0s autopkgtest [03:06:27]: starting date and time: 2026-02-05 03:06:27+0000 0s autopkgtest [03:06:27]: git checkout: 508d4a25 a-v-ssh wait_for_ssh: demote "ssh connection failed" to a debug message 0s autopkgtest [03:06:27]: host juju-7f2275-prod-proposed-migration-environment-9; command line: /home/ubuntu/autopkgtest/runner/autopkgtest --output-dir /tmp/autopkgtest-work.vxpt0ne7/out --timeout-copy=6000 --setup-commands 'ln -s /dev/null /etc/systemd/system/bluetooth.service; printf "http_proxy=http://squid.internal:3128\nhttps_proxy=http://squid.internal:3128\nno_proxy=127.0.0.1,127.0.1.1,localhost,localdomain,internal,login.ubuntu.com,archive.ubuntu.com,ports.ubuntu.com,security.ubuntu.com,ddebs.ubuntu.com,changelogs.ubuntu.com,keyserver.ubuntu.com,launchpadlibrarian.net,launchpadcontent.net,launchpad.net,keystone.ps5.canonical.com,objectstorage.prodstack5.canonical.com,radosgw.ps5.canonical.com\n" >> /etc/environment' --apt-pocket=proposed=src:glibc --apt-upgrade gap-browse --timeout-short=300 --timeout-copy=20000 --timeout-build=20000 --env=ADT_TEST_TRIGGERS=glibc/2.42-2ubuntu5 -- lxd -r lxd-armhf-10.145.243.227 lxd-armhf-10.145.243.227:autopkgtest/ubuntu/resolute/armhf 26s autopkgtest [03:06:53]: testbed dpkg architecture: armhf 28s autopkgtest [03:06:55]: testbed apt version: 3.1.14 32s autopkgtest [03:06:59]: @@@@@@@@@@@@@@@@@@@@ test bed setup 33s autopkgtest [03:07:00]: testbed release detected to be: None 41s autopkgtest [03:07:08]: updating testbed package index (apt update) 43s Get:1 http://ftpmaster.internal/ubuntu resolute-proposed InRelease [124 kB] 44s Hit:2 http://ftpmaster.internal/ubuntu resolute InRelease 44s Hit:3 http://ftpmaster.internal/ubuntu resolute-updates InRelease 44s Hit:4 http://ftpmaster.internal/ubuntu resolute-security InRelease 44s Get:5 http://ftpmaster.internal/ubuntu resolute-proposed/multiverse Sources [35.4 kB] 44s Get:6 http://ftpmaster.internal/ubuntu resolute-proposed/main Sources [227 kB] 44s Get:7 http://ftpmaster.internal/ubuntu resolute-proposed/restricted Sources [5260 B] 44s Get:8 http://ftpmaster.internal/ubuntu resolute-proposed/universe Sources [1719 kB] 44s Get:9 http://ftpmaster.internal/ubuntu resolute-proposed/main armhf Packages [250 kB] 44s Get:10 http://ftpmaster.internal/ubuntu resolute-proposed/universe armhf Packages [1364 kB] 44s Get:11 http://ftpmaster.internal/ubuntu resolute-proposed/multiverse armhf Packages [9664 B] 45s Fetched 3735 kB in 1s (2768 kB/s) 46s Reading package lists... 52s autopkgtest [03:07:19]: upgrading testbed (apt dist-upgrade and autopurge) 54s Reading package lists... 54s Building dependency tree... 54s Reading state information... 54s Calculating upgrade... 55s The following packages will be upgraded: 55s libc-bin libc-gconv-modules-extra libc6 locales 55s 4 upgraded, 0 newly installed, 0 to remove and 0 not upgraded. 55s Need to get 7850 kB of archives. 55s After this operation, 0 B of additional disk space will be used. 55s Get:1 http://ftpmaster.internal/ubuntu resolute-proposed/main armhf libc-gconv-modules-extra armhf 2.42-2ubuntu5 [1417 kB] 56s Get:2 http://ftpmaster.internal/ubuntu resolute-proposed/main armhf libc6 armhf 2.42-2ubuntu5 [1632 kB] 56s Get:3 http://ftpmaster.internal/ubuntu resolute-proposed/main armhf libc-bin armhf 2.42-2ubuntu5 [545 kB] 56s Get:4 http://ftpmaster.internal/ubuntu resolute-proposed/main armhf locales all 2.42-2ubuntu5 [4255 kB] 57s Preconfiguring packages ... 57s Fetched 7850 kB in 2s (4693 kB/s) 58s (Reading database ... (Reading database ... 5% (Reading database ... 10% (Reading database ... 15% (Reading database ... 20% (Reading database ... 25% (Reading database ... 30% (Reading database ... 35% (Reading database ... 40% (Reading database ... 45% (Reading database ... 50% (Reading database ... 55% (Reading database ... 60% (Reading database ... 65% (Reading database ... 70% (Reading database ... 75% (Reading database ... 80% (Reading database ... 85% (Reading database ... 90% (Reading database ... 95% (Reading database ... 100% (Reading database ... 68395 files and directories currently installed.) 58s Preparing to unpack .../libc-gconv-modules-extra_2.42-2ubuntu5_armhf.deb ... 58s Unpacking libc-gconv-modules-extra:armhf (2.42-2ubuntu5) over (2.42-2ubuntu4) ... 58s Setting up libc-gconv-modules-extra:armhf (2.42-2ubuntu5) ... 58s (Reading database ... (Reading database ... 5% (Reading database ... 10% (Reading database ... 15% (Reading database ... 20% (Reading database ... 25% (Reading database ... 30% (Reading database ... 35% (Reading database ... 40% (Reading database ... 45% (Reading database ... 50% (Reading database ... 55% (Reading database ... 60% (Reading database ... 65% (Reading database ... 70% (Reading database ... 75% (Reading database ... 80% (Reading database ... 85% (Reading database ... 90% (Reading database ... 95% (Reading database ... 100% (Reading database ... 68395 files and directories currently installed.) 58s Preparing to unpack .../libc6_2.42-2ubuntu5_armhf.deb ... 58s readlink: /usr/lib/libeatmydata: No such file or directory 58s Unpacking libc6:armhf (2.42-2ubuntu5) over (2.42-2ubuntu4) ... 58s Setting up libc6:armhf (2.42-2ubuntu5) ... 59s (Reading database ... (Reading database ... 5% (Reading database ... 10% (Reading database ... 15% (Reading database ... 20% (Reading database ... 25% (Reading database ... 30% (Reading database ... 35% (Reading database ... 40% (Reading database ... 45% (Reading database ... 50% (Reading database ... 55% (Reading database ... 60% (Reading database ... 65% (Reading database ... 70% (Reading database ... 75% (Reading database ... 80% (Reading database ... 85% (Reading database ... 90% (Reading database ... 95% (Reading database ... 100% (Reading database ... 68395 files and directories currently installed.) 59s Preparing to unpack .../libc-bin_2.42-2ubuntu5_armhf.deb ... 59s Unpacking libc-bin (2.42-2ubuntu5) over (2.42-2ubuntu4) ... 59s Setting up libc-bin (2.42-2ubuntu5) ... 59s (Reading database ... (Reading database ... 5% (Reading database ... 10% (Reading database ... 15% (Reading database ... 20% (Reading database ... 25% (Reading database ... 30% (Reading database ... 35% (Reading database ... 40% (Reading database ... 45% (Reading database ... 50% (Reading database ... 55% (Reading database ... 60% (Reading database ... 65% (Reading database ... 70% (Reading database ... 75% (Reading database ... 80% (Reading database ... 85% (Reading database ... 90% (Reading database ... 95% (Reading database ... 100% (Reading database ... 68395 files and directories currently installed.) 59s Preparing to unpack .../locales_2.42-2ubuntu5_all.deb ... 59s Unpacking locales (2.42-2ubuntu5) over (2.42-2ubuntu4) ... 59s Setting up locales (2.42-2ubuntu5) ... 61s Generating locales (this might take a while)... 66s en_US.UTF-8... done 66s Generation complete. 66s Processing triggers for systemd (259-1ubuntu3) ... 67s Processing triggers for man-db (2.13.1-1) ... 70s Reading package lists... 70s Building dependency tree... 70s Reading state information... 71s Solving dependencies... 71s 0 upgraded, 0 newly installed, 0 to remove and 0 not upgraded. 73s autopkgtest [03:07:40]: rebooting testbed after setup commands that affected boot 116s autopkgtest [03:08:23]: testbed running kernel: Linux 6.8.0-87-generic #88~22.04.1-Ubuntu SMP PREEMPT_DYNAMIC Tue Oct 14 14:00:09 UTC 2 143s autopkgtest [03:08:50]: @@@@@@@@@@@@@@@@@@@@ apt-source gap-browse 154s Get:1 http://ftpmaster.internal/ubuntu resolute/universe gap-browse 1.8.21+dfsg-1build1 (dsc) [2237 B] 154s Get:2 http://ftpmaster.internal/ubuntu resolute/universe gap-browse 1.8.21+dfsg-1build1 (tar) [909 kB] 154s Get:3 http://ftpmaster.internal/ubuntu resolute/universe gap-browse 1.8.21+dfsg-1build1 (diff) [258 kB] 154s gpgv: Signature made Wed Oct 1 05:39:14 2025 UTC 154s gpgv: using RSA key 568BF22A66337CBFC9A6B9B72C83DBC8E9BD0E37 154s gpgv: Can't check signature: No public key 154s dpkg-source: warning: cannot verify inline signature for ./gap-browse_1.8.21+dfsg-1build1.dsc: no acceptable signature found 155s autopkgtest [03:09:02]: testing package gap-browse version 1.8.21+dfsg-1build1 157s autopkgtest [03:09:04]: build not needed 160s autopkgtest [03:09:07]: test test: preparing testbed 162s Reading package lists... 162s Building dependency tree... 162s Reading state information... 163s Solving dependencies... 164s The following NEW packages will be installed: 164s colorized-logs gap gap-atlasrep gap-browse gap-character-tables gap-core 164s gap-gapdoc gap-io gap-libs gap-online-help gap-primgrp gap-smallgrp 164s gap-table-of-marks gap-transgrp gap-utils libgap10 164s 0 upgraded, 16 newly installed, 0 to remove and 0 not upgraded. 164s Need to get 160 MB of archives. 164s After this operation, 238 MB of additional disk space will be used. 164s Get:1 http://ftpmaster.internal/ubuntu resolute/universe armhf colorized-logs armhf 2.7-1 [15.8 kB] 164s Get:2 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-gapdoc all 1.6.7-1build1 [946 kB] 165s Get:3 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-libs all 4.15.1-1 [9595 kB] 165s Get:4 http://ftpmaster.internal/ubuntu resolute/universe armhf libgap10 armhf 4.15.1-1 [617 kB] 166s Get:5 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-core armhf 4.15.1-1 [76.8 kB] 166s Get:6 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-online-help all 4.15.1-1 [1296 kB] 166s Get:7 http://ftpmaster.internal/ubuntu resolute/universe armhf gap all 4.15.1-1 [4306 B] 166s Get:8 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-utils all 0.93-1 [337 kB] 166s Get:9 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-io armhf 4.9.3+ds-1ubuntu2 [388 kB] 166s Get:10 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-atlasrep all 2.1.9-1build1 [1524 kB] 166s Get:11 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-browse armhf 1.8.21+dfsg-1build1 [1148 kB] 166s Get:12 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-primgrp all 4.0.1-1 [14.3 MB] 166s Get:13 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-smallgrp all 1.5.4-2build1 [3844 kB] 166s Get:14 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-transgrp all 3.6.5-2build1 [59.1 MB] 168s Get:15 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-character-tables all 1.3.11-1 [13.7 MB] 169s Get:16 http://ftpmaster.internal/ubuntu resolute/universe armhf gap-table-of-marks all 1.2.11-1build1 [53.1 MB] 172s Fetched 160 MB in 7s (22.1 MB/s) 172s Selecting previously unselected package colorized-logs. 172s (Reading database ... (Reading database ... 5% (Reading database ... 10% (Reading database ... 15% (Reading database ... 20% (Reading database ... 25% (Reading database ... 30% (Reading database ... 35% (Reading database ... 40% (Reading database ... 45% (Reading database ... 50% (Reading database ... 55% (Reading database ... 60% (Reading database ... 65% (Reading database ... 70% (Reading database ... 75% (Reading database ... 80% (Reading database ... 85% (Reading database ... 90% (Reading database ... 95% (Reading database ... 100% (Reading database ... 68395 files and directories currently installed.) 172s Preparing to unpack .../00-colorized-logs_2.7-1_armhf.deb ... 172s Unpacking colorized-logs (2.7-1) ... 172s Selecting previously unselected package gap-gapdoc. 172s Preparing to unpack .../01-gap-gapdoc_1.6.7-1build1_all.deb ... 172s Unpacking gap-gapdoc (1.6.7-1build1) ... 172s Selecting previously unselected package gap-libs. 172s Preparing to unpack .../02-gap-libs_4.15.1-1_all.deb ... 172s Unpacking gap-libs (4.15.1-1) ... 173s Selecting previously unselected package libgap10:armhf. 173s Preparing to unpack .../03-libgap10_4.15.1-1_armhf.deb ... 173s Unpacking libgap10:armhf (4.15.1-1) ... 173s Selecting previously unselected package gap-core. 173s Preparing to unpack .../04-gap-core_4.15.1-1_armhf.deb ... 173s Unpacking gap-core (4.15.1-1) ... 173s Selecting previously unselected package gap-online-help. 173s Preparing to unpack .../05-gap-online-help_4.15.1-1_all.deb ... 173s Unpacking gap-online-help (4.15.1-1) ... 173s Selecting previously unselected package gap. 173s Preparing to unpack .../06-gap_4.15.1-1_all.deb ... 173s Unpacking gap (4.15.1-1) ... 173s Selecting previously unselected package gap-utils. 173s Preparing to unpack .../07-gap-utils_0.93-1_all.deb ... 173s Unpacking gap-utils (0.93-1) ... 173s Selecting previously unselected package gap-io. 173s Preparing to unpack .../08-gap-io_4.9.3+ds-1ubuntu2_armhf.deb ... 173s Unpacking gap-io (4.9.3+ds-1ubuntu2) ... 173s Selecting previously unselected package gap-atlasrep. 173s Preparing to unpack .../09-gap-atlasrep_2.1.9-1build1_all.deb ... 173s Unpacking gap-atlasrep (2.1.9-1build1) ... 173s Selecting previously unselected package gap-browse:armhf. 173s Preparing to unpack .../10-gap-browse_1.8.21+dfsg-1build1_armhf.deb ... 173s Unpacking gap-browse:armhf (1.8.21+dfsg-1build1) ... 173s Selecting previously unselected package gap-primgrp. 173s Preparing to unpack .../11-gap-primgrp_4.0.1-1_all.deb ... 173s Unpacking gap-primgrp (4.0.1-1) ... 173s Selecting previously unselected package gap-smallgrp. 173s Preparing to unpack .../12-gap-smallgrp_1.5.4-2build1_all.deb ... 173s Unpacking gap-smallgrp (1.5.4-2build1) ... 173s Selecting previously unselected package gap-transgrp. 173s Preparing to unpack .../13-gap-transgrp_3.6.5-2build1_all.deb ... 173s Unpacking gap-transgrp (3.6.5-2build1) ... 174s Selecting previously unselected package gap-character-tables. 174s Preparing to unpack .../14-gap-character-tables_1.3.11-1_all.deb ... 174s Unpacking gap-character-tables (1.3.11-1) ... 174s Selecting previously unselected package gap-table-of-marks. 174s Preparing to unpack .../15-gap-table-of-marks_1.2.11-1build1_all.deb ... 174s Unpacking gap-table-of-marks (1.2.11-1build1) ... 175s Setting up colorized-logs (2.7-1) ... 175s Setting up gap-primgrp (4.0.1-1) ... 175s Setting up gap-smallgrp (1.5.4-2build1) ... 175s Setting up gap-gapdoc (1.6.7-1build1) ... 175s Setting up gap-utils (0.93-1) ... 175s Setting up gap-atlasrep (2.1.9-1build1) ... 175s Setting up gap-transgrp (3.6.5-2build1) ... 175s Setting up gap-libs (4.15.1-1) ... 175s Setting up gap-character-tables (1.3.11-1) ... 175s Setting up libgap10:armhf (4.15.1-1) ... 175s Setting up gap-table-of-marks (1.2.11-1build1) ... 175s Setting up gap-core (4.15.1-1) ... 175s Setting up gap-online-help (4.15.1-1) ... 175s Setting up gap (4.15.1-1) ... 175s Setting up gap-browse:armhf (1.8.21+dfsg-1build1) ... 175s Setting up gap-io (4.9.3+ds-1ubuntu2) ... 175s Processing triggers for man-db (2.13.1-1) ... 175s Processing triggers for libc-bin (2.42-2ubuntu5) ... 183s autopkgtest [03:09:30]: test test: [----------------------- 188s [?1049h(B[?7h[?1049l [?1l>[?25l[?12l[?25htrue 188s Architecture: arm-unknown-linux-gnueabihf-default32-kv10 188s 188s testing: ./tst/test.tst 200s # line 13 of 836 (1%) # line 15 of 836 (1%) # line 16 of 836 (1%) # line 17 of 836 (2%) # line 20 of 836 (2%) # line 21 of 836 (2%) # line 24 of 836 (2%) # line 25 of 836 (2%) # line 26 of 836 (3%) # line 27 of 836 (3%) # line 31 of 836 (3%)[?1049h[?12l[?25h(B[?7hblack/black black/red black/green black/yellow black/blue black/magenta black/cyan black/white red/black red/red red/green red/yellow red/blue red/magenta red/cyan red/white green/black green/red green/green green/yellow green/blue green/magenta green/cyan green/white yellow/black yellow/red yellow/green yellow/yellow yellow/blue yellow/magenta yellow/cyan yellow/white blue/black blue/red blue/green blue/yellow blue/blue blue/magenta blue/cyan blue/white magenta/black magenta/red magenta/green magenta/yellow magenta/blue magenta/magenta magenta/cyan magenta/white cyan/black cyan/red cyan/green cyan/yellow cyan/blue cyan/magenta cyan/cyan cyan/white white/black white/red white/green white/yellow white/blue white/magenta white/cyan white/white (B[?1049l [?1l> # line 38 of 836 (4%) # line 40 of 836 (4%) # line 42 of 836 (5%) # line 44 of 836 (5%) # line 49 of 836 (5%) # line 50 of 836 (5%) # line 51 of 836 (6%) # line 53 of 836 (6%) # line 55 of 836 (6%) # line 57 of 836 (6%) # line 59 of 836 (7%) # line 63 of 836 (7%) # line 65 of 836 (7%) # line 69 of 836 (8%) # line 71 of 836 (8%) # line 76 of 836 (9%)[?1h=[?25l[?1h=[?1049h[?25l(B[?7h(0lqk(B(0x(BHello world!(0x(B(0mqj(B(0(B[?12l[?25h[?1049l [?1l> # line 78 of 836 (9%)[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BHello world!(0x(B(B(0x(B(BHello (Bbold!(B (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l> # line 84 of 836 (10%) # line 86 of 836 (10%) # line 88 of 836 (10%) # line 91 of 836 (10%) # line 93 of 836 (11%) # line 97 of 836 (11%) # line 99 of 836 (11%) # line 104 of 836 (12%) # line 105 of 836 (12%) # line 108 of 836 (12%) # line 112 of 836 (13%) # line 113 of 836 (13%) # line 122 of 836 (14%) # line 126 of 836 (15%) # line 127 of 836 (15%) # line 137 of 836 (16%) # line 163 of 836 (19%) # line 167 of 836 (19%) # line 182 of 836 (21%) # line 186 of 836 (22%) # line 187 of 836 (22%) # line 188 of 836 (22%) # line 189 of 836 (22%)[?1h=[?1h=[?1049h[?25l(B[?7h[ 1, 1 ] [ 1, 2 ] [ 1, 3 ] [ 1, 4 ] [ 1, 5 ][ 2, 1 ] [ 2, 2 ] [ 2, 3 ] [ 2, 4 ] [ 2, 5 ][ 3, 1 ] [ 3, 2 ] [ 3, 3 ] [ 3, 4 ] [ 3, 5 ][ 4, 1 ] [ 4, 2 ] [ 4, 3 ] [ 4, 4 ] [ 4, 5 ][ 5, 1 ] [ 5, 2 ] [ 5, 3 ] [ 5, 4 ] [ 5, 5 ][ 6, 1 ] [ 6, 2 ] [ 6, 3 ] [ 6, 4 ] [ 6, 5 ][ 7, 1 ] [ 7, 2 ] [ 7, 3 ] [ 7, 4 ] [ 7, 5 ][ 8, 1 ] [ 8, 2 ] [ 8, 3 ] [ 8, 4 ] [ 8, 5 ][ 9, 1 ] [ 9, 2 ] [ 9, 3 ] [ 9, 4 ] [ 9, 5 ][ 10, 1 ] [ 10, 2 ] [ 10, 3 ] [ 10, 4 ] [ 10, 5 ] (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 190 of 836 (22%) # line 191 of 836 (22%) # line 192 of 836 (22%) # line 193 of 836 (23%)[?1h=[?1h=[?1049h[?25l(B[?7h[ 1, 1 ] [ 1, 2 ] [ 1, 3 ] [ 1, 4 ] [ 1, 5 ][ 2, 1 ] [ 2, 2 ] [ 2, 3 ] [ 2, 4 ] [ 2, 5 ][ 3, 1 ] [ 3, 2 ] [ 3, 3 ] [ 3, 4 ] [ 3, 5 ][ 4, 1 ] [ 4, 2 ] [ 4, 3 ] [ 4, 4 ] [ 4, 5 ][ 5, 1 ] [ 5, 2 ] [ 5, 3 ] [ 5, 4 ] [ 5, 5 ][ 6, 1 ] [ 6, 2 ] [ 6, 3 ] [ 6, 4 ] [ 6, 5 ][ 7, 1 ] [ 7, 2 ] [ 7, 3 ] [ 7, 4 ] [ 7, 5 ][ 8, 1 ] [ 8, 2 ] [ 8, 3 ] [ 8, 4 ] [ 8, 5 ][ 9, 1 ] [ 9, 2 ] [ 9, 3 ] [ 9, 4 ] [ 9, 5 ][ 10, 1 ] [ 10, 2 ] [ 10, 3 ] [ 10, 4 ] [ 10, 5 ] (B(computing ...)(B[?1h=(B* supported key strokes in browse mode: (0lqwqq(B(0x(B 'E'(0x(B enter a break loop (for debugging purposes) (0tqnqq(B(0x(B 'q'(0x(B quit the current mode of the browse table (0x(B ''(0x(B (0tqnqq(B(0x(B 'Q'(0x(B quit the browse table (0tqnqq(B(0x(B '?'(0x(B show a help screen (0x(B ''(0x(B (0tqnqq(B(0x(B ''(0x(B save the contents of the window in a GAP variable (0tqnqq(B(0x(B ''(0x(B do nothing (useful in non-interactive demos) (0tqnqq(B(0x(B 'se'(0x(B select a matrix entry (0tqnqq(B(0x(B 'sr'(0x(B select a matrix row (0tqnqq(B(0x(B 'sc'(0x(B select a matrix column (0tqnqq(B(0x(B '/'(0x(B search for a string (B(computing ...)(B (0x(B '/' (0x(B search for a string [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l>[?1049h[?25l(B[?7h[ 1, 1 ] [ 1, 2 ] [ 1, 3 ] [ 1, 4 ] [ 1, 5 ][ 2, 1 ] [ 2, 2 ] [ 2, 3 ] [ 2, 4 ] [ 2, 5 ][ 3, 1 ] [ 3, 2 ] [ 3, 3 ] [ 3, 4 ] [ 3, 5 ][ 4, 1 ] [ 4, 2 ] [ 4, 3 ] [ 4, 4 ] [ 4, 5 ][ 5, 1 ] [ 5, 2 ] [ 5, 3 ] [ 5, 4 ] [ 5, 5 ][ 6, 1 ] [ 6, 2 ] [ 6, 3 ] [ 6, 4 ] [ 6, 5 ][ 7, 1 ] [ 7, 2 ] [ 7, 3 ] [ 7, 4 ] [ 7, 5 ][ 8, 1 ] [ 8, 2 ] [ 8, 3 ] [ 8, 4 ] [ 8, 5 ][ 9, 1 ] [ 9, 2 ] [ 9, 3 ] [ 9, 4 ] [ 9, 5 ][ 10, 1 ] [ 10, 2 ] [ 10, 3 ] [ 10, 4 ] [ 10, 5 ][?1h=[?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 194 of 836 (23%) # line 195 of 836 (23%) # line 198 of 836 (23%) # line 199 of 836 (23%) # line 200 of 836 (23%) # line 201 of 836 (24%)[?1h=[?1h=[?1049h[?25l(B[?7h(0x(B 1 2 3 4 5 6 7 8 9 10(0qqqnq(B(0(B1 (0x(B -3 2 -1 -2 -1 -1 1 -4 1 02 (0x(B -1 -1 -1 1 -1 1 -2 -1 -2 03 (0x(B -1 2 -2 -1 2 -3 -1 3 0 -24 (0x(B 1 -4 0 1 0 -2 3 1 0 -25 (0x(B -1 -1 0 -2 2 4 0 0 4 06 (0x(B -2 -1 1 2 2 1 4 -2 2 07 (0x(B 0 -2 -2 0 -1 0 -1 -2 -1 08 (0x(B 2 1 -1 0 -2 -4 -5 -1 0 29 (0x(B 1 -3 0 -1 0 0 0 -3 2 010 (0x(B 3 1 4 -2 -1 3 0 3 1 -4 (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 202 of 836 (24%) # line 203 of 836 (24%)[?1h=[?1h=[?1049h[?25l(B[?7hmatrix over prime field GF(3)(0x(B 1 2 3 4 5 6 7 8 9 10(0qqqnq(B(0(B1 (0x(B 1 . 1 1 . 1 1 2 2 22 (0x(B 1 2 1 . . 2 . 1 2 23 (0x(B 1 . 2 1 1 2 2 . 2 14 (0x(B 2 1 . . 1 . 2 2 2 .5 (0x(B 1 . 1 2 2 1 2 2 2 26 (0x(B . 2 1 2 2 1 1 2 . .7 (0x(B 2 1 2 1 2 . . 2 . 18 (0x(B 1 1 1 1 1 1 2 . . .9 (0x(B . 2 2 1 2 2 2 1 2 .10 (0x(B 1 . 2 . 1 2 2 1 2 1 (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 204 of 836 (24%) # line 205 of 836 (24%)[?1h=[?1h=[?1049h[?25l(B[?7hfinite field matrix, z = Z(4)(0x(B 1 2 3 4 5 6 7 8 9 10(0qqqnq(B(0(B1 (0x(B z^2 1 1 z^1 1 . 1 z^2 z^2 z^12 (0x(B z^2 1 z^1 z^2 . 1 z^2 z^1 z^2 13 (0x(B . z^2 z^2 z^1 . z^2 1 z^2 z^2 .4 (0x(B . 1 z^1 z^2 z^1 z^1 1 z^1 z^1 z^25 (0x(B z^2 . z^1 z^2 z^1 . . 1 . z^16 (0x(B . z^2 z^2 z^1 z^2 z^1 z^1 z^1 . .7 (0x(B z^1 z^1 z^2 z^2 z^2 z^2 . z^1 z^2 z^28 (0x(B z^2 . z^2 1 1 z^2 z^2 z^2 1 z^19 (0x(B 1 z^2 . 1 z^1 z^2 z^2 z^1 . z^110 (0x(B z^1 . z^2 1 z^1 1 z^1 1 1 . (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 206 of 836 (24%) # line 207 of 836 (24%)[?1h=[?1h=[?1049h[?25l(B[?7hmatrix over Integers mod 6(0x(B 1 2 3 4 5 6 7 8 9 10(0qqqnq(B(0(B1 (0x(B 4 2 . 4 2 3 2 . 4 42 (0x(B . 4 4 3 1 1 5 3 . 53 (0x(B 5 4 . 5 2 5 1 4 2 14 (0x(B 3 1 . 5 5 3 2 2 2 25 (0x(B 4 3 4 3 . 4 1 4 4 .6 (0x(B . 2 2 4 3 . 2 4 4 17 (0x(B . 2 3 2 2 3 1 . 2 48 (0x(B 2 2 3 2 4 3 1 3 3 59 (0x(B 5 . 5 1 2 . 2 5 1 .10 (0x(B 2 2 5 4 . 4 5 1 1 4 (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 208 of 836 (24%) # line 209 of 836 (25%)[?1h=[?1h=[?1049h[?25l(B[?7hmatrix over Integers mod 65537(0x(B 1 2 3 4 5 6 7 8 9 10(0qqqnq(B(0(B1 (0x(B 2841 45476 56530 20194 15157 4279 31282 20479 42802 209652 (0x(B 57395 42916 32201 1942 17923 55190 37544 36454 55780 541743 (0x(B 18043 50092 26067 57126 43164 22678 50632 52344 30306 297544 (0x(B 62906 4783 18937 57935 10965 7315 44444 23673 50006 333355 (0x(B 23343 57862 41840 59511 10744 10594 2624 15942 13541 486956 (0x(B 45232 682 19321 52642 24505 41139 50228 36137 42701 317527 (0x(B 21950 64373 15787 28387 12946 12449 39193 39883 11653 98368 (0x(B 26103 48113 1064 13690 35562 10979 63383 5246 17493 161789 (0x(B 15310 20596 62266 25518 33151 35000 48674 10714 3836 130410 (0x(B 41744 30305 51713 7319 51649 46657 19782 47836 62123 55908 (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 210 of 836 (25%) # line 211 of 836 (25%)[?1h=[?1h=[?1049h[?25l(B[?7hfinite field matrix, z = Z(2, 20); z2 = z^2, etc.(0x(B(0(B1 (0qqqnqq(B(0(B1 (0x(B(0(Bz+z2+z5+z6+z9+z11+z19z2+z5+z7+z8+z9+z11+z15+z17+z12 (0x(B(0(Bz+z2+z3+z4+z5+z7+z9+z10+z17+z19z2+z6+z7+z12+z16+z17+z13 (0x(B(0(Bz6+z7+z8+z12+z14+z15+z18+z19z+z5+z9+z10+z11+z12+z15+z16+z14 (0x(B(0(Bz3+z4+z6+z10+z12+z13+z19z+z2+z6+z7+z10+z12+z13+z16+z15 (0x(B z+z3+z7+z8+z9+z10+z11+z15+z16+z17+z18z2+z3+z5+z10+z11+z12+z16+z16 (0x(B(0(Bz+z3+z5+z6+z7+z11+z14+z15z+z3+z6+z8+z10+z11+z15+z17+z17 (0x(B(0(Bz+z3+z4+z7+z8+z9+z11+z13+z15+z19 z2+z3+z5+z7+z9+z11+z12+z14+z15+z16+z18 (0x(B(0(Bz+z2+z13+z14+z15+z18z2+z4+z7+z9+z13+z14+z16+z18+z19 (0x(B(0(Bz+z4+z12+z13+z14+z16+z19z4+z6+z7+z9+z11+z16+z17+z110 (0x(B z+z3+z5+z6+z7+z9+z11+z15+z16+z18+z19z3+z5+z7+z9+z10+z13+z17+z18+z1 (B(computing ...)(B [?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 212 of 836 (25%) # line 215 of 836 (25%)[?1h=[?1h=[?1049h[?25l(B[?7hHN214 11 14 6 3 10 7 8 4 5 3 3 2 5 6 336 2 2 5 6 1 2 1 2 . 1 1 . 2 2 256 3 2 1 1 1 1 1 4 6 4 4 4 1 . 171 1 . 1 . . . . 1 . . . . . . .111 1 . . . . . . . . . . . . . .191 . . . . . . . . . . . . . . .1a 2a 2b 3a 3b 4a 4b 4c 5a 5b 5c 5d 5e 6a 6b 6c2P1a 1a 1a 3a 3b 2b 2a 2b 5a 5b 5d 5c 5e 3a 3a 3b3P1a 2a 2b 1a 1a 4a 4b 4c 5a 5b 5d 5c 5e 2a 2b 2b5P1a 2a 2b 3a 3b 4a 4b 4c 1a 1a 1a 1a 1a 6a 6b 6c7P1a 2a 2b 3a 3b 4a 4b 4c 5a 5b 5d 5c 5e 6a 6b 6c11P1a 2a 2b 3a 3b 4a 4b 4c 5a 5b 5c 5d 5e 6a 6b 6c19P1a 2a 2b 3a 3b 4a 4b 4c 5a 5b 5c 5d 5e 6a 6b 6c X.11 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 X.2133 21 5 7 -2 5 1 -3 -7 8 A *A 3 3 -1 2 X.3133 21 5 7 -2 5 1 -3 -7 8 *A A 3 3 -1 2 X.4760 56 -8 22 4 8 . . 20 10 -10 -10 5 2 -2 4 X.53344 176 16 41 -4 16 8 . 14 -31 4 4 9 5 1 4 X.68778 154 -54 21 3 10 -10 2 28 28 B *B 3 1 -3 3 X.78778 154 -54 21 3 10 -10 2 28 28 *B B 3 1 -3 3 (B(computing ...)(B X.7 8778 154 -54 21 3 10 -10 2 28 28 *B B 3 1 -3 3[?1h=(0lqk(B(B(0x(B(Buser interrupt, quitting(0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1l> # line 238 of 836 (28%) # line 247 of 836 (29%)[?1h=[?1h=[?1049h[?25l(B[?7hJ1 mod 2(0x(B Y_1 Y_2 Y_3 Y_4 Y_5 Y_6 Y_7 Y_8 Y_9 Y_10 Y_11(0qqqqnq(B(0(BX_1 (0x(B 1 . . . . . . . . . .X_2 (0x(B . . . . 1 . . . . . .X_3 (0x(B . . . . . 1 . . . . .X_4 (0x(B . . . . . . . 1 . . .X_5 (0x(B . . . . . . . 1 . . .X_6 (0x(B 1 . . . . . 1 . . . .X_7 (0x(B 1 1 1 . . . . . . . .X_8 (0x(B 1 1 . 1 . . . . . . .X_9 (0x(B . . . . . . . . 1 . .X_10(0x(B . . . . . . . . . 1 .X_11(0x(B . . . . . . . . . . 1X_12(0x(B 1 1 1 1 . . . . . . .X_13(0x(B 1 . . 1 . . 1 . . . .X_14(0x(B 1 . 1 . . . 1 . . . .X_15(0x(B 1 1 1 1 . . 1 . . . . partial input: s (B(computing ...)(B partial input: s (B 1(BX_1 = 1_1Y_1 = 1_1 (B(computing ...)(B  1(B .(B2 = 56_1 (B(computing ...)(B  . (B .(B2 = 20_1 (B(computing ...)(B  . (B .(B3 = 56 (B(computing ...)(B  . (B .(B42 (B(computing ...)(B  . (B 1(B53 (B(computing ...)(B  (B(computing ...)(B  (B(computing ...)(B  (B(computing ...)(B  (B(computing ...)(B  (B(computing ...)(B [?12l[?25h[?1049l [?1l> # line 248 of 836 (29%) # line 251 of 836 (30%)[?1h=[?1h=[?1049h[?25l(B[?7hA101 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 11: 1814400 . . . . . . . . . . . . . . . . .2: 907200 1440 . . . . . . . . . . . . . . . .3: 907200 . 192 . . . . . . . . . . . . . . .4: 604800 . . 5040 . . . . . . . . . . . . . .5: 604800 . . . 144 . . . . . . . . . . . . .6: 604800 . . . . 54 . . . . . . . . . . . .7: 453600 2160 . . . . 2160 . . . . . . . . . . .8: 453600 2160 . . . . . 144 . . . . . . . . . .9: 453600 . 288 . . . . . 48 . . . . . . . . .  10: 453600 720 192 . . . . . . 48 . . . . . . . .  11: 453600 1440 96 . . . . . . . 32 . . . . . . .  12: 453600 . 288 . . . . . . . . 24 . . . . . .  13: 453600 720 192 . . . . . . . . . 16 . . . . .  14: 453600 720 . . . . . . . . . . . 48 . . . .  15: 453600 720 . . . . . . . . . . . . 48 . . .  16: 453600 . 96 . . . . . . . . . . . . 16 . .  17: 362880 . . . . . . . . . . . . . . . 240 .  18: 362880 . . . . . . . . . . . . . . . . 20  19: 302400 1440 . 2520 . . . . . . . . . . . . . . 1220: 302400 1440 . . 72 . . . . . . . . . . . . .  21: 302400 . 192 2520 . . . . . . . . . . . . . .  22: 302400 . 192 . 72 . . . . . . . . . . . . . (B(computing ...)(B 22: 302400 . 192 . 72 . . . . . . . . . . . . .  22: 30219272  23: 302400 . 19272  24: 302427  25: 302400 480 . 252  26: 302400 480 72  27: 30246472 .  28: 259200 . .  29: 226800 . 336 . 168  30: 226800 2160 4288 .48  31: 226800 1440 1441080 . 48 . 24  32: 22681447272 48  33: 226800 720 2404816 . 32  34: 226824048 16 24  35: 226800 1801080 7224  36: 226800 1080 9610802424  37: 226800 360 192248 24 . .  38: 226800 1080 96728 . 24 . .  39: 22680240488 . .  40: 226800 720 144 .24168  41: 226800 1080 96 .728 24  42: 2268240 .248  43: 226800 360 .248 . 24 (B(computing ...)(B 43: 226800 360 192 . . . . . . 24 . . 8 . 24 . . .  43: 226800 360 .248 . 24  44: 2268 48 .24  45: 226800 720 48 .1616  46: 226800 720 48 .1648  47: 226800 . 144 .2416  48: 226800 720 48 .1648  49: 226800 720 481624 24  50 48 .8  51: 201600 . . 3360 96 . .  52: 201600 . .72 . . . .  53: 201600 . .144 18 . . .  54: 201600 . . 1680 48 36 . . . .  55: 201600 . .18 . . . .  56: 201600 .18 . . .  57: 181440 1440 . . . . . 120  58: 181440 . .. .120  59: 181440 . 192 .. . .10  60: 181440 288 . .. 120  61: 1512 . 5040720 . ..  62: 151200 720 .14448. .  63: 151200 720 .144 . 720 ..  64: 151200 720 .54 720 .. . . (B(computing ...)(B 64: 151200 720 . . . 54 720 . . . . . . . . . . . 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 4 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . . . . . . . . . . . . .. . . . . . . . . (B(computing ...)(B 64: . . . . . . . . . . . . . . . . . . . . . . . 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65. 4 . . . . . . . . . ..  . . . . .. . 24 . . . . . . . . ..  . . . . .. . . 16 . . . . . . . ..  . . . . .. . . . 8 . . . . . . ..  . . . . .. . . . . 8 . . . . . ..  . . . . .. . . . . . 8 . . . . ..  . . . . .. . . . . . . 8 . . . ..  . . . . .. . . . . . . . 4 . . ..  . . . . .. . . . . . . . . 96 . ..  . . . . .. . . . . . . . . . 24 ..  . . . . .. . . . . . . . . . . 18.  . . . . .. . . . . . . . . . . . 12 . .  . . . . .. . . . . . . . . . . . . 6 .  . . . . .. . . . . . . . . . . .6  . . . . .. . . . . . . . . . . .. 120 . . . . .. . . . . . . . . . . .. . 8 . . . . .. . . . . . . . . . . .. 2 . . . . . .. . . . . . . . . . . .. 8 . . . . .. . . . . . . . . . . .. 720 . . . .. . . . . . . . . . . ..  . 48 . . .. . . . . . . . . . . ..  . . 18 . .. . . . . . . . . . . ..  . . . 18 . (B(computing ...)(B 64: . . . . . . . . . . . . . . . . . . . . . . 18 .66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 9.. . . . .  .. . . . .  .. . . . . .. . . . . .. . . . . .. . . . . .. . . . . .. . . . .  .. . . . .  .. . . . .  .. . . . .  .. . . . . . . . . . . . . . . . . .  . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .. . . . . . .. . . . . . . . . (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters)(0x(B(B(0mqj(B(B (0(B(B 64: . . . . . . . . . . . . . . . . . . . . . . . .[?1h=1[?1h=0[?1h=0  51: . . . . . . . . . . . . . . . . . . . . . . . .2: . . . . . . . . . . . . . . . . . . . . . . . .3: . . . . . . . . . . . . . . . . . . . . . . . .4: . . . . . . . . . . . . . . . . . . . . . . . . (B(computing ...)(B[?1h=(0lqk(B(B(0x(Benter a search string: (B100(0x(B(B(0tqu(B(B(0x(Bcase sensitive [ ] yes [X] no (0x(B(B(0x(B(Bmode [X] substring [ ] whole entry(0x(B(B(0x(B(Bsearch for [X] any substring [ ] word [ ] prefix [ ] suffix (0x(B(B(0x(B(Bsearch [X] forwards [ ] backwards(0x(B(B(0x(B(Bsearch [X] row by row [ ] column by column(0x(B(B(0x(B(Bwrap around [X] yes [ ] no(0x(B(B(0x(B(Bnegate [ ] yes [X] no(0x(B(B(0x(B(B(up/down to choose a parameter, left/right to change the value) (0x(B(B(0mqj(B(B (0(B(B 64: . . . . . . . . . . . . . . . . . . . . . . . .[?1h=case sensitive [ ] yes [X] no(Bmode [X] substring [ ] whole entry (B[?1h=(B X(Bcompare with [ ] "<" [ ] "<=" [X] "=" [ ] ">=" [ ] ">" [ ] "<>"[?1h=mode [ ] substring [X] whole entry(Bcompare with [ ] "<" [ ] "<=" [X] "=" [ ] ">=" [ ] ">" [ ] "<>" (B[?1h=compare with [ ] "<" [ ] "<=" [X] "=" [ ] ">=" [ ] ">" [ ] "<>" (Bsearch [X] forwards [ ] backwards (B[?1h=search [X] forwards [ ] backwards(Bsearch [X] row by row [ ] column by column (B[?1h=(B X(B  51: . . . . . . . . . . . . . . . . . . . . . . . .2: . . . . . . . . . . . . . . . . . . . . . . . .3: . . . . . . . . . . . . . . . . . . . . . . . .4: . . . . . . . . . . . . . . . . . . . . . . . .5: . . . . . . . . . . . . . . . . . . . . . . . .6: . . . . . . . . . . . . . . . . . . . . . . . .7: . . . . . . . . . . . . . . . . . . . . . . . .8: . . . . . . . . . . . . . . . . . . . . . . . .9: . . . . . . . . . . . . . . . . . . . . . . . .0: . . . . . . . . . . . . . . . . . . . . . . . .1: . . . . . . . . . . . . . . . . . . . . . . . .2: . . . . . . . . . . . . . . . . . . . . . . . . (B(computing ...)(B[?25l 64: . . . . . . . . . . . . . . . . . . . . . . . . 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42218 24 . . . . . . .244: 120 . . . . . . . .224 . . . . . . . .28 . . . . . . . .23 . . . . . . . .2 . . . . . . . .212 . . . . . . . .250: 12 . 1212 . . . . . . . .212 . . . . . . . .22 . . . . . . . .242 30 . 30 612 6 6 . .242 6 18 . 22 . 12. 14 10 2 .242 6 . . 6 24 4 6 6 2 22 . 30 30 42 18 18 18 18 10 10 . 2 6 22 . 6 . . 2 24 4 . 2 2 22 . 30 . 30 24 . 2 . .2 . 6 18 . 18 . 12. . 2 2 .260: 60 12 36 . 12 . 12 12 . . 24 . . . . .224 6 . 6 . 6 . . . 24 . . . . . .262: 180 486 . . . 24. . . . .212 12 . 6 6 . . . . . . 4 .264: (B100(B 12 12 . 4 . 28 4 . 48 . . . . . [?7l.[?7h (B(computing ...)(B 264: (B100(B 12 12 . 4 . 28 4 . . . 48 . . . . . . . . . . . [?7l.[?7h 356: 30 . 1818 . . . 24 . 24 357: . 661812 12 . 12 358: 90 . 61824 4244 3596 . 6 26 24 . 484 360: 30 . 6. 64 3616264 3624 363: 120 48 .12 44 . 244 4 36412 6 . 6 6 62 2 . 4 . 12 42 4365: 10 . 624.8 6 4 6 2 6 2 2 366: 30 . 26 6 2 . . 20 2 20 . 2 6 2 2 2 . . 2 36722 . 18 6 . . 12 2 12 2 2 6 2 2 . . . 368412 . 4 . 14 . 44 .. . 4 2 . .369: 25 3 9 1 3 . 9 3 112 6 . . 2 4 4 . 4 . . 4 .370: 24.. .. . . . . .371 6 . 6 372: 40 812. . . . . .. . 373: . . . 6 4 . . . 2 3 .42374: 120 24 . . . . . .24 . 375: . .6 . .4376: 22 . 18 . 8 . 188. 37724 . . . . 18 . .24 (B(computing ...)(B 377: (B100(B 24 . . . . 18 . . . . . . . . . 24 . . . . . . [?7l.[?7h 264: (B100(B 12 12 . 4 . 28 448 . . . 265: 60 12 12 4 4 . 4 4 4 . . . 8 266: 60 12 12 . 4 . 4 4 . . .. 267: 60 12 12 . 4 . 4 4 .. . ... 268: 60 12 12 . 4 . 4 4. 269: 60 12 12 . 4 . 4 4. 2703 .. 271: 10 . 630 . 8. . .. . 2722 . . 2 . 248 . . . . . .. .273: 32 6 . 416 . . . . . . . . 274: 80 12 . 212 . . . . . . . . . 8. 275: 80 12 . . 12 . 2 . . . . . . . .4 2768 . . 6 2 . ...8. . 277: . . . . . 1 . 6 2 . .. . 8 . .. 278: 40188 279818.. . . 8. . . 280: .88 28124 2 8 . 4 4 2 ...282: 20 . 24 . 8 . 16 4 .4 2832 . . 12 12 28.284: 20 . . . . . 24 12.8 285: . . .24 . 24 . (B(computing ...)(B 285: . . . . . . . . . . . 24 . 24 . . . . . . . . . [?7l.[?7h (B(computing ...)(B 285: . . . . . . . . . . . 24 . 24 . . . . . . . . . [?7l.[?7h[?12l[?25h[?1049l [?1l> # line 269 of 836 (32%) # line 270 of 836 (32%) # line 271 of 836 (32%) # line 285 of 836 (34%)[?1h=[?1h=[?1049h[?25l(B[?7h(BAtlas Of Group Representations: Overview (selected entries)(B (526 out of 528 entr(0lqwqqqqwqwqqqqwqqqqqwqqqqqwqqqqqwqqqqqwqqqqqk(B (0x(B G(0x(B # (0x(B maxes (0x(B cl (0x(B cyc (0x(B out (0x(B fnd (0x(B chk (0x(B prs (0x(B (0mqvqqqqvqvqqqqvqqqqqvqqqqqvqqqqqvqqqqqvqqqqqj(B (0x(B 2.2E6(2)(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.2E6(2).2(0x(B 2 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.(2xF4(2)).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A5(0x(B 26 (0x(B 3 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B (0x(B 2.A5.2(0x(B 11 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B (0x(B 2.A6(0x(B 18 (0x(B 5 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A6.2_1(0x(B 3 (0x(B 6 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A7(0x(B 24 (0x(B 3 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A7.2(0x(B 7 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A8(0x(B 26 (0x(B 2 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A9(0x(B 8 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A10(0x(B 4 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A11(0x(B 14 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A11.2(0x(B 4 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A12(0x(B 5 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A13(0x(B 12 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 2.A14(0x(B 7 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B (0x(B 2.A14.2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters)(0x(B(B(0mqj(B(B (0(0x(B 2.A14.2 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B[?1h=A[?1h=52.A5.2(0x(B 11 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B2.A6(0x(B 18 (0x(B 5 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A6.2_1(0x(B 3 (0x(B 6 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A7(0x(B 24 (0x(B 3 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (B(computing ...)(B[?1h=(0lqk(B(B(0x(Benter a search string: (BA5(0x(B(B(0tqu(B(B(0x(Bcase sensitive [ ] yes [X] no (0x(B(B(0x(B(Bmode [X] substring [ ] whole entry(0x(B(B(0x(B(Bsearch for [X] any substring [ ] word [ ] prefix [ ] suffix (0x(B(B(0x(B(Bsearch [X] forwards [ ] backwards(0x(B(B(0x(B(Bsearch [X] row by row [ ] column by column(0x(B(B(0x(B(Bwrap around [X] yes [ ] no(0x(B(B(0x(B(Bnegate [ ] yes [X] no (0x(B(B(0x(B(B(up/down to choose a parameter, left/right to change the value) (0x(B(B(0mqj(B(B (0(0x(B 2.A14.2 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B[?1h=case sensitive [ ] yes [X] no(Bmode [X] substring [ ] whole entry (B[?1h=(B X(Bcompare with [ ] "<" [ ] "<=" [X] "=" [ ] ">=" [ ] ">" [ ] "<>"2.A5.2(0x(B 11 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B2.A6(0x(B 18 (0x(B 5 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A6.2_1(0x(B 3 (0x(B 6 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A7(0x(B 24 (0x(B 3 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A7.2(0x(B 7 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A8(0x(B 26 (0x(B 2 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A9(0x(B 8 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A10(0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A11(0x(B 14 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A11.2(0x(B 4 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A12(0x(B 5 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B2.A13(0x(B 12 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (B(computing ...)(B[?25l (0x(B 2.A14.2 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B13^(1+2):(3x4S4)241:40 1(2^2x3).U6(2)316(3^2:2xO8+(3)).S4 1  (0x(B (5^2:[2^4]xU3(5)).S3   (0x(B (7:3xHe):2 1 (7^2:(3x2A4)xL2(7)).21 (13:6xL3(3)).2 1 (A5xA12):21(A5xU3(8):3):2 3 (A6xA6xA6).(2xS4)1(A7x(A5xA5).4).21(D10xHN).2 1 (L2(11)xL2(11)):41(L2(11)xM12):21 (L3(2)xS4(4):2).2 3(S5xS5xS5):S31 (0x(B (BA5 (B (0x(B 183 (0x(B + (B(computing ...)(B[?1h=(BAtlasRep info for A5 (B* Representations for G = A5: (all refer to std. generators 1) (18)(B1: G <= Sym(5)3-trans., on cosets of A4 (1st max.)2: G <= Sym(6)2-trans., on cosets of D10 (2nd max.)3: G <= Sym(10)rank 3, on cosets of S3 (3rd max.)4: G <= GL(4a,2)character 4a5: G <= GL(4b,2)character 2ab6: G <= GL(4,3)character 4a7: G <= GL(6,3)character 3ab8: G <= GL(2a,4)character 2a9: G <= GL(2b,4)character 2b  10: G <= GL(3,5)character 3a  11: G <= GL(5,5)character 5a  12: G <= GL(3a,9)character 3a  13: G <= GL(3b,9)character 3b  14: G <= GL(4,Z)character 4a  15: G <= GL(5,Z)character 5a  16: G <= GL(6,Z)character 3ab  17: G <= GL(3a,Field([Sqrt(5)])) character 3a  18: G <= GL(3b,Field([Sqrt(5)])) character 3b (B  (B(B(computing ...)(B (B* Representations for G = A5: (all refer to std. generators 1) (18)(B G <= Sym(5) 3-trans., on cosets of A4 (1st max.) (B(B(computing ...)(B  G <= Sym(5)3-trans., on cosets of A4 (1st max.)(B G <= Sym(6) 2-trans., on cosets of D10 (2nd max.) (B(B(computing ...)(B G <= Sym(6) (2-trans., on cosets of D10 (2nd max.)) added to the result (B(computing ...)(B G <= Sym(6) (2-trans., on cosets of D10 (2nd max.)) added to the result[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BAtlas Of Group Representations: Overview (selected entries)(B (526 out of 528 entr(0lqwqqqqwqwqqqqwqqqqqwqqqqqwqqqqqwqqqqqwqqqqqk(B (0x(B G(0x(B # (0x(B maxes (0x(B cl (0x(B cyc (0x(B out (0x(B fnd (0x(B chk (0x(B prs (0x(B (0mqvqqqqvqvqqqqvqqqqqvqqqqqvqqqqqvqqqqqvqqqqqj(B (0x(B 13^(1+2):(3x4S4)(0x(B 2 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B 41:40(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (2^2x3).U6(2)(0x(B 3 (0x(B 16 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (3^2:2xO8+(3)).S4(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (5^2:[2^4]xU3(5)).S3 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (7:3xHe):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (7^2:(3x2A4)xL2(7)).2 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (13:6xL3(3)).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A5xA12):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A5xU3(8):3):2(0x(B 3 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A6xA6xA6).(2xS4)(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A7x(A5xA5).4).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (D10xHN).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L2(11)xL2(11)):4(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L2(11)xM12):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L3(2)xS4(4):2).2(0x(B 3 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (S5xS5xS5):S3(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (BA5 (B (0x(B 18 (0x(B 3 (0x(B + (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B[?1h= (B(computing ...)(B (0x(B (BA5 (B (0x(B 18 (0x(B 3 (0x(B + (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B 200s (0x(B A5(0x(B 18 (0x(B 3 (0x(B + (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B.2(B 94 (0x(B  (B(computing ...)(B (0x(B (BA5.2 (B (0x(B 9 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B 220s (0x(B A5.2(0x(B 9 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B6 (B265 (B(computing ...)(B[?1h=(BAtlasRep info for A6 (B* Representations for G = A6: (all refer to std. generators 1) (26)(B1: G <= Sym(6a)4-trans., on cosets of A5 (1st max.)2: G <= Sym(6b)4-trans., on cosets of A5 (2nd max.)3: G <= Sym(10)2-trans., on cosets of 3^2:4 (3rd max.)4: G <= Sym(15a)rank 3, on cosets of S4 (4th max.)5: G <= Sym(15b)rank 3, on cosets of S4 (5th max.)6: G <= GL(4a,2)7: G <= GL(4b,2)8: G <= GL(16,2)character 8ab9: G <= GL(4,3)character 4a  10: G <= GL(6,3)character 3ab  11: G <= GL(9,3)character 9a  12: G <= GL(8a,4)  13: G <= GL(8b,4)  14: G <= GL(5a,5)  15: G <= GL(5b,5)  16: G <= GL(8,5)character 8a  17: G <= GL(10,5)character 10a  18: G <= GL(3a,9) (B  (B(B(computing ...)(B (B* Representations for G = A6: (all refer to std. generators 1) (26)(B G <= Sym(6a) 4-trans., on cosets of A5 (1st max.) (B(B(computing ...)(B G <= Sym(6a) (4-trans., on cosets of A5 (1st max.)) added to the result (B(computing ...)(B G <= Sym(6a) (4-trans., on cosets of A5 (1st max.)) added to the result[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BAtlas Of Group Representations: Overview (selected entries)(B (526 out of 528 entr(0lqwqqqqwqwqqqqwqqqqqwqqqqqwqqqqqwqqqqqwqqqqqk(B (0x(B G(0x(B # (0x(B maxes (0x(B cl (0x(B cyc (0x(B out (0x(B fnd (0x(B chk (0x(B prs (0x(B (0mqvqqqqvqvqqqqvqqqqqvqqqqqvqqqqqvqqqqqvqqqqqj(B (0x(B (2^2x3).U6(2)(0x(B 3 (0x(B 16 (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (3^2:2xO8+(3)).S4(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (5^2:[2^4]xU3(5)).S3 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (7:3xHe):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (7^2:(3x2A4)xL2(7)).2 (0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (13:6xL3(3)).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A5xA12):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A5xU3(8):3):2(0x(B 3 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A6xA6xA6).(2xS4)(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (A7x(A5xA5).4).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (D10xHN).2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L2(11)xL2(11)):4(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L2(11)xM12):2(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (L3(2)xS4(4):2).2(0x(B 3 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (S5xS5xS5):S3(0x(B 1 (0x(B(0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B (0x(B A5(0x(B 18 (0x(B 3 (0x(B + (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B (0x(B A5.2(0x(B 9 (0x(B 4 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B (0x(B (BA6 (B (0x(B 26 (0x(B 5 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B[?1h= (B(computing ...)(B (0x(B (BA6 (B (0x(B 26 (0x(B 5 (0x(B (0x(B (0x(B (0x(B (0x(B + (0x(B + (0x(B(0(B[?12l[?25h[?1049l [?1l> # line 291 of 836 (34%) # line 292 of 836 (34%) # line 300 of 836 (35%) # line 301 of 836 (36%) # line 304 of 836 (36%)[?1h=[?1h=[?1049h[?25l(B[?7h[?1h=(BGAP Documentation: Tutorial (B> (BGAP 4 Tutorial (B> (BGAP 4 Reference Manual (B> (BAtlasRep - An Atlas of Group Representations (B> (BBrowse - ncurses interface and browsing applications (B> (BCTblLib - The GAP Character Table Library (B> (BCTblLibXpls - Computations with the GAP Character Table Library (B> (BGAPDoc - a meta package for GAP documentation (B> (BGAPDoc Example - example help book for GAPDoc (B> (BIO - Bindings for low level C library I/O routines (B> (Bprimgrp - GAP Primitive Permutation Groups Library (B> (Bsmallgrp - The GAP Small Groups Library (B> (BTomLib - The GAP Library of Tables of Marks (B> (Btransgrp - Transitive Groups Library (B> (BUtils - Utility functions in GAP (B(B(computing ...)(B (B*(B > 1 Preface(B (B > 2 A First Session with GAP(B (B > 3 Lists and Records(B (B > 4 Functions(B (B > 5 Groups and Homomorphisms(B (B > 6 Vector Spaces and Algebras(B (B > 7 Domains(B (B > 8 Operations and Methods(B(BGAP 4 Reference Manual(B(BAtlasRep - An Atlas of Group RepresentationsBrowse - ncurses interface and browsing applicationsCTblLib - The GAP Character Table LibraryCTblLibXpls - Computations with the GAP Character Table Library (B> (BGAPDoc - a meta package for GAP documentation (B> (BGAPDoc Example - example help book for GAPDoc (B> (BIO - Bindings for low level C library I/O routines (B> (Bprimgrp - GAP Primitive Permutation Groups Library (B> (Bsmallgrp - The GAP Small Groups Library (B> (BTomLib - The GAP Library of Tables of Marks (B> (Btransgrp - Transitive Groups Library (B> (BUtils - Utility functions in GAP(B (B(computing ...)(B (B> (BUtils - Utility functions in GAP(B (B* (BGAP 4 Tutorial (B > 1 Preface(B (B(computing ...)(B (B> (BUtils - Utility functions in GAP(B(B* (B Welcome to GAP. This preface serves not only to introduce this  manual, "the GAP Tutorial", but also as an introduction to the  system as a whole.  GAP stands for Groups, Algorithms and Programming. The name was  chosen to reflect the aim of the system, which is introduced in this  tutorial manual. Since that choice, the system has become somewhat  broader, and you will also find information about algorithms and  programming for other algebraic structures, such as semigroups and  algebras.  In addition to this manual, there are GAP Reference Manual  containing detailed documentation of the mathematical functionality  of GAP, and HPC-GAP Reference Manual documenting a multi-threaded  version of GAP.  There is also a document CHANGES.md in the root directory on the  most essential changes from previous GAP releases. A lot of the  functionality of the system and a number of contributed extensions (B(computing ...)(B functionality of the system and a number of contributed extensions (B system as a whole.     GAP stands for Groups, Algorithms and Programming. The name was   chosen to reflect the aim of the system, which is introduced in this   tutorial manual. Since that choice, the system has become somewhat   broader, and you will also find information about algorithms and   programming for other algebraic structures, such as semigroups and   algebras.     In addition to this manual, there are GAP Reference Manual   containing detailed documentation of the mathematical functionality   of GAP, and HPC-GAP Reference Manual documenting a multi-threaded   version of GAP.     There is also a document CHANGES.md in the root directory on the   most essential changes from previous GAP releases. A lot of the   functionality of the system and a number of contributed extensions   are provided as "GAP packages" and each of these has its own manual.     Subsequent sections of this preface explain the structure of the   system and list sources of further information about GAP.   [?7l [?7h(B (B(computing ...)(B (B [?7l [?7h(B (B(computing ...)(B (B [?7l [?7h(B (B(computing ...)(B (B [?7l [?7h(B (B(computing ...)(B (B [?7l [?7h(B[?12l[?25h[?1049l [?1l> # line 305 of 836 (36%) # line 309 of 836 (36%)[?1h=[?1h=[?1049h[?25l(B[?7h[?1h=(BGAP Documentation: Tutorial (B> (BGAP 4 Tutorial (B> (BGAP 4 Reference Manual (B> (BAtlasRep - An Atlas of Group Representations (B> (BBrowse - ncurses interface and browsing applications (B> (BCTblLib - The GAP Character Table Library (B> (BCTblLibXpls - Computations with the GAP Character Table Library (B> (BGAPDoc - a meta package for GAP documentation (B> (BGAPDoc Example - example help book for GAPDoc (B> (BIO - Bindings for low level C library I/O routines (B> (Bprimgrp - GAP Primitive Permutation Groups Library (B> (Bsmallgrp - The GAP Small Groups Library (B> (BTomLib - The GAP Library of Tables of Marks (B> (Btransgrp - Transitive Groups Library (B> (BUtils - Utility functions in GAP (B(B(computing ...)(B[?1h=[?12l[?25h (0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters) (0x(B(B(0mqj(B(B(0(B(B[?1h=B[?1h=r[?1h=o[?1h=w[?1h=s[?1h=e(BIO - Bindings for low level C library I/O routines(B(Bprimgrp - GAP Primitive Permutation Groups Library(B(Bsmallgrp - The GAP Small Groups Library(B(BTomLib - The GAP Library of Tables of Marks(B (B(computing ...)(B[?25l (BBrowse(B (B> (BGAP 4 Tutorial (B> (BBrowse - ncurses interface and browsing applications (B(B(computing ...)(B (B*(B > 1 Introduction and Overview  > 2 Interface to the ncurses Library  > 3 Utilities using ncurses  > 4 Browsing Tables in GAP using ncurses -The User Interface  > 5 Browsing Tables in GAP using ncurses -The Programming Interface  > 6 Examples of Applications based on NCurses.BrowseGeneric (B(B(computing ...)(B (B* (BBrowse - ncurses interface and browsing applications (B > 1 Introduction and Overview (B(B(computing ...)(B (B* (B > 1.1 Introduction  > 1.2 Overview  > 1.3 User preferences provided by the Browse package (B(B(computing ...)(B (B> (BTomLib - The GAP Library of Tables of Marks (B(B * 1 Introduction and Overview (B  (B(B(computing ...)(B (B> (BTomLib - The GAP Library of Tables of Marks (B(B > 1.1 Introduction (B(B(computing ...)(B (B> (BTomLib - The GAP Library of Tables of Marks (B(B * 1.1 Introduction (B The motivation of the package Browse was to provide better  functionality for displaying two-dimensional arrays of data (e.g.,  character tables): moving through the data without loosing row andcolumn labels, searching for text, displaying extra information,  hiding information, allowing interactive user input, ...  We wanted to achieve this by using the capabilities of the terminal  emulations in which GAP is running, and not by some external  graphical user interface. For this we have chosen to use the widely  available C-library ncurses, see [NCu]. It contains functions to  find out terminal capabilities, to change properties of terminals,  to place text, to handle several windows with overlapping, ... To  use these functions the terminal is switched to a visual mode so  that the display of the non-visual mode of your terminal in which  GAP is running is not clobbered.  Browse has now three levels of functionality:  A low level interface to ncurses This may be interesting for all kinds of applications which (B(computing ...)(B This may be interesting for all kinds of applications which (B This may be interesting for all kinds of applications which   want to display text with some markup including colors, maybe   in several windows, using the available capabilities of a   terminal.     A medium level interface to a generic function NCurses.BrowseGeneric (4.3-1)  This is for displaying two-dimensional arrays of data, handles   labels for rows and columns, searching, sorting, binding keys   to actions, ... If you want to implement such applications for   further kinds of data, first look at the examples in Section   BrowseData.IsBrowseTable (4.2-3), then check what can be   copied from the examples in Chapter 6, and consult the   descriptions in Chapters 4 and 5.     Applications of these interfaces   We provide some applications of the ncurses interface and of   the generic NCurses.BrowseGeneric (4.3-1) function. These may   be interesting for end users, and also as examples for   programmers of further applications. This includes (of course)   a method for browsing through character tables, functions for   browsing through data collections, several games, and an   interface for demos. [?7l [?7h(B (B(computing ...)(B (B interface for demos. [?7l [?7h(B (B(computing ...)(B (B interface for demos. [?7l [?7h(B (B(computing ...)(B (B interface for demos. [?7l [?7h(B (B(computing ...)(B (B interface for demos. [?7l [?7h(B[?12l[?25h[?1049l [?1l> # line 310 of 836 (37%) # line 313 of 836 (37%) # line 316 of 836 (37%) # line 317 of 836 (37%) # line 318 of 836 (38%)[?1h=[?1h=[?1049h[?25l(B[?7h(BGAP Bibliography(B (3300 entries) (0lqwqq(B(0x(B authors(0x(B title (0mqvqq(B(0lqwqq(B(0x(B Abas, M.(0x(B Metric dimension of Cayley digraphs of (0x(B Vetrik, T.(0x(B split metacyclic groups (0x(B(0x(B (0tqnqq(B(0x(B Abbas, A.(0x(B Canonical bases of modules over one (0x(B Assi, A.(0x(B dimensional boldK-algebras (0x(B Garcia-Sanchez, P. A.(0x(B (0tqnqq(B(0x(B Abdeljaouad, I.(0x(B Calculation of primitive invariants of (0x(B(0x(B finite groups (0tqnqq(B(0x(B Abdolghafourian, A.(0x(B Divisibility graph for symmetric and (0x(B Iranmanesh, M. A.(0x(B alternating groups (0x(B(0x(B (0tqnqq(B(0x(B Abdolghafourian, A.(0x(B The divisibility graph of finite groups (0x(B Iranmanesh, M. A.(0x(B of Lie type partial input: s (B(computing ...)(B partial input: s(BAbas, M. Vetrik, T.  Abbas, A. Assi, A. Garcia-Sanchez, P. A. Abdeljaouad, I.  Abdolghafourian, A. Iranmanesh, M. A.  Abdolghafourian, A.  (0x(B (BIranmanesh, M. A. (B (0x(B of Lie type (B(computing ...)(B (0x(B (BIranmanesh, M. A. (B (0x(B of Lie type (0q(B(0wqqq(B(0w(B (0(Buthors (0x(B title (0x(B (0q(B(0vqqq(B(0v(B (0q(B(0wqqq(B(0w(B (0(Bbas, M.(0x(B (BMetric dimension of Cayley digraphs of (B (0x(B (0(Betrik, T.(0x(B (Bsplit metacyclic groups (B (0x(B(0(B (0x(B (B (B (0x(B (0q(B(0nqqq(B(0n(B (0(Bbbas, A.(0x(B (BCanonical bases of modules over one (B (0x(B (0(Bssi, A.(0x(B (Bdimensional boldK-algebras (B (0x(B (0(Barcia-Sanchez, P. A. (0x(B (B (B (0x(B (0q(B(0nqqq(B(0n(B (0(Bbdeljaouad, I.(0x(B (BCalculation of primitive invariants of (B (0x(B(0(B (0x(B (Bfinite groups (B (0x(B (0q(B(0nqqq(B(0n(B (0(Bbdolghafourian, A.(0x(B (BDivisibility graph for symmetric and (B (0x(B (0(Branmanesh, M. A.(0x(B (Balternating groups (B (0x(B(0(B (0x(B (B (B (0x(B (0q(B(0nqqq(B(0n(B (0(Bbdolghafourian, A.(0x(B (BThe divisibility graph of finite groups (B (0x(B (0(Branmanesh, M. A.(0x(B (Bof Lie type (B (0x(B(0(B (B(computing ...)(B ranmanesh, M. A.(0x(B (Bof Lie type (B (0x(B(0(B(0w(B(0q(B(0w(B(0(B (0x(B title (0x(B(0(Byear(0v(B(0q(B(0v(B(0w(B(0q(B(0w(B(0(B (0x(B Metric dimension of Cayley digraphs of (0x(B (B 2020(B (0x(B split metacyclic groups(0x(B (B (0x(B(0(B(0x(B (0n(B(0q(B(0n(B(0(B (0x(B Canonical bases of modules over one (0x(B (B 2019(B (0x(B dimensional boldK-algebras(0x(B (B (B (0x(B (0x(B (0n(B(0q(B(0n(B(0(B (0x(B Calculation of primitive invariants of (0x(B (B 1999(0x(B finite groups(0x(B (0n(B(0q(B(0n(B(0(B (0x(B Divisibility graph for symmetric and (0x(B (B 2015(B (0x(B alternating groups(0x(B (0x(B(0(B(0x(B (0n(B(0q(B(0n(B(0(B (0x(B The divisibility graph of finite groups (0x(B (B 2017(B (0x(B of Lie type(0x(B  partial input: s (B(computing ...)(B partial input: s (0l(B(0q(B(0w(B(0q(B(0q(B (0x(B authors (0x(B title (0m(B(0q(B(0v(B(0q(B(0q(B (0(B(B> [2019] \copyright 2019 (3)(B (B> [2018] \copyright 2018 (1)(B (B> 2021 (39)(B (B> 2020 (167)(B (B> 2019 (166)(B (B> 2018 (170)(B (B> 2017 (186)(B (B> 2016 (158)(B (B> 2015 (162)(B (B> 2014/15 (1)(B (B> 2014 (156)(B (B> 2013/14 (1)(B (B> 2013 (173)(B (B> 2012 (141)(B (B> 2011/12 (1)(B (B> 2011 (151)(B (B> 2010 (163)(B partial input: s (B(computing ...)(B partial input: s (B> [2019] \copyright 2019 (3) (B> 2010 (163)(B (B(computing ...)(B (B> 2010 (163)(B (B> [2019] \copyright 2019 (3) (B> [2018] \copyright 2018 (1) (B(B(computing ...)(B (B> 2010 (163)(B (B> [2018] \copyright 2018 (1) (B> 2021 (39) (B(B(computing ...)(B (B> 2010 (163)(B (B> 2021 (39) (B> 2020 (167) (B(B(computing ...)(B (B> 2010 (163)(B (B> 2020 (167) (B> 2019 (166) (B(B(computing ...)(B (B> 2010 (163)(B (B> 2019 (166) (B> 2018 (170) (B(B(computing ...)(B (B> 2010 (163)(B (B*(0lqwqq(B(0x(B Abdollahi, A.(0x(B Zero divisors and units with small (0x(B Taheri, Z. 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A.(0x(B (Bof Lie type (B (0x(B(0(B(0w(B(0q(B(0w(B(0(B (0x(B title (0x(B(0(Byear(0v(B(0q(B(0v(B(0w(B(0q(B(0w(B(0(B (0x(B Metric dimension of Cayley digraphs of (0x(B (B 2020(B (0x(B split metacyclic groups(0x(B (B (0x(B(0(B(0x(B (0n(B(0q(B(0n(B(0(B (0x(B Canonical bases of modules over one (0x(B (B 2019(B (0x(B dimensional boldK-algebras(0x(B (B (B (0x(B (0x(B (0n(B(0q(B(0n(B(0(B (0x(B Calculation of primitive invariants of (0x(B (B 1999(0x(B finite groups(0x(B (0n(B(0q(B(0n(B(0(B (0x(B Divisibility graph for symmetric and (0x(B (B 2015(B (0x(B alternating groups(0x(B (0x(B(0(B(0x(B (0n(B(0q(B(0n(B(0(B (0x(B The divisibility graph of finite groups (0x(B (B 2017(B (0x(B of Lie type(0x(B  (B(computing ...)(B (0x(B of Lie type(0x(B (B (B (0x(B(0(B(0qqqqqw(B(0w(B(0q(B(0(B (0x(B year (0x(B journal  (0qqqqqv(B(0v(B(0q(B(0qqqqqw(B(0w(B(0q(B  (0(Bdigraphs of (0x(B2020 (0x(B (BTheoret. Comput. Sci. (B (0x(B(0x(B (B (B (0x(B(0x(B (B (0qqqqqn(B(0n(B(0q(B  (0(Bover one (0x(B2019 (0x(B (BRev. R. Acad. Cienc. Exactas Fis. (B (0x(B(0x(B (BNat. Ser. A Mat. RACSAM(B (0x(B(0x(B (B (0qqqqqn(B(0n(B(0q(B (0(Bnvariants of (0x(B1999 (0x(B (BRAIRO-INF THEOR APPL (B (0x(B (0x(B (B (0qqqqqn(B(0n(B(0q(B (0(Bmetric and (0x(B2015 (0x(B (BComm. Algebra (B (0x(B(0x(B (B (B (0x(B(0x(B (B (0qqqqqn(B(0n(B(0q(B (0(Bfinite groups (0x(B2017 (0x(B (BJ. Pure Appl. Algebra (B (0x(B (0x(B (B (B partial input: s (B(computing ...)(B partial input: s (0l(B(0q(B(0wqq(B(0q(B (0x(B authors  (0x(B title (0m(B(0q(B(0vqq(B(0q(B (0(B(B> (book) (31)(B (B> (inbook) (1)(B (B> (manual) (1)(B (B> (mastersthesis) (46)(B (B> (misc) (5)(B (B> (phdthesis) (47)(B (B> (submitted) (3)(B (B> (techreport) (2)(B (B> 3rd Internat. Conf. on Algebra in Ukraine (1)(B (B> ``CHIP'' Magazine (4)(B (B> Abh. Math. Sem. Univ. Hamburg (1)(B (B> ACM Communications in Computer Algebra (2)(B (B> ACM Comput. Surv. (1)(B (B> ACM Trans. Comput. Log. (1)(B (B> ACM Trans. Math. Software (1)(B (B> Acta Appl. Math. (2)(B (B> Acta Arith. 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Position4036811800=: for two families: deleg1185311800 GAPPositionCanonical: interna158911730158 (oprt.) AddSet138551554990 GAP^: sliced perm31014888 OTHER128347120 TOTAL(B(restricted table[?7l)[?7h(B[?1h=2249385112 1546(oprt.) ShallowCopy38377151Position40368118 =: for two families: deleg589117158 (oprt.) AddSet 4020772 (oprt.) ClosureGroup 2640119 5453 (oprt.) MembershipTestKnownBase3855155499GAP^: sliced perm 3130 318 0238Collected 109 021 102914ortex 10747209630 (oprt.) StableSortParallel16284310145UniteSet 6 023899 GAPIsSubset: handled by nice 9731 521172 (oprt.) OneImmutable 682 52178 61 GAP MovedPoints: for a collect1853017 0(oprt.) PositionCanonical456656 partial input: s (B(computing ...)(B partial input: s (B 49385  38377  40368  15891  41  2640  13855  3130  109  107  16284  6  9731  682  11853(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B partial input: s (B(computing ...)(B partial input: s(B414270(B1281 015Length(B237548(B693449Add(B9385(B2 1546(oprt.) ShallowCopy(B40368(B18 0 =: for two families: deleg(B38377(B15 1 0Position(B16569(B1811 1IsEmpty(B6284(B310 0 1450 (oprt.) UniteSet(B15891(B17 315AddSet(B13855(B15 5499 0 GAP ^: sliced perm(B11853(B01 0 PositionCanonical(B 9731(B 521 172OneImmutable(B9253(B7441386 (oprt.) Size(B720(B1013783CycleOp(B4486(B223795764 (oprt.) CallFuncList(B 3599(B133 06116 GAP CycleOp: perm, int 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B  414270 (B 128 (B 237548 (B 69 (B 49385 (B 11 (B 40368 (B 11 (B 38377 (B 15 (B 16569 (B 11 (B 16284 (B 13 (B 15891 (B 17 (B 13855 (B 15 (B 11853 (B 10 (B 9731 (B 5 (B 9253 (B 7 (B 7201 (B 10 (B 4486 (B 22 (B 3599 (B 133(B partial input: s (B(computing ...)(B partial input: s  2695(B74(B528 11816 11467 GAP in: perm class rep  3599(B133(B0 60116 GAP CycleOp: perm, int  414270(B128(B1 015Length 76(B106(B190 4251 6196 GAPNormalizerOp: perm group  237548(B69(B3449Add 413(B47(B94 2734 2778 GAP StabChainOp: group and opt 1(B40(B 1 4074 4 GAP Read: string 846(B32(B1 16 GAP UseSubsetRelation: default 4486(B22(B23795764 (oprt.) CallFuncList5891(B7(B 3158AddSet38377(B1(B  0Position13855(B15(B 5499 0 GAP ^: sliced perm 107(B4(B 209630StableSortParallel16284(B13(B10 0 1450UniteSet49385(B 11(B2 1546 0 (oprt.) ShallowCopy 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B 174 (B 528(B 133 (B 0(B 128 (B 12(B 106 (B 190(B 69 (B 1(B 47 (B 94(B 40 (B 1(B 32 (B 13(B 22 (B 23(B 17 (B 3(B 15 (B 1(B 15 (B 5(B 14 (B 7(B 13 (B 10(B 11 (B 2(B partial input: s (B(computing ...)(B partial input: s 2 0 (B 1160(B 1 39249 (oprt.) ConjugacyClasses 1 8 (B 1152(B89 3915onjugacyClasses: perm gro2695174 (B 528(B 11816 11467 GAPin: perm class rep380 (B 297(B0 10456 GAPNormalizer: try to exploit381 (B 297(B0 10456 (oprt.) Normalizer  38 0(B296(B10448NormalizerOp  494 0(B185(B 0264CyclesOp94 9(B176(B 2 239Meth(CyclesOp) 492 0(B141(B5516StabChainOp 22 0(B14(B5649 GAP NormalizerInParent: method 22 1(B141(B 0 5657 (oprt.) NormalizerInParent3599 2(B139(B 0176 GAP CycleOp: perm, int, act 72010(B137(B 183CycleOp 3593 (B12(B 0 4503tabChainMutable 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B (B(computing ...)(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B 1160 1152 528 297 297 296 190 185 176 141 141 141 139 137 122 (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters)(0x(B(B(0mqj(B(B(0(B(B 128347120 TOTAL(B(restricted table[?7l)[?7h(B[?1h=N[?1h=o[?1h=r[?1h=m[?1h=a[?1h=l[?1h=i[?1h=z[?1h=e[?1h=r  38 0 297 0 10456 GAP Normalizer: try to explo 38 1 297 0 10456 (oprt.) Normalizer 38 0 296 0 10448 (oprt.) NormalizerOp 76 106 190 4251 6196 GAP NormalizerOp: perm group (B(computing ...)(B[?25l 128347120 TOTAL(B(restricted table[?7l)[?7h(B ConjugacyClasses: perm group (BNormalizer: try to exploit the in-parent attribute NormalizerInParent  (BNormalizerInParent: method that calls the two-argument operation NormalizerOp  (B((B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B (B(computing ...)(B (B(restricted table[?7l)[?7h(B[?12l[?25h[?1049l [?1l> # line 348 of 836 (41%) # line 351 of 836 (41%) # line 352 of 836 (42%) # line 353 of 836 (42%) # line 364 of 836 (43%)[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (52,10) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l> # line 365 of 836 (43%) # line 368 of 836 (44%) # line 369 of 836 (44%) # line 370 of 836 (44%) # line 372 of 836 (44%)[?1h=[?1h=[?1049h[?25l(B[?7h(BGAP Data Overviews (0lqk(B(0x(B (BAMS Math. Subject Classif. (B (0x(B(0x(B ATLAS Contents(0x(B(0x(B ATLAS Improvements(0x(B(0x(B AtlasRep Overview(0x(B(0x(B Bibliography of Sporadic Simple Groups(0x(B(0x(B Common Irrationalities(0x(B(0x(B Conway Polynomials(0x(B(0x(B Differences in GAP's Library of Character Tables(0x(B(0x(B DisplayProfile as a Browse application(0x(B(0x(B GAP Bibliography(0x(B(0x(B GAP Manuals(0x(B(0mqj(B(0lqk(B(0x(B an overview of the AMS Mathematics Subject Classification codes (MSC 2020) (0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0[?7lx[?7h(B (0(B(B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters) (0x(B(B(0mqj(B(B (0(0x(B[?7l(0x[?7h(B(0(B[?1h=C[?1h=o[?1h=n[?1h=w[?1h=a[?1h=y[?1h= [?1h=P[?1h=o[?1h=l[?1h=y[?1h=n[?1h=o[?1h=m[?1h=i[?1h=a[?1h=l[?1h=sConway PolynomialsDifferences in GAP's Library of Character Tables DisplayProfile as a Browse application GAP Bibliography (B(computing ...)(B[?25l (0x(B[?7l(0x[?7h(B (0(BAMS Math. Subject Classif.(BConway Polynomials (Bthe list of precomputed Conway polynomials, shown in a browse table whose columns contain the characteristic, the degree, the polynomial itself, and ashort form of the source of the data (a long form is shown when the cellwith the short form is selected) (B(computing ...)(B[?1h=(BConway Polynomials in GAP(B (14220 entries) (0lqwqqqqqwqwqk(B(0x(B(0(Bp (0x(B d (0x(B(0(Bpolynomial (0x(B source (0x(B(0mqvqqqqqvqvqj(B(0lqwqqqqqwqwqk(B(0x(B(0(B2 (0x(B 1 (0x(B(0(BX^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 2 (0x(B(0(BX^2 + X^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 3 (0x(B(0(BX^3 + X^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 4 (0x(B(0(BX^4 + X^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 5 (0x(B(0(BX^5 + X^2 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 6 (0x(B(0(BX^6 + X^4 + X^3 + X^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 7 (0x(B(0(BX^7 + X^1 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 8 (0x(B(0(BX^8 + X^4 + X^3 + X^2 + 1 (0x(B RP (0x(B(0tqnqqqqqnqnqu(B(0x(B(0(B2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(Bpartial input: s (B(computing ...)(B partial input: s(B 2 (0x(B 1 (0x(B X^1 + 1 (0x(B RP (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B 2 (0x(B 1 (0x(BX^1 + 1 (0x(B RP (B 2 (0x(B 2 (0x(B X^2 + X^1 + 1 (0x(B RP (B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B 2 (0x(B 2 (0x(BX^2 + X^1 + 1 (0x(B RP (B 2 (0x(B 3 (0x(B X^3 + X^1 + 1 (0x(B RP (B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B 2 (0x(B 3 (0x(BX^3 + X^1 + 1 (0x(B RP (B 2 (0x(B 4 (0x(B X^4 + X^1 + 1 (0x(B RP (B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B 2 (0x(B 4 (0x(BX^4 + X^1 + 1 (0x(B RP (B 2 (0x(B 5 (0x(B X^5 + X^2 + 1 (0x(B RP (B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B(B(computing ...)(B (0x(B 2 (0x(B 9 (0x(B(0(BX^9 + X^4 + 1 (0x(B RP [?7l(0x[?7h(B (0(B[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BGAP Data Overviews (0lqk(B(0x(B AMS Math. Subject Classif.(0x(B(0x(B ATLAS Contents(0x(B(0x(B ATLAS Improvements(0x(B(0x(B AtlasRep Overview(0x(B(0x(B Bibliography of Sporadic Simple Groups(0x(B(0x(B Common Irrationalities(0x(B(0x(B (BConway Polynomials (B (0x(B(0x(B Differences in GAP's Library of Character Tables(0x(B(0x(B DisplayProfile as a Browse application(0x(B(0x(B GAP Bibliography(0x(B(0x(B GAP Manuals(0x(B(0mqj(B(0lqk(B(0x(B the list of precomputed Conway polynomials, shown in a browse table whose (0x(B(0x(B columns contain the characteristic, the degree, the polynomial itself, and a (0x(B(0x(B short form of the source of the data (a long form is shown when the cell (0x(B(0x(B with the short form is selected)(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0[?7lx[?7h(B (0(B[?1h=[?12l[?25h[?1049l [?1l> # line 373 of 836 (44%) # line 374 of 836 (44%) # line 377 of 836 (45%)[?1h=[?1h=[?1049h[?25l(B[?7h(BGAP Data Overviews (0lqk(B(0x(B (BAMS Math. Subject Classif. (B (0x(B(0x(B ATLAS Contents(0x(B(0x(B ATLAS Improvements(0x(B(0x(B AtlasRep Overview(0x(B(0x(B Bibliography of Sporadic Simple Groups(0x(B(0x(B Common Irrationalities(0x(B(0x(B Conway Polynomials(0x(B(0x(B Differences in GAP's Library of Character Tables(0x(B(0x(B DisplayProfile as a Browse application(0x(B(0x(B GAP Bibliography(0x(B(0x(B GAP Manuals(0x(B(0mqj(B(0lqk(B(0x(B an overview of the AMS Mathematics Subject Classification codes (MSC 2020) (0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0x(B(0[?7lx[?7h(B (0(B(B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B(0x(B(B(0x(B(B(down to edit parameters) (0x(B(B(0mqj(B(B (0(0x(B[?7l(0x[?7h(B(0(B[?1h=G[?1h=A[?1h=P[?1h= [?1h=P[?1h=a[?1h=c[?1h=k[?1h=a[?1h=g[?1h=e[?1h=sConway PolynomialsDifferences in GAP's Library of Character Tables DisplayProfile as a Browse application GAP Bibliography (B(computing ...)(B[?25l (0x(B[?7l(0x[?7h(B (0(B(0x(B GAP Operations and Methods(0x(B(0x(B (BGAP Packages (B (0x(B(0(Bthe list of installed GAP packages, shown in a browse table whose columns contain the package name, the names of author/maintainers, a shortdescription, the needed and the suggested other packages, status, version,and relearse year; the information is extracted from the PackageInfo.g filesof the packages; the return value is a record encoding the bibliographyentries of the clicked packages, in the same format as the return value ofBrowseBibliography (B(computing ...)(B[?1h=(BGAP Packages(B (10 entries) (0lqwqwqwqqqq(B(0x(B name (0x(B authors/maintainers (0x(B description(0x(B nee(0mqvqvqvqqqq(B(0lqwqwqwqqqq(B(0x(B AtlasRep (0x(B Wilson, Robert A.(0x(B A GAP Interface to the Atlas of (0x(B GAP(0x(B(0x(B Parker, Richard A.(0x(B Group Representations(0x(B uti(0x(B(0x(B Nickerson, Simon(0x(B(0x(B (0x(B(0x(B Bray, John N.(0x(B(0x(B (0x(B(0x(B Breuer, Thomas(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0tqnqnqnqqqq(B(0x(B Browse (0x(B Breuer, Thomas(0x(B browsing applications and ncurses (0x(B GAP(0x(B(0x(B Luebeck, Frank(0x(B interface(0x(B (0x(B(0x(B(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0x(B(0x(B(0x(B(0x(B (0tqnqnqnqqqq(B(0x(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B At[?7ll[?7h (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B   (0x(B(B(0x(B(B(down to edit parameters)  (0x(B(B(0mqj(B(B (0(0x(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B At[?7ll[?7h[?1h=B[?1h=r[?1h=o[?1h=w[?1h=s[?1h=e (0x(B Bray, John N. (0x(B(0x(B (0x(B Breuer, Thomas (0x(B(0x(B (0x(B(0x(B(0x(B (0x(B(0x(B(0x(B (B(computing ...)(B[?25l (0x(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B At[?7ll[?7h (0q(B(0q(B(0w(B(0q(B(0w(B(0w(B(0q(B (0(Brs/maintainers (0x(B description(0x(B needed (0x(B suggested (0q(B(0q(B(0v(B(0q(B(0v(B(0v(B(0q(B (0q(B(0q(B(0w(B(0q(B(0w(B(0w(B(0q(B (0(Bn, Robert A. (0x(B A GAP Interface to the Atlas of (0x(B GAPDoc (0x(B (BBrowse (Br, Richard A. (0x(B Group Representations(0x(B utils (0x(B (BCTblLib (Brson, Simon (0x(B  (0x(B(0x(B (BIO  (B John N. (0x(B  (0x(B(0x(B (B(PrimGrp) (Br, Thomas (0x(B  (0x(B(0x(B (B(SmallGrp)(B (0x(B(0(B (0x(B(0x(B (BTomLib (B (0x(B(0(B (0x(B(0x(B (B(TransGrp)(0q(B(0q(B(0n(B(0q(B(0n(B(0n(B(0q(B (0(Br, Thomas (0x(B browsing applications and ncurses (0x(B GAPDoc (0x(B AtlasRep ck, Frank (0x(B interface (0x(B(0x(B (CTblLib) (0x(B(0(B (0x(B(0x(B IO (0x(B(0(B (0x(B(0x(B (PrimGrp) (0x(B(0(B (0x(B(0x(B (SmallGrp) (0x(B(0(B (0x(B(0x(B (TomLib) (0x(B(0(B (0x(B(0x(B (TransGrp)(0q(B(0q(B(0n(B(0q(B(0n(B(0n(B(0q(B (0(Br, Thomas (0x(B The GAP Character Table Library (0x(B AtlasRep (0x(B (AtlasRep[?7l)[?7h (B(computing ...)(B r, Thomas (0x(B The GAP Character Table Library (0x(B AtlasRep (0x(B (AtlasRep[?7l)[?7h(0w(B(0q(B(0w(B(0q(B(0qqqqqw(B (0(Bname (0x(B authors/maintainers (0x(B description(0x(B neede(0v(B(0q(B(0v(B(0q(B(0qqqqqv(B(0w(B(0q(B(0w(B(0q(B(0qqqqqw(B (0(BAtlasRep (0x(B Wilson, Robert A. (0x(B A GAP Interface to the Atlas of (0x(B GAPDo (0x(B Parker, Richard A. (0x(B Group Representations(0x(B utils (0x(B Nickerson, Simon(0x(B(0(B  (0x(B (0x(B Bray, John N.(0x(B(0(B  (0x(B (0x(B Breuer, Thomas(0x(B(0(B  (0x(B(0x(B(0(B (0x(B(0(B  (0x(B(0x(B(0(B (0x(B(0(B  (0x(B(0n(B(0q(B(0n(B(0q(B(0qqqqqn(B (0(BBrowse (B (0x(B Breuer, Thomas (0x(B browsing applications and ncurses (0x(B GAPDo(B (B (0x(B Luebeck, Frank (0x(B interface  (0x(B (B (B (0x(B(0(B (0x(B(0(B  (0x(B (0(B (B (0x(B(0(B (0x(B(0(B  (0x(B (B (B (0x(B(0(B (0x(B(0(B  (0x(B (B (B (0x(B(0(B (0x(B(0(B  (0x(B (B (B (0x(B(0(B (0x(B(0(B  (0x(B(0n(B(0q(B(0n(B(0q(B(0qqqqqn(B (0(BCTblLib (0x(B Breuer, Thomas (0x(B The GAP Character Table Library (0x(B Atla[?7ls[?7h (B(computing ...)(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B Atla[?7ls[?7h (B(computing ...)(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B Atla[?7ls[?7h (B(computing ...)(B CTblLib (0x(B Breuer, Thomas(0x(B The GAP Character Table Library (0x(B Atla[?7ls[?7h (B(computing ...)(B 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partial input: j <><>(B<>(B19 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>8 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>7 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B5 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>ft (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>0 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>9 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> partial input: j (B(computing ...)(B partial input: j (B<>(B<><>8 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B7 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B6 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B5 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>3 partial input: j (B(computing ...)(B partial input: j<><><><><><><><><><><><><><>2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (27,44) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(BSolitaire(B<><><><><><><><><><><><><><><><>(B<>(B<><><><><><><><><><><><><><><><>(Bmove mode32 pegs left (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode29 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>ft (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode0 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode19 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode7 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode5 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode9 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode6 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode5 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode3 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (27,44) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(BSolitaire(B<>(B<><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><>(B36 pegs left (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>3 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B29 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>19 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>1 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>ft (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B9 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>t (B(computing ...)(B (B<>(B<>t (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>7 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B6 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B <>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (27,44) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(BSolitaire(B<>(B<><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><>(Bmove mode36 pegs left (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode29 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode19 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>ft (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode9 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>t (B(computing ...)(B (B<>(B<>t (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (27,44) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(BSolitaire(B<><><><><><><><><><><><><><><><><><><><><><>(B<>(B<><><><><><><><><><><><><><><><><><><><><><>(B44 pegs left (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>0 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>39 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B7 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>29 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B5 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>1 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> partial input: j (B(computing ...)(B partial input: j (B<>(B<><>19 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>8 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>4 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B1 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B9 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>7 partial input: j (B(computing ...)(B partial input: j (B<>(B<><>6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>5 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j <><>(B<>(B4 partial input: j (B(computing ...)(B partial input: j <><>(B<>(B3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>2 (B(computing ...)(B (B<>(B<>(B partial input: j (B(computing ...)(B partial input: j (B<>(B<><>1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (33,56) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(BSolitaire(B<><><><><><><><><><><><><><><><><><><><><><>(B<>(B<><><><><><><><><><><><><><><><><><><><><><>(Bmove mode44 pegs left (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode39 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode29 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode5 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode19 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode7 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode4 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode1 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode0 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<> (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode9 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode8 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode7 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode6 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode5 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode4 (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B <><>(B<>(Bmove mode3 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B <>(B<>(B (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode2 (B(computing ...)(B (B<>(B<>(B (B(computing ...)(B (B<>(Bjump mode(B (B(computing ...)(B (B<>(B<><>move mode1 peg left (done)(B (B(computing ...)(B [?12l[?25h[?1049l [?1l>[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (33,56) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l> # line 408 of 836 (48%) # line 411 of 836 (49%) # line 421 of 836 (50%) # line 422 of 836 (50%) # line 423 of 836 (50%) # line 430 of 836 (51%)[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (25,37) (0x(B(B(0mqj(B(B(0(B(B[?12l[?25h[?1049l [?1l> # line 431 of 836 (51%)[?1h=[?1h=[?1049h[?25l(B[?7h(0lqk(B(B(0x(B(BThe screen (24,80) is smaller than(0x(B(B(0x(B(Bthe minimal window size (43,61) 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(B(computing ...)(B[?1h= (0lqk(B(B(0x(B(BPlease choose the classical type.(0x(B(B(0x(B[1] linear (type A)(0x(B(B(0x(B(B[2] symplectic (type C)(0x(B(B(0x(B(B[3] unitary (type 2A)(0x(B(B(0x(B(B[4] orthogonal in odd dimension (type B)(0x(B(B(0x(B(B[5] orthogonal of plus type (type D)(0x(B(B(0x(B(B[6] orthogonal of minus type (type 2D)(0x(B(B(0mqq(B [ / select, done, q none ] (0qqj(B(B(0(B(restricted table[?7l)[?7h(B[1] linear (type A)(B[2] symplectic (type C)(B[2] symplectic (type C)(B[3] unitary (type 2A)(B[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BChoose a finite simple group (B- Please choose a type of simple groups.classical (B- Please choose the classical type.      (B- Please choose the classical dimension. - Please choose the size of the field of definition.(B(restricted table[?7l)[?7h(B[?1h= - Please choose the classical type.  unitary (type 2A) (B- Please choose the classical dimension.      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(B (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(B(B (BPlease choose the size of the field of definition.(0x(B(B(0x(B(B (0x(B(B(0xlqkx(B(B(0xx(B(B(0xx(B(B(0xmqjx(B(B(0x(B(B(0x(B(B(0mq(B [ done, cancel, help ] (0qj(B(B(0(B(B (B(restricted table[?7l)[?7h(B3[?25l[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BChoose a finite simple group (B- Please choose a type of simple groups.classical - Please choose the classical type.unitary (type 2A) - Please choose the classical dimension.5 (B- Please choose the size of the field of definition.   3    (B(computing ...)(B[?1h=(0lqk(B(B(0x(B(BThe information is complete.(0x(B(B(0x(B[1] Submit(0x(B(B(0x(B(B[2] Cancel(0x(B(B(0x(B(B[3] Continue editing(0x(B(B(0mqq(B [ / select, done ] (0qqj(B(B(0(B(B (B(restricted table[?7l)[?7h(B[?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BChoose a finite simple group (B- Please choose a type of simple groups.classical - Please choose the classical type.unitary (type 2A) - Please choose the classical dimension.5 (B- Please choose the size of the field of definition.   3    (B(restricted table[?7l)[?7h(B[?12l[?25h[?1049l [?1l> # line 515 of 836 (61%) # line 516 of 836 (61%) # line 521 of 836 (62%) # line 522 of 836 (62%) # line 523 of 836 (62%) # line 529 of 836 (63%) # line 530 of 836 (63%) # line 536 of 836 (64%) # line 541 of 836 (64%) # line 548 of 836 (65%) # line 555 of 836 (66%) # line 562 of 836 (67%) # line 570 of 836 (68%) # line 578 of 836 (69%) # line 584 of 836 (69%) # line 585 of 836 (69%) # line 594 of 836 (71%) # line 595 of 836 (71%)[?1h=[?1h=[?1049h[?25l(B[?7h(0lqqqqqqklqwqwqwqw(B(0x(B name (0xx(B IsPrimeInt (0x(B IsPrimePowerInt (0x(B(0(BFactors (0x(B residue mod 11 (0x(B(0mqqqqqqjmqvqvqvqv(B(0lqqqqqqklqwqwqwqw(B(0x(B 1 (0xx(B(0(Bfalse (0x(B(0(Bfalse (0x(B(0(B[ 1 ] (0x(B(0(B1 (0x(B(0tqqqqqqutqnqnqnqn(B(0x(B 2 (0xx(B(0(Btrue (0x(B(0(Btrue (0x(B(0(B[ 2 ] (0x(B(0(B2 (0x(B(0tqqqqqqutqnqnqnqn(B(0x(B 3 (0xx(B(0(Btrue (0x(B(0(Btrue (0x(B(0(B[ 3 ] (0x(B(0(B3 (0x(B(0tqqqqqqutqnqnqnqn(B(0x(B 4 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(0x(B prime power? 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(0x(B residue mod 11 (0x(B inverse factorial (0x(B(0(B(0vqq(B(0vqj(B (0lqqqqqklqwqwqk(B (0x(B 1 (0xx(B - (0x(B(0(B1 (0x(B(0(B1 (0x(B (0tqqqqqut(B(0nqq(B(0nqu(B(0(B2(B+ (B (0x(B 2 (0x(B 2 (0x(B(0(B(0nqq(B(0nqu(B(0(B3(B+ (B (0x(B 3 (0x(B (0x(B(0(B(0nqq(B(0nqu(B(0(B 4+ (0x(B 4 (0x(B (0x(B(0(B(0nqq(B(0nqu(B(0(B 5(B+ (B (0x(B 5 (0x(B (0x(B(0(B(0nqq(B(0nqu(B(0(B 6-(0x(B 6 (0x(B (0(B 3 (0x(B(0(B(0nqq(B(0nqu(B(0(B 7(B+ (B (0x(B 7 (0x(B (0x(B(0(B(0nqq(B(0nqu(B(0(B +(0x(B 8 (0x(B (0x(B(0(B(0nqq(B(0nqu(B(0(B 9 (0x(B(0(B+(0x(B 9 (0x(B (0x(B(0(B (B(computing ...)(B (0x(B 9 (0xx(B +(0x(B(0(B9 (0x(B(0x(B(0(B[?12l[?25h[?1049l [?1l> # line 706 of 836 (84%) # line 707 of 836 (84%) # line 710 of 836 (84%) # line 721 of 836 (86%) # line 725 of 836 (86%) # line 739 of 836 (88%) # line 753 of 836 (90%) # line 764 of 836 (91%) # line 773 of 836 (92%) # line 793 of 836 (94%) # line 794 of 836 (94%) # line 796 of 836 (95%) # line 800 of 836 (95%) # line 801 of 836 (95%)[?1h=[?1h=[?1049h[?25l(B[?7h(BSmall integers(B (200 entries) (0lqqqqqklqwqwqwqwqq(B(0x(B (0xx(B prime? 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(0x(B prime power? 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(0x(B prime power? (0x(B factors (0x(B residue mod 11 (0x(B(0m(B(0qqv(B(0qqv(B(0qqv(B(0qqv(B(0(B (B> (no factorial)(B (B> 1!(B (B> 2!(B (B> 3!(B (B> 4!(B (B> 5!(B partial input: s (B(computing ...)(B partial input: s (B> (no factorial) (B(B(computing ...)(B (B> (no factorial) (B> 1! (B(B(computing ...)(B (B*(0lqqqqqklqwqwqwqwq(B (0x(B 1 (0xx(B - (0x(B(0(B-(0x(B(0(B1 (0x(B(0(B1 (0x(B (0mqqqqqjmqvqvqvqvq(B (0(B(B(computing ...)(B (B(computing ...)(B (B(computing ...)(B (B(computing ...)(B (B(computing ...)(B (B(computing ...)(B (B(computing ...)(B (0q(B(0wqq(B(0wqq(B(0wqq(B(0wqk(B(0(Bprime? (0x(B prime power? (0x(B factors (0x(B residue mod 11 (0x(B inverse factorial (0x(B(0q(B(0vqq(B(0vqq(B(0vqq(B(0vqj(B(0x(B 1 (0x(B - (0x(B - (0x(B 1 (0x(B 1 (0x(B 1 (0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 2 (0x(B + (0x(B(0(B+(0x(B(0(B2 (0x(B(0(B2 (0x(B(0(B2 (0x(B(0tqqqqquq(B(0nqq(B(0nqq(B(0nqq(B(0nqu(B(0(B3 (0x(B + (0x(B + (0x(B 3 (0x(B 3 (0x(B (0x(B(0tqqqqquq(B(0nqq(B(0nqq(B(0nqq(B(0nqu(B(0x(B 4 (0x(B - (0x(B(0(B+(0x(B(0(B2 * 2 (0x(B(0(B4 (0x(B(0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 5 (0x(B + (0x(B(0(B+(0x(B(0(B5 (0x(B(0(B5 (0x(B(0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 6 (0x(B - (0x(B(0(B-(0x(B(0(B2 * 3 (0x(B(0(B6 (0x(B(0(B3 (0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 7 (0x(B + (0x(B(0(B+(0x(B(0(B7 (0x(B(0(B7 (0x(B(0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 8 (0x(B - (0x(B(0(B+(0x(B 2 * 2 * 2 (0x(B(0(B8 (0x(B(0x(B(0tqqqqquqnqnqnqnqu(B(0x(B 9 (0x(B - (0x(B(0(B+(0x(B(0(B3 * 3 (0x(B(0(B9 (0x(B(0x(B(0tqqqqquqnqnqnqnq[?7lu[?7h(B (B(computing ...)(B (0tqqqqquqnqnqnqnq[?7lu[?7h(B - (0x(B - (0x(B 1 (0x(B1 (0x(B1  (B(computing ...)(B (0tqqqqquqnqnqnqnq[?7lu[?7h(B[?12l[?25h[?1049l [?1l> # line 802 of 836 (95%) # line 803 of 836 (96%) # line 806 of 836 (96%) # line 807 of 836 (96%) # line 808 of 836 (96%) # line 828 of 836 (99%)[?1h=[?1h=[?1049h[?25l(B[?7h(BGAP Tables of Marks Library Overview(B (414 entries) (0lqklqwqwqwqqq(B(0x(B G(0xx(B(0(B|G| (0x(B # classes (0x(B fusions -> G(0x(B fu(0mqjmqvqvqvqqq(B(0lqklqwqwqwqqq(B(0x(B (2^2xA5):2(0xx(B(0(B480 (0x(B(0(B106 (0x(B(0x(B M1(0x(B(0xx(B(0x(B(0x(B(0x(B S4(0tqutqnqnqnqqq(B(0x(B (3^(1+2)+x3^2):2S4 (0xx(B(0(B11664 (0x(B(0(B499 (0x(B(0x(B G2(0tqutqnqnqnqqq(B(0x(B (3x19).2(0xx(B(0(B114 (0x(B(0(B8 (0x(B(0x(B L2(0tqutqnqnqnqqq(B(0x(B (3x2S5).2(0xx(B(0(B1440 (0x(B(0(B170 (0x(B(0x(B U3(0tqutqnqnqnqqq(B(0x(B (3xA4):2(0xx(B(0(B72 (0x(B(0(B30 (0x(B(0x(B A7(0x(B(0xx(B(0x(B(0x(B(0x(B L3(0tqutqnqnqnqqq(B(0x(B (3xA6):2_2(0xx(B(0(B2160 (0x(B(0(B55 (0x(B(0x(B J3(0tqutqnqnqnqqq(B(0x(B (3xM10):2(0xx(B(0(B4320 (0x(B(0(B136 (0x(B(0x(B J3(0tqutqnqnqnqqq(B(0x(B (3xU4(2)):2(0xx(B(0(B155520 (0x(B(0(B959 (0x(B(0x(B O[?7l8[?7h partial input: s (B(computing ...)(B partial input: s(B 480  11664 114 1440 72  2160 4320 (0x(B (3xU4(2)):2 (0xx(B (B 155520(B (0x(B(0(B959 (0x(B(0x(B O[?7l8[?7h (B(computing ...)(B (0x(B (3xU4(2)):2 (0xx(B (B 155520(B (0x(B(0(B959 (0x(B(0x(B O[?7l8[?7h 480 (0x(B (B 106(B (0x(B (B (B 11664 (0x(B (B 499(B 114 (0x(B (B 8(B 1440 (0x(B (B 170(B 72 (0x(B (B 30(B (0x(B (B (B 2160 (0x(B (B 55(B 4320 (0x(B (B 136(B 155520 (0x(B (B 959(B (B(computing ...)(B (0x(B (3xU4(2)):2 (0xx(B(0(B155520 (0x(B (B 959(B (0x(B(0x(B O[?7l8[?7h 106 (0x(B (B (B (0x(B (B (B 499 (0x(B (B (B 8 (0x(B (B (B 170 (0x(B (B (B 30 (0x(B (B (B (0x(B (B (B 55 (0x(B (B (B 136 (0x(B (B (B 959 (0x(B (B (B partial input: s (B(computing ...)(B partial input: s(0wqqqqqq(B(0(BG -> (0x(B Filename(0vqqqqqq(B (0(B(B> (no fusions to these tables) (281)(B (B> fusions from (2^2xA5):2 (2)(B (B> fusions from (3^(1+2)+x3^2):2S4 (1)(B (B> fusions from (3x19).2 (1)(B (B> fusions from (3x2S5).2 (1)(B (B> fusions from (3xA4):2 (1)(B (B> fusions from (3xA6):2_2 (1)(B (B> fusions from (3xM10):2 (1)(B (B> fusions from (3xU4(2)):2 (1)(B (B> fusions from (4^2x2)(2xS4) (1)(B (B> fusions from (4^2x2)S4 (1)(B (B> fusions from (4^2x3):S3 (1)(B (B> fusions from (4xA6):2 (1)(B (B> fusions from (5x11).2 (1)(B (B> fusions from (7:3x3):2 (1)(B (B> fusions from (7xL2(7)):2 (1)(B (B> fusions from (9x3).S3 (1) (Bpartial input: s (B(computing ...)(B partial input: s (B> (no fusions to these tables) (281) (B> fusions from (9x3).S3 (1) (B(B(computing ...)(B (B> fusions from (9x3).S3 (1) (B(B> (no fusions to these tables) (281) (B> fusions from (2^2xA5):2 (2) (B(B(computing ...)(B (B> fusions from (9x3).S3 (1) (B(B> fusions from (2^2xA5):2 (2) (B> fusions from (3^(1+2)+x3^2):2S4 (1) (B(B(computing ...)(B (B> fusions from (9x3).S3 (1) (B(B*(0lqklqwqwqwqq(B(0x(B G2(3)(0xx(B 4245696 (0x(B(0(B433 (0x(B G2(3).2(0x(B tmutw.to(0x(B(0xx(B (0x(B(0x(B(0x(B (0x(B(0xx(B (0x(B(0x(B(0x(B (0x(B(0xx(B (0x(B(0x(B(0x(B (0x(B(0xx(B (0x(B(0x(B(0x(B (0x(B(0xx(B (0x(B(0x(B(0x(B (0x(B(0xx(B (0x(B(0x(B(0x(B (0mqjmqvqvqvqq(B(0(B3x19).3x2S5).2 (1)3xA4(B(B3xA6):2_(B(B3xM10):2 (1) (B(B(computing ...)(B (B> fusions from (3xM10):2 (1) (B(B(computing ...)(B (B> fusions from (3xM10):2 (1) (B(B(computing ...)(B (B> fusions from (3xM10):2 (1) (B(B(computing ...)(B (B> fusions from (3xM10):2 (1) (B(0q(B(0wqq(B(0wqq(B(0qqqqw(B(0(B |G| (0x(B # classes (0x(B fusions -> G (0x(B fusi(0q(B(0vqq(B(0vqq(B(0qqqqv(B (0x(B G2(3)(0x(B 4245696 (0x(B 433 (0x(B U3(3).2 (0x(B G2(3(0x(B(0x(B (0x(B (0x(B L3(3).2 (0x(B (0x(B(0x(B (0x(B (0x(B L2(8).3 (0x(B (0x(B(0x(B (0x(B (0x(B L2(13) (0x(B (0x(B(0x(B (0x(B (0x(B (3^(1+2)+x3^2):2S4 (0x(B (B (B (0x(B (0x(B 2^(1+4)+:3^2.2 (0x(B  (0x(B (0x(B 2^3.L3(2)` (0x(B (0tquqnqnqnqqqqq(B(0(BG2(3).2 8491392 (0x(B 399 (0x(B G2(3) (0x(B(0(B (0x(B (0x(B 3^2.(3x3^(1+2)+):D8 (0x(B(0(B (0x(B (0x(B L2(8):3x2 (0x(B(0(B (0x(B (0x(B 2^3.L3(2):2 (0x(B (0x(B(0x(B (0x(B (0x(B L2(13).2(0x(B (0x(B(0x(B (0x(B(0x(B 2^(1+4)+.(S3xS3)(0x(B (0tquqnqnqnqqqqq(B(0x(B G2(4)(0x(B 251596800 (0x(B(0(B4300 (0x(B J2(0x(B (0x(B(0x(B (0x(B(0x(B U3(4).2(0x(B (0x(B(0x(B (0x(B(0x(B U3(3).2(0x(B(0(B (B(computing ...)(B (0x(B(0x(B(0x(B(0x(B U3(3).2(0x(B(0(B 4245696 (0x(B 433 (0x(B U3(3).2(0x(B G2(3 (0x(B (0x(B L3(3).2 (0x(B (0x(B L2(8).3 (0x(B (0x(B L2(13) (0x(B (0x(B (3^(1+2)+x3^2):2S4  (0x(B (0x(B 2^(1+4)+:3^2.2  (0x(B (0x(B 2^3.L3(2)`  partial input: s (B(computing ...)(B partial input: s(B 4245696       8491392      251596800  (0x(B(0x(B (B (0x(B(0x(B U3(3).2(0x(B(0(B (B(computing ...)(B (0x(B(0x(B (B (0x(B(0x(B U3(3).2(0x(B(0(B 4245696 (0x(B (B 433(B (0x(B (B (B (0x(B (B (B (0x(B (B (B (0x(B (B (B (0x(B (B (B (0x(B (B (B 8491392 (0x(B (B 399(B (0x(B (B (B (0x(B (B (B (0x(B (B (B (0x(B (B (B (0x(B (B (B 251596800 (0x(B (B 4300(B (0x(B (B (B (0x(B (B (B (B(computing ...)(B (0x(B(0x(B(0x(B (B (B (0x(B U3(3).2(0x(B(0(B 433 (0x(B (BU3(3).2 (B (0x(B (BL3(3).2 (B (0x(B (BL2(8).3 (B (0x(B (BL2(13) (B (0x(B (B(3^(1+2)+x3^2):2S4 (B (0x(B (B2^(1+4)+:3^2.2 (B (0x(B (B2^3.L3(2)` (B 399 (0x(B (BG2(3) (B (0x(B (B3^2.(3x3^(1+2)+):D8 (B (0x(B (BL2(8):3x2 (B (0x(B (B2^3.L3(2):2 (B (0x(B (BL2(13).2 (B (0x(B (B2^(1+4)+.(S3xS3) (B 4300 (0x(B (BJ2 (B (0x(B (BU3(4).2 (B (0x(B (BU3(3).2 (B (B(computing ...)(B (0x(B(0x(B(0x(B(0x(B (BU3(3).2 (B (0x(B(0(B(0w(B(0wqq(B(0q(B(0w(B(0qqqqw(B(0x(B classes (0x(B fusions -> G (0x(B fusions G -> (0x(B(0v(B(0vqq(B(0q(B(0v(B(0qqqqv(B(0x(B 433 (0x(B U3(3).2(0x(B (BG2(3).2 (B (0x(B(0x(B(0x(B L3(3).2 (0x(B (B (B (0x(B(0x(B(0x(B L2(8).3 (0x(B (B (B (0x(B(0x(B(0x(B L2(13)  (0x(B (B (B (0x(B(0x(B(0x(B (3^(1+2)+x3^2):2S4 (0x(B (B  (B (0x(B(0x(B(0x(B 2^(1+4)+:3^2.2 (0x(B (B  (B (0x(B(0x(B(0x(B 2^3.L3(2)` (0x(B (B (B (0x(B(0n(B(0nqq(B(0q(B(0n(B(0qqqqn(B(0x(B 399 (0x(B G2(3) (0x(B (B (B (0x(B(0x(B(0x(B 3^2.(3x3^(1+2)+):D8 (0x(B (B  (B (0x(B(0x(B(0x(B L2(8):3x2 (0x(B (B (B (0x(B(0x(B(0x(B 2^3.L3(2):2 (0x(B (B  (B (0x(B(0x(B(0x(B L2(13).2(0x(B (B (B (0x(B(0x(B(0x(B 2^(1+4)+.(S3xS3) (0x(B (B (B (0x(B(0n(B(0nqq(B(0q(B(0n(B(0qqqqn(B(0x(B 4300 (0x(B J2 (0x(B (B (B (0x(B(0x(B(0x(B U3(4).2 (0x(B (B (B (0x(B(0x(B(0x(B U3(3).2 (0x(B (B (B (0x(B(0(B (B(computing ...)(B (0x(B(0x(B (0x(B(0x(B U3(3).2(0x(B (B (B (0x(B(0(B(0q(B(0q(B(0w(B(0qqqqw(B(0qk(B(0(Busions -> G (0x(B fusions G -> (0x(B Filename (0x(B(0q(B(0q(B(0v(B(0qqqqv(B(0qj(B(0(B3(3).2(0x(B G2(3).2 (0x(B (Btmutw.tom (B (0x(B(0(B3(3).2(0x(B(0(B (0x(B (B (B (0x(B(0(B2(8).3(0x(B(0(B (0x(B (B (B (0x(B(0(B2(13) (0x(B(0(B (0x(B (B (B (0x(B(0(B3^(1+2)+x3^2):2S4 (0x(B(0x(B (B (B (0x(B(0(B^(1+4)+:3^2.2 (0x(B  (0x(B (B (B (0x(B(0(B^3.L3(2)` (0x(B  (0x(B (B (B (0x(B(0q(B(0q(B(0n(B(0qqqqn(B(0qu(B(0(B2(3)(0x(B(0(B (0x(B (Btmutwa.tom (B (0x(B(0(B^2.(3x3^(1+2)+):D8 (0x(B(0x(B (B (B (0x(B(0(B2(8):3x2 (0x(B(0(B (0x(B (B (B (0x(B(0(B^3.L3(2):2 (0x(B  (0x(B (B (B (0x(B(0(B2(13).2(0x(B(0(B (0x(B (B (B (0x(B(0(B^(1+4)+.(S3xS3) (0x(B  (0x(B (B (B (0x(B(0q(B(0q(B(0n(B(0qqqqn(B(0qu(B(0(B2(0x(B(0(B (0x(B (Btmg24.tom (B (0x(B(0(B3(4).2(0x(B(0(B (0x(B (B (B (0x(B(0(B3(3).2(0x(B(0(B (0x(B (B (B [?7l(0x[?7h(B (0(Bpartial input: s (B(computing ...)(B partial input: s(0l(B(0wqw(B(0q(B(0wqqq(B(0x(B |G| (0x(B # classes (0x(B fusions -> G (0x(B fu(0m(B(0vqv(B(0q(B(0vqqq(B(0(B> tms11.tom (1)(B (B> tms11m3.tom (1)(B (B> tms11m4.tom (1)(B (B> tms11m5.tom (1)(B (B> tms11m6.tom (1)(B (B> tms12.tom (1)(B (B> tms13.tom (1)(B (B> tms62mx3.tom (1)(B (B> tms62mx6.tom (1)(B (B> tmsym1.tom (7)(B (B> tmsym1mx.tom (7)(B (B> tmsymc.tom (5)(B (B> tmsymp.tom (3)(B (B> tmsympa.tom (1)(B (B> tmsympam.tom (2)(B (B> tmsympmx.tom (6)(B (B> tmsz83.tom (1)(B (B> tmtw.tom (3)(B (B(computing ...)(B (B> tmtw.tom (3)(B (B*(0lqklqwqwqwqqq(B(0x(B S11 (0xx(B 39916800 (0x(B(0(B3094 (0x(B A11(0x(B (0x(B(0xx(B(0x(B(0x(B S10(0x(B (0x(B(0xx(B(0x(B(0x(B S8xS3(0x(B (0x(B(0xx(B(0x(B(0x(B S6xS5(0x(B (0x(B(0xx(B(0x(B(0x(B S9x2(0x(B (0x(B(0xx(B(0x(B(0x(B S7xS4(0x(B (0x(B(0xx(B(0x(B(0x(B 11:10(0x(B (0mqjmqvqvqvqqq(B(0(B* tms11m3.tom (1)(B (0lqklqwqwqwqqq(B(0x(B S9x2 (0xx(B(0(B725760 (0x(B(0(B2436 (0x(B(0x(B S1(0mqjmqvqvqvqqq(B(0(B* tms11m4.tom (1)(B (0lqklqwqwqwqqq(B(0x(B S8xS3 (0xx(B(0(B241920 (0x(B(0(B2749 (0x(B(0x(B S1(0mqjmqvqvqvqq[?7lq[?7h(B(0(B (B(computing ...)(B (0mqjmqvqvqvqq[?7lq[?7h(B(0(B (B(computing ...)(B (0mqjmqvqvqvqq[?7lq[?7h(B(0(B (B(computing ...)(B (0mqjmqvqvqvqq[?7lq[?7h(B(0(B (B(computing ...)(B (0mqjmqvqvqvqq[?7lq[?7h(B(0(B (0x(B G2(3).2 (0xx(B(0(B8491392 (0x(B(0(B399 (0x(B G2(3)(0x(B (0x(B(0xx(B(0x(B (0x(B 3^2.(3x3^(1+2)+):D8 (0x(B   (0x(B L2(8):3x22^3.L3(2):2L2(13).22^(1+4)+.(S3xS3) (0tqutqnqnqnqqq(B(0(BG2(4)2515968004300 (0x(B J2 U3(4).2 (0x(B(0xx(B(0x(B (0x(B U3(3).2(0x(B (0x(B(0xx(B(0x(B(0x(B L2(13)(0x(B (0x(B(0xx(B(0x(B (0x(B A5xA5(0x(B   (0x(B 3.L3(4).2_3 (0t(B(0ut(B(0n(B(0n(B(0n(B (0x(B HS(0xx(B 44352000 (0x(B(0(B589 (0x(B M22(0x(B Co(0x(B(0xx(B(0x(B (0x(B U3(5).2(0x(B HS   (0x(B L3(4).2_1 (0x(B(0xx(B(0x(B (0x(B S8(0x(B partial input: s (B(computing ...)(B partial input: s(B 8491392      251596800      44352000   (0x(B(0xx(B (B (B (0x(B(0x(B S8(0x(B(0(B partial input: s (B(computing ...)(B partial input: sL2(32) (B 32736(B 24 (0x(B (0tqutqnqnqnqqq(B(0(B7^2:2.L2(7):2(B32928(B112 (0x(B L3(0tqutqnqnqnqqq(B(0(BL2(41)(B34440(B33 (0x(B  (0tqutqnqnqnqqq(B(0x(B L2(43)(0xx(B (B 39732(B (0x(B 20 (0x(B(0x(B (0tqutqnqnqnqqq(B(0(B2.A8(B40320(B168 (0x(B 2.S6 Mc2.A7 2.(0tqutqnqnqnqqq(B(0(B2^4:A7(B40320(B189 (0x(B 2^4:A6M2A7 2^(0x(B(0xx(B (B (B (0x(B (0x(B(0x(B Mc(0tqutqnqnqnqqq(B(0(BL3(4).2_1(B40320(B151 (0x(B L3(4) L32(7).2 L3(0x(B(0xx(B (B (B (0x(B(0x(B S5(0x(B U[?7l4[?7h (B(computing ...)(B (0x(B(0xx(B (B (B (0x(B(0x(B S5(0x(B U[?7l4[?7h (B(computing ...)(B (0x(B(0xx(B (B (B (0x(B(0x(B S5(0x(B U[?7l4[?7h (B(computing ...)(B (0x(B(0xx(B (B (B (0x(B(0x(B S5(0x(B U[?7l4[?7h (B(computing ...)(B (0x(B(0xx(B (B (B (0x(B(0x(B S5(0x(B U[?7l4[?7hG2(3).2(B8491392(B399 (0x(B G2(3) (0x(B(0xx(B (B (B (0x(B (0x(B 3^2.(3x3^(1+2)+):D8 (0x(B (B (B (0x(B L2(8):3x2 (0x(B(0xx(B (B (B (0x(B (0x(B 2^3.L3(2):2 (0x(B (B (B (0x(B L2(13).2 (0x(B(0xx(B (B (B (0x(B (0x(B 2^(1+4)+.(S3xS3) (0x(B (0tqutqnqnqnqqq(B(0x(B G2(4)(0xx(B (B 251596800(B (0x(B 4300 (0x(B J2(0x(B (B (B (0x(B U3(4).2U3(3).2 (0x(B(0xx(B (B (B (0x(B (0x(B L2(13)(0x(B (B (B (0x(B A5xA5 3.L3(4).2_3 (0tqutqnqnqnqqq(B(0x(B HS(0xx(B (B 44352000(B (0x(B 589 (0x(B M22(0x(B Co (B (B (0x(B U3(5).2HS3(4).2_18 (B(computing ...)(B (0x(B(0xx(B (B (B (0x(B(0x(B S8(0x(B(0(B 8491392      251596800      44352000    (B(computing ...)(B[?1h=(B* supported key strokes in browse mode: (0lqwqq(B(0x(B 'E'(0x(B enter a break loop (for debugging purposes) (0tqnqq(B(0x(B 'q'(0x(B quit the current mode of the browse table (0x(B ''(0x(B (0tqnqq(B(0x(B 'Q'(0x(B quit the browse table (0tqnqq(B(0x(B '?'(0x(B show a help screen (0x(B ''(0x(B (0tqnqq(B(0x(B ''(0x(B save the contents of the window in a GAP variable (0tqnqq(B(0x(B ''(0x(B do nothing (useful in non-interactive demos) (0tqnqq(B(0x(B 'se'(0x(B select a matrix entry (0tqnqq(B(0x(B 'sr'(0x(B select a matrix row (0tqnqq(B(0x(B 'sc'(0x(B select a matrix column (0tqnqq(B(0x(B '/'(0x(B search for a string (B(computing ...)(B (0x(B '/' (0x(B search for a string (B(computing ...)(B (0x(B '/' (0x(B search for a string (B(computing ...)(B (0x(B '/' (0x(B search for a string (B(computing ...)(B (0x(B '/' (0x(B search for a string [?12l[?25h[?1049l [?1l>[?1049h[?25l(B[?7h(BGAP Tables of Marks Library Overview(B (414 entries) (0lqklqwqwqwqqq(B(0x(B G(0xx(B(0(B|G| (0x(B # classes (0x(B fusions -> G(0x(B fu(0mqjmqvqvqvqqq(B(0x(B G2(3).2(0xx(B(0(B8491392 (0x(B(0(B399 (0x(B G2(3)(0x(B (0x(B(0xx(B(0x(B(0x(B 3^2.(3x3^(1+2)+):D8 (0x(B (0x(B(0xx(B(0x(B(0x(B L2(8):3x2(0x(B (0x(B(0xx(B(0x(B(0x(B 2^3.L3(2):2(0x(B (0x(B(0xx(B(0x(B(0x(B L2(13).2(0x(B (0x(B(0xx(B(0x(B(0x(B 2^(1+4)+.(S3xS3)(0x(B (0tqutqnqnqnqqq(B(0x(B G2(4)(0xx(B 251596800 (0x(B(0(B4300 (0x(B J2(0x(B (0x(B(0xx(B(0x(B(0x(B U3(4).2(0x(B (0x(B(0xx(B(0x(B(0x(B U3(3).2(0x(B (0x(B(0xx(B(0x(B(0x(B L2(13)(0x(B (0x(B(0xx(B(0x(B(0x(B A5xA5(0x(B (0x(B(0xx(B(0x(B(0x(B 3.L3(4).2_3(0x(B (0tqutqnqnqnqqq(B(0x(B HS(0xx(B 44352000 (0x(B(0(B589 (0x(B M22(0x(B Co(0x(B(0xx(B(0x(B(0x(B U3(5).2(0x(B HS(0x(B(0xx(B(0x(B(0x(B L3(4).2_1(0x(B (0x(B(0xx(B(0x(B(0x(B S8(0x(B(0(B[?1h= (B(computing ...)(B[?1h=[?12l[?25h(0lqk(B(B(0x(Benter a search string: (B  (0x(B(B(0x(B(B(down to edit parameters)(0x(B(B(0mqj(B(B (0(0x(B(0xx(B(0x(B(0x(B S8(0x(B(0(B[?1h=A[?1h=5(0xx(B(0x(B (0x(B L2(13).2(0x(B(0xx(B (0x(B(0x(B 2^(1+4)+.(S3xS3)(0x(B(0qutqnqnqnq(B(0(BG2(4)(0xx(B 251596800 (0x(B 4300 (0x(B J2(0x(B (B(computing ...)(B[?25l (0x(B(0xx(B(0x(B(0x(B S8(0x(B(0(B2.A6  720 27 (0x(B (B2.A5 (B (0x(B 2.(B (B (0x(B 2.(0tqutqnqnqnqqq(B(0(B2.A7504047 (0x(B 2.S5' 2.2.A6 2.(0tqutqnqnqnqqq(B(0x(B 2.A8(0xx(B 40320 (0x(B 168 (0x(B 2.S6(0x(B Mc   (0x(B 2.A72.(0tqutqnqnqnqqq(B(0(B2.S524025 (0x(B 2.A5 U3 2.(0tqutqnqnqnqqq(B(0(B2.S5'24022 (0x(B 2.A5 2.2.S6 144 65 (0x(B 2.A62.2.S5 2.(0tqutqnqnqnqqq(B(0(B2.S6(2)29030401685 (0x(B 2.U4(2).2C[?7lo[?7h (B(computing ...)(B (0x(B 2.S6(2) (0xx(B(0(B2903040 (0x(B(0(B1685 (0x(B 2.U4(2).2(0x(B C[?7lo[?7h (B(computing ...)(B (0x(B 2.S6(2) (0xx(B(0(B2903040 (0x(B(0(B1685 (0x(B 2.U4(2).2(0x(B C[?7lo[?7h (B(computing ...)(B (0x(B 2.S6(2) (0xx(B(0(B2903040 (0x(B(0(B1685 (0x(B 2.U4(2).2(0x(B C[?7lo[?7h (B(computing ...)(B (0x(B 2.S6(2) (0xx(B(0(B2903040 (0x(B(0(B1685 (0x(B 2.U4(2).2(0x(B C[?7lo[?7h[?12l[?25h[?1049l [?1l> # line 829 of 836 (99%) # line 832 of 836 (99%) # line 835 of 836 (99%) # line 836 of 836 (100%) 88643 ms (6726 ms GC) and 2.55GB allocated for test.tst 308s ----------------------------------- 308s total 88643 ms (6726 ms GC) and 2.55GB allocated 308s 0 failures in 1 files 308s 308s #I No errors detected while testing 308s 308s autopkgtest [03:11:35]: test test: -----------------------] 312s test PASS 312s autopkgtest [03:11:39]: test test: - - - - - - - - - - results - - - - - - - - - - 316s autopkgtest [03:11:43]: @@@@@@@@@@@@@@@@@@@@ summary 316s test PASS