLxxv8NeZNQRyR5AAA=