0s autopkgtest [02:36:09]: starting date and time: 2025-05-03 02:36:09+0000 0s autopkgtest [02:36:09]: git checkout: 9986aa8c Merge branch 'skia/fix_network_interface' into 'ubuntu/production' 0s autopkgtest [02:36:09]: host juju-7f2275-prod-proposed-migration-environment-15; command line: /home/ubuntu/autopkgtest/runner/autopkgtest --output-dir /tmp/autopkgtest-work.vz01p8mt/out --timeout-copy=6000 --setup-commands /home/ubuntu/autopkgtest-cloud/worker-config-production/setup-canonical.sh --apt-pocket=proposed=src:osspd,src:fuse3 --apt-upgrade praat --timeout-short=300 --timeout-copy=20000 --timeout-build=20000 '--env=ADT_TEST_TRIGGERS=osspd/1.3.3-3 fuse3/3.17.1+git250416-1' -- ssh -s /home/ubuntu/autopkgtest/ssh-setup/nova -- --flavor builder-cpu2-ram4-disk20 --security-groups autopkgtest-juju-7f2275-prod-proposed-migration-environment-15@bos03-1.secgroup --name adt-questing-amd64-praat-20250503-023608-juju-7f2275-prod-proposed-migration-environment-15-a6b9785a-c366-4acb-a079-6cf9a2b35479 --image adt/ubuntu-questing-amd64-server --keyname testbed-juju-7f2275-prod-proposed-migration-environment-15 --net-id=net_prod-proposed-migration-amd64 -e TERM=linux --mirror=http://ftpmaster.internal/ubuntu/ 54s autopkgtest [02:37:03]: testbed dpkg architecture: amd64 54s autopkgtest [02:37:03]: testbed apt version: 3.0.0 54s autopkgtest [02:37:03]: @@@@@@@@@@@@@@@@@@@@ test bed setup 54s autopkgtest [02:37:03]: testbed release detected to be: None 55s autopkgtest [02:37:04]: updating testbed package index (apt update) 56s Get:1 http://ftpmaster.internal/ubuntu questing-proposed InRelease [110 kB] 56s Hit:2 http://ftpmaster.internal/ubuntu questing InRelease 56s Hit:3 http://ftpmaster.internal/ubuntu questing-updates InRelease 56s Hit:4 http://ftpmaster.internal/ubuntu questing-security InRelease 56s Get:5 http://ftpmaster.internal/ubuntu questing-proposed/universe Sources [1920 kB] 56s Get:6 http://ftpmaster.internal/ubuntu questing-proposed/multiverse Sources [43.3 kB] 56s Get:7 http://ftpmaster.internal/ubuntu questing-proposed/main Sources [168 kB] 56s Get:8 http://ftpmaster.internal/ubuntu questing-proposed/main i386 Packages [177 kB] 56s Get:9 http://ftpmaster.internal/ubuntu questing-proposed/main amd64 Packages [232 kB] 56s Get:10 http://ftpmaster.internal/ubuntu questing-proposed/universe i386 Packages [672 kB] 56s Get:11 http://ftpmaster.internal/ubuntu questing-proposed/universe amd64 Packages [1520 kB] 56s Get:12 http://ftpmaster.internal/ubuntu questing-proposed/multiverse i386 Packages [13.5 kB] 56s Get:13 http://ftpmaster.internal/ubuntu questing-proposed/multiverse amd64 Packages [14.8 kB] 57s Fetched 4871 kB in 1s (3800 kB/s) 58s Reading package lists... 58s autopkgtest [02:37:07]: upgrading testbed (apt dist-upgrade and autopurge) 59s Reading package lists... 59s Building dependency tree... 59s Reading state information... 59s Calculating upgrade...Starting pkgProblemResolver with broken count: 0 59s Starting 2 pkgProblemResolver with broken count: 0 59s Done 60s Entering ResolveByKeep 60s 60s Calculating upgrade... 60s The following NEW packages will be installed: 60s libfuse3-4 60s The following packages will be upgraded: 60s ed fuse3 fwupd htop libftdi1-2 libfwupd3 libnpth0t64 libnvme1t64 60s libsensors-config libsensors5 liburcu8t64 mokutil nano usb.ids 61s 14 upgraded, 1 newly installed, 0 to remove and 0 not upgraded. 61s Need to get 6647 kB of archives. 61s After this operation, 100 kB of additional disk space will be used. 61s Get:1 http://ftpmaster.internal/ubuntu questing/main amd64 libnpth0t64 amd64 1.8-3 [9294 B] 61s Get:2 http://ftpmaster.internal/ubuntu questing/main amd64 ed amd64 1.21.1-1 [57.2 kB] 61s Get:3 http://ftpmaster.internal/ubuntu questing-proposed/main amd64 libfuse3-4 amd64 3.17.1+git250416-1 [90.9 kB] 61s Get:4 http://ftpmaster.internal/ubuntu questing-proposed/main amd64 fuse3 amd64 3.17.1+git250416-1 [27.1 kB] 61s Get:5 http://ftpmaster.internal/ubuntu questing/main amd64 libsensors-config all 1:3.6.2-2 [6756 B] 61s Get:6 http://ftpmaster.internal/ubuntu questing/main amd64 libsensors5 amd64 1:3.6.2-2 [28.7 kB] 61s Get:7 http://ftpmaster.internal/ubuntu questing/main amd64 liburcu8t64 amd64 0.15.2-2 [63.9 kB] 61s Get:8 http://ftpmaster.internal/ubuntu questing/main amd64 nano amd64 8.4-1 [290 kB] 61s Get:9 http://ftpmaster.internal/ubuntu questing/main amd64 usb.ids all 2025.04.01-1 [223 kB] 61s Get:10 http://ftpmaster.internal/ubuntu questing/main amd64 fwupd amd64 2.0.8-3 [5396 kB] 61s Get:11 http://ftpmaster.internal/ubuntu questing/main amd64 libfwupd3 amd64 2.0.8-3 [136 kB] 61s Get:12 http://ftpmaster.internal/ubuntu questing/main amd64 htop amd64 3.4.1-4 [175 kB] 61s Get:13 http://ftpmaster.internal/ubuntu questing/main amd64 libftdi1-2 amd64 1.5-10 [30.7 kB] 61s Get:14 http://ftpmaster.internal/ubuntu questing/main amd64 libnvme1t64 amd64 1.13-2 [84.2 kB] 61s Get:15 http://ftpmaster.internal/ubuntu questing/main amd64 mokutil amd64 0.7.2-1 [27.9 kB] 62s Fetched 6647 kB in 1s (8133 kB/s) 62s (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 ... 80514 files and directories currently installed.) 62s Preparing to unpack .../libnpth0t64_1.8-3_amd64.deb ... 62s Unpacking libnpth0t64:amd64 (1.8-3) over (1.8-2) ... 62s Setting up libnpth0t64:amd64 (1.8-3) ... 62s (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 ... 80514 files and directories currently installed.) 62s Preparing to unpack .../00-ed_1.21.1-1_amd64.deb ... 62s Unpacking ed (1.21.1-1) over (1.21-1) ... 62s Selecting previously unselected package libfuse3-4:amd64. 62s Preparing to unpack .../01-libfuse3-4_3.17.1+git250416-1_amd64.deb ... 62s Unpacking libfuse3-4:amd64 (3.17.1+git250416-1) ... 62s Preparing to unpack .../02-fuse3_3.17.1+git250416-1_amd64.deb ... 62s Adding 'diversion of /bin/fusermount to /bin/fusermount.usr-is-merged by fuse3' 62s Adding 'diversion of /sbin/mount.fuse to /sbin/mount.fuse.usr-is-merged by fuse3' 62s Unpacking fuse3 (3.17.1+git250416-1) over (3.14.0-10) ... 62s Preparing to unpack .../03-libsensors-config_1%3a3.6.2-2_all.deb ... 62s Unpacking libsensors-config (1:3.6.2-2) over (1:3.6.0-10) ... 62s Preparing to unpack .../04-libsensors5_1%3a3.6.2-2_amd64.deb ... 62s Unpacking libsensors5:amd64 (1:3.6.2-2) over (1:3.6.0-10) ... 62s Preparing to unpack .../05-liburcu8t64_0.15.2-2_amd64.deb ... 62s Unpacking liburcu8t64:amd64 (0.15.2-2) over (0.15.1-1) ... 62s Preparing to unpack .../06-nano_8.4-1_amd64.deb ... 62s Unpacking nano (8.4-1) over (8.3-1) ... 62s Preparing to unpack .../07-usb.ids_2025.04.01-1_all.deb ... 62s Unpacking usb.ids (2025.04.01-1) over (2025.01.14-1) ... 62s Preparing to unpack .../08-fwupd_2.0.8-3_amd64.deb ... 62s Unpacking fwupd (2.0.8-3) over (2.0.7-1) ... 63s Preparing to unpack .../09-libfwupd3_2.0.8-3_amd64.deb ... 63s Unpacking libfwupd3:amd64 (2.0.8-3) over (2.0.7-1) ... 63s Preparing to unpack .../10-htop_3.4.1-4_amd64.deb ... 63s Unpacking htop (3.4.1-4) over (3.4.0-2) ... 63s Preparing to unpack .../11-libftdi1-2_1.5-10_amd64.deb ... 63s Unpacking libftdi1-2:amd64 (1.5-10) over (1.5-8build1) ... 63s Preparing to unpack .../12-libnvme1t64_1.13-2_amd64.deb ... 63s Unpacking libnvme1t64 (1.13-2) over (1.11.1-2) ... 63s Preparing to unpack .../13-mokutil_0.7.2-1_amd64.deb ... 63s Unpacking mokutil (0.7.2-1) over (0.6.0-2build3) ... 63s Setting up liburcu8t64:amd64 (0.15.2-2) ... 63s Setting up mokutil (0.7.2-1) ... 63s Setting up htop (3.4.1-4) ... 63s Setting up libsensors-config (1:3.6.2-2) ... 63s Installing new version of config file /etc/sensors3.conf ... 63s Setting up libfwupd3:amd64 (2.0.8-3) ... 63s Setting up libftdi1-2:amd64 (1.5-10) ... 63s Setting up libnvme1t64 (1.13-2) ... 63s Setting up ed (1.21.1-1) ... 63s Setting up usb.ids (2025.04.01-1) ... 63s Setting up libsensors5:amd64 (1:3.6.2-2) ... 63s Setting up nano (8.4-1) ... 63s Installing new version of config file /etc/nanorc ... 63s Setting up libfuse3-4:amd64 (3.17.1+git250416-1) ... 63s Setting up fwupd (2.0.8-3) ... 64s fwupd-refresh.service is a disabled or a static unit not running, not starting it. 64s fwupd.service is a disabled or a static unit not running, not starting it. 64s Setting up fuse3 (3.17.1+git250416-1) ... 64s Installing new version of config file /etc/fuse.conf ... 64s Removing 'diversion of /bin/fusermount to /bin/fusermount.usr-is-merged by fuse3' 64s Removing 'diversion of /sbin/mount.fuse to /sbin/mount.fuse.usr-is-merged by fuse3' 64s update-initramfs: deferring update (trigger activated) 64s Processing triggers for install-info (7.1.1-1) ... 64s Processing triggers for initramfs-tools (0.147ubuntu1) ... 64s update-initramfs: Generating /boot/initrd.img-6.14.0-15-generic 64s W: No lz4 in /usr/bin:/sbin:/bin, using gzip 75s Processing triggers for libc-bin (2.41-6ubuntu1) ... 75s Processing triggers for man-db (2.13.0-1) ... 77s Processing triggers for dbus (1.16.2-2ubuntu1) ... 78s Reading package lists... 78s Building dependency tree... 78s Reading state information... 79s Starting pkgProblemResolver with broken count: 0 79s Starting 2 pkgProblemResolver with broken count: 0 79s Done 79s Solving dependencies... 80s 0 upgraded, 0 newly installed, 0 to remove and 0 not upgraded. 80s autopkgtest [02:37:29]: rebooting testbed after setup commands that affected boot 103s autopkgtest [02:37:52]: testbed running kernel: Linux 6.14.0-15-generic #15-Ubuntu SMP PREEMPT_DYNAMIC Sun Apr 6 15:05:05 UTC 2025 105s autopkgtest [02:37:54]: @@@@@@@@@@@@@@@@@@@@ apt-source praat 109s Get:1 http://ftpmaster.internal/ubuntu questing/universe praat 6.4.27+dfsg-1 (dsc) [2207 B] 109s Get:2 http://ftpmaster.internal/ubuntu questing/universe praat 6.4.27+dfsg-1 (tar) [47.4 MB] 109s Get:3 http://ftpmaster.internal/ubuntu questing/universe praat 6.4.27+dfsg-1 (diff) [25.5 kB] 110s gpgv: Signature made Thu Feb 6 05:40:11 2025 UTC 110s gpgv: using RSA key 3F464391498FE874BDB5D98F2124AA1983785C90 110s gpgv: issuer "rafael@debian.org" 110s gpgv: Can't check signature: No public key 110s dpkg-source: warning: cannot verify inline signature for ./praat_6.4.27+dfsg-1.dsc: no acceptable signature found 112s autopkgtest [02:38:01]: testing package praat version 6.4.27+dfsg-1 113s autopkgtest [02:38:02]: build not needed 120s autopkgtest [02:38:09]: test run-tests: preparing testbed 120s Reading package lists... 121s Building dependency tree... 121s Reading state information... 121s Starting pkgProblemResolver with broken count: 0 121s Starting 2 pkgProblemResolver with broken count: 0 121s Done 122s The following NEW packages will be installed: 122s adwaita-icon-theme at-spi2-common dconf-gsettings-backend dconf-service 122s fontconfig fontconfig-config fonts-dejavu-core fonts-dejavu-mono 122s gtk-update-icon-cache hicolor-icon-theme libasound2-data libasound2t64 122s libasyncns0 libatk-bridge2.0-0t64 libatk1.0-0t64 libatspi2.0-0t64 122s libavahi-client3 libavahi-common-data libavahi-common3 libcairo-gobject2 122s libcairo2 libcolord2 libcups2t64 libdatrie1 libdconf1 libdeflate0 libepoxy0 122s libflac14 libfontconfig1 libgdk-pixbuf-2.0-0 libgdk-pixbuf2.0-common 122s libgraphite2-3 libgtk-3-0t64 libgtk-3-common libharfbuzz0b libjbig0 122s libjpeg-turbo8 libjpeg8 liblcms2-2 liblerc4 libmp3lame0 libmpg123-0t64 122s libogg0 libopus0 libpango-1.0-0 libpangocairo-1.0-0 libpangoft2-1.0-0 122s libpixman-1-0 libpulse0 libsharpyuv0 libsndfile1 libthai-data libthai0 122s libtiff6 libvorbis0a libvorbisenc2 libwayland-client0 libwayland-cursor0 122s libwayland-egl1 libwebp7 libx11-xcb1 libxcb-render0 libxcb-shm0 122s libxcomposite1 libxcursor1 libxdamage1 libxfixes3 libxi6 libxinerama1 122s libxrandr2 libxrender1 oss-compat praat 122s 0 upgraded, 73 newly installed, 0 to remove and 0 not upgraded. 122s Need to get 48.2 MB of archives. 122s After this operation, 169 MB of additional disk space will be used. 122s Get:1 http://ftpmaster.internal/ubuntu questing/main amd64 libgdk-pixbuf2.0-common all 2.42.12+dfsg-2 [8004 B] 122s Get:2 http://ftpmaster.internal/ubuntu questing/main amd64 libjpeg-turbo8 amd64 2.1.5-3ubuntu2 [179 kB] 122s Get:3 http://ftpmaster.internal/ubuntu questing/main amd64 libjpeg8 amd64 8c-2ubuntu11 [2148 B] 122s Get:4 http://ftpmaster.internal/ubuntu questing/main amd64 libdeflate0 amd64 1.23-1 [64.1 kB] 122s Get:5 http://ftpmaster.internal/ubuntu questing/main amd64 libjbig0 amd64 2.1-6.1ubuntu2 [29.7 kB] 122s Get:6 http://ftpmaster.internal/ubuntu questing/main amd64 liblerc4 amd64 4.0.0+ds-5ubuntu1 [271 kB] 122s Get:7 http://ftpmaster.internal/ubuntu questing/main amd64 libsharpyuv0 amd64 1.5.0-0.1 [25.9 kB] 122s Get:8 http://ftpmaster.internal/ubuntu questing/main amd64 libwebp7 amd64 1.5.0-0.1 [378 kB] 122s Get:9 http://ftpmaster.internal/ubuntu questing/main amd64 libtiff6 amd64 4.7.0-3ubuntu1 [204 kB] 122s Get:10 http://ftpmaster.internal/ubuntu questing/main amd64 libgdk-pixbuf-2.0-0 amd64 2.42.12+dfsg-2 [161 kB] 122s Get:11 http://ftpmaster.internal/ubuntu questing/main amd64 gtk-update-icon-cache amd64 4.18.4+ds-1 [54.1 kB] 122s Get:12 http://ftpmaster.internal/ubuntu questing/main amd64 hicolor-icon-theme all 0.18-2 [13.3 kB] 122s Get:13 http://ftpmaster.internal/ubuntu questing/main amd64 adwaita-icon-theme all 48.0-1 [578 kB] 122s Get:14 http://ftpmaster.internal/ubuntu questing/main amd64 at-spi2-common all 2.56.1-1 [9142 B] 122s Get:15 http://ftpmaster.internal/ubuntu questing/main amd64 libdconf1 amd64 0.40.0-5 [39.8 kB] 122s Get:16 http://ftpmaster.internal/ubuntu questing/main amd64 dconf-service amd64 0.40.0-5 [28.4 kB] 122s Get:17 http://ftpmaster.internal/ubuntu questing/main amd64 dconf-gsettings-backend amd64 0.40.0-5 [22.7 kB] 122s Get:18 http://ftpmaster.internal/ubuntu questing/main amd64 fonts-dejavu-mono all 2.37-8 [502 kB] 122s Get:19 http://ftpmaster.internal/ubuntu questing/main amd64 fonts-dejavu-core all 2.37-8 [835 kB] 122s Get:20 http://ftpmaster.internal/ubuntu questing/main amd64 fontconfig-config amd64 2.15.0-2.2ubuntu1 [37.8 kB] 122s Get:21 http://ftpmaster.internal/ubuntu questing/main amd64 libfontconfig1 amd64 2.15.0-2.2ubuntu1 [164 kB] 122s Get:22 http://ftpmaster.internal/ubuntu questing/main amd64 fontconfig amd64 2.15.0-2.2ubuntu1 [180 kB] 122s Get:23 http://ftpmaster.internal/ubuntu questing/main amd64 libasound2-data all 1.2.13-1build1 [21.1 kB] 122s Get:24 http://ftpmaster.internal/ubuntu questing/main amd64 libasound2t64 amd64 1.2.13-1build1 [437 kB] 122s Get:25 http://ftpmaster.internal/ubuntu questing/main amd64 libasyncns0 amd64 0.8-6build4 [11.3 kB] 122s Get:26 http://ftpmaster.internal/ubuntu questing/main amd64 libatk1.0-0t64 amd64 2.56.1-1 [55.4 kB] 122s Get:27 http://ftpmaster.internal/ubuntu questing/main amd64 libxi6 amd64 2:1.8.2-1 [32.4 kB] 123s Get:28 http://ftpmaster.internal/ubuntu questing/main amd64 libatspi2.0-0t64 amd64 2.56.1-1 [91.9 kB] 123s Get:29 http://ftpmaster.internal/ubuntu questing/main amd64 libatk-bridge2.0-0t64 amd64 2.56.1-1 [69.0 kB] 123s Get:30 http://ftpmaster.internal/ubuntu questing/main amd64 libavahi-common-data amd64 0.8-16ubuntu2 [31.0 kB] 123s Get:31 http://ftpmaster.internal/ubuntu questing/main amd64 libavahi-common3 amd64 0.8-16ubuntu2 [23.6 kB] 123s Get:32 http://ftpmaster.internal/ubuntu questing/main amd64 libavahi-client3 amd64 0.8-16ubuntu2 [27.5 kB] 123s Get:33 http://ftpmaster.internal/ubuntu questing/main amd64 libpixman-1-0 amd64 0.44.0-3 [427 kB] 123s Get:34 http://ftpmaster.internal/ubuntu questing/main amd64 libxcb-render0 amd64 1.17.0-2 [16.2 kB] 123s Get:35 http://ftpmaster.internal/ubuntu questing/main amd64 libxcb-shm0 amd64 1.17.0-2 [5758 B] 123s Get:36 http://ftpmaster.internal/ubuntu questing/main amd64 libxrender1 amd64 1:0.9.10-1.1build1 [19.0 kB] 123s Get:37 http://ftpmaster.internal/ubuntu questing/main amd64 libcairo2 amd64 1.18.4-1 [662 kB] 123s Get:38 http://ftpmaster.internal/ubuntu questing/main amd64 libcairo-gobject2 amd64 1.18.4-1 [127 kB] 123s Get:39 http://ftpmaster.internal/ubuntu questing/main amd64 liblcms2-2 amd64 2.16-2 [212 kB] 123s Get:40 http://ftpmaster.internal/ubuntu questing/main amd64 libcolord2 amd64 1.4.7-3 [155 kB] 123s Get:41 http://ftpmaster.internal/ubuntu questing/main amd64 libcups2t64 amd64 2.4.12-0ubuntu1 [292 kB] 123s Get:42 http://ftpmaster.internal/ubuntu questing/main amd64 libdatrie1 amd64 0.2.13-3build1 [19.0 kB] 123s Get:43 http://ftpmaster.internal/ubuntu questing/main amd64 libepoxy0 amd64 1.5.10-2 [218 kB] 123s Get:44 http://ftpmaster.internal/ubuntu questing/main amd64 libogg0 amd64 1.3.5-3build1 [22.7 kB] 123s Get:45 http://ftpmaster.internal/ubuntu questing/main amd64 libflac14 amd64 1.5.0+ds-2 [279 kB] 123s Get:46 http://ftpmaster.internal/ubuntu questing/main amd64 libgraphite2-3 amd64 1.3.14-2ubuntu1 [73.1 kB] 123s Get:47 http://ftpmaster.internal/ubuntu questing/main amd64 libharfbuzz0b amd64 10.2.0-1 [543 kB] 123s Get:48 http://ftpmaster.internal/ubuntu questing/main amd64 libthai-data all 0.1.29-2build1 [158 kB] 123s Get:49 http://ftpmaster.internal/ubuntu questing/main amd64 libthai0 amd64 0.1.29-2build1 [18.9 kB] 123s Get:50 http://ftpmaster.internal/ubuntu questing/main amd64 libpango-1.0-0 amd64 1.56.3-1 [256 kB] 123s Get:51 http://ftpmaster.internal/ubuntu questing/main amd64 libpangoft2-1.0-0 amd64 1.56.3-1 [52.9 kB] 123s Get:52 http://ftpmaster.internal/ubuntu questing/main amd64 libpangocairo-1.0-0 amd64 1.56.3-1 [29.1 kB] 123s Get:53 http://ftpmaster.internal/ubuntu questing/main amd64 libwayland-client0 amd64 1.23.1-3 [29.7 kB] 123s Get:54 http://ftpmaster.internal/ubuntu questing/main amd64 libwayland-cursor0 amd64 1.23.1-3 [10.9 kB] 123s Get:55 http://ftpmaster.internal/ubuntu questing/main amd64 libwayland-egl1 amd64 1.23.1-3 [6168 B] 123s Get:56 http://ftpmaster.internal/ubuntu questing/main amd64 libxcomposite1 amd64 1:0.4.6-1 [6642 B] 123s Get:57 http://ftpmaster.internal/ubuntu questing/main amd64 libxfixes3 amd64 1:6.0.0-2build1 [10.8 kB] 123s Get:58 http://ftpmaster.internal/ubuntu questing/main amd64 libxcursor1 amd64 1:1.2.3-1 [23.1 kB] 123s Get:59 http://ftpmaster.internal/ubuntu questing/main amd64 libxdamage1 amd64 1:1.1.6-1build1 [6150 B] 123s Get:60 http://ftpmaster.internal/ubuntu questing/main amd64 libxinerama1 amd64 2:1.1.4-3build1 [6396 B] 123s Get:61 http://ftpmaster.internal/ubuntu questing/main amd64 libxrandr2 amd64 2:1.5.4-1 [19.6 kB] 123s Get:62 http://ftpmaster.internal/ubuntu questing/main amd64 libgtk-3-common all 3.24.49-2ubuntu1 [1424 kB] 123s Get:63 http://ftpmaster.internal/ubuntu questing/main amd64 libgtk-3-0t64 amd64 3.24.49-2ubuntu1 [3172 kB] 123s Get:64 http://ftpmaster.internal/ubuntu questing/main amd64 libmp3lame0 amd64 3.100-6build1 [142 kB] 123s Get:65 http://ftpmaster.internal/ubuntu questing/main amd64 libmpg123-0t64 amd64 1.32.10-1 [191 kB] 123s Get:66 http://ftpmaster.internal/ubuntu questing/main amd64 libopus0 amd64 1.5.2-2 [2913 kB] 123s Get:67 http://ftpmaster.internal/ubuntu questing/main amd64 libvorbis0a amd64 1.3.7-2 [98.4 kB] 123s Get:68 http://ftpmaster.internal/ubuntu questing/main amd64 libvorbisenc2 amd64 1.3.7-2 [80.8 kB] 123s Get:69 http://ftpmaster.internal/ubuntu questing/main amd64 libsndfile1 amd64 1.2.2-2build1 [276 kB] 123s Get:70 http://ftpmaster.internal/ubuntu questing/main amd64 libx11-xcb1 amd64 2:1.8.10-2 [7944 B] 123s Get:71 http://ftpmaster.internal/ubuntu questing/main amd64 libpulse0 amd64 1:17.0+dfsg1-2ubuntu1 [302 kB] 123s Get:72 http://ftpmaster.internal/ubuntu questing/universe amd64 oss-compat amd64 8 [3884 B] 123s Get:73 http://ftpmaster.internal/ubuntu questing/universe amd64 praat amd64 6.4.27+dfsg-1 [31.3 MB] 125s Fetched 48.2 MB in 3s (16.2 MB/s) 125s Selecting previously unselected package libgdk-pixbuf2.0-common. 125s (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 ... 80524 files and directories currently installed.) 125s Preparing to unpack .../00-libgdk-pixbuf2.0-common_2.42.12+dfsg-2_all.deb ... 125s Unpacking libgdk-pixbuf2.0-common (2.42.12+dfsg-2) ... 125s Selecting previously unselected package libjpeg-turbo8:amd64. 126s Preparing to unpack .../01-libjpeg-turbo8_2.1.5-3ubuntu2_amd64.deb ... 126s Unpacking libjpeg-turbo8:amd64 (2.1.5-3ubuntu2) ... 126s Selecting previously unselected package libjpeg8:amd64. 126s Preparing to unpack .../02-libjpeg8_8c-2ubuntu11_amd64.deb ... 126s Unpacking libjpeg8:amd64 (8c-2ubuntu11) ... 126s Selecting previously unselected package libdeflate0:amd64. 126s Preparing to unpack .../03-libdeflate0_1.23-1_amd64.deb ... 126s Unpacking libdeflate0:amd64 (1.23-1) ... 126s Selecting previously unselected package libjbig0:amd64. 126s Preparing to unpack .../04-libjbig0_2.1-6.1ubuntu2_amd64.deb ... 126s Unpacking libjbig0:amd64 (2.1-6.1ubuntu2) ... 126s Selecting previously unselected package liblerc4:amd64. 126s Preparing to unpack .../05-liblerc4_4.0.0+ds-5ubuntu1_amd64.deb ... 126s Unpacking liblerc4:amd64 (4.0.0+ds-5ubuntu1) ... 126s Selecting previously unselected package libsharpyuv0:amd64. 126s Preparing to unpack .../06-libsharpyuv0_1.5.0-0.1_amd64.deb ... 126s Unpacking libsharpyuv0:amd64 (1.5.0-0.1) ... 126s Selecting previously unselected package libwebp7:amd64. 126s Preparing to unpack .../07-libwebp7_1.5.0-0.1_amd64.deb ... 126s Unpacking libwebp7:amd64 (1.5.0-0.1) ... 126s Selecting previously unselected package libtiff6:amd64. 126s Preparing to unpack .../08-libtiff6_4.7.0-3ubuntu1_amd64.deb ... 126s Unpacking libtiff6:amd64 (4.7.0-3ubuntu1) ... 126s Selecting previously unselected package libgdk-pixbuf-2.0-0:amd64. 126s Preparing to unpack .../09-libgdk-pixbuf-2.0-0_2.42.12+dfsg-2_amd64.deb ... 126s Unpacking libgdk-pixbuf-2.0-0:amd64 (2.42.12+dfsg-2) ... 126s Selecting previously unselected package gtk-update-icon-cache. 126s Preparing to unpack .../10-gtk-update-icon-cache_4.18.4+ds-1_amd64.deb ... 126s No diversion 'diversion of /usr/sbin/update-icon-caches to /usr/sbin/update-icon-caches.gtk2 by libgtk-3-bin', none removed. 126s No diversion 'diversion of /usr/share/man/man8/update-icon-caches.8.gz to /usr/share/man/man8/update-icon-caches.gtk2.8.gz by libgtk-3-bin', none removed. 126s Unpacking gtk-update-icon-cache (4.18.4+ds-1) ... 126s Selecting previously unselected package hicolor-icon-theme. 126s Preparing to unpack .../11-hicolor-icon-theme_0.18-2_all.deb ... 126s Unpacking hicolor-icon-theme (0.18-2) ... 126s Selecting previously unselected package adwaita-icon-theme. 126s Preparing to unpack .../12-adwaita-icon-theme_48.0-1_all.deb ... 126s Unpacking adwaita-icon-theme (48.0-1) ... 126s Selecting previously unselected package at-spi2-common. 126s Preparing to unpack .../13-at-spi2-common_2.56.1-1_all.deb ... 126s Unpacking at-spi2-common (2.56.1-1) ... 126s Selecting previously unselected package libdconf1:amd64. 126s Preparing to unpack .../14-libdconf1_0.40.0-5_amd64.deb ... 126s Unpacking libdconf1:amd64 (0.40.0-5) ... 126s Selecting previously unselected package dconf-service. 126s Preparing to unpack .../15-dconf-service_0.40.0-5_amd64.deb ... 126s Unpacking dconf-service (0.40.0-5) ... 126s Selecting previously unselected package dconf-gsettings-backend:amd64. 126s Preparing to unpack .../16-dconf-gsettings-backend_0.40.0-5_amd64.deb ... 126s Unpacking dconf-gsettings-backend:amd64 (0.40.0-5) ... 126s Selecting previously unselected package fonts-dejavu-mono. 126s Preparing to unpack .../17-fonts-dejavu-mono_2.37-8_all.deb ... 126s Unpacking fonts-dejavu-mono (2.37-8) ... 126s Selecting previously unselected package fonts-dejavu-core. 126s Preparing to unpack .../18-fonts-dejavu-core_2.37-8_all.deb ... 126s Unpacking fonts-dejavu-core (2.37-8) ... 126s Selecting previously unselected package fontconfig-config. 126s Preparing to unpack .../19-fontconfig-config_2.15.0-2.2ubuntu1_amd64.deb ... 127s Unpacking fontconfig-config (2.15.0-2.2ubuntu1) ... 127s Selecting previously unselected package libfontconfig1:amd64. 127s Preparing to unpack .../20-libfontconfig1_2.15.0-2.2ubuntu1_amd64.deb ... 127s Unpacking libfontconfig1:amd64 (2.15.0-2.2ubuntu1) ... 127s Selecting previously unselected package fontconfig. 127s Preparing to unpack .../21-fontconfig_2.15.0-2.2ubuntu1_amd64.deb ... 127s Unpacking fontconfig (2.15.0-2.2ubuntu1) ... 127s Selecting previously unselected package libasound2-data. 127s Preparing to unpack .../22-libasound2-data_1.2.13-1build1_all.deb ... 127s Unpacking libasound2-data (1.2.13-1build1) ... 127s Selecting previously unselected package libasound2t64:amd64. 127s Preparing to unpack .../23-libasound2t64_1.2.13-1build1_amd64.deb ... 127s Unpacking libasound2t64:amd64 (1.2.13-1build1) ... 127s Selecting previously unselected package libasyncns0:amd64. 127s Preparing to unpack .../24-libasyncns0_0.8-6build4_amd64.deb ... 127s Unpacking libasyncns0:amd64 (0.8-6build4) ... 127s Selecting previously unselected package libatk1.0-0t64:amd64. 127s Preparing to unpack .../25-libatk1.0-0t64_2.56.1-1_amd64.deb ... 127s Unpacking libatk1.0-0t64:amd64 (2.56.1-1) ... 127s Selecting previously unselected package libxi6:amd64. 127s Preparing to unpack .../26-libxi6_2%3a1.8.2-1_amd64.deb ... 127s Unpacking libxi6:amd64 (2:1.8.2-1) ... 127s Selecting previously unselected package libatspi2.0-0t64:amd64. 127s Preparing to unpack .../27-libatspi2.0-0t64_2.56.1-1_amd64.deb ... 127s Unpacking libatspi2.0-0t64:amd64 (2.56.1-1) ... 127s Selecting previously unselected package libatk-bridge2.0-0t64:amd64. 127s Preparing to unpack .../28-libatk-bridge2.0-0t64_2.56.1-1_amd64.deb ... 127s Unpacking libatk-bridge2.0-0t64:amd64 (2.56.1-1) ... 127s Selecting previously unselected package libavahi-common-data:amd64. 127s Preparing to unpack .../29-libavahi-common-data_0.8-16ubuntu2_amd64.deb ... 127s Unpacking libavahi-common-data:amd64 (0.8-16ubuntu2) ... 127s Selecting previously unselected package libavahi-common3:amd64. 127s Preparing to unpack .../30-libavahi-common3_0.8-16ubuntu2_amd64.deb ... 127s Unpacking libavahi-common3:amd64 (0.8-16ubuntu2) ... 127s Selecting previously unselected package libavahi-client3:amd64. 127s Preparing to unpack .../31-libavahi-client3_0.8-16ubuntu2_amd64.deb ... 127s Unpacking libavahi-client3:amd64 (0.8-16ubuntu2) ... 127s Selecting previously unselected package libpixman-1-0:amd64. 127s Preparing to unpack .../32-libpixman-1-0_0.44.0-3_amd64.deb ... 127s Unpacking libpixman-1-0:amd64 (0.44.0-3) ... 127s Selecting previously unselected package libxcb-render0:amd64. 127s Preparing to unpack .../33-libxcb-render0_1.17.0-2_amd64.deb ... 127s Unpacking libxcb-render0:amd64 (1.17.0-2) ... 127s Selecting previously unselected package libxcb-shm0:amd64. 127s Preparing to unpack .../34-libxcb-shm0_1.17.0-2_amd64.deb ... 127s Unpacking libxcb-shm0:amd64 (1.17.0-2) ... 127s Selecting previously unselected package libxrender1:amd64. 127s Preparing to unpack .../35-libxrender1_1%3a0.9.10-1.1build1_amd64.deb ... 127s Unpacking libxrender1:amd64 (1:0.9.10-1.1build1) ... 127s Selecting previously unselected package libcairo2:amd64. 127s Preparing to unpack .../36-libcairo2_1.18.4-1_amd64.deb ... 127s Unpacking libcairo2:amd64 (1.18.4-1) ... 127s Selecting previously unselected package libcairo-gobject2:amd64. 127s Preparing to unpack .../37-libcairo-gobject2_1.18.4-1_amd64.deb ... 127s Unpacking libcairo-gobject2:amd64 (1.18.4-1) ... 127s Selecting previously unselected package liblcms2-2:amd64. 127s Preparing to unpack .../38-liblcms2-2_2.16-2_amd64.deb ... 127s Unpacking liblcms2-2:amd64 (2.16-2) ... 127s Selecting previously unselected package libcolord2:amd64. 127s Preparing to unpack .../39-libcolord2_1.4.7-3_amd64.deb ... 127s Unpacking libcolord2:amd64 (1.4.7-3) ... 127s Selecting previously unselected package libcups2t64:amd64. 127s Preparing to unpack .../40-libcups2t64_2.4.12-0ubuntu1_amd64.deb ... 127s Unpacking libcups2t64:amd64 (2.4.12-0ubuntu1) ... 127s Selecting previously unselected package libdatrie1:amd64. 127s Preparing to unpack .../41-libdatrie1_0.2.13-3build1_amd64.deb ... 127s Unpacking libdatrie1:amd64 (0.2.13-3build1) ... 127s Selecting previously unselected package libepoxy0:amd64. 127s Preparing to unpack .../42-libepoxy0_1.5.10-2_amd64.deb ... 127s Unpacking libepoxy0:amd64 (1.5.10-2) ... 127s Selecting previously unselected package libogg0:amd64. 127s Preparing to unpack .../43-libogg0_1.3.5-3build1_amd64.deb ... 127s Unpacking libogg0:amd64 (1.3.5-3build1) ... 127s Selecting previously unselected package libflac14:amd64. 127s Preparing to unpack .../44-libflac14_1.5.0+ds-2_amd64.deb ... 127s Unpacking libflac14:amd64 (1.5.0+ds-2) ... 127s Selecting previously unselected package libgraphite2-3:amd64. 127s Preparing to unpack .../45-libgraphite2-3_1.3.14-2ubuntu1_amd64.deb ... 127s Unpacking libgraphite2-3:amd64 (1.3.14-2ubuntu1) ... 127s Selecting previously unselected package libharfbuzz0b:amd64. 127s Preparing to unpack .../46-libharfbuzz0b_10.2.0-1_amd64.deb ... 127s Unpacking libharfbuzz0b:amd64 (10.2.0-1) ... 127s Selecting previously unselected package libthai-data. 127s Preparing to unpack .../47-libthai-data_0.1.29-2build1_all.deb ... 127s Unpacking libthai-data (0.1.29-2build1) ... 128s Selecting previously unselected package libthai0:amd64. 128s Preparing to unpack .../48-libthai0_0.1.29-2build1_amd64.deb ... 128s Unpacking libthai0:amd64 (0.1.29-2build1) ... 128s Selecting previously unselected package libpango-1.0-0:amd64. 128s Preparing to unpack .../49-libpango-1.0-0_1.56.3-1_amd64.deb ... 128s Unpacking libpango-1.0-0:amd64 (1.56.3-1) ... 128s Selecting previously unselected package libpangoft2-1.0-0:amd64. 128s Preparing to unpack .../50-libpangoft2-1.0-0_1.56.3-1_amd64.deb ... 128s Unpacking libpangoft2-1.0-0:amd64 (1.56.3-1) ... 128s Selecting previously unselected package libpangocairo-1.0-0:amd64. 128s Preparing to unpack .../51-libpangocairo-1.0-0_1.56.3-1_amd64.deb ... 128s Unpacking libpangocairo-1.0-0:amd64 (1.56.3-1) ... 128s Selecting previously unselected package libwayland-client0:amd64. 128s Preparing to unpack .../52-libwayland-client0_1.23.1-3_amd64.deb ... 128s Unpacking libwayland-client0:amd64 (1.23.1-3) ... 128s Selecting previously unselected package libwayland-cursor0:amd64. 128s Preparing to unpack .../53-libwayland-cursor0_1.23.1-3_amd64.deb ... 128s Unpacking libwayland-cursor0:amd64 (1.23.1-3) ... 128s Selecting previously unselected package libwayland-egl1:amd64. 128s Preparing to unpack .../54-libwayland-egl1_1.23.1-3_amd64.deb ... 128s Unpacking libwayland-egl1:amd64 (1.23.1-3) ... 128s Selecting previously unselected package libxcomposite1:amd64. 128s Preparing to unpack .../55-libxcomposite1_1%3a0.4.6-1_amd64.deb ... 128s Unpacking libxcomposite1:amd64 (1:0.4.6-1) ... 128s Selecting previously unselected package libxfixes3:amd64. 128s Preparing to unpack .../56-libxfixes3_1%3a6.0.0-2build1_amd64.deb ... 128s Unpacking libxfixes3:amd64 (1:6.0.0-2build1) ... 128s Selecting previously unselected package libxcursor1:amd64. 128s Preparing to unpack .../57-libxcursor1_1%3a1.2.3-1_amd64.deb ... 128s Unpacking libxcursor1:amd64 (1:1.2.3-1) ... 128s Selecting previously unselected package libxdamage1:amd64. 128s Preparing to unpack .../58-libxdamage1_1%3a1.1.6-1build1_amd64.deb ... 128s Unpacking libxdamage1:amd64 (1:1.1.6-1build1) ... 128s Selecting previously unselected package libxinerama1:amd64. 128s Preparing to unpack .../59-libxinerama1_2%3a1.1.4-3build1_amd64.deb ... 128s Unpacking libxinerama1:amd64 (2:1.1.4-3build1) ... 128s Selecting previously unselected package libxrandr2:amd64. 128s Preparing to unpack .../60-libxrandr2_2%3a1.5.4-1_amd64.deb ... 128s Unpacking libxrandr2:amd64 (2:1.5.4-1) ... 128s Selecting previously unselected package libgtk-3-common. 128s Preparing to unpack .../61-libgtk-3-common_3.24.49-2ubuntu1_all.deb ... 128s Unpacking libgtk-3-common (3.24.49-2ubuntu1) ... 128s Selecting previously unselected package libgtk-3-0t64:amd64. 128s Preparing to unpack .../62-libgtk-3-0t64_3.24.49-2ubuntu1_amd64.deb ... 128s Unpacking libgtk-3-0t64:amd64 (3.24.49-2ubuntu1) ... 128s Selecting previously unselected package libmp3lame0:amd64. 128s Preparing to unpack .../63-libmp3lame0_3.100-6build1_amd64.deb ... 128s Unpacking libmp3lame0:amd64 (3.100-6build1) ... 128s Selecting previously unselected package libmpg123-0t64:amd64. 128s Preparing to unpack .../64-libmpg123-0t64_1.32.10-1_amd64.deb ... 128s Unpacking libmpg123-0t64:amd64 (1.32.10-1) ... 128s Selecting previously unselected package libopus0:amd64. 128s Preparing to unpack .../65-libopus0_1.5.2-2_amd64.deb ... 128s Unpacking libopus0:amd64 (1.5.2-2) ... 128s Selecting previously unselected package libvorbis0a:amd64. 128s Preparing to unpack .../66-libvorbis0a_1.3.7-2_amd64.deb ... 128s Unpacking libvorbis0a:amd64 (1.3.7-2) ... 128s Selecting previously unselected package libvorbisenc2:amd64. 128s Preparing to unpack .../67-libvorbisenc2_1.3.7-2_amd64.deb ... 128s Unpacking libvorbisenc2:amd64 (1.3.7-2) ... 128s Selecting previously unselected package libsndfile1:amd64. 128s Preparing to unpack .../68-libsndfile1_1.2.2-2build1_amd64.deb ... 128s Unpacking libsndfile1:amd64 (1.2.2-2build1) ... 128s Selecting previously unselected package libx11-xcb1:amd64. 128s Preparing to unpack .../69-libx11-xcb1_2%3a1.8.10-2_amd64.deb ... 128s Unpacking libx11-xcb1:amd64 (2:1.8.10-2) ... 128s Selecting previously unselected package libpulse0:amd64. 128s Preparing to unpack .../70-libpulse0_1%3a17.0+dfsg1-2ubuntu1_amd64.deb ... 128s Unpacking libpulse0:amd64 (1:17.0+dfsg1-2ubuntu1) ... 128s Selecting previously unselected package oss-compat. 128s Preparing to unpack .../71-oss-compat_8_amd64.deb ... 128s Unpacking oss-compat (8) ... 128s Selecting previously unselected package praat. 128s Preparing to unpack .../72-praat_6.4.27+dfsg-1_amd64.deb ... 128s Unpacking praat (6.4.27+dfsg-1) ... 129s Setting up libgraphite2-3:amd64 (1.3.14-2ubuntu1) ... 129s Setting up liblcms2-2:amd64 (2.16-2) ... 129s Setting up libpixman-1-0:amd64 (0.44.0-3) ... 129s Setting up libsharpyuv0:amd64 (1.5.0-0.1) ... 129s Setting up libx11-xcb1:amd64 (2:1.8.10-2) ... 129s Setting up libxdamage1:amd64 (1:1.1.6-1build1) ... 129s Setting up libogg0:amd64 (1.3.5-3build1) ... 129s Setting up liblerc4:amd64 (4.0.0+ds-5ubuntu1) ... 129s Setting up hicolor-icon-theme (0.18-2) ... 129s Setting up libxi6:amd64 (2:1.8.2-1) ... 129s Setting up libxrender1:amd64 (1:0.9.10-1.1build1) ... 129s Setting up libdatrie1:amd64 (0.2.13-3build1) ... 129s Setting up libxcb-render0:amd64 (1.17.0-2) ... 129s Setting up libgdk-pixbuf2.0-common (2.42.12+dfsg-2) ... 129s Setting up libdeflate0:amd64 (1.23-1) ... 129s Setting up libxcb-shm0:amd64 (1.17.0-2) ... 129s Setting up libmpg123-0t64:amd64 (1.32.10-1) ... 129s Setting up libjbig0:amd64 (2.1-6.1ubuntu2) ... 129s Setting up oss-compat (8) ... 129s Setting up libcolord2:amd64 (1.4.7-3) ... 129s Setting up libdconf1:amd64 (0.40.0-5) ... 129s Setting up libasound2-data (1.2.13-1build1) ... 129s Setting up libasound2t64:amd64 (1.2.13-1build1) ... 129s Setting up libepoxy0:amd64 (1.5.10-2) ... 129s Setting up libxfixes3:amd64 (1:6.0.0-2build1) ... 129s Setting up libavahi-common-data:amd64 (0.8-16ubuntu2) ... 129s Setting up libatspi2.0-0t64:amd64 (2.56.1-1) ... 129s Setting up libopus0:amd64 (1.5.2-2) ... 129s Setting up libxinerama1:amd64 (2:1.1.4-3build1) ... 129s Setting up fonts-dejavu-mono (2.37-8) ... 129s Setting up libvorbis0a:amd64 (1.3.7-2) ... 129s Setting up libxrandr2:amd64 (2:1.5.4-1) ... 129s Setting up fonts-dejavu-core (2.37-8) ... 129s Setting up libflac14:amd64 (1.5.0+ds-2) ... 129s Setting up libjpeg-turbo8:amd64 (2.1.5-3ubuntu2) ... 129s Setting up libwebp7:amd64 (1.5.0-0.1) ... 129s Setting up libasyncns0:amd64 (0.8-6build4) ... 129s Setting up at-spi2-common (2.56.1-1) ... 129s Setting up libharfbuzz0b:amd64 (10.2.0-1) ... 129s Setting up libthai-data (0.1.29-2build1) ... 129s Setting up libwayland-egl1:amd64 (1.23.1-3) ... 129s Setting up libxcomposite1:amd64 (1:0.4.6-1) ... 129s Setting up libmp3lame0:amd64 (3.100-6build1) ... 129s Setting up libvorbisenc2:amd64 (1.3.7-2) ... 129s Setting up libwayland-client0:amd64 (1.23.1-3) ... 129s Setting up libjpeg8:amd64 (8c-2ubuntu11) ... 129s Setting up libatk1.0-0t64:amd64 (2.56.1-1) ... 129s Setting up fontconfig-config (2.15.0-2.2ubuntu1) ... 129s Setting up libxcursor1:amd64 (1:1.2.3-1) ... 129s Setting up libavahi-common3:amd64 (0.8-16ubuntu2) ... 129s Setting up dconf-service (0.40.0-5) ... 129s Setting up libthai0:amd64 (0.1.29-2build1) ... 129s Setting up libtiff6:amd64 (4.7.0-3ubuntu1) ... 129s Setting up libwayland-cursor0:amd64 (1.23.1-3) ... 129s Setting up libgdk-pixbuf-2.0-0:amd64 (2.42.12+dfsg-2) ... 130s Setting up libfontconfig1:amd64 (2.15.0-2.2ubuntu1) ... 130s Setting up libsndfile1:amd64 (1.2.2-2build1) ... 130s Setting up libavahi-client3:amd64 (0.8-16ubuntu2) ... 130s Setting up libatk-bridge2.0-0t64:amd64 (2.56.1-1) ... 130s Setting up gtk-update-icon-cache (4.18.4+ds-1) ... 130s Setting up fontconfig (2.15.0-2.2ubuntu1) ... 131s Regenerating fonts cache... done. 131s Setting up dconf-gsettings-backend:amd64 (0.40.0-5) ... 131s Setting up libpulse0:amd64 (1:17.0+dfsg1-2ubuntu1) ... 132s Setting up libpango-1.0-0:amd64 (1.56.3-1) ... 132s Setting up libcairo2:amd64 (1.18.4-1) ... 132s Setting up adwaita-icon-theme (48.0-1) ... 132s update-alternatives: using /usr/share/icons/Adwaita/cursor.theme to provide /usr/share/icons/default/index.theme (x-cursor-theme) in auto mode 132s Setting up libcairo-gobject2:amd64 (1.18.4-1) ... 132s Setting up libpangoft2-1.0-0:amd64 (1.56.3-1) ... 132s Setting up libcups2t64:amd64 (2.4.12-0ubuntu1) ... 132s Setting up libgtk-3-common (3.24.49-2ubuntu1) ... 132s Setting up libpangocairo-1.0-0:amd64 (1.56.3-1) ... 132s Processing triggers for libc-bin (2.41-6ubuntu1) ... 132s Processing triggers for man-db (2.13.0-1) ... 133s Processing triggers for libglib2.0-0t64:amd64 (2.84.1-1) ... 133s Setting up libgtk-3-0t64:amd64 (3.24.49-2ubuntu1) ... 133s Setting up praat (6.4.27+dfsg-1) ... 133s Processing triggers for libc-bin (2.41-6ubuntu1) ... 134s autopkgtest [02:38:23]: test run-tests: [----------------------- 134s Running all tests... 134s ### executing ./LPC/Sound_to_LPC.praat: 134s Sound_to_LPC: 134s 1 0.016162777187620436 0.0032543230661922578 success 134s 2 0.007928425215183008 0.006890285922737294 failure 134s 3 0.0023670959384544093 0.004897586089879771 failure 134s 4 0.008245320841754493 0.0048521746888718145 failure 134s 5 0.01626687544766499 0.004712135137643833 success 134s 6 0.005005611537878587 0.008551447933179582 failure 134s 7 0.011722395634966578 0.009632947003372666 failure 134s 8 0.007239178215955697 0.002248340065357868 success 134s 9 0.004561248032701659 0.007535838208937292 failure 134s 10 0.01317524273836679 0.0053542316302061885 success 134s 11 0.005785036387048219 0.004660500114173731 failure 134s 12 0.002661291217448264 0.0055658580852471 failure 134s 13 0.00369522863763314 0.008334724080912456 failure 134s 14 0.009436962795152966 0.0019423392110248894 success 134s 15 0.017814720278317514 0.0036741911190583763 success 134s 16 0.015649168660189824 0.00966413520048753 failure 134s 17 0.015501253000285993 0.006595930221007578 success 134s 18 0.008388589442341814 0.0013867885245585601 success 134s 19 0.011991643930259229 0.0030757382219330012 success 134s 20 0.0031581855994724196 0.005521622463763571 failure 134s 21 0.01846370770461344 0.007347722850384599 success 134s 22 0.007754051989697664 0.0024411840296544862 success 134s 23 0.008436405336668588 0.008726656712853945 failure 134s 24 0.018155914779491272 0.002428548711028263 success 134s 25 0.010592584090813588 0.0035970683486969287 success 134s 26 0.00898580480044573 0.00986942244375743 failure 134s 27 0.008060204806387875 0.00813847132754714 failure 134s 28 0.004596642893022736 0.008378750405018344 failure 134s 29 0.014611293852635513 0.009922291046311482 failure 134s 30 0.010379197302717873 0.002269851512723845 success 134s 16 failures 134s OK 134s ### executing ./dwsys/FileInMemory.praat: 134s Testing file "threeLinesWithFinalNewline.txt" with 3 lines and 14 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/threeLinesWithFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "threeLinesWithFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/threeLinesWithFinalNewline.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 14 and 14 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 14 and 14 bytes 134s Read 2 and 2 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "threeLinesWithFinalNewline.txt" was handled correctly 134s 134s Testing file "threeLinesWithoutFinalNewline.txt" with 3 lines and 17 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/threeLinesWithoutFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "threeLinesWithoutFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/threeLinesWithoutFinalNewline.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 14 and 14 elements of size 1. 134s Read 3 and 3 elements of size 1. 134s Read 17 and 17 bytes 134s Read 2 and 2 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "threeLinesWithoutFinalNewline.txt" was handled correctly 134s 134s Testing file "threeLinesWithThreeNulls.txt" with 3 lines and 17 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/threeLinesWithThreeNulls.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "threeLinesWithThreeNulls.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/threeLinesWithThreeNulls.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 14 and 14 elements of size 1. 134s Read 3 and 3 elements of size 1. 134s Read 17 and 17 bytes 134s Read 2 and 2 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "threeLinesWithThreeNulls.txt" was handled correctly 134s 134s Testing file "threeEmptyLines.txt" with 3 lines and 3 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/threeEmptyLines.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "threeEmptyLines.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/threeEmptyLines.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 3 and 3 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 3 and 3 bytes 134s Read 0 and 0 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "threeEmptyLines.txt" was handled correctly 134s 134s Testing file "oneLineWithFinalNewline.txt" with 1 lines and 12 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/oneLineWithFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "oneLineWithFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/oneLineWithFinalNewline.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 12 and 12 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 12 and 12 bytes 134s Read 1 and 1 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "oneLineWithFinalNewline.txt" was handled correctly 134s 134s Testing file "oneLineWithoutFinalNewline.txt" with 1 lines and 11 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/oneLineWithoutFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "oneLineWithoutFinalNewline.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/oneLineWithoutFinalNewline.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 11 and 11 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 11 and 11 bytes 134s Read 1 and 1 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "oneLineWithoutFinalNewline.txt" was handled correctly 134s 134s Testing file "oneEmptyLine.txt" with 1 lines and 1 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/oneEmptyLine.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "oneEmptyLine.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/oneEmptyLine.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 1 and 1 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 1 and 1 bytes 134s Read 0 and 0 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "oneEmptyLine.txt" was handled correctly 134s 134s Testing file "emptyFile.txt" with 0 lines and 0 bytes. 134s Testing fopen... 134s Trying to open file-in-memory via full path: 134s "/tmp/autopkgtest.GRgMx4/build.8Qu/src/test/dwsys/examples/FileInMemory/emptyFile.txt"... 134s ... not opened 134s Trying to open file-in-memory via raw file name: 134s "emptyFile.txt"... 134s ... not opened 134s Trying to open file-in-memory via relative path: 134s "examples/FileInMemory/emptyFile.txt"... 134s ... opened 134s Testing fseek, ftell, feof... 134s Testing fgets, rewind, ftell, feof... 134s Testing rewind, ftell, feof... 134s Testing fread, ftell, feof... 134s Read 0 and 0 elements of size 1. 134s Read 0 and 0 elements of size 1. 134s Read 0 and 0 bytes 134s Read 0 and 0 elements of size 7. 134s Testing fgetc... 134s Testing fseek, ftell... 134s File "emptyFile.txt" was handled correctly 134s 134s test_FileInMemory_io: OK 134s --undefined-- Gflop/s 134s OK 134s ### executing ./dwsys/regex.praat: 134s ### executing ./dwtools/CPPS.praat: 134s CPPS 135s cpps = 29.069565823959152 dB 135s WARNING: should have been 29.06952 dB 135s 4.087784839909124 135s 3.8034948413718555 135s 4.16115651681926 135s 3.911586089036335 135s 4.190530476826888 136s 4.033084882893684 136s 4.343985942032003 136s 4.1157492948479595 136s 3.836828712282487 136s 4.086108418382556 136s CPPS OK 136s ### executing ./dwtools/Discriminant.praat: 136s test discriminant analysis 136s OK 136s ### executing ./dwtools/Discriminant2.praat: 136s Discriminant2 136s Computed correct: 0.74 136s Old format correct: 0.74 136s New format correct: 0.74 136s Computed correct: 0.74 136s Old format correct: 0.74 136s New format correct: 0.74 136s New format correct: 0.74 136s Old format correct: 0.74 136s Computed correct: 0.74 136s New format correct: 0.74 136s Old format correct: 0.74 136s Computed correct: 0.74 136s Discriminant2 OK 136s ### executing ./dwtools/Discriminant3.praat: 136s Discriminant3 136s ***** before lower Cholesky inverse: 136s 0.0027557296451229184 0.0004085953302678134 0.00017904957182782112 136s 0.0004085953302678134 0.0015343525607554676 0.0005605650325854304 136s 0.00017904957182782112 0.0005605650325854304 0.0011899574103556906 136s ***** after lower Cholesky inverse: 136s 19.049417310674418 0.0004085953302678134 0.00017904957182782112 136s -3.862264278749567 26.048648581649946 0.0005605650325854304 136s -0.3584175453721337 -11.546391421886275 31.865496316449242 136s ***** before normalizing priors: 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 136s ***** after normalizing priors: 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 0.08333333333333333 136s 136s ***** Mahalanobis distance (squared): 1 1 63.95448155935519 136s ***** Mahalanobis distance (squared): 1 2 24.687434443493288 136s ***** Mahalanobis distance (squared): 1 3 163.4081247147859 136s ***** Mahalanobis distance (squared): 1 4 197.94545441697935 136s ***** Mahalanobis distance (squared): 1 5 129.5897616156202 136s ***** Mahalanobis distance (squared): 1 6 122.61883352404881 136s ***** Mahalanobis distance (squared): 1 7 114.20975094604077 136s ***** Mahalanobis distance (squared): 1 8 201.03735862085352 136s ***** Mahalanobis distance (squared): 1 9 232.6594738536685 136s ***** Mahalanobis distance (squared): 1 10 29.143417541247704 136s ***** Mahalanobis distance (squared): 1 11 14.367680509935116 136s ***** Mahalanobis distance (squared): 1 12 183.22240013660252 136s ***** Mahalanobis distance (squared): 2 1 10.073069638829566 136s ***** Mahalanobis distance (squared): 2 2 37.987935972366664 136s ***** Mahalanobis distance (squared): 2 3 21.168104882158012 136s ***** Mahalanobis distance (squared): 2 4 72.76217610602895 136s ***** Mahalanobis distance (squared): 2 5 31.966967833411157 136s ***** Mahalanobis distance (squared): 2 6 31.2085656958291 136s ***** Mahalanobis distance (squared): 2 7 0.3137993750245398 136s ***** Mahalanobis distance (squared): 2 8 68.6812421468484 136s ***** Mahalanobis distance (squared): 2 9 124.97642745181435 136s ***** Mahalanobis distance (squared): 2 10 30.040678632909632 136s ***** Mahalanobis distance (squared): 2 11 67.3349018921132 136s ***** Mahalanobis distance (squared): 2 12 92.56703446765803 136s ***** Mahalanobis distance (squared): 3 1 6.881359655042269 136s ***** Mahalanobis distance (squared): 3 2 4.663884208697574 136s ***** Mahalanobis distance (squared): 3 3 52.60404766937109 136s ***** Mahalanobis distance (squared): 3 4 93.50921802045026 136s ***** Mahalanobis distance (squared): 3 5 41.454087444613066 136s ***** Mahalanobis distance (squared): 3 6 38.355075279517486 136s ***** Mahalanobis distance (squared): 3 7 23.338382397986642 136s ***** Mahalanobis distance (squared): 3 8 92.81719635203109 136s ***** Mahalanobis distance (squared): 3 9 136.4336327868406 136s ***** Mahalanobis distance (squared): 3 10 0.42223952782706836 136s ***** Mahalanobis distance (squared): 3 11 11.984445295713469 136s ***** Mahalanobis distance (squared): 3 12 95.25468196571352 136s ***** Mahalanobis distance (squared): 4 1 1.5771244661793014 136s ***** Mahalanobis distance (squared): 4 2 16.75702569841208 136s ***** Mahalanobis distance (squared): 4 3 41.78873440601008 136s ***** Mahalanobis distance (squared): 4 4 99.44576134800437 136s ***** Mahalanobis distance (squared): 4 5 45.420842002082445 136s ***** Mahalanobis distance (squared): 4 6 43.636885881858525 136s ***** Mahalanobis distance (squared): 4 7 5.148558314325846 136s ***** Mahalanobis distance (squared): 4 8 96.13748726322359 136s ***** Mahalanobis distance (squared): 4 9 154.5725891525563 136s ***** Mahalanobis distance (squared): 4 10 13.223072454266145 136s ***** Mahalanobis distance (squared): 4 11 43.7773959015208 136s ***** Mahalanobis distance (squared): 4 12 113.36005461759422 136s ***** Mahalanobis distance (squared): 5 1 59.15260571417762 136s ***** Mahalanobis distance (squared): 5 2 82.93048443136927 136s ***** Mahalanobis distance (squared): 5 3 6.810666058674568 136s ***** Mahalanobis distance (squared): 5 4 9.204016569338062 136s ***** Mahalanobis distance (squared): 5 5 0.570298754361916 136s ***** Mahalanobis distance (squared): 5 6 1.1289242571771363 136s ***** Mahalanobis distance (squared): 5 7 42.65227749867476 136s ***** Mahalanobis distance (squared): 5 8 8.504304882771022 136s ***** Mahalanobis distance (squared): 5 9 31.062508431835987 136s ***** Mahalanobis distance (squared): 5 10 59.12577769912105 136s ***** Mahalanobis distance (squared): 5 11 70.20068463889844 136s ***** Mahalanobis distance (squared): 5 12 11.65135251038041 136s ***** Mahalanobis distance (squared): 6 1 169.30491471344337 136s ***** Mahalanobis distance (squared): 6 2 192.41776249164897 136s ***** Mahalanobis distance (squared): 6 3 56.79380795711457 136s ***** Mahalanobis distance (squared): 6 4 11.679920285822227 136s ***** Mahalanobis distance (squared): 6 5 46.58913195854939 136s ***** Mahalanobis distance (squared): 6 6 45.31409384533336 136s ***** Mahalanobis distance (squared): 6 7 143.5724087812828 136s ***** Mahalanobis distance (squared): 6 8 14.080945427490718 136s ***** Mahalanobis distance (squared): 6 9 0.4417507287478215 136s ***** Mahalanobis distance (squared): 6 10 160.61755979727923 136s ***** Mahalanobis distance (squared): 6 11 157.9630341551635 136s ***** Mahalanobis distance (squared): 6 12 15.202078896234058 136s ***** Mahalanobis distance (squared): 7 1 106.80079919348837 136s ***** Mahalanobis distance (squared): 7 2 127.10389559262855 136s ***** Mahalanobis distance (squared): 7 3 27.705941263654175 136s ***** Mahalanobis distance (squared): 7 4 7.598433633660296 136s ***** Mahalanobis distance (squared): 7 5 12.11313472760208 136s ***** Mahalanobis distance (squared): 7 6 13.3189038900863 136s ***** Mahalanobis distance (squared): 7 7 88.69274553633024 136s ***** Mahalanobis distance (squared): 7 8 8.581171792471585 136s ***** Mahalanobis distance (squared): 7 9 15.65333442788359 136s ***** Mahalanobis distance (squared): 7 10 95.987590640224 136s ***** Mahalanobis distance (squared): 7 11 93.47559363335135 136s ***** Mahalanobis distance (squared): 7 12 0.44358198749088124 136s ***** Mahalanobis distance (squared): 8 1 91.05069228503383 136s ***** Mahalanobis distance (squared): 8 2 121.10361403730595 136s ***** Mahalanobis distance (squared): 8 3 12.236550012301715 136s ***** Mahalanobis distance (squared): 8 4 0.6188816631865406 136s ***** Mahalanobis distance (squared): 8 5 12.004564220212576 136s ***** Mahalanobis distance (squared): 8 6 11.577488517195986 136s ***** Mahalanobis distance (squared): 8 7 65.82962401507208 136s ***** Mahalanobis distance (squared): 8 8 0.2877508989929418 136s ***** Mahalanobis distance (squared): 8 9 12.079122887804104 136s ***** Mahalanobis distance (squared): 8 10 95.80909617555548 136s ***** Mahalanobis distance (squared): 8 11 110.07533929651136 136s ***** Mahalanobis distance (squared): 8 12 11.432210313193911 136s ***** Mahalanobis distance (squared): 9 1 51.92308151740523 136s ***** Mahalanobis distance (squared): 9 2 71.62924968115405 136s ***** Mahalanobis distance (squared): 9 3 7.602674135339382 136s ***** Mahalanobis distance (squared): 9 4 10.071672716417774 136s ***** Mahalanobis distance (squared): 9 5 0.6905083282317644 136s ***** Mahalanobis distance (squared): 9 6 0.276490933361649 136s ***** Mahalanobis distance (squared): 9 7 39.370809314756166 136s ***** Mahalanobis distance (squared): 9 8 9.76156933302079 136s ***** Mahalanobis distance (squared): 9 9 30.874568719068275 136s ***** Mahalanobis distance (squared): 9 10 50.289339288733494 136s ***** Mahalanobis distance (squared): 9 11 60.26096769900236 136s ***** Mahalanobis distance (squared): 9 12 13.428749967953863 136s ***** Mahalanobis distance (squared): 10 1 38.77479539423035 136s ***** Mahalanobis distance (squared): 10 2 70.27554615425655 136s ***** Mahalanobis distance (squared): 10 3 1.6945373706702853 136s ***** Mahalanobis distance (squared): 10 4 21.35021748909022 136s ***** Mahalanobis 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Mahalanobis distance (squared): 592 6 40.14944547669059 137s ***** Mahalanobis distance (squared): 592 7 16.13471930905027 137s ***** Mahalanobis distance (squared): 592 8 92.65535606591529 137s ***** Mahalanobis distance (squared): 592 9 138.78999434158433 137s ***** Mahalanobis distance (squared): 592 10 2.2187778117385846 137s ***** Mahalanobis distance (squared): 592 11 20.53450370082041 137s ***** Mahalanobis distance (squared): 592 12 102.52619754602645 137s ***** Mahalanobis distance (squared): 593 1 46.713680441749545 137s ***** Mahalanobis distance (squared): 593 2 61.121197790443034 137s ***** Mahalanobis distance (squared): 593 3 15.446145406728027 137s ***** Mahalanobis distance (squared): 593 4 22.901165850377232 137s ***** Mahalanobis distance (squared): 593 5 2.2038225276570187 137s ***** Mahalanobis distance (squared): 593 6 2.6102877385642214 137s ***** Mahalanobis distance (squared): 593 7 40.07354292574295 137s ***** Mahalanobis distance (squared): 593 8 22.70799470969805 137s ***** Mahalanobis distance (squared): 593 9 48.017594261910226 137s ***** Mahalanobis distance (squared): 593 10 39.28175216990791 137s ***** Mahalanobis distance (squared): 593 11 43.97992559943132 137s ***** Mahalanobis distance (squared): 593 12 18.235334556468555 137s ***** Mahalanobis distance (squared): 594 1 120.41491026270891 137s ***** Mahalanobis distance (squared): 594 2 139.20651762699495 137s ***** Mahalanobis distance (squared): 594 3 33.87668771447299 137s ***** Mahalanobis distance (squared): 594 4 4.456163710287357 137s ***** Mahalanobis distance (squared): 594 5 19.902432918803427 137s ***** Mahalanobis distance (squared): 594 6 19.559231452139347 137s ***** Mahalanobis distance (squared): 594 7 101.9392264547568 137s ***** Mahalanobis distance (squared): 594 8 6.215405016976111 137s ***** Mahalanobis distance (squared): 594 9 4.614915961216907 137s ***** Mahalanobis distance (squared): 594 10 109.40503042627358 137s ***** Mahalanobis distance (squared): 594 11 106.16706059867415 137s ***** Mahalanobis distance (squared): 594 12 1.9089373081798242 137s ***** Mahalanobis distance (squared): 595 1 133.197729159488 137s ***** Mahalanobis distance (squared): 595 2 151.4436718000218 137s ***** Mahalanobis distance (squared): 595 3 46.09224365640358 137s ***** Mahalanobis distance (squared): 595 4 19.72180446998985 137s ***** Mahalanobis distance (squared): 595 5 23.477924222138263 137s ***** Mahalanobis distance (squared): 595 6 25.9883509883175 137s ***** Mahalanobis distance (squared): 595 7 115.52001569458258 137s ***** Mahalanobis distance (squared): 595 8 21.22217820969532 137s ***** Mahalanobis distance (squared): 595 9 25.30367066320697 137s ***** Mahalanobis distance (squared): 595 10 115.63940506447737 137s ***** Mahalanobis distance (squared): 595 11 105.25725464146942 137s ***** Mahalanobis distance (squared): 595 12 3.54186732008987 137s ***** Mahalanobis distance (squared): 596 1 99.45441196125245 137s ***** Mahalanobis distance (squared): 596 2 121.36525881615945 137s ***** Mahalanobis distance (squared): 596 3 21.906317151109697 137s ***** Mahalanobis distance (squared): 596 4 3.9309457029547534 137s ***** Mahalanobis distance (squared): 596 5 9.778793641334465 137s ***** Mahalanobis distance (squared): 596 6 10.455642631788292 137s ***** Mahalanobis distance (squared): 596 7 80.36161758352715 137s ***** Mahalanobis distance (squared): 596 8 4.661821153751283 137s ***** Mahalanobis distance (squared): 596 9 12.711499166193788 137s ***** Mahalanobis distance (squared): 596 10 92.02010529454579 137s ***** Mahalanobis distance (squared): 596 11 93.2638619000862 137s ***** Mahalanobis distance (squared): 596 12 1.083773905093301 137s ***** Mahalanobis distance (squared): 597 1 48.334988227398014 137s ***** Mahalanobis distance (squared): 597 2 63.627688065667634 137s ***** Mahalanobis distance (squared): 597 3 13.829800543845746 137s ***** Mahalanobis distance (squared): 597 4 19.701324887898707 137s ***** Mahalanobis distance (squared): 597 5 1.4483483329264504 137s ***** Mahalanobis distance (squared): 597 6 1.7356892357833464 137s ***** Mahalanobis distance (squared): 597 7 40.545578209326685 137s ***** Mahalanobis distance (squared): 597 8 19.534785971266814 137s ***** Mahalanobis distance (squared): 597 9 43.63049609122098 137s ***** Mahalanobis distance (squared): 597 10 41.63302623665896 137s ***** Mahalanobis distance (squared): 597 11 46.876825434990465 137s ***** Mahalanobis distance (squared): 597 12 16.17906265679292 137s ***** Mahalanobis distance (squared): 598 1 47.80737391287847 137s ***** Mahalanobis distance (squared): 598 2 77.63061980184601 137s ***** Mahalanobis distance (squared): 598 3 2.1423185047373394 137s ***** Mahalanobis distance (squared): 598 4 16.687795371399154 137s ***** Mahalanobis distance (squared): 598 5 2.1847476186469907 137s ***** Mahalanobis distance (squared): 598 6 3.216567022894732 137s ***** Mahalanobis distance (squared): 598 7 28.171494853890444 137s ***** Mahalanobis distance (squared): 598 8 14.682733625153142 137s ***** Mahalanobis distance (squared): 598 9 46.924263336375915 137s ***** Mahalanobis distance (squared): 598 10 55.6848334281667 137s ***** Mahalanobis distance (squared): 598 11 75.7299607068263 137s ***** Mahalanobis distance (squared): 598 12 24.22523467204516 137s ***** Mahalanobis distance (squared): 599 1 28.217520698265705 137s ***** Mahalanobis distance (squared): 599 2 6.939892891498929 137s ***** Mahalanobis distance (squared): 599 3 94.92339766067457 137s ***** Mahalanobis distance (squared): 599 4 127.31073335134401 137s ***** Mahalanobis distance (squared): 599 5 71.88070288426363 137s ***** Mahalanobis distance (squared): 599 6 66.54151640293959 137s ***** Mahalanobis distance (squared): 599 7 60.98053022941922 137s ***** Mahalanobis distance (squared): 599 8 128.90295458501868 137s ***** Mahalanobis distance (squared): 599 9 162.30306880704995 137s ***** Mahalanobis distance (squared): 599 10 6.398043704863626 137s ***** Mahalanobis distance (squared): 599 11 3.089688963430186 137s ***** Mahalanobis distance (squared): 599 12 120.9885292239754 137s ***** Mahalanobis distance (squared): 600 1 93.08361776324799 137s ***** Mahalanobis distance (squared): 600 2 116.70995865989369 137s ***** Mahalanobis distance (squared): 600 3 17.78691568929226 137s ***** Mahalanobis distance (squared): 600 4 3.4752995451798943 137s ***** Mahalanobis distance (squared): 600 5 7.5829325584019225 137s ***** Mahalanobis distance (squared): 600 6 8.361357390519323 137s ***** Mahalanobis distance (squared): 600 7 73.15089178032922 137s ***** Mahalanobis distance (squared): 600 8 3.823628157004288 137s ***** Mahalanobis distance (squared): 600 9 14.734038953947712 137s ***** Mahalanobis distance (squared): 600 10 88.02659295678608 137s ***** Mahalanobis distance (squared): 600 11 91.98735927254998 137s ***** Mahalanobis distance (squared): 600 12 2.2601627967388587 137s Computed correct: 0.74 137s Discriminant3 OK 137s ### executing ./dwtools/EditCostsTable.praat: 137s ### executing ./dwtools/KlattSlope.praat: 137s -17.888026 dB 137s -15.443032 dB 137s ### executing ./dwtools/KlattTable.praat: 137s ### executing ./dwtools/SpeechSynthesizer.praat: 137s testing SpeechSynthesizer... 137s testing French... 137s 29 27 vwasi le- kle də- tɔ̃ bɔnœʁ 137s testing Hindi... 137s 7 9 ʌʋʌɡɾəhəh 137s testing clearing of buffer... 137s testing appearance of clause and word tiers... 137s OK 137s ### executing ./fileSystem/Melder_fopen.praat: 137s ### executing ./fon/Formant.praat: 137s ### executing ./fon/FormantGrid.praat: 137s ### executing ./fon/Harmonicity.praat: 137s --undefined-- 137s ### executing ./fon/LongSound.praat: 137s Testing `LongSound: Save as stereo WAV file`... 137s 27 seconds... 138s 60 seconds... 139s 110 seconds... 141s 120 seconds... 143s 180 seconds... 147s 205 seconds... 151s OK 151s ### executing ./fon/PitchTier.praat: 151s PitchTier test 151s OK 151s ### executing ./fon/PointProcess.praat: 151s ### executing ./fon/RealTier.praat: 151s RealTier 151s OK 151s ### executing ./fon/Sound_concatenate.praat: 151s ### executing ./fon/Sound_to_Formant.praat: 151s ### executing ./fon/Spectrum.praat: 151s 278 279 151s ### executing ./fon/Spectrum_draw.praat: 151s ### executing ./fon/TextGrid.praat: 151s ### executing ./fon/TextGrid_Sound_extractIntervals.praat: 151s ### executing ./fon/TextGrid_wordBoundaries.praat: 151s ### executing ./fon/data.praat: 151s Data test 151s Sound 151s Pitch 151s Formant 151s PointProcess 151s PitchTier 151s Manipulation 152s Matrix 152s Speaker 152s OTGrammar 152s Table 152s TableOfReal 152s FFNet 152s Discriminant 152s DTW 152s TextGrid 152s Network 152s text Collection 153s short text Collection 153s binary Collection 153s OK (2.158 seconds) 153s ### executing ./fon/endian.praat: 153s Endian... 153s Optimized: 154s 0.084 0.083 0.142 0.054 154s 0.048 0.045 0.122 0.062 154s Portable: 155s 0.055 0.046 0.102 0.062 155s 0.047 0.044 0.104 0.054 155s Native: 155s 0.084 0.075 0.048 0.052 156s 0.058 0.083 0.079 0.083 156s OK 156s ### executing ./fon/fftSpeed.praat: 156s FFT speed: 157s 1.320 seconds 157s ### executing ./fon/fourier.praat: 157s Fourier test 157s Low sampling frequencies: 157s .................................................. 157s Random sampling frequencies: 158s .................................................. 158s Fourier test SUCCEEDED. 158s ### executing ./fon/manual_Script.cpp.praat: 158s fon/manual_Script.cpp.praat OK 158s ### executing ./fon/manual_formulas.cpp.praat: 158s fon/manual_formulas.cpp.praat OK 158s ### executing ./fon/pitch.praat: 158s Pitch test 158s 76.1 -0.034131 -0.034128 0.045% 158s 77.1 0.032443 0.032588 0.042% 158s 78.1 -0.036703 -0.035602 0.047% 158s 79.1 0.034530 0.036361 0.046% 158s 80.1 0.015799 0.018353 0.023% 158s 81.1 0.003150 0.003806 0.005% 158s 82.1 0.002937 0.004076 0.005% 158s 83.1 0.003977 0.005808 0.007% 158s 84.1 -0.002106 -0.001314 0.003% 158s 85.1 -0.001695 -0.000886 0.002% 158s 86.1 0.000890 0.002013 0.002% 158s 87.1 -0.000055 0.000342 0.0004% 158s 88.1 -0.001130 -0.000639 0.001% 158s 89.1 -0.000260 0.000549 0.0006% 158s 90.1 0.000224 0.000327 0.0004% 158s 91.1 0.000099 0.001044 0.001% 158s 92.1 -0.000149 0.000433 0.0005% 158s 93.1 -0.000080 0.000182 0.0002% 158s 94.1 -0.000180 0.000072 0.0002% 158s 95.1 -0.000183 -0.000135 0.0002% 158s 96.1 -0.000164 0.000181 0.0002% 158s 97.1 -0.000075 0.000256 0.0003% 158s 98.1 -0.000093 -0.000044 0.00010% 158s 99.1 -0.000127 0.000060 0.0001% 158s 100.1 0.000055 0.000159 0.0002% 158s 101.1 -0.000198 -0.000021 0.0002% 158s 102.1 0.000247 0.000482 0.0005% 158s 103.1 0.000043 0.000132 0.0001% 158s 104.1 -0.000056 -0.000013 0.00005% 158s 105.1 -0.000084 -0.000044 0.00008% 158s 106.1 -0.000043 -0.000005 0.00004% 158s 107.1 0.000095 0.000153 0.0001% 158s 108.1 0.000412 0.000532 0.0005% 158s 109.1 -0.000166 -0.000108 0.0002% 158s 110.1 0.000147 0.000178 0.0002% 158s 111.1 0.000032 0.000044 0.00004% 158s 112.1 -0.000191 -0.000181 0.0002% 158s 113.1 0.000428 0.000436 0.0004% 158s 114.1 0.000164 0.000172 0.0002% 158s 115.1 -0.000114 -0.000096 0.00010% 158s 116.1 0.000265 0.000294 0.0003% 158s 117.1 0.000194 0.000240 0.0002% 158s 118.1 -0.000226 -0.000191 0.0002% 158s 119.1 -0.000097 -0.000055 0.00008% 158s 120.1 -0.000172 -0.000121 0.0001% 158s 121.1 -0.000390 -0.000257 0.0003% 158s 122.1 -0.000171 -0.000110 0.0001% 158s 123.1 -0.000180 -0.000104 0.0001% 158s 124.1 -0.000275 -0.000192 0.0002% 158s 125.1 0.000181 0.000270 0.0002% 158s 126.1 0.000041 0.000081 0.00006% 158s 127.1 0.000008 0.000041 0.00003% 158s 128.1 -0.000146 -0.000078 0.0001% 158s 129.1 -0.000169 -0.000102 0.0001% 158s 130.1 0.000012 0.000073 0.00006% 158s 131.1 0.000085 0.000132 0.0001% 158s 132.1 0.000313 0.000371 0.0003% 158s 133.1 -0.000322 -0.000211 0.0002% 158s 134.1 0.000115 0.000198 0.0001% 158s 135.1 0.000136 0.000207 0.0002% 158s 136.1 -0.000967 -0.000641 0.0007% 158s 137.1 -0.000057 -0.000034 0.00004% 158s 138.1 -0.000336 -0.000237 0.0002% 158s 139.1 -0.000053 -0.000033 0.00004% 158s 140.1 0.000229 0.000244 0.0002% 158s 141.1 0.000245 0.000325 0.0002% 158s 142.1 0.000054 0.000071 0.00005% 158s 143.1 -0.000381 -0.000305 0.0003% 158s 144.1 -0.000877 -0.000733 0.0006% 158s 145.1 0.000631 0.000744 0.0005% 158s 146.1 0.000393 0.000450 0.0003% 158s 147.1 0.000253 0.000281 0.0002% 158s 148.1 0.000204 0.000208 0.0001% 158s 149.1 0.000203 0.000213 0.0001% 158s 150.1 0.000289 0.000296 0.0002% 158s 151.1 0.000465 0.000466 0.0003% 158s 152.1 0.000740 0.000760 0.0005% 158s 153.1 -0.000794 -0.000776 0.0005% 158s 154.1 -0.000360 -0.000334 0.0002% 158s 155.1 0.000047 0.000051 0.00003% 158s 156.1 0.000274 0.000309 0.0002% 158s 157.1 0.000280 0.000321 0.0002% 158s 158.1 0.000075 0.000087 0.00006% 158s 159.1 -0.000238 -0.000201 0.0001% 158s 160.1 -0.000344 -0.000285 0.0002% 158s 161.1 0.000107 0.000133 0.00008% 158s 162.1 -0.000848 -0.000693 0.0005% 158s 163.1 0.000134 0.000168 0.0001% 158s 164.1 0.000252 0.000301 0.0002% 158s 165.1 -0.000157 -0.000119 0.00010% 158s 166.1 -0.000320 -0.000246 0.0002% 158s 167.1 0.000547 0.000715 0.0004% 158s 168.1 0.000066 0.000086 0.00005% 158s 169.1 0.000222 0.000246 0.0001% 158s 170.1 -0.000318 -0.000238 0.0002% 158s 171.1 0.000092 0.000130 0.00008% 158s 172.1 -0.000156 -0.000122 0.00009% 158s 173.1 0.000232 0.000294 0.0002% 158s 174.1 -0.000340 -0.000256 0.0002% 158s 175.1 0.000357 0.000476 0.0003% 158s 176.1 0.000181 0.000230 0.0001% 158s 177.1 -0.000011 -0.000008 0.000006% 158s 178.1 -0.000164 -0.000138 0.00009% 158s 179.1 -0.000181 -0.000152 0.0001% 158s 180.1 0.000153 0.000175 0.00010% 158s 181.1 -0.000282 -0.000243 0.0002% 158s 182.1 -0.000330 -0.000288 0.0002% 158s 183.1 0.000161 0.000180 0.00010% 158s 184.1 -0.000243 -0.000219 0.0001% 158s 185.1 -0.000112 -0.000111 0.00006% 158s 186.1 0.000034 0.000042 0.00002% 158s 187.1 0.0000006 0.000004 0.000002% 158s 188.1 0.000215 0.000218 0.0001% 158s 189.1 -0.000215 -0.000211 0.0001% 158s 190.1 0.000718 0.000734 0.0004% 158s 191.1 0.000213 0.000224 0.0001% 158s 192.1 -0.000196 -0.000184 0.0001% 158s 193.1 0.000123 0.000138 0.00007% 158s 194.1 -0.000217 -0.000179 0.0001% 158s 195.1 -0.000645 -0.000554 0.0003% 158s 196.1 0.000088 0.000126 0.00006% 158s 197.1 0.000051 0.000090 0.00005% 158s 198.1 0.000224 0.000281 0.0001% 158s 199.1 -0.000251 -0.000200 0.0001% 158s 200.1 0.000118 0.000153 0.00008% 158s 201.1 -0.000216 -0.000185 0.0001% 158s 202.1 -0.000168 -0.000095 0.00008% 158s 203.1 -0.000162 -0.000078 0.00008% 158s 204.1 -0.000493 -0.000338 0.0002% 158s 205.1 -0.000066 0.000026 0.00003% 158s 206.1 0.000396 0.000440 0.0002% 158s 207.1 -0.000007 0.000091 0.00004% 158s 208.1 0.000264 0.000441 0.0002% 158s 209.1 0.000018 0.000121 0.00006% 158s 210.1 0.000216 0.000359 0.0002% 158s 211.1 0.000032 0.000118 0.00006% 158s 212.1 0.000226 0.000392 0.0002% 158s 213.1 -0.000015 0.000088 0.00004% 158s 214.1 0.000319 0.000444 0.0002% 158s 215.1 -0.000063 0.000034 0.00003% 158s 216.1 -0.000335 -0.000198 0.0002% 158s 217.1 -0.000118 -0.000038 0.00005% 158s 218.1 -0.000104 -0.000037 0.00005% 158s 219.1 -0.000160 -0.000104 0.00007% 158s 220.1 0.000066 0.000088 0.00004% 158s 221.1 -0.000149 -0.000125 0.00007% 158s 222.1 0.000141 0.000147 0.00007% 158s 223.1 -0.000061 -0.000046 0.00003% 158s 224.1 0.000075 0.000096 0.00004% 158s 225.1 0.000115 0.000139 0.00006% 158s 277 0.000133 0.000178 0.00006% 158s 377 -0.000024 -0.000005 0.000006% 158s 477 0.000219 0.000292 0.00006% 158s 577 -0.000090 0.000077 0.00002% 158s 677 0.000135 0.000169 0.00002% 158s 777 0.000100 0.000421 0.00005% 158s 877 -0.000361 0.000700 0.00008% 158s 977 0.000085 0.000318 0.00003% 158s 1077 -0.000070 0.000161 0.00001% 158s 1177 -0.001257 0.000646 0.0001% 158s 1277 -0.001700 0.000838 0.0001% 158s 1377 -0.004764 0.004195 0.0003% 158s 1477 -0.002267 0.002243 0.0002% 158s 1577 -0.005931 0.004378 0.0004% 158s 1677 -0.008817 0.007876 0.0005% 158s 1777 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3.377529 0.076% 159s 4577 -1.912970 1.847494 0.042% 159s 4677 -0.890116 0.891964 0.019% 159s 4777 -1.540167 1.535422 0.032% 159s 4877 -0.530641 0.497388 0.011% 159s 4977 -0.633678 0.591911 0.013% 159s 5077 -1.549986 1.455563 0.031% 159s 5177 -0.701213 0.690293 0.014% 159s 5277 -1.348678 1.566416 0.030% 159s 5377 -2.323236 1.938232 0.043% 159s 5477 -0.477726 0.439008 0.009% 159s 5577 -2.000015 2.005731 0.036% 159s 5677 -2.183233 2.080931 0.038% 159s 5777 -0.028012 0.036551 0.0006% 159s 5877 -1.838318 1.856315 0.032% 159s 5977 -1.629804 1.525909 0.027% 159s 6077 -0.295883 0.252232 0.005% 159s 6177 -1.877327 1.770676 0.030% 159s 6277 -1.484551 1.424751 0.024% 159s 6377 -0.741388 0.706475 0.012% 159s 6477 -2.543990 2.565069 0.040% 159s 6577 -1.631680 1.395192 0.025% 159s 6677 -1.483693 1.490856 0.022% 159s 6777 -3.359970 3.380570 0.050% 159s 6877 -1.521750 1.516555 0.022% 159s 6977 -2.344575 2.294852 0.034% 159s 7077 -3.867611 3.846820 0.055% 159s 7177 -1.063488 1.063058 0.015% 159s 7277 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159s 10077 -3.005305 2.783618 0.030% 159s 10177 -8.948586 7.716059 0.088% 159s 10277 -4.932930 5.034102 0.049% 159s 10377 -4.209853 4.168257 0.041% 159s 10477 -8.958942 8.752552 0.086% 159s 10577 -3.651506 3.131161 0.035% 159s 10677 -5.545714 5.244116 0.052% 159s 10777 -8.879895 8.269474 0.082% 159s 10799.9 -1.141625 0.948168 0.011% 159s 10809.9 -7.437596 5.695054 0.069% 159s 10819.9 -8.318951 8.443225 0.078% 159s 10829.9 -4.368151 4.505509 0.042% 159s 10839.9 -1.077605 0.905467 0.010% 159s 10849.9 -8.277776 7.768626 0.076% 159s 10859.9 -8.331388 7.694432 0.077% 159s 10869.9 -3.194893 1.733963 0.029% 159s 10879.9 -4.325406 3.906291 0.040% 159s 10889.9 -8.576569 8.117615 0.079% 159s 10899.9 -5.685126 7.193337 0.066% 159s 10909.9 -0.925402 1.725374 0.016% 159s 10919.9 -5.188439 5.316463 0.049% 159s 10929.9 6.654068 8.075584 0.074% 160s 10939.9 -7.315338 5.270320 0.067% 160s 10949.9 -1.279187 -0.691881 0.012% 160s 76.1 -0.027875 -0.027400 0.037% 160s 77.1 -0.000990 -0.000480 0.001% 160s 78.1 0.006605 0.019939 0.026% 160s 79.1 -0.042568 -0.005891 0.054% 160s 80.1 0.004639 0.005191 0.006% 160s 81.1 -0.002469 -0.001744 0.003% 160s 82.1 -0.002528 0.001211 0.003% 160s 83.1 0.002235 0.003445 0.004% 160s 84.1 0.002406 0.004049 0.005% 160s 85.1 -0.000571 0.007138 0.008% 160s 86.1 -0.000649 0.002522 0.003% 160s 87.1 0.001648 0.005292 0.006% 160s 88.1 0.001452 0.004301 0.005% 160s 89.1 -0.001929 0.005015 0.006% 160s 90.1 -0.003303 0.000904 0.004% 160s 91.1 -0.000448 0.002121 0.002% 160s 92.1 -0.000756 0.002330 0.003% 160s 93.1 -0.005544 0.031868 0.034% 160s 94.1 0.000200 0.004594 0.005% 160s 95.1 -0.005057 0.002748 0.005% 160s 96.1 -0.017436 0.003575 0.018% 160s 97.1 -0.000285 0.002548 0.003% 160s 98.1 -0.004163 -0.000686 0.004% 160s 99.1 -0.002144 0.001719 0.002% 160s 100.1 0.001210 0.005131 0.005% 160s 101.1 0.000613 0.004847 0.005% 160s 102.1 -0.000512 0.000596 0.0006% 160s 103.1 -0.000965 -0.000112 0.0009% 160s 104.1 -0.045644 -0.000730 0.044% 160s 105.1 -0.001812 0.000807 0.002% 160s 106.1 -0.002848 0.005834 0.005% 160s 107.1 -0.001940 0.007252 0.007% 160s 108.1 -0.000668 0.016003 0.015% 160s 109.1 -0.000198 0.049626 0.045% 160s 110.1 0.000260 0.012338 0.011% 160s 111.1 -0.010384 0.004768 0.009% 160s 112.1 -0.004744 -0.001517 0.004% 160s 113.1 -0.001985 0.002964 0.003% 160s 114.1 -0.000900 0.006521 0.006% 160s 115.1 -0.002067 0.001087 0.002% 160s 116.1 -0.004661 0.075271 0.065% 160s 117.1 0.000063 0.011665 0.010% 160s 118.1 -0.003923 0.000077 0.003% 160s 119.1 -0.000166 0.007001 0.006% 160s 120.1 -0.011047 -0.000553 0.009% 160s 121.1 0.000531 0.005746 0.005% 160s 122.1 -0.020676 0.008446 0.017% 160s 123.1 -0.000065 0.007914 0.006% 160s 124.1 -0.003362 0.014916 0.012% 160s 125.1 0.001586 0.010394 0.008% 160s 126.1 -0.003874 0.002071 0.003% 160s 127.1 -0.020707 0.001946 0.016% 160s 128.1 -0.009398 0.008206 0.007% 160s 129.1 -0.018387 -0.001366 0.014% 160s 130.1 -0.006763 0.003977 0.005% 160s 131.1 0.002004 0.008389 0.006% 160s 132.1 -0.005900 0.010023 0.008% 160s 133.1 -0.010711 0.003064 0.008% 160s 134.1 -0.005046 0.015016 0.011% 160s 135.1 0.000522 0.015711 0.012% 160s 136.1 -0.001853 0.007610 0.006% 160s 137.1 -0.113517 -0.000169 0.083% 160s 138.1 -0.061468 -0.001284 0.045% 160s 139.1 -0.003648 0.011018 0.008% 160s 140.1 -0.002070 0.002281 0.002% 160s 141.1 0.001043 0.056378 0.040% 160s 142.1 -0.004308 0.006588 0.005% 160s 143.1 -0.000945 0.153303 0.107% 160s 144.1 -0.000444 0.012018 0.008% 160s 145.1 -0.000812 0.141618 0.098% 160s 146.1 -0.017108 -0.001129 0.012% 160s 147.1 -0.026925 0.002112 0.018% 160s 148.1 -0.002995 -0.002398 0.002% 160s 149.1 -0.003624 0.004256 0.003% 160s 150.1 -0.002625 -0.001038 0.002% 160s 151.1 -0.000842 0.001406 0.0009% 160s 152.1 -0.006107 -0.000732 0.004% 160s 153.1 -0.012453 0.002259 0.008% 160s 154.1 0.001687 0.004070 0.003% 160s 155.1 -0.004327 0.011283 0.007% 160s 156.1 -0.005433 0.006009 0.004% 160s 157.1 0.001051 0.011235 0.007% 160s 158.1 0.000212 0.000612 0.0004% 160s 159.1 -0.016480 0.004528 0.010% 160s 160.1 -0.005704 0.000491 0.004% 160s 161.1 -0.006985 0.000058 0.004% 160s 162.1 -0.002271 0.003734 0.002% 160s 163.1 -0.001895 0.013008 0.008% 160s 164.1 0.000950 0.013952 0.009% 160s 165.1 -0.024975 0.000345 0.015% 160s 166.1 -0.011207 -0.003783 0.007% 160s 167.1 -0.007891 0.014804 0.009% 160s 168.1 -0.000612 0.050723 0.030% 160s 169.1 -0.008584 0.029823 0.018% 160s 170.1 -0.007020 0.011873 0.007% 160s 171.1 -0.006151 0.002653 0.004% 160s 172.1 -0.009584 0.002821 0.006% 160s 173.1 -0.043729 0.005152 0.025% 160s 174.1 -0.010801 -0.000971 0.006% 160s 175.1 -0.004478 0.007762 0.004% 160s 176.1 0.002506 0.006259 0.004% 160s 177.1 -0.006468 0.009098 0.005% 160s 178.1 -0.023886 -0.001021 0.013% 160s 179.1 -0.000335 0.005677 0.003% 160s 180.1 -0.007002 0.028069 0.016% 160s 181.1 -0.015406 0.003995 0.009% 161s 182.1 -0.013445 0.114449 0.063% 161s 183.1 -0.006624 0.021099 0.012% 161s 184.1 -0.007242 -0.001996 0.004% 161s 185.1 -0.099023 0.012596 0.053% 161s 186.1 -0.003250 0.004901 0.003% 161s 187.1 -0.007380 0.001117 0.004% 161s 188.1 -0.006973 0.011689 0.006% 161s 189.1 -0.014378 -0.001494 0.008% 161s 190.1 -0.007569 0.020718 0.011% 161s 191.1 -0.007186 0.010926 0.006% 161s 192.1 -0.014816 0.003558 0.008% 161s 193.1 0.003021 0.037886 0.020% 161s 194.1 -0.005993 0.001366 0.003% 161s 195.1 -0.005356 0.006169 0.003% 161s 196.1 -0.005967 0.023997 0.012% 161s 197.1 -0.006614 0.002082 0.003% 161s 198.1 -0.002745 0.027269 0.014% 161s 199.1 -0.023504 -0.005207 0.012% 161s 200.1 -0.002644 0.029181 0.015% 161s 201.1 -0.023291 0.005775 0.012% 161s 202.1 0.000069 0.009226 0.005% 161s 203.1 -0.008137 0.019175 0.009% 161s 204.1 -0.022658 0.010190 0.011% 161s 205.1 -0.004471 0.043222 0.021% 161s 206.1 -0.163074 0.013845 0.079% 161s 207.1 -0.002699 0.013728 0.007% 161s 208.1 -0.003727 0.002172 0.002% 161s 209.1 -0.001974 0.009869 0.005% 161s 210.1 -0.127656 0.170944 0.081% 161s 211.1 -0.011568 0.019398 0.009% 161s 212.1 -0.026894 0.003157 0.013% 161s 213.1 -0.004131 0.008531 0.004% 161s 214.1 -0.004751 0.013584 0.006% 161s 215.1 -0.034906 0.017885 0.016% 161s 216.1 -0.003111 0.007645 0.004% 161s 217.1 -0.031875 0.007111 0.015% 161s 218.1 -0.027014 0.069961 0.032% 161s 219.1 -0.038500 0.004595 0.018% 161s 220.1 0.007844 0.044061 0.020% 161s 221.1 -0.003291 0.009188 0.004% 161s 222.1 0.003915 0.005709 0.003% 161s 223.1 -0.014029 -0.002640 0.006% 161s 224.1 0.004220 0.019975 0.009% 161s 225.1 -0.004930 0.000719 0.002% 161s 277 -0.010868 0.000379 0.004% 161s 377 -0.097463 0.043866 0.026% 161s 477 0.019229 0.203645 0.043% 161s 577 0.139832 0.697330 0.121% 161s 677 -0.288426 0.091405 0.043% 161s 777 0.032574 0.226497 0.029% 161s 877 -0.616077 0.078458 0.070% 161s 977 -0.065520 0.247199 0.025% 161s 1077 -0.378439 0.513709 0.048% 162s 1177 -0.104865 0.804838 0.068% 162s 1277 -0.224526 0.814134 0.064% 162s 1377 -0.057651 0.699133 0.051% 162s 1477 -0.156236 1.073083 0.073% 162s 1577 -0.266343 0.287498 0.018% 162s 1677 -0.435956 0.389099 0.026% 162s 1777 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3677 -1.350546 0.834387 0.037% 167s 3777 -0.149326 0.283457 0.008% 167s 3877 -0.752602 0.866545 0.022% 167s 3977 -0.837195 0.734845 0.021% 168s 4077 -0.180499 0.058597 0.004% 168s 4177 -0.452637 1.545177 0.037% 168s 4277 -2.874713 1.359499 0.067% 169s 4377 -0.793010 0.538376 0.018% 169s 4477 -2.017413 0.948358 0.045% 169s 4577 -1.149908 2.570498 0.056% 169s 4677 -2.420782 2.288626 0.052% 170s 4777 -0.498478 1.331912 0.028% 170s 4877 -2.018444 3.245531 0.067% 170s 4977 -3.040801 3.360508 0.068% 171s 5077 -2.274219 1.025740 0.045% 171s 5177 -2.477608 3.331575 0.064% 172s 5277 -4.575698 3.891893 0.087% 172s 5377 -2.685140 2.942568 0.055% 172s 219 -0.018537 -0.007036 0.008% 172s 220 0.009420 0.030611 0.014% 172s 75.1 -0.042753 0.037015 0.057% 172s 76.1 -0.049270 0.031854 0.065% 172s 77.1 -0.050632 0.029191 0.066% 172s 78.1 -0.046593 0.021705 0.060% 172s 79.1 -0.021664 0.013756 0.027% 172s 80.1 -0.035384 0.005087 0.044% 172s 81.1 -0.025756 -0.002821 0.032% 172s 82.1 -0.016416 -0.007725 0.020% 172s 83.1 -0.012906 -0.006563 0.016% 172s 84.1 -0.016909 0.002651 0.020% 172s 85.1 -0.019462 0.011083 0.023% 172s 86.1 -0.020024 0.018088 0.023% 172s 87.1 -0.020382 0.023930 0.027% 172s 88.1 -0.015192 0.027274 0.031% 172s 89.1 -0.015521 0.031339 0.035% 172s 90.1 -0.013531 0.018450 0.020% 172s 91.1 -0.009888 0.031268 0.034% 172s 92.1 -0.006071 0.031907 0.035% 172s 93.1 -0.001470 0.030133 0.032% 172s 94.1 0.003558 0.027869 0.030% 172s 95.1 0.004912 0.009209 0.010% 172s 96.1 0.007250 0.021860 0.023% 172s 97.1 0.008954 0.018749 0.019% 172s 98.1 0.010313 0.016087 0.016% 172s 99.1 0.011085 0.013573 0.014% 172s 100.1 0.010843 0.011659 0.012% 172s 101.1 0.009648 0.009744 0.010% 172s 102.1 0.008715 0.008870 0.009% 172s 103.1 0.006963 0.007455 0.007% 172s 104.1 0.004841 0.006766 0.006% 172s 105.1 0.002702 0.006396 0.006% 172s 106.1 0.000676 0.006126 0.006% 172s 107.1 -0.000828 0.005940 0.006% 172s 108.1 -0.002612 0.006668 0.006% 172s 109.1 -0.004624 0.006242 0.006% 172s 110.1 -0.005286 0.006416 0.006% 172s 111.1 -0.006063 -0.002700 0.005% 172s 112.1 -0.005767 0.006239 0.006% 172s 113.1 -0.005196 0.006564 0.006% 172s 114.1 -0.005449 0.005934 0.005% 172s 115.1 -0.004868 0.004975 0.004% 172s 116.1 -0.003357 0.002108 0.003% 172s 117.1 -0.002140 0.004501 0.004% 172s 118.1 -0.001068 0.003399 0.003% 172s 119.1 -0.000004 0.003123 0.003% 172s 120.1 0.001100 0.002608 0.002% 172s 121.1 0.001929 0.002082 0.002% 172s 122.1 0.002014 0.002911 0.002% 172s 123.1 0.001905 0.003461 0.003% 172s 124.1 0.001813 0.003695 0.003% 172s 125.1 0.002418 0.004074 0.003% 172s 126.1 0.002449 0.003809 0.003% 172s 127.1 0.002955 0.003421 0.003% 172s 128.1 0.002676 0.002908 0.002% 172s 129.1 0.001932 0.003248 0.003% 172s 130.1 0.001386 0.003771 0.003% 172s 131.1 0.000800 0.004108 0.003% 172s 132.1 0.000058 0.001117 0.0008% 172s 133.1 -0.001335 0.003937 0.003% 172s 134.1 -0.001550 0.004350 0.003% 172s 135.1 -0.001989 0.004128 0.003% 172s 136.1 -0.002997 0.002534 0.002% 172s 137.1 -0.002622 0.003137 0.002% 172s 138.1 -0.002884 0.002632 0.002% 172s 139.1 -0.002435 0.002256 0.002% 172s 140.1 -0.001561 0.001580 0.001% 172s 141.1 -0.001360 0.001268 0.0010% 172s 142.1 -0.001095 0.000385 0.0008% 172s 143.1 -0.000960 -0.000657 0.0007% 172s 144.1 -0.001610 -0.000927 0.001% 172s 145.1 -0.000607 0.001140 0.0008% 172s 146.1 -0.001230 0.001342 0.0009% 172s 147.1 -0.001550 0.001558 0.001% 172s 148.1 0.000890 0.001750 0.001% 172s 149.1 -0.001744 0.001696 0.001% 172s 150.1 -0.001492 0.001984 0.001% 172s 151.1 -0.001036 0.002217 0.001% 172s 152.1 -0.000326 0.002315 0.002% 172s 153.1 -0.000850 0.000529 0.0006% 172s 154.1 -0.000639 0.000646 0.0004% 172s 155.1 0.000232 0.000664 0.0004% 172s 156.1 0.000559 0.000897 0.0006% 172s 157.1 0.000206 0.001300 0.0008% 172s 158.1 -0.000393 0.001411 0.0009% 172s 159.1 -0.000999 0.001324 0.0008% 172s 160.1 -0.001326 0.001386 0.0009% 172s 161.1 -0.001061 0.001848 0.001% 172s 162.1 -0.001858 0.000857 0.001% 172s 163.1 -0.001053 0.001645 0.001% 172s 164.1 -0.000926 0.000671 0.0006% 172s 165.1 -0.001214 0.000702 0.0007% 172s 166.1 -0.001151 0.000244 0.0007% 172s 167.1 0.000052 0.000748 0.0004% 172s 168.1 -0.000267 -0.000230 0.0002% 172s 169.1 0.0000005 0.000168 0.00010% 172s 170.1 -0.001340 -0.000086 0.0008% 172s 171.1 -0.001258 0.000558 0.0007% 172s 172.1 -0.001723 0.000516 0.001% 172s 173.1 -0.001379 0.000983 0.0008% 172s 174.1 -0.002128 0.000594 0.001% 172s 175.1 -0.001489 0.001363 0.0009% 172s 176.1 -0.001613 0.001117 0.0009% 172s 177.1 -0.001490 0.000660 0.0008% 172s 178.1 -0.001600 0.000541 0.0009% 172s 179.1 -0.001354 0.000382 0.0008% 172s 180.1 -0.000684 0.000513 0.0004% 172s 181.1 -0.000798 -0.000156 0.0004% 172s 182.1 -0.000582 -0.000348 0.0003% 172s 183.1 -0.000071 0.000170 0.00009% 172s 184.1 -0.000638 0.000010 0.0003% 172s 185.1 -0.000636 -0.000419 0.0003% 172s 186.1 -0.000506 0.000644 0.0003% 172s 187.1 -0.000663 0.000691 0.0004% 172s 188.1 -0.000495 0.000925 0.0005% 172s 189.1 -0.000873 0.000425 0.0005% 172s 190.1 0.000134 0.000947 0.0005% 172s 191.1 -0.000258 0.000668 0.0003% 172s 192.1 -0.000496 0.000056 0.0003% 172s 193.1 -0.000079 0.000201 0.0001% 172s 194.1 -0.000331 -0.000246 0.0002% 172s 195.1 -0.000957 -0.000507 0.0005% 172s 196.1 -0.000425 0.000356 0.0002% 172s 197.1 -0.000657 0.000426 0.0003% 172s 198.1 -0.000612 0.000703 0.0004% 172s 199.1 -0.001179 0.000208 0.0006% 172s 200.1 -0.000890 0.000626 0.0004% 172s 201.1 -0.000677 0.000314 0.0003% 172s 202.1 -0.001089 0.000358 0.0005% 172s 203.1 -0.001047 0.000308 0.0005% 172s 204.1 -0.001236 -0.000141 0.0006% 172s 205.1 -0.000706 0.000164 0.0003% 172s 206.1 0.000419 0.000598 0.0003% 172s 207.1 -0.000313 0.000028 0.0002% 172s 208.1 0.000144 0.000219 0.0001% 172s 209.1 -0.000161 0.000021 0.00008% 172s 210.1 -0.000021 0.000347 0.0002% 172s 211.1 -0.000310 0.000264 0.0001% 172s 212.1 -0.000105 0.000606 0.0003% 172s 213.1 -0.000382 0.000395 0.0002% 172s 214.1 0.000022 0.000706 0.0003% 172s 215.1 -0.000359 0.000369 0.0002% 172s 216.1 -0.000566 0.000075 0.0003% 172s 217.1 -0.000291 0.000189 0.0001% 172s 218.1 -0.000172 0.000119 0.00008% 172s 219.1 -0.000165 -0.000004 0.00008% 172s 220.1 0.000107 0.000133 0.00006% 172s 221.1 -0.000198 0.000006 0.00009% 172s 222.1 0.000271 0.000342 0.0002% 172s 223.1 -0.000280 0.000188 0.0001% 172s 224.1 -0.000217 0.000380 0.0002% 172s 225.1 -0.000204 0.000461 0.0002% 172s 277 0.000113 0.000285 0.0001% 172s 377 -0.000045 0.000037 0.00001% 172s 477 0.000239 0.000275 0.00006% 172s 577 0.000017 0.000030 0.000005% 172s 677 0.000169 0.000174 0.00003% 172s 777 0.000192 0.000193 0.00002% 172s 877 0.000159 0.000162 0.00002% 172s 977 0.000196 0.000198 0.00002% 172s 1077 0.000048 0.000049 0.000005% 172s 1177 -0.000277 -0.000276 0.00002% 172s 1277 -0.000431 -0.000431 0.00003% 172s 1377 -0.000476 -0.000475 0.00003% 172s 1477 0.000013 0.000013 0.0000009% 172s 1577 -0.000838 -0.000838 0.00005% 172s 1677 -0.000260 -0.000260 0.00002% 172s 1777 0.000335 0.000335 0.00002% 172s 1877 0.000294 0.000294 0.00002% 172s 1977 -0.000364 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0.00002% 172s 4677 0.000173 0.000173 0.000004% 172s 4777 0.001135 0.001135 0.00002% 172s 4877 0.002181 0.002181 0.00004% 172s 4977 -0.001146 -0.001146 0.00002% 172s 5077 -0.004119 -0.004119 0.00008% 172s 5177 0.000963 0.000963 0.00002% 173s 5277 0.000920 0.000920 0.00002% 173s 5377 -0.000990 -0.000990 0.00002% 173s 5477 -0.000628 -0.000628 0.00001% 173s 5577 -0.000575 -0.000575 0.00001% 173s 5677 0.002131 0.002131 0.00004% 173s 5777 0.001323 0.001323 0.00002% 173s 5877 -0.003284 -0.003284 0.00006% 173s 5977 -0.001193 -0.001193 0.00002% 173s 6077 0.004278 0.004278 0.00007% 173s 6177 -0.001811 -0.001811 0.00003% 173s 6277 0.000238 0.000238 0.000004% 173s 6377 -0.000715 -0.000715 0.00001% 173s 6477 0.002867 0.002867 0.00004% 173s 6577 -0.0000005 -0.0000005 0.000000007% 173s 6677 0.003301 0.003301 0.00005% 173s 6777 -0.000515 -0.000515 0.000008% 173s 6877 -0.000890 -0.000890 0.00001% 173s 6977 0.004777 0.004777 0.00007% 173s 7077 -0.002297 -0.002297 0.00003% 173s 7177 0.000007 0.000007 0.00000010% 173s 7277 -0.000220 -0.000220 0.000003% 173s 7377 0.000652 0.000652 0.000009% 173s 7477 -0.0000006 -0.0000006 0.000000008% 173s 7577 0.005088 0.005088 0.00007% 173s 7677 -0.005684 -0.005684 0.00007% 173s 7777 -0.003389 -0.003389 0.00004% 173s 7877 0.002701 0.002701 0.00003% 173s 7977 -0.000055 -0.000055 0.0000007% 173s 8077 0.005590 0.005590 0.00007% 173s 8177 -0.000068 -0.000068 0.0000008% 173s 8277 -0.000055 -0.000055 0.0000007% 173s 8377 -0.000040 -0.000040 0.0000005% 173s 8477 -0.000029 -0.000029 0.0000003% 173s 8577 0.000055 0.000055 0.0000006% 173s 8677 0.000527 0.000527 0.000006% 173s 8777 0.001499 0.001499 0.00002% 173s 8877 -0.001892 -0.001892 0.00002% 173s 8977 -0.000694 -0.000694 0.000008% 173s 9077 -0.000136 -0.000136 0.000002% 173s 9177 -0.000007 -0.000007 0.00000008% 173s 9277 -0.000012 -0.000012 0.0000001% 173s 9377 -0.000022 -0.000022 0.0000002% 173s 9477 -0.000019 -0.000019 0.0000002% 173s 9577 -0.000034 -0.000034 0.0000004% 173s 9677 -0.000104 -0.000104 0.000001% 173s 9777 -0.006976 -0.006976 0.00007% 173s 9877 -0.000272 -0.000272 0.000003% 173s 9977 -0.006046 -0.006045 0.00006% 173s 10077 0.000309 0.000310 0.000003% 173s 10177 -0.001454 -0.001453 0.00001% 173s 10277 -0.001957 -0.001954 0.00002% 173s 10377 -0.002820 -0.002816 0.00003% 173s 10477 -0.001705 -0.001697 0.00002% 173s 10577 -0.006800 -0.006781 0.00006% 173s 10677 -0.011732 -0.011681 0.0001% 173s 10777 -0.023859 -0.023665 0.0002% 173s 10799.9 0.030989 0.031135 0.0003% 173s 10809.9 0.001299 0.001335 0.00001% 173s 10819.9 -0.038068 -0.037703 0.0004% 173s 10829.9 -0.029653 -0.029010 0.0003% 173s 10839.9 0.024289 0.024417 0.0002% 173s 10849.9 0.050283 0.050670 0.0005% 173s 10859.9 0.001588 0.001674 0.00002% 173s 10869.9 -0.067347 -0.066273 0.0006% 173s 10879.9 -0.054169 -0.052001 0.0005% 173s 10889.9 0.044946 0.046928 0.0004% 173s 10899.9 0.097983 0.099265 0.0009% 173s 10909.9 0.000695 0.000830 0.000008% 173s 10919.9 -0.149725 -0.143750 0.001% 173s 10929.9 -0.122082 -0.119240 0.001% 173s 10939.9 0.125826 0.138892 0.001% 173s 10949.9 0.271784 0.280989 0.003% 173s 75.1 -0.000570 -0.000452 0.0008% 173s 76.1 -0.000782 -0.000734 0.001% 173s 77.1 -0.000077 -0.000012 0.00010% 173s 78.1 0.000065 0.002521 0.003% 173s 79.1 -0.001408 -0.001088 0.002% 173s 80.1 0.000931 0.001048 0.001% 173s 81.1 -0.000610 -0.000501 0.0008% 173s 82.1 -0.001400 0.000085 0.002% 173s 83.1 0.000828 0.000941 0.001% 173s 84.1 0.000558 0.002562 0.003% 173s 85.1 0.000690 0.000780 0.0009% 173s 86.1 0.000465 0.001413 0.002% 173s 87.1 0.001023 0.001081 0.001% 173s 88.1 0.000285 0.003377 0.004% 173s 89.1 0.000136 0.000193 0.0002% 173s 90.1 -0.001765 -0.001508 0.002% 173s 91.1 0.000233 0.000551 0.0006% 173s 92.1 0.000600 0.000669 0.0007% 173s 93.1 -0.001445 -0.001391 0.002% 173s 94.1 0.000183 0.003727 0.004% 173s 95.1 -0.000859 -0.000759 0.0009% 173s 96.1 0.000328 0.000445 0.0005% 173s 97.1 0.000753 0.000834 0.0009% 173s 98.1 -0.001970 -0.001918 0.002% 173s 99.1 -0.000994 0.000909 0.001% 173s 100.1 0.000803 0.004641 0.005% 173s 101.1 0.001018 0.002344 0.002% 173s 102.1 -0.000350 -0.000227 0.0003% 173s 103.1 -0.000898 -0.000791 0.0009% 174s 104.1 -0.001121 -0.001042 0.001% 174s 105.1 -0.001144 -0.001115 0.001% 174s 106.1 -0.001084 -0.001044 0.001% 174s 107.1 -0.000829 -0.000757 0.0008% 174s 108.1 -0.000268 -0.000157 0.0002% 174s 109.1 0.000586 0.003193 0.003% 174s 110.1 0.000713 0.005632 0.005% 174s 111.1 -0.000254 0.001642 0.001% 174s 112.1 -0.002629 -0.002527 0.002% 174s 113.1 -0.000576 -0.000562 0.0005% 174s 114.1 0.001905 0.001983 0.002% 174s 115.1 -0.000711 -0.000694 0.0006% 174s 116.1 -0.000704 -0.000562 0.0006% 174s 117.1 0.001275 0.006278 0.005% 174s 118.1 -0.002958 -0.002830 0.003% 174s 119.1 0.001701 0.001746 0.001% 174s 120.1 -0.000980 -0.000941 0.0008% 174s 121.1 0.000503 0.002974 0.002% 174s 122.1 -0.001976 -0.001782 0.002% 174s 123.1 0.001665 0.001702 0.001% 174s 124.1 -0.001468 -0.001449 0.001% 174s 125.1 0.001167 0.007401 0.006% 174s 126.1 -0.002352 -0.002321 0.002% 174s 127.1 0.000174 0.000194 0.0002% 174s 128.1 0.000784 0.006174 0.005% 174s 129.1 -0.003207 -0.003162 0.002% 174s 130.1 0.000176 0.000201 0.0002% 174s 131.1 0.001116 0.008164 0.006% 174s 132.1 -0.001568 -0.001553 0.001% 174s 133.1 -0.001546 -0.001526 0.001% 174s 134.1 0.000993 0.003082 0.002% 174s 135.1 0.002566 0.002637 0.002% 174s 136.1 0.000114 0.000363 0.0003% 174s 137.1 -0.003226 -0.003180 0.002% 174s 138.1 -0.001630 -0.001607 0.001% 174s 139.1 -0.000811 -0.000490 0.0006% 174s 140.1 0.001557 0.001607 0.001% 174s 141.1 0.002295 0.009651 0.007% 174s 142.1 0.002609 0.002699 0.002% 174s 143.1 0.000628 0.005308 0.004% 174s 144.1 0.000394 0.000416 0.0003% 174s 145.1 -0.000632 -0.000323 0.0004% 174s 146.1 -0.001800 -0.001779 0.001% 174s 147.1 -0.001006 -0.000906 0.0007% 174s 148.1 -0.002706 -0.002691 0.002% 174s 149.1 -0.001086 -0.001001 0.0007% 174s 150.1 -0.002412 -0.002385 0.002% 174s 151.1 -0.000816 -0.000648 0.0005% 174s 152.1 -0.000761 -0.000740 0.0005% 174s 153.1 0.000179 0.000954 0.0006% 174s 154.1 0.001957 0.001989 0.001% 174s 155.1 0.001865 0.011448 0.007% 174s 156.1 0.003214 0.003281 0.002% 174s 157.1 0.003925 0.007294 0.005% 174s 158.1 0.000499 0.000528 0.0003% 174s 159.1 -0.003493 -0.003338 0.002% 174s 160.1 -0.001991 -0.001962 0.001% 174s 161.1 -0.003552 -0.003527 0.002% 174s 162.1 0.000228 0.001526 0.0009% 174s 163.1 0.003430 0.003495 0.002% 174s 164.1 0.004582 0.006923 0.004% 174s 165.1 -0.000898 -0.000866 0.0005% 174s 166.1 -0.005864 -0.005831 0.004% 174s 167.1 -0.000842 -0.000401 0.0005% 174s 168.1 0.003513 0.003539 0.002% 174s 169.1 0.004522 0.005341 0.003% 174s 170.1 -0.001762 -0.001721 0.001% 174s 171.1 -0.003978 -0.003957 0.002% 174s 172.1 0.002130 0.003022 0.002% 174s 173.1 0.002189 0.002224 0.001% 174s 174.1 -0.005838 -0.005708 0.003% 174s 175.1 -0.000862 -0.000665 0.0005% 174s 176.1 0.003966 0.003997 0.002% 174s 177.1 -0.000438 -0.000227 0.0002% 174s 178.1 -0.001770 -0.001735 0.0010% 174s 179.1 0.003100 0.003110 0.002% 174s 180.1 0.003163 0.003961 0.002% 174s 181.1 -0.002058 -0.002022 0.001% 174s 182.1 0.002561 0.002586 0.001% 174s 183.1 0.003642 0.004481 0.002% 174s 184.1 -0.001990 -0.001958 0.001% 174s 185.1 0.003435 0.003453 0.002% 174s 186.1 0.000528 0.001056 0.0006% 174s 187.1 -0.001416 -0.001378 0.0008% 174s 188.1 0.004343 0.004409 0.002% 174s 189.1 -0.005522 -0.005365 0.003% 174s 190.1 -0.000354 -0.000068 0.0002% 174s 191.1 0.002429 0.002451 0.001% 174s 192.1 -0.007462 -0.007446 0.004% 174s 193.1 0.005606 0.019764 0.010% 174s 194.1 -0.001637 -0.001590 0.0008% 174s 195.1 0.000678 0.000716 0.0004% 174s 196.1 0.003646 0.004173 0.002% 174s 197.1 -0.001283 -0.001158 0.0007% 174s 198.1 0.003964 0.004000 0.002% 174s 199.1 -0.008544 -0.008540 0.004% 174s 200.1 0.006572 0.020861 0.010% 174s 201.1 -0.002046 -0.001992 0.001% 174s 202.1 0.003476 0.003500 0.002% 174s 203.1 -0.004519 -0.004341 0.002% 174s 204.1 0.000366 0.004562 0.002% 174s 205.1 -0.000210 -0.000167 0.0001% 174s 206.1 -0.000600 -0.000559 0.0003% 174s 207.1 0.002050 0.002387 0.001% 174s 208.1 -0.000781 -0.000325 0.0004% 174s 209.1 0.001036 0.001069 0.0005% 174s 210.1 -0.002325 -0.002285 0.001% 174s 211.1 0.003765 0.003961 0.002% 174s 212.1 -0.000783 -0.000312 0.0004% 175s 213.1 0.000566 0.000601 0.0003% 175s 214.1 -0.000524 -0.000487 0.0002% 175s 215.1 -0.000929 -0.000678 0.0004% 175s 216.1 0.000437 0.005625 0.003% 175s 217.1 -0.001224 -0.001181 0.0006% 175s 218.1 0.003801 0.003817 0.002% 175s 219.1 -0.009142 -0.009104 0.004% 175s 220.1 0.009451 0.024900 0.011% 175s 221.1 -0.002062 -0.001993 0.0009% 175s 222.1 0.004892 0.004930 0.002% 175s 223.1 -0.008288 -0.008278 0.004% 175s 224.1 0.009262 0.010368 0.005% 175s 225.1 -0.000749 -0.000295 0.0003% 175s 277 -0.001146 -0.001095 0.0004% 175s 377 0.003637 0.003724 0.0010% 175s 477 0.138535 0.139363 0.029% 175s 577 0.221883 0.222197 0.039% 175s 677 -0.022669 -0.022663 0.003% 175s 777 0.135664 0.135755 0.017% 175s 877 0.003365 0.003406 0.0004% 175s 977 0.005697 0.005715 0.0006% 175s 1077 0.001625 0.001655 0.0002% 175s 1177 -0.007182 -0.007168 0.0006% 175s 1277 0.003052 0.003132 0.0002% 175s 1377 0.042580 0.497175 0.036% 175s 1477 0.001963 0.001971 0.0001% 175s 1577 -0.001695 0.000121 0.0001% 176s 1677 -0.003364 -0.003301 0.0002% 176s 1777 -0.038566 -0.038451 0.002% 176s 1877 -0.000279 0.000322 0.00002% 176s 1977 0.002439 0.002511 0.0001% 176s 2077 0.016395 0.016483 0.0008% 176s 2177 2.862192 2.863105 0.132% 176s 2187 3.723115 3.726506 0.170% 176s 2197 2.643113 2.731991 0.124% 176s 2207 -0.016070 0.000019 0.0007% 177s 2217 -0.003306 0.000360 0.0001% 177s 2227 -0.002186 -0.000094 0.00010% 177s 2237 -0.002477 -0.001065 0.0001% 177s 2247 -0.002154 -0.001096 0.00010% 177s 2257 -0.002135 -0.001294 0.00009% 177s 2267 -0.000364 0.000323 0.00002% 177s 2277 0.000541 0.001123 0.00005% 177s 2377 -0.001293 -0.001147 0.00005% 178s 2477 -0.005672 -0.005657 0.0002% 178s 2577 -0.000823 -0.000679 0.00003% 178s 2677 -0.377472 -0.377172 0.014% 178s 2777 -0.005226 -0.000489 0.0002% 178s 2877 -0.001722 -0.000999 0.00006% 178s 2977 0.000387 0.000686 0.00002% 179s 3077 0.001209 0.001321 0.00004% 179s 3177 0.000295 0.000305 0.000010% 179s 3277 0.003600 0.003711 0.0001% 179s 3377 0.003478 0.003692 0.0001% 180s 3477 -0.067172 -0.066826 0.002% 180s 3577 -0.624144 -0.623664 0.017% 180s 3677 -0.159075 -0.002680 0.004% 180s 3777 -0.002492 0.000115 0.00007% 181s 3877 -0.003316 -0.002111 0.00009% 181s 3977 -0.000478 0.000228 0.00001% 181s 4077 -0.001504 -0.001061 0.00004% 181s 4177 0.005636 0.005906 0.0001% 182s 4277 -0.003381 -0.003236 0.00008% 182s 4377 0.000058 0.000105 0.000002% 182s 4477 -0.002951 -0.002915 0.00007% 182s 4577 0.008766 0.008875 0.0002% 183s 4677 -0.007786 -0.007606 0.0002% 183s 4777 -0.003653 -0.003406 0.00008% 183s 4877 0.005284 0.005606 0.0001% 183s 4977 0.021165 0.021574 0.0004% 184s 5077 -0.004973 -0.004465 0.00010% 184s 5177 -0.188164 -0.187520 0.004% 184s 5277 0.612783 0.613601 0.012% 184s 5377 -0.496377 -0.495523 0.009% 184s 219 -0.010315 -0.010307 0.005% 184s 220 0.012837 0.022744 0.010% 184s Pitch test finished OK 26.758903980255127 184s ### executing ./fon/resample11_8.praat: 185s static double filter_11_8 [8] [400] = { 185s { 0.000000062929, -0.000000002524, -0.000000021737, 0.000000430074, -0.000000870334, 0.000000100117, 0.000002154981, -0.000003673767, 0.000001405292, 0.000004442065, -0.000008618087, 0.000004988998, 0.000006127397, -0.000015398795, 0.000011707463, 0.000005809554, -0.000023174619, 0.000022011479, 0.000002020533, -0.000030600316, 0.000035809595, -0.000006577217, -0.000035920626, 0.000052376751, -0.000020984712, -0.000037121482, 0.000070321158, -0.000041670321, -0.000032129260, 0.000087618105, -0.000068403167, -0.000019044088, 0.000101714258, -0.000100134546, 0.000003610813, 0.000109700315, -0.000134943301, 0.000036644595, 0.000108544007, -0.000170057135, 0.000079981253, 0.000095369717, -0.000201956620, 0.000132491113, 0.000067765996, -0.000226562602, 0.000191891336, 0.000024098314, -0.000239501086, 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0.000070321158, -0.000037121482, -0.000020984712, 0.000052376751, -0.000035920626, -0.000006577217, 0.000035809595, -0.000030600316, 0.000002020533, 0.000022011479, -0.000023174619, 0.000005809554, 0.000011707463, -0.000015398795, 0.000006127397, 0.000004988998, -0.000008618087, 0.000004442065, 0.000001405292, -0.000003673767, 0.000002154981, 0.000000100117, -0.000000870334, 0.000000430074, -0.000000021737, -0.000000002524, 0.000000062929, }, 185s }; 185s ### executing ./fon/resample16_8.praat: 185s static double filter_2 [400] = { 0.000000016702, 0.000000174774, -0.000000345164, -0.000001067720, 0.000000851116, 0.000002863235, -0.000001162714, -0.000005620738, 0.000000869420, 0.000009277718, 0.000000447469, -0.000013643072, -0.000003181916, 0.000018398021, 0.000007669494, -0.000023104940, -0.000014154730, 0.000027224071, 0.000022761189, -0.000030137733, -0.000033466018, 0.000031181246, 0.000046080541, -0.000029679474, -0.000060238279, 0.000024987538, 0.000075391555, -0.000016534012, -0.000090817454, 0.000003864673, 0.000105633592, 0.000013315223, -0.000118823707, -0.000035102267, 0.000129272664, 0.000061361904, -0.000135810030, -0.000091703098, 0.000137260959, 0.000125462425, -0.000132502707, -0.000161699103, 0.000120524792, 0.000199202081, -0.000100490480, -0.000236509923, 0.000071797107, 0.000271943724, -0.000034132582, -0.000303652795, -0.000012474578, 0.000329672327, 0.000067614278, -0.000347991715, -0.000130465370, 0.000356631711, 0.000199779799, -0.000353728109, -0.000273882156, 0.000337619261, 0.000350685947, -0.000306934364, -0.000427727336, 0.000260679253, 0.000502216568, -0.000198316265, -0.000571106593, 0.000119834734, 0.000631177784, -0.000025808772, -0.000679136985, -0.000082560777, 0.000711728474, 0.000203422993, -0.000725853861, -0.000334274450, 0.000718697419, 0.000471979431, -0.000687852915, -0.000612813891, 0.000631447717, 0.000752533481, -0.000548259722, -0.000886465206, 0.000437822646, 0.001009621457, -0.000300515279, -0.001116834317, 0.000137630561, 0.001202907280, 0.000048579274, -0.001262780731, -0.000254884693, 0.001291706920, 0.000477090570, -0.001285429535, -0.000710079347, 0.001240362582, 0.000947886565, -0.001153762960, -0.001183808695, 0.001023890984, 0.001410542205, -0.000850153142, -0.001620351820, 0.000633221579, 0.001805264886, -0.000375125202, -0.001957287830, 0.000079307829, 0.002068639830, 0.000249350425, -0.002131998034, -0.000604551503, 0.002140748031, 0.000978639454, -0.002089232836, -0.001362703051, 0.001972993320, 0.001746720645, -0.001788992959, -0.002119745782, 0.001535819854, 0.002470130811, -0.001213859345, -0.002785784615, 0.000825431027, 0.003054459424, -0.000374884759, -0.003264060704, -0.000131348838, 0.003402973242, 0.000684756792, -0.003460395844, -0.001274793231, 0.003426676592, 0.001888980669, -0.003293640334, -0.002513062421, 0.003054900050, 0.003131203974, -0.002706143987, -0.003726239548, 0.002245390964, 0.004279958612, -0.001673207027, -0.004773425560, 0.000992877707, 0.005187324370, -0.000210531477, -0.005502318658, -0.000664788329, 0.005699416227, 0.001621103939, -0.005760325942, -0.002643534378, 0.005667793394, 0.003714373277, -0.005405900367, -0.004813205737, 0.004960311262, 0.005917052679, -0.004318447082, -0.007000525980, 0.003469563839, 0.008035970655, -0.002404706319, -0.008993560546, 0.001116498572, 0.009841299190, 0.000401283468, -0.010544854465, -0.002154438860, 0.011067117695, 0.004149496820, -0.011367312948, -0.006395513339, 0.011399365941, 0.008906878884, -0.011109024015, -0.011707809328, 0.010428788786, 0.014839807808, -0.009268824094, -0.018374717666, 0.007499986425, 0.022439097988, -0.004920206118, -0.027263637100, 0.001182094632, 0.033294433052, 0.004381979544, -0.041481559558, -0.013258031379, 0.054196129859, 0.029577145865, -0.079289808914, -0.070710139611, 0.166626320294, 0.432131364222, 0.432131364222, 0.166626320294, -0.070710139611, -0.079289808914, 0.029577145865, 0.054196129859, -0.013258031379, -0.041481559558, 0.004381979544, 0.033294433052, 0.001182094632, -0.027263637100, -0.004920206118, 0.022439097988, 0.007499986425, -0.018374717666, -0.009268824094, 0.014839807808, 0.010428788786, -0.011707809328, -0.011109024015, 0.008906878884, 0.011399365941, -0.006395513339, -0.011367312948, 0.004149496820, 0.011067117695, -0.002154438860, -0.010544854465, 0.000401283468, 0.009841299190, 0.001116498572, -0.008993560546, -0.002404706319, 0.008035970655, 0.003469563839, -0.007000525980, -0.004318447082, 0.005917052679, 0.004960311262, -0.004813205737, -0.005405900367, 0.003714373277, 0.005667793394, -0.002643534378, -0.005760325942, 0.001621103939, 0.005699416227, -0.000664788329, -0.005502318658, -0.000210531477, 0.005187324370, 0.000992877707, -0.004773425560, -0.001673207027, 0.004279958612, 0.002245390964, -0.003726239548, -0.002706143987, 0.003131203974, 0.003054900050, -0.002513062421, -0.003293640334, 0.001888980669, 0.003426676592, -0.001274793231, -0.003460395844, 0.000684756792, 0.003402973242, -0.000131348838, -0.003264060704, -0.000374884759, 0.003054459424, 0.000825431027, -0.002785784615, -0.001213859345, 0.002470130811, 0.001535819854, -0.002119745782, -0.001788992959, 0.001746720645, 0.001972993320, -0.001362703051, -0.002089232836, 0.000978639454, 0.002140748031, -0.000604551503, -0.002131998034, 0.000249350425, 0.002068639830, 0.000079307829, -0.001957287830, -0.000375125202, 0.001805264886, 0.000633221579, -0.001620351820, -0.000850153142, 0.001410542205, 0.001023890984, -0.001183808695, -0.001153762960, 0.000947886565, 0.001240362582, -0.000710079347, -0.001285429535, 0.000477090570, 0.001291706920, -0.000254884693, -0.001262780731, 0.000048579274, 0.001202907280, 0.000137630561, -0.001116834317, -0.000300515279, 0.001009621457, 0.000437822646, -0.000886465206, -0.000548259722, 0.000752533481, 0.000631447717, -0.000612813891, -0.000687852915, 0.000471979431, 0.000718697419, -0.000334274450, -0.000725853861, 0.000203422993, 0.000711728474, -0.000082560777, -0.000679136985, -0.000025808772, 0.000631177784, 0.000119834734, -0.000571106593, -0.000198316265, 0.000502216568, 0.000260679253, -0.000427727336, -0.000306934364, 0.000350685947, 0.000337619261, -0.000273882156, -0.000353728109, 0.000199779799, 0.000356631711, -0.000130465370, -0.000347991715, 0.000067614278, 0.000329672327, -0.000012474578, -0.000303652795, -0.000034132582, 0.000271943724, 0.000071797107, -0.000236509923, -0.000100490480, 0.000199202081, 0.000120524792, -0.000161699103, -0.000132502707, 0.000125462425, 0.000137260959, -0.000091703098, -0.000135810030, 0.000061361904, 0.000129272664, -0.000035102267, -0.000118823707, 0.000013315223, 0.000105633592, 0.000003864673, -0.000090817454, -0.000016534012, 0.000075391555, 0.000024987538, -0.000060238279, -0.000029679474, 0.000046080541, 0.000031181246, -0.000033466018, -0.000030137733, 0.000022761189, 0.000027224071, -0.000014154730, -0.000023104940, 0.000007669494, 0.000018398021, -0.000003181916, -0.000013643072, 0.000000447469, 0.000009277718, 0.000000869420, -0.000005620738, -0.000001162714, 0.000002863235, 0.000000851116, -0.000001067720, -0.000000345164, 0.000000174774, 0.000000016702, }; 185s ### executing ./fon/resample22_8.praat: 185s static double filter_11_4 [4] [400] = { 185s { -0.000000004837, 0.000000285737, 0.000000752718, 0.000000192176, -0.000001868819, -0.000003273977, -0.000000917717, 0.000004685848, 0.000007744866, 0.000002549393, -0.000008521074, -0.000014307495, -0.000005462250, 0.000013112923, 0.000023062120, 0.000010033061, -0.000018155448, -0.000034063239, -0.000016634707, 0.000023300354, 0.000047316080, 0.000025630410, -0.000028159582, -0.000062773512, -0.000037367844, 0.000032308444, 0.000080333438, 0.000052173203, -0.000035289272, -0.000099836678, -0.000070345272, 0.000036615581, 0.000121065390, 0.000092149569, -0.000035776675, -0.000143742051, -0.000117812605, 0.000032242686, 0.000167529002, 0.000147516336, -0.000025469995, -0.000192028578, -0.000181392843, 0.000014906971, 0.000216783826, 0.000219519307, 0, -0.000241279800, -0.000261913316, -0.000019800273, 0.000264945425, 0.000308528563, 0.000045032541, -0.000287155912, -0.000359250951, -0.000076218326, 0.000307235689, 0.000413895165, 0.000113855442, -0.000324461830, -0.000472201711, -0.000158411476, 0.000338067910, 0.000533834460, 0.000210317376, -0.000347248265, -0.000598378696, -0.000269961179, 0.000351162574, 0.000665339668, 0.000337681967, -0.000348940704, -0.000734141644, -0.000413764107, 0.000339687741, 0.000804127432, 0.000498431815, -0.000322489115, -0.000874558343, -0.000591844122, 0.000296415723, 0.000944614548, 0.000694090274, -0.000260528951, -0.001013395746, -0.000805185620, 0.000213885467, 0.001079922090, 0.000925068013, -0.000155541650, -0.001143135232, -0.001053594770, 0.000084557521, 0.001201899386, 0.001190540198, 0, -0.001255002230, -0.001335593702, -0.000099054697, 0.001301155480, 0.001488358485, 0.000213519739, -0.001338994868, -0.001648350813, -0.000344297684, 0.001367079273, 0.001814999827, 0.000492282107, -0.001383888631, -0.001987647870, -0.000658361211, 0.001387820204, 0.002165551246, 0.000843423840, -0.001377182651, -0.002347881339, -0.001048368451, 0.001350187240, 0.002533725988, 0.001274115708, -0.001304935309, -0.002722090937, -0.001521625559, 0.001239400876, 0.002911901202, 0.001791919946, -0.001151406902, -0.003102002069, -0.002086112597, 0.001038593296, 0.003291159394, 0.002405447929, -0.000898374025, -0.003478058766, -0.002751351743, 0.000727879774, 0.003661302903, 0.003125497467, -0.000523881249, -0.003839406475, -0.003529893184, 0.000282686159, 0.004010787172, 0.003966996936, 0, -0.004173751393, -0.004439871147, -0.000329263827, 0.004326472154, 0.004952392225, 0.000711246026, -0.004466955669, -0.005509539568, -0.001153508137, 0.004592991221, 0.006117801373, 0.001665554713, -0.004702075895, -0.006785756515, -0.002259591963, 0.004791300633, 0.007524929063, 0.002951656203, -0.004857175125, -0.008351078017, -0.003763339272, 0.004895352834, 0.009286206346, 0.004724513121, -0.004900186630, -0.010361807555, -0.005877799054, 0.004863984138, 0.011624344095, 0.007286239149, -0.004775701689, -0.013144984008, -0.009047208411, 0.004618519235, 0.015038038753, 0.011319419356, -0.004365000273, -0.017498771962, -0.014380068561, 0.003966484532, 0.020889378059, 0.018760351058, -0.003326725926, -0.025964057946, -0.025621881757, 0.002223519832, 0.034592704087, 0.038084063522, 0, -0.053026277720, -0.068343581553, -0.006522209889, 0.122821778456, 0.258705703638, 0.325636273365, 0.284403416927, 0.159284833540, 0.021153626218, -0.060753462001, -0.062503874551, -0.013713871631, 0.032116025232, 0.039256333579, 0.011246821107, -0.020769505247, -0.028684412120, -0.009971804582, 0.014636460631, 0.022565144539, 0.009158524205, -0.010769364991, -0.018523885523, -0.008567376278, 0.008094975173, 0.015620480040, 0.008096916656, -0.006129044687, -0.013408604026, -0.007697107226, 0.004621091566, 0.011649470697, 0.007340662874, -0.003428552445, -0.010204000363, -0.007011658054, 0.002464303634, 0.008985878011, 0.006700367494, -0.001672067575, -0.007938835275, -0.006400691551, 0.001013824672, 0.007024725729, 0.006108769837, -0.000462908331, -0.006216848565, -0.005822187079, 0, 0.005496008923, 0.005539493997, 0.000389302970, -0.004848089130, -0.005259904995, -0.000716022110, 0.004262494986, 0.004983099691, 0.000988798263, -0.003731129853, -0.004709087853, -0.001214561906, 0.003247698482, 0.004438114407, 0.001398992938, -0.002807223239, -0.004170590570, -0.001546842393, 0.002405700929, 0.003907042494, 0.001662161333, -0.002039854965, -0.003648071997, -0.001748465968, 0.001706953645, 0.003394325842, 0.001808858076, -0.001404675166, -0.003146471245, -0.001846113577, 0.001131006325, 0.002905176043, 0.001862748036, -0.000884165889, -0.002671092456, -0.001861065247, 0.000662546344, 0.002444843690, 0.001843193261, -0.000464669500, -0.002227012876, -0.001811111014, 0.000289152735, 0.002018133961, 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0.000072306502, -0.000457901486, -0.000569062271, -0.000119957712, 0.000480553905, 0.000643506640, 0.000175992955, -0.000498731475, -0.000721891247, -0.000240906231, 0.000511511686, 0.000803745598, 0.000315148332, -0.000517931967, -0.000888513552, -0.000399121224, 0.000516993943, 0.000975552229, 0.000493172809, -0.000507667696, -0.001064131309, -0.000597592153, 0.000488895926, 0.001153432683, 0.000712605226, -0.000459597838, -0.001242550365, -0.000838371244, 0.000418672640, 0.001330490565, 0.000974979654, -0.000365002428, -0.001416171812, -0.001122447855, 0.000297454282, 0.001498424943, 0.001280719682, -0.000214881309, -0.001575992788, -0.001449664742, 0.000116122349, 0.001647529287, 0.001629078661, 0, -0.001711597747, -0.001818684289, -0.000134683455, 0.001766667862, 0.002018133961, 0.000289152735, -0.001811111014, -0.002227012876, -0.000464669500, 0.001843193261, 0.002444843690, 0.000662546344, -0.001861065247, -0.002671092456, -0.000884165889, 0.001862748036, 0.002905176043, 0.001131006325, -0.001846113577, -0.003146471245, -0.001404675166, 0.001808858076, 0.003394325842, 0.001706953645, -0.001748465968, -0.003648071997, -0.002039854965, 0.001662161333, 0.003907042494, 0.002405700929, -0.001546842393, -0.004170590570, -0.002807223239, 0.001398992938, 0.004438114407, 0.003247698482, -0.001214561906, -0.004709087853, -0.003731129853, 0.000988798263, 0.004983099691, 0.004262494986, -0.000716022110, -0.005259904995, -0.004848089130, 0.000389302970, 0.005539493997, 0.005496008923, 0, -0.005822187079, -0.006216848565, -0.000462908331, 0.006108769837, 0.007024725729, 0.001013824672, -0.006400691551, -0.007938835275, -0.001672067575, 0.006700367494, 0.008985878011, 0.002464303634, -0.007011658054, -0.010204000363, -0.003428552445, 0.007340662874, 0.011649470697, 0.004621091566, -0.007697107226, -0.013408604026, -0.006129044687, 0.008096916656, 0.015620480040, 0.008094975173, -0.008567376278, -0.018523885523, -0.010769364991, 0.009158524205, 0.022565144539, 0.014636460631, -0.009971804582, -0.028684412120, -0.020769505247, 0.011246821107, 0.039256333579, 0.032116025232, -0.013713871631, -0.062503874551, -0.060753462001, 0.021153626218, 0.159284833540, 0.284403416927, 0.325636273365, 0.258705703638, 0.122821778456, -0.006522209889, -0.068343581553, -0.053026277720, 0, 0.038084063522, 0.034592704087, 0.002223519832, -0.025621881757, -0.025964057946, -0.003326725926, 0.018760351058, 0.020889378059, 0.003966484532, -0.014380068561, -0.017498771962, -0.004365000273, 0.011319419356, 0.015038038753, 0.004618519235, -0.009047208411, -0.013144984008, -0.004775701689, 0.007286239149, 0.011624344095, 0.004863984138, -0.005877799054, -0.010361807555, -0.004900186630, 0.004724513121, 0.009286206346, 0.004895352834, -0.003763339272, -0.008351078017, -0.004857175125, 0.002951656203, 0.007524929063, 0.004791300633, -0.002259591963, -0.006785756515, -0.004702075895, 0.001665554713, 0.006117801373, 0.004592991221, -0.001153508137, -0.005509539568, -0.004466955669, 0.000711246026, 0.004952392225, 0.004326472154, -0.000329263827, -0.004439871147, -0.004173751393, 0, 0.003966996936, 0.004010787172, 0.000282686159, -0.003529893184, -0.003839406475, -0.000523881249, 0.003125497467, 0.003661302903, 0.000727879774, -0.002751351743, -0.003478058766, -0.000898374025, 0.002405447929, 0.003291159394, 0.001038593296, -0.002086112597, -0.003102002069, -0.001151406902, 0.001791919946, 0.002911901202, 0.001239400876, -0.001521625559, -0.002722090937, -0.001304935309, 0.001274115708, 0.002533725988, 0.001350187240, -0.001048368451, -0.002347881339, -0.001377182651, 0.000843423840, 0.002165551246, 0.001387820204, -0.000658361211, -0.001987647870, -0.001383888631, 0.000492282107, 0.001814999827, 0.001367079273, -0.000344297684, -0.001648350813, -0.001338994868, 0.000213519739, 0.001488358485, 0.001301155480, -0.000099054697, -0.001335593702, -0.001255002230, 0, 0.001190540198, 0.001201899386, 0.000084557521, -0.001053594770, -0.001143135232, -0.000155541650, 0.000925068013, 0.001079922090, 0.000213885467, -0.000805185620, -0.001013395746, -0.000260528951, 0.000694090274, 0.000944614548, 0.000296415723, -0.000591844122, -0.000874558343, -0.000322489115, 0.000498431815, 0.000804127432, 0.000339687741, -0.000413764107, -0.000734141644, -0.000348940704, 0.000337681967, 0.000665339668, 0.000351162574, -0.000269961179, -0.000598378696, -0.000347248265, 0.000210317376, 0.000533834460, 0.000338067910, -0.000158411476, -0.000472201711, -0.000324461830, 0.000113855442, 0.000413895165, 0.000307235689, -0.000076218326, -0.000359250951, -0.000287155912, 0.000045032541, 0.000308528563, 0.000264945425, -0.000019800273, -0.000261913316, -0.000241279800, 0, 0.000219519307, 0.000216783826, 0.000014906971, -0.000181392843, -0.000192028578, -0.000025469995, 0.000147516336, 0.000167529002, 0.000032242686, -0.000117812605, -0.000143742051, -0.000035776675, 0.000092149569, 0.000121065390, 0.000036615581, -0.000070345272, -0.000099836678, -0.000035289272, 0.000052173203, 0.000080333438, 0.000032308444, -0.000037367844, -0.000062773512, -0.000028159582, 0.000025630410, 0.000047316080, 0.000023300354, -0.000016634707, -0.000034063239, -0.000018155448, 0.000010033061, 0.000023062120, 0.000013112923, -0.000005462250, -0.000014307495, -0.000008521074, 0.000002549393, 0.000007744866, 0.000004685848, -0.000000917717, -0.000003273977, -0.000001868819, 0.000000192176, 0.000000752718, 0.000000285737, -0.000000004837, }, 185s }; 185s ### executing ./fon/resample24_8.praat: 186s static double filter_3 [400] = { -0.000000011170, -0.000000219812, -0.000000439311, 0.000000191437, 0.000001811373, 0.000002719232, 0.000000670086, -0.000004052324, -0.000007305895, -0.000004215243, 0.000005174413, 0.000013569150, 0.000011532878, -0.000002990355, -0.000019743509, -0.000022668936, -0.000004531703, 0.000023152156, 0.000036312659, 0.000018632462, -0.000020690154, -0.000049745817, -0.000039188255, 0.000009502022, 0.000059101549, 0.000064325193, 0.000012253900, -0.000059927652, -0.000090325382, -0.000044690063, 0.000047993620, 0.000111890200, 0.000085667068, -0.000020229856, -0.000122771032, -0.000130592507, -0.000024350091, 0.000116715836, 0.000172632174, 0.000083910803, -0.000088619429, -0.000203367861, -0.000153398872, 0.000035715983, 0.000213867283, 0.000224614907, 0.000041377530, -0.000196060383, -0.000286822187, -0.000137961766, 0.000144252753, 0.000327886078, 0.000245068469, -0.000056561452, -0.000335855818, -0.000349901868, -0.000063960436, 0.000300820852, 0.000436945075, 0.000208730966, -0.000216809361, -0.000489675782, -0.000363751984, 0.000083457680, 0.000492739457, 0.000510523761, 0.000092825825, -0.000434341909, -0.000627757900, -0.000298445883, 0.000308559445, 0.000693772963, 0.000513127331, -0.000117235100, -0.000689347811, -0.000711414336, -0.000128859019, 0.000600715516, 0.000865107928, 0.000409857417, -0.000422319947, -0.000946456235, -0.000697801853, 0.000158938983, 0.000931789155, 0.000958843616, 0.000173190544, -0.000805192195, -0.001156534198, -0.000546529509, 0.000561758004, 0.001255938660, 0.000923831518, -0.000209949880, -0.001228169922, -0.001261172751, -0.000227335219, 0.001054841044, 0.001512235673, 0.000713306628, -0.000731882213, -0.001633491315, -0.001199566832, 0.000272180499, 0.001589774863, 0.001630096562, 0.000293421937, -0.001359644161, -0.001946682741, -0.000917094971, 0.000939866878, 0.002095336184, 0.001537084014, -0.000348410250, -0.002033081378, -0.002082774017, -0.000374589482, 0.001734390975, 0.002481420264, 0.001168228107, -0.001196500346, -0.002665989836, -0.001954726741, 0.000442882673, 0.002583377046, 0.002645676531, 0.000475705757, -0.002202141220, -0.003150223631, -0.001482995009, 0.001518883576, 0.003384535058, 0.002481906225, -0.000562441589, -0.003281688641, -0.003362013262, -0.000604765984, 0.002801009206, 0.004009279993, 0.001888672569, -0.001935846985, -0.004317317729, -0.003168904378, 0.000718872404, 0.004199193367, 0.004307321658, 0.000775857208, -0.003598692837, -0.005159218112, -0.002434530886, 0.002499926273, 0.005586335136, 0.004109047679, -0.000934261558, -0.005470616456, -0.005626060434, -0.001016208322, 0.004727497665, 0.006798964082, 0.003219130798, -0.003317516771, -0.007441836864, -0.005496337329, 0.001255160918, 0.007384044634, 0.007631810031, 0.001385860966, -0.006483991977, -0.009382137036, -0.004471300907, 0.004640336968, 0.010487719730, 0.007808780112, -0.001798813645, -0.010682011986, -0.011152805309, -0.002047553465, 0.009694358125, 0.014209822649, 0.006868083597, -0.007238278817, -0.016637841497, -0.012620211699, 0.002967457323, 0.018027976328, 0.019307146955, 0.003647178675, -0.017833324677, -0.027115915700, -0.013669432859, 0.015127009739, 0.036822557237, 0.029906520112, -0.007640761798, -0.051470392966, -0.062947095189, -0.014216284551, 0.089996883709, 0.209564788440, 0.289014735598, 0.289014735598, 0.209564788440, 0.089996883709, -0.014216284551, -0.062947095189, -0.051470392966, -0.007640761798, 0.029906520112, 0.036822557237, 0.015127009739, -0.013669432859, -0.027115915700, -0.017833324677, 0.003647178675, 0.019307146955, 0.018027976328, 0.002967457323, -0.012620211699, -0.016637841497, -0.007238278817, 0.006868083597, 0.014209822649, 0.009694358125, -0.002047553465, -0.011152805309, -0.010682011986, -0.001798813645, 0.007808780112, 0.010487719730, 0.004640336968, -0.004471300907, -0.009382137036, -0.006483991977, 0.001385860966, 0.007631810031, 0.007384044634, 0.001255160918, -0.005496337329, -0.007441836864, -0.003317516771, 0.003219130798, 0.006798964082, 0.004727497665, -0.001016208322, -0.005626060434, -0.005470616456, -0.000934261558, 0.004109047679, 0.005586335136, 0.002499926273, -0.002434530886, -0.005159218112, -0.003598692837, 0.000775857208, 0.004307321658, 0.004199193367, 0.000718872404, -0.003168904378, -0.004317317729, -0.001935846985, 0.001888672569, 0.004009279993, 0.002801009206, -0.000604765984, -0.003362013262, -0.003281688641, -0.000562441589, 0.002481906225, 0.003384535058, 0.001518883576, -0.001482995009, -0.003150223631, -0.002202141220, 0.000475705757, 0.002645676531, 0.002583377046, 0.000442882673, -0.001954726741, -0.002665989836, -0.001196500346, 0.001168228107, 0.002481420264, 0.001734390975, -0.000374589482, -0.002082774017, -0.002033081378, -0.000348410250, 0.001537084014, 0.002095336184, 0.000939866878, -0.000917094971, -0.001946682741, -0.001359644161, 0.000293421937, 0.001630096562, 0.001589774863, 0.000272180499, -0.001199566832, -0.001633491315, -0.000731882213, 0.000713306628, 0.001512235673, 0.001054841044, -0.000227335219, -0.001261172751, -0.001228169922, -0.000209949880, 0.000923831518, 0.001255938660, 0.000561758004, -0.000546529509, -0.001156534198, -0.000805192195, 0.000173190544, 0.000958843616, 0.000931789155, 0.000158938983, -0.000697801853, -0.000946456235, -0.000422319947, 0.000409857417, 0.000865107928, 0.000600715516, -0.000128859019, -0.000711414336, -0.000689347811, -0.000117235100, 0.000513127331, 0.000693772963, 0.000308559445, -0.000298445883, -0.000627757900, -0.000434341909, 0.000092825825, 0.000510523761, 0.000492739457, 0.000083457680, -0.000363751984, -0.000489675782, -0.000216809361, 0.000208730966, 0.000436945075, 0.000300820852, -0.000063960436, -0.000349901868, -0.000335855818, -0.000056561452, 0.000245068469, 0.000327886078, 0.000144252753, -0.000137961766, -0.000286822187, -0.000196060383, 0.000041377530, 0.000224614907, 0.000213867283, 0.000035715983, -0.000153398872, -0.000203367861, -0.000088619429, 0.000083910803, 0.000172632174, 0.000116715836, -0.000024350091, -0.000130592507, -0.000122771032, -0.000020229856, 0.000085667068, 0.000111890200, 0.000047993620, -0.000044690063, -0.000090325382, -0.000059927652, 0.000012253900, 0.000064325193, 0.000059101549, 0.000009502022, -0.000039188255, -0.000049745817, -0.000020690154, 0.000018632462, 0.000036312659, 0.000023152156, -0.000004531703, -0.000022668936, -0.000019743509, -0.000002990355, 0.000011532878, 0.000013569150, 0.000005174413, -0.000004215243, -0.000007305895, -0.000004052324, 0.000000670086, 0.000002719232, 0.000001811373, 0.000000191437, -0.000000439311, -0.000000219812, -0.000000011170, }; 186s ### executing ./fon/resample32_8.praat: 186s static double filter_4 [400] = { 0.000000008516, 0.000000194176, 0.000000609342, 0.000000757619, -0.000000079813, -0.000002071612, -0.000004253809, -0.000004765036, -0.000002007838, 0.000003887208, 0.000010350691, 0.000013222511, 0.000009061339, -0.000002246814, -0.000016271628, -0.000025422368, -0.000022749646, -0.000006387675, 0.000017964336, 0.000038504863, 0.000042757180, 0.000024609890, -0.000010812032, -0.000047701193, -0.000066280185, -0.000053013655, -0.000009207011, 0.000047084929, 0.000088017921, 0.000089396232, 0.000044258698, -0.000030750160, -0.000100733975, -0.000128422233, -0.000093531526, -0.000005754218, 0.000096366345, 0.000161889771, 0.000152498632, 0.000063972718, -0.000067562525, -0.000179649714, -0.000212770685, -0.000141347266, 0.000009423504, 0.000171119968, 0.000262670923, 0.000230542986, 0.000078825742, -0.000127225412, -0.000288557493, -0.000319509869, -0.000192549365, 0.000042497645, 0.000276795815, 0.000392401908, 0.000321088403, 0.000082996418, -0.000216162300, -0.000431352404, -0.000448046790, -0.000242248853, 0.000100359105, 0.000418966711, 0.000552588942, 0.000420748528, 0.000069745009, -0.000341260788, -0.000611721137, -0.000596999323, -0.000284546969, 0.000190665755, 0.000603374864, 0.000744226436, 0.000525170732, 0.000031346617, -0.000509964127, -0.000833217675, -0.000764213140, -0.000312471005, 0.000321972308, 0.000836074052, 0.000967880506, 0.000629006649, -0.000041056858, -0.000730482633, -0.001099440193, -0.000946807356, -0.000317843845, 0.000503997910, 0.001123718458, 0.001223854331, 0.000725850916, -0.000157746578, -0.001012197130, -0.001414358249, -0.001141247737, -0.000291030450, 0.000748122269, 0.001474081855, 0.001512469179, 0.000808108981, -0.000330960268, -0.001366375961, -0.001782873274, -0.001343445262, -0.000220463601, 0.001068267254, 0.001896952598, 0.001834520451, 0.000866725281, -0.000575849561, -0.001807422453, -0.002211761820, -0.001548876807, -0.000091772003, 0.001482451129, 0.002405673199, 0.002192020106, 0.000890644881, -0.000912199340, -0.002355063915, -0.002711288170, -0.001752723845, 0.000113829770, 0.002015574518, 0.003019853267, 0.002589448234, 0.000865758396, -0.001367586513, -0.003038314538, -0.003298073404, -0.001950024296, 0.000422592459, 0.002704606070, 0.003770372607, 0.003035991576, 0.000772797925, -0.001983441931, -0.003903031115, -0.004000519275, -0.002135832127, 0.000874300135, 0.003608818324, 0.004709238901, 0.003549882264, 0.000582943032, -0.002827479296, -0.005027420236, -0.004869939144, -0.002305378934, 0.001535261338, 0.004831736565, 0.005930835971, 0.004167718538, 0.000247897675, -0.004021680384, -0.006557238012, -0.006006022510, -0.002454231626, 0.002529240062, 0.006573919083, 0.007623650949, 0.004967343737, -0.000325358662, -0.005814195969, -0.008797658433, -0.007624380044, -0.002578440410, 0.004123338768, 0.009282346252, 0.010219799445, 0.006135328880, -0.001351544937, -0.008803587914, -0.012507455606, -0.010278942999, -0.002674671624, 0.007029780440, 0.014193219311, 0.014958245225, 0.008230952322, -0.003481914087, -0.014896961272, -0.020217703737, -0.015911999144, -0.002740320480, 0.014011575475, 0.026423209940, 0.027343792004, 0.013949807227, -0.010119738096, -0.035166403034, -0.048504730343, -0.039212054557, -0.002773599525, 0.056261449038, 0.124829461306, 0.185123913210, 0.220341809314, 0.220341809314, 0.185123913210, 0.124829461306, 0.056261449038, -0.002773599525, -0.039212054557, -0.048504730343, -0.035166403034, -0.010119738096, 0.013949807227, 0.027343792004, 0.026423209940, 0.014011575475, -0.002740320480, -0.015911999144, -0.020217703737, -0.014896961272, -0.003481914087, 0.008230952322, 0.014958245225, 0.014193219311, 0.007029780440, -0.002674671624, -0.010278942999, -0.012507455606, -0.008803587914, -0.001351544937, 0.006135328880, 0.010219799445, 0.009282346252, 0.004123338768, -0.002578440410, -0.007624380044, -0.008797658433, -0.005814195969, -0.000325358662, 0.004967343737, 0.007623650949, 0.006573919083, 0.002529240062, -0.002454231626, -0.006006022510, -0.006557238012, -0.004021680384, 0.000247897675, 0.004167718538, 0.005930835971, 0.004831736565, 0.001535261338, -0.002305378934, -0.004869939144, -0.005027420236, -0.002827479296, 0.000582943032, 0.003549882264, 0.004709238901, 0.003608818324, 0.000874300135, -0.002135832127, -0.004000519275, -0.003903031115, -0.001983441931, 0.000772797925, 0.003035991576, 0.003770372607, 0.002704606070, 0.000422592459, -0.001950024296, -0.003298073404, -0.003038314538, -0.001367586513, 0.000865758396, 0.002589448234, 0.003019853267, 0.002015574518, 0.000113829770, -0.001752723845, -0.002711288170, -0.002355063915, -0.000912199340, 0.000890644881, 0.002192020106, 0.002405673199, 0.001482451129, -0.000091772003, -0.001548876807, -0.002211761820, -0.001807422453, -0.000575849561, 0.000866725281, 0.001834520451, 0.001896952598, 0.001068267254, -0.000220463601, -0.001343445262, -0.001782873274, -0.001366375961, -0.000330960268, 0.000808108981, 0.001512469179, 0.001474081855, 0.000748122269, -0.000291030450, -0.001141247737, -0.001414358249, -0.001012197130, -0.000157746578, 0.000725850916, 0.001223854331, 0.001123718458, 0.000503997910, -0.000317843845, -0.000946807356, -0.001099440193, -0.000730482633, -0.000041056858, 0.000629006649, 0.000967880506, 0.000836074052, 0.000321972308, -0.000312471005, -0.000764213140, -0.000833217675, -0.000509964127, 0.000031346617, 0.000525170732, 0.000744226436, 0.000603374864, 0.000190665755, -0.000284546969, -0.000596999323, -0.000611721137, -0.000341260788, 0.000069745009, 0.000420748528, 0.000552588942, 0.000418966711, 0.000100359105, -0.000242248853, -0.000448046790, -0.000431352404, -0.000216162300, 0.000082996418, 0.000321088403, 0.000392401908, 0.000276795815, 0.000042497645, -0.000192549365, -0.000319509869, -0.000288557493, -0.000127225412, 0.000078825742, 0.000230542986, 0.000262670923, 0.000171119968, 0.000009423504, -0.000141347266, -0.000212770685, -0.000179649714, -0.000067562525, 0.000063972718, 0.000152498632, 0.000161889771, 0.000096366345, -0.000005754218, -0.000093531526, -0.000128422233, -0.000100733975, -0.000030750160, 0.000044258698, 0.000089396232, 0.000088017921, 0.000047084929, -0.000009207011, -0.000053013655, -0.000066280185, -0.000047701193, -0.000010812032, 0.000024609890, 0.000042757180, 0.000038504863, 0.000017964336, -0.000006387675, -0.000022749646, -0.000025422368, -0.000016271628, -0.000002246814, 0.000009061339, 0.000013222511, 0.000010350691, 0.000003887208, -0.000002007838, -0.000004765036, -0.000004253809, -0.000002071612, -0.000000079813, 0.000000757619, 0.000000609342, 0.000000194176, 0.000000008516, }; 186s ### executing ./fon/resample44_8.praat: 187s static double filter_11_2 [2] [400] = { 187s { 0.000000055174, 0.000000277337, 0.000000450187, 0.000000179867, -0.000000851070, -0.000002611097, -0.000004565714, -0.000005749774, -0.000005087324, -0.000001871802, 0.000003769112, 0.000010629989, 0.000016563395, 0.000019033505, 0.000015970691, 0.000006671300, -0.000007581445, -0.000023461483, -0.000036247785, -0.000041093761, -0.000034606212, -0.000016261128, 0.000010843619, 0.000040263707, 0.000063601229, 0.000072757896, 0.000062476782, 0.000032422771, -0.000011914475, -0.000059948846, -0.000098372574, -0.000114691386, -0.000101016657, -0.000057015661, 0.000008966947, 0.000081181427, 0.000140063629, 0.000167376085, 0.000151587163, 0.000091956505, 0, -0.000102378760, -0.000187918299, -0.000231091155, -0.000215454493, -0.000139199676, -0.000017149215, 0.000121712840, 0.000240914206, 0.000305896990, 0.000293770410, 0.000200719788, 0.000044794174, -0.000137112818, -0.000297756366, -0.000391622368, -0.000387556722, -0.000278497785, -0.000085390203, 0.000146266797, 0.000356872279, 0.000487854976, 0.000497694485, 0.000374512121, 0.000141529978, -0.000146621317, -0.000416407450, -0.000593935289, -0.000624918980, -0.000490736963, -0.000215945639, 0.000135376360, 0.000474219934, 0.000708953660, 0.000769821723, 0.000629149836, 0.000311520596, -0.000109472922, -0.000527871964, -0.000831750257, -0.000932861004, -0.000791751881, -0.000431315103, 0.000065569222, 0.000574615914, 0.000960917254, 0.001114382909, 0.000980604938, 0.000578611187, 0, -0.000611370729, -0.001094802342, -0.001314655439, -0.001197891316, -0.000756984749, -0.000091288861, 0.000634683300, 0.001231512176, 0.001533919442, 0.001446004656, 0.000970416132, 0.000212841741, -0.000640666698, -0.001368913711, -0.001772461783, -0.001727684287, -0.001223455958, -0.000369847601, 0.000624903157, 0.001504630400, 0.002030719051, 0.002046212027, 0.001521471886, 0.000568373163, -0.000582293209, -0.001636028616, -0.002309424841, -0.002405701181, -0.001871016833, -0.000815716035, 0.000506821390, 0.001760187064, 0.002609821760, 0.002811526094, 0.002280384654, 0.001120944995, -0.000391190014, -0.001873837424, -0.002933973708, -0.003270973520, -0.002760464782, -0.001495741490, 0.000226238320, 0.001973256292, 0.003285240257, 0.003794257739, 0.003326091621, 0.001955743905, 0, -0.002054073109, -0.003669025376, -0.004396158328, -0.003998248426, -0.002522767724, -0.000303875015, 0.002110927976, 0.004094014258, 0.005098777490, 0.004807822155, 0.003228630625, 0.000708875204, -0.002136848235, -0.004574329705, -0.005936429749, -0.005802344507, -0.004122102052, -0.001250698648, 0.002122064373, 0.005133542203, 0.006964885112, 0.007058909557, 0.005282403228, 0.001987249332, -0.002051616713, -0.005812740659, -0.008280300052, -0.008711064253, -0.006847782451, -0.003020173141, 0.001900076206, 0.006688493515, 0.010062235306, 0.011011201370, 0.009083278631, 0.004547121681, -0.001618385085, -0.007918566842, -0.012686223538, -0.014498616692, -0.012568942588, -0.007011777006, 0.001094688959, 0.009882983553, 0.017085642652, 0.020564230626, 0.018863536140, 0.011661506360, 0, -0.013776369605, -0.026384436580, -0.034213031918, -0.034064301050, -0.023874062684, -0.003255217358, 0.026261900755, 0.061359646357, 0.097425545656, 0.129322694523, 0.152293110015, 0.162817838257, 0.159262939613, 0.142181712077, 0.114212202530, 0.079590694412, 0.043379100563, 0.010560651538, -0.014817859367, -0.030292406834, -0.035299003505, -0.031114660113, -0.020452847595, -0.006813207957, 0.006269327376, 0.015917847225, 0.020411990447, 0.019403503166, 0.013825880818, 0.005541715333, -0.003175344886, -0.010198114609, -0.014017361680, -0.014029860051, -0.010593581160, -0.004856552208, 0.001583265840, 0.007095277376, 0.010407750261, 0.010883816971, 0.008625493829, 0.004393471278, -0.000625288600, -0.005136170416, -0.008059550875, -0.008779598327, -0.007263982008, -0.004033741297, 0, 0.003784564043, 0.006393737065, 0.007248619398, 0.006239991529, 0.003727858557, 0.000425268114, -0.002798512791, -0.005142482576, -0.006069127359, -0.005423708192, -0.003452146175, -0.000718427546, 0.002052736172, 0.004165062363, 0.005123027157, 0.004745358772, 0.003194401255, 0.000918233877, -0.001475696951, -0.003380529789, -0.004341941491, -0.004164521344, -0.002948169988, -0.001048776431, 0.001023367229, 0.002739012034, 0.003683717443, 0.003656480136, 0.002710138541, 0.001126138837, -0.000666941370, -0.002208034326, -0.003121048493, -0.003205507681, -0.002478815555, -0.001161748726, 0.000386555553, 0.001765431346, 0.002635496761, 0.002801284782, 0.002253808695, 0.001164181279, -0.000167852585, -0.001395422102, -0.002214143281, -0.002436867245, -0.002035397826, -0.001140182203, 0, 0.001086318847, 0.001847610680, 0.002107469085, 0.001824266809, 0.001095271127, 0.000125502556, -0.000829132017, -0.001528845503, -0.001809702078, -0.001621325381, -0.001034107618, -0.000215564895, 0.000616691749, 0.001252342328, 0.001541083224, 0.001427585165, 0.000960717220, 0.000275978806, -0.000443080194, -0.001013635983, -0.001299706534, -0.001244070088, -0.000878632195, -0.000311724246, 0.000303257849, 0.000808962726, 0.001084019658, 0.001071749961, 0.000790979017, 0.000327169551, -0.000192814894, -0.000635031513, -0.000892669940, -0.000911490615, -0.000700532155, -0.000326202509, 0.000107805282, 0.000488869158, 0.000724398058, 0.000764016582, 0.000609746461, 0.000312315523, -0.000044636849, -0.000367716410, -0.000577965339, -0.000629883811, -0.000520776151, -0.000288659959, 0, 0.000268959907, 0.000452105641, 0.000509460785, 0.000435485754, 0.000258079794, 0.000029176743, -0.000190089846, -0.000345495595, -0.000402916932, -0.000355456646, -0.000223131503, -0.000045752432, 0.000128676316, 0.000256738876, 0.000310217486, 0.000281991715, 0.000186095046, 0.000052386338, -0.000082359244, -0.000184361325, -0.000231124162, -0.000216119905, -0.000148979462, -0.000051541750, 0.000048848214, 0.000126814555, 0.000165201040, 0.000158601858, 0.000113525594, 0.000045483999, -0.000025929333, -0.000082486131, -0.000111825152, -0.000109937468, -0.000081207809, -0.000036275077, 0.000011476919, 0.000049714805, 0.000070201196, 0.000070375865, 0.000053236073, 0.000025766641, -0.000003468261, -0.000026809498, -0.000039379855, -0.000039928117, -0.000030559353, -0.000015592798, 0, 0.000012070897, 0.000018279146, 0.000018382733, 0.000013871059, 0.000007163753, 0.000000695047, -0.000003814684, -0.000005708213, -0.000005323916, -0.000003616947, -0.000001661142, -0.000000231600, 0.000000395484, 0.000000392959, 0.000000152379, 0.000000005766, }, 187s { 0.000000005766, 0.000000152379, 0.000000392959, 0.000000395484, -0.000000231600, -0.000001661142, -0.000003616947, -0.000005323916, -0.000005708213, -0.000003814684, 0.000000695047, 0.000007163753, 0.000013871059, 0.000018382733, 0.000018279146, 0.000012070897, 0, -0.000015592798, -0.000030559353, -0.000039928117, -0.000039379855, -0.000026809498, -0.000003468261, 0.000025766641, 0.000053236073, 0.000070375865, 0.000070201196, 0.000049714805, 0.000011476919, -0.000036275077, -0.000081207809, -0.000109937468, -0.000111825152, -0.000082486131, -0.000025929333, 0.000045483999, 0.000113525594, 0.000158601858, 0.000165201040, 0.000126814555, 0.000048848214, -0.000051541750, -0.000148979462, -0.000216119905, -0.000231124162, -0.000184361325, -0.000082359244, 0.000052386338, 0.000186095046, 0.000281991715, 0.000310217486, 0.000256738876, 0.000128676316, -0.000045752432, -0.000223131503, -0.000355456646, -0.000402916932, -0.000345495595, -0.000190089846, 0.000029176743, 0.000258079794, 0.000435485754, 0.000509460785, 0.000452105641, 0.000268959907, 0, -0.000288659959, -0.000520776151, -0.000629883811, -0.000577965339, -0.000367716410, -0.000044636849, 0.000312315523, 0.000609746461, 0.000764016582, 0.000724398058, 0.000488869158, 0.000107805282, -0.000326202509, -0.000700532155, -0.000911490615, -0.000892669940, -0.000635031513, -0.000192814894, 0.000327169551, 0.000790979017, 0.001071749961, 0.001084019658, 0.000808962726, 0.000303257849, -0.000311724246, -0.000878632195, -0.001244070088, -0.001299706534, -0.001013635983, -0.000443080194, 0.000275978806, 0.000960717220, 0.001427585165, 0.001541083224, 0.001252342328, 0.000616691749, -0.000215564895, -0.001034107618, -0.001621325381, -0.001809702078, -0.001528845503, -0.000829132017, 0.000125502556, 0.001095271127, 0.001824266809, 0.002107469085, 0.001847610680, 0.001086318847, 0, -0.001140182203, -0.002035397826, -0.002436867245, -0.002214143281, -0.001395422102, -0.000167852585, 0.001164181279, 0.002253808695, 0.002801284782, 0.002635496761, 0.001765431346, 0.000386555553, -0.001161748726, -0.002478815555, -0.003205507681, -0.003121048493, -0.002208034326, -0.000666941370, 0.001126138837, 0.002710138541, 0.003656480136, 0.003683717443, 0.002739012034, 0.001023367229, -0.001048776431, -0.002948169988, -0.004164521344, -0.004341941491, -0.003380529789, -0.001475696951, 0.000918233877, 0.003194401255, 0.004745358772, 0.005123027157, 0.004165062363, 0.002052736172, -0.000718427546, -0.003452146175, -0.005423708192, -0.006069127359, -0.005142482576, -0.002798512791, 0.000425268114, 0.003727858557, 0.006239991529, 0.007248619398, 0.006393737065, 0.003784564043, 0, -0.004033741297, -0.007263982008, -0.008779598327, -0.008059550875, -0.005136170416, -0.000625288600, 0.004393471278, 0.008625493829, 0.010883816971, 0.010407750261, 0.007095277376, 0.001583265840, -0.004856552208, -0.010593581160, -0.014029860051, -0.014017361680, -0.010198114609, -0.003175344886, 0.005541715333, 0.013825880818, 0.019403503166, 0.020411990447, 0.015917847225, 0.006269327376, -0.006813207957, -0.020452847595, -0.031114660113, -0.035299003505, -0.030292406834, -0.014817859367, 0.010560651538, 0.043379100563, 0.079590694412, 0.114212202530, 0.142181712077, 0.159262939613, 0.162817838257, 0.152293110015, 0.129322694523, 0.097425545656, 0.061359646357, 0.026261900755, -0.003255217358, -0.023874062684, -0.034064301050, -0.034213031918, -0.026384436580, -0.013776369605, 0, 0.011661506360, 0.018863536140, 0.020564230626, 0.017085642652, 0.009882983553, 0.001094688959, -0.007011777006, -0.012568942588, -0.014498616692, -0.012686223538, -0.007918566842, -0.001618385085, 0.004547121681, 0.009083278631, 0.011011201370, 0.010062235306, 0.006688493515, 0.001900076206, -0.003020173141, -0.006847782451, -0.008711064253, -0.008280300052, -0.005812740659, -0.002051616713, 0.001987249332, 0.005282403228, 0.007058909557, 0.006964885112, 0.005133542203, 0.002122064373, -0.001250698648, -0.004122102052, -0.005802344507, -0.005936429749, -0.004574329705, -0.002136848235, 0.000708875204, 0.003228630625, 0.004807822155, 0.005098777490, 0.004094014258, 0.002110927976, -0.000303875015, -0.002522767724, -0.003998248426, -0.004396158328, -0.003669025376, -0.002054073109, 0, 0.001955743905, 0.003326091621, 0.003794257739, 0.003285240257, 0.001973256292, 0.000226238320, -0.001495741490, -0.002760464782, -0.003270973520, -0.002933973708, -0.001873837424, -0.000391190014, 0.001120944995, 0.002280384654, 0.002811526094, 0.002609821760, 0.001760187064, 0.000506821390, -0.000815716035, -0.001871016833, -0.002405701181, -0.002309424841, -0.001636028616, -0.000582293209, 0.000568373163, 0.001521471886, 0.002046212027, 0.002030719051, 0.001504630400, 0.000624903157, -0.000369847601, -0.001223455958, -0.001727684287, -0.001772461783, -0.001368913711, -0.000640666698, 0.000212841741, 0.000970416132, 0.001446004656, 0.001533919442, 0.001231512176, 0.000634683300, -0.000091288861, -0.000756984749, -0.001197891316, -0.001314655439, -0.001094802342, -0.000611370729, 0, 0.000578611187, 0.000980604938, 0.001114382909, 0.000960917254, 0.000574615914, 0.000065569222, -0.000431315103, -0.000791751881, -0.000932861004, -0.000831750257, -0.000527871964, -0.000109472922, 0.000311520596, 0.000629149836, 0.000769821723, 0.000708953660, 0.000474219934, 0.000135376360, -0.000215945639, -0.000490736963, -0.000624918980, -0.000593935289, -0.000416407450, -0.000146621317, 0.000141529978, 0.000374512121, 0.000497694485, 0.000487854976, 0.000356872279, 0.000146266797, -0.000085390203, -0.000278497785, -0.000387556722, -0.000391622368, -0.000297756366, -0.000137112818, 0.000044794174, 0.000200719788, 0.000293770410, 0.000305896990, 0.000240914206, 0.000121712840, -0.000017149215, -0.000139199676, -0.000215454493, -0.000231091155, -0.000187918299, -0.000102378760, 0, 0.000091956505, 0.000151587163, 0.000167376085, 0.000140063629, 0.000081181427, 0.000008966947, -0.000057015661, -0.000101016657, -0.000114691386, -0.000098372574, -0.000059948846, -0.000011914475, 0.000032422771, 0.000062476782, 0.000072757896, 0.000063601229, 0.000040263707, 0.000010843619, -0.000016261128, -0.000034606212, -0.000041093761, -0.000036247785, -0.000023461483, -0.000007581445, 0.000006671300, 0.000015970691, 0.000019033505, 0.000016563395, 0.000010629989, 0.000003769112, -0.000001871802, -0.000005087324, -0.000005749774, -0.000004565714, -0.000002611097, -0.000000851070, 0.000000179867, 0.000000450187, 0.000000277337, 0.000000055174, }, 187s }; 187s ### executing ./fon/resample48_8.praat: 187s static double filter_6 [400] = { -0.000000005744, -0.000000144536, -0.000000573985, -0.000001219977, -0.000001733371, -0.000001594590, -0.000000336078, 0.000002193095, 0.000005624677, 0.000009028299, 0.000011082671, 0.000010446644, 0.000006241528, -0.000001499796, -0.000011577829, -0.000021692751, -0.000028879304, -0.000030249650, -0.000023877075, -0.000009580922, 0.000010638999, 0.000032709932, 0.000051201755, 0.000060553788, 0.000056556476, 0.000037721060, 0.000006145876, -0.000032432505, -0.000069539885, -0.000095718149, -0.000102793780, -0.000086142250, -0.000046362531, 0.000010146172, 0.000071994397, 0.000124968839, 0.000155176468, 0.000152496088, 0.000113512791, 0.000043147431, -0.000045568634, -0.000133722776, -0.000200424628, -0.000227608191, -0.000204657578, -0.000131716860, -0.000020752671, 0.000106106766, 0.000220819237, 0.000295489512, 0.000308963685, 0.000252433588, 0.000132629664, -0.000028368083, -0.000196949856, -0.000334834145, -0.000407602363, -0.000393040094, -0.000287309451, -0.000107330696, 0.000111484655, 0.000321982071, 0.000475263311, 0.000531852972, 0.000471520759, 0.000299377221, 0.000046556278, -0.000235063376, -0.000483299505, -0.000639217886, -0.000660879332, -0.000534123313, -0.000277701599, 0.000058798614, 0.000404241776, 0.000680778905, 0.000821183287, 0.000784870069, 0.000568844228, 0.000210751106, -0.000217159413, -0.000622334103, -0.000911719066, -0.001012874672, -0.000891663787, -0.000562277329, -0.000086862757, 0.000435765445, 0.000890394855, 0.001170568791, 0.001203185515, 0.000966924561, 0.000499972374, -0.000105299198, -0.000720213486, -0.001206863231, -0.001448745177, -0.001378211719, -0.000994357474, -0.000366786483, 0.000376338159, 0.001074088071, 0.001567304452, 0.001734531880, 0.001521314844, 0.000955908061, 0.000147164145, -0.000735831703, -0.001498715992, -0.001964253960, -0.002013027327, -0.001613161601, -0.000831861144, 0.000174743228, 0.001192223162, 0.001993084117, 0.002387156324, 0.002266083577, 0.001631636411, 0.000600709796, -0.000615247549, -0.001752998534, -0.002553965185, -0.002822370148, -0.002472129822, -0.001551456264, -0.000238587584, 0.001191786329, 0.002425300453, 0.003176310975, 0.003253177888, 0.002605692602, 0.001343193562, -0.000282089459, -0.001924421349, -0.003217235851, -0.003854008214, -0.003659682881, -0.002636267347, -0.000971166596, 0.000995423959, 0.002838814893, 0.004140359512, 0.004581177224, 0.004018364709, 0.002525864780, 0.000389126879, -0.001947592137, -0.003971989133, -0.005214331215, -0.005354396478, -0.004300818839, -0.002223793281, 0.000468573702, 0.003208034720, 0.005383787009, 0.006476017709, 0.006176753094, 0.004470599966, 0.001655296079, -0.001705886728, -0.004893315398, -0.007181287228, -0.007998797252, -0.007066067640, -0.004475384402, -0.000695070881, 0.003509099655, 0.007223138378, 0.009576729557, 0.009938774670, 0.008074306588, 0.004226067474, -0.000902185006, -0.006264059198, -0.010672535256, -0.013048498243, -0.012666247725, -0.009343545853, -0.003531609171, 0.003721965740, 0.010940068625, 0.016489047098, 0.018910793941, 0.017251642760, 0.011321941188, 0.001829222234, -0.009651294093, -0.020876055273, -0.029277488685, -0.032399358555, -0.028349023824, -0.016185238935, 0.003832181698, 0.030182852155, 0.060236422502, 0.090596493388, 0.117586209299, 0.137797512216, 0.148613084905, 0.148613084905, 0.137797512216, 0.117586209299, 0.090596493388, 0.060236422502, 0.030182852155, 0.003832181698, -0.016185238935, -0.028349023824, -0.032399358555, -0.029277488685, -0.020876055273, -0.009651294093, 0.001829222234, 0.011321941188, 0.017251642760, 0.018910793941, 0.016489047098, 0.010940068625, 0.003721965740, -0.003531609171, -0.009343545853, -0.012666247725, -0.013048498243, -0.010672535256, -0.006264059198, -0.000902185006, 0.004226067474, 0.008074306588, 0.009938774670, 0.009576729557, 0.007223138378, 0.003509099655, -0.000695070881, -0.004475384402, -0.007066067640, -0.007998797252, -0.007181287228, -0.004893315398, -0.001705886728, 0.001655296079, 0.004470599966, 0.006176753094, 0.006476017709, 0.005383787009, 0.003208034720, 0.000468573702, -0.002223793281, -0.004300818839, -0.005354396478, -0.005214331215, -0.003971989133, -0.001947592137, 0.000389126879, 0.002525864780, 0.004018364709, 0.004581177224, 0.004140359512, 0.002838814893, 0.000995423959, -0.000971166596, -0.002636267347, -0.003659682881, -0.003854008214, -0.003217235851, -0.001924421349, -0.000282089459, 0.001343193562, 0.002605692602, 0.003253177888, 0.003176310975, 0.002425300453, 0.001191786329, -0.000238587584, -0.001551456264, -0.002472129822, -0.002822370148, -0.002553965185, -0.001752998534, -0.000615247549, 0.000600709796, 0.001631636411, 0.002266083577, 0.002387156324, 0.001993084117, 0.001192223162, 0.000174743228, -0.000831861144, -0.001613161601, -0.002013027327, -0.001964253960, -0.001498715992, -0.000735831703, 0.000147164145, 0.000955908061, 0.001521314844, 0.001734531880, 0.001567304452, 0.001074088071, 0.000376338159, -0.000366786483, -0.000994357474, -0.001378211719, -0.001448745177, -0.001206863231, -0.000720213486, -0.000105299198, 0.000499972374, 0.000966924561, 0.001203185515, 0.001170568791, 0.000890394855, 0.000435765445, -0.000086862757, -0.000562277329, -0.000891663787, -0.001012874672, -0.000911719066, -0.000622334103, -0.000217159413, 0.000210751106, 0.000568844228, 0.000784870069, 0.000821183287, 0.000680778905, 0.000404241776, 0.000058798614, -0.000277701599, -0.000534123313, -0.000660879332, -0.000639217886, -0.000483299505, -0.000235063376, 0.000046556278, 0.000299377221, 0.000471520759, 0.000531852972, 0.000475263311, 0.000321982071, 0.000111484655, -0.000107330696, -0.000287309451, -0.000393040094, -0.000407602363, -0.000334834145, -0.000196949856, -0.000028368083, 0.000132629664, 0.000252433588, 0.000308963685, 0.000295489512, 0.000220819237, 0.000106106766, -0.000020752671, -0.000131716860, -0.000204657578, -0.000227608191, -0.000200424628, -0.000133722776, -0.000045568634, 0.000043147431, 0.000113512791, 0.000152496088, 0.000155176468, 0.000124968839, 0.000071994397, 0.000010146172, -0.000046362531, -0.000086142250, -0.000102793780, -0.000095718149, -0.000069539885, -0.000032432505, 0.000006145876, 0.000037721060, 0.000056556476, 0.000060553788, 0.000051201755, 0.000032709932, 0.000010638999, -0.000009580922, -0.000023877075, -0.000030249650, -0.000028879304, -0.000021692751, -0.000011577829, -0.000001499796, 0.000006241528, 0.000010446644, 0.000011082671, 0.000009028299, 0.000005624677, 0.000002193095, -0.000000336078, -0.000001594590, -0.000001733371, -0.000001219977, -0.000000573985, -0.000000144536, -0.000000005744, }; 187s ### executing ./fon/resample96_8.praat: 188s static double filter_12 [400] = { 0.000000002892, 0.000000077031, 0.000000345175, 0.000000898657, 0.000001773797, 0.000002937373, 0.000004280321, 0.000005620906, 0.000006717707, 0.000007291788, 0.000007056415, 0.000005751845, 0.000003182011, -0.000000750502, -0.000006014940, -0.000012431852, -0.000019664574, -0.000027224884, -0.000034493938, -0.000040758285, -0.000045259460, -0.000047254296, -0.000046081917, -0.000041232449, -0.000032411830, -0.000019596929, -0.000003075413, 0.000016534506, 0.000038288143, 0.000060944426, 0.000083022334, 0.000102882066, 0.000118827257, 0.000129222643, 0.000132619930, 0.000127883364, 0.000114305786, 0.000091705837, 0.000060497586, 0.000021725031, -0.000022944124, -0.000071268665, -0.000120528392, -0.000167660299, -0.000209430605, -0.000242633890, -0.000264308056, -0.000271951848, -0.000263730506, -0.000238654799, -0.000196719375, -0.000138988055, -0.000067616298, 0.000014195464, 0.000102319825, 0.000191889385, 0.000277545706, 0.000353738677, 0.000415060658, 0.000456596455, 0.000474267847, 0.000465150344, 0.000427740114, 0.000362150768, 0.000270222825, 0.000155533116, 0.000023296885, -0.000119838314, -0.000266101111, -0.000406994573, -0.000533765219, -0.000637918207, -0.000711749736, -0.000748864932, -0.000744648445, -0.000696656041, -0.000604898422, -0.000471993531, -0.000303170261, -0.000106114647, 0.000109341274, 0.000331678135, 0.000548276100, 0.000746101753, 0.000912459183, 0.001035763654, 0.001106292608, 0.001116867681, 0.001063423138, 0.000945420559, 0.000766076772, 0.000532381468, 0.000254892307, -0.000052691999, -0.000374166904, -0.000691638672, -0.000986483493, -0.001240399636, -0.001436495270, -0.001560349596, -0.001600983462, -0.001551677816, -0.001410584343, -0.001181082149, -0.000871847075, -0.000496615470, -0.000073641330, 0.000375136408, 0.000825181872, 0.001250654462, 0.001625839877, 0.001926643401, 0.002132061725, 0.002225546936, 0.002196178566, 0.002039566855, 0.001758422408, 0.001362743760, 0.000869594192, 0.000302461559, -0.000309781419, -0.000934275145, -0.001535865735, -0.002079008761, -0.002529784871, -0.002857917127, -0.003038674927, -0.003054550672, -0.002896603235, -0.002565376523, -0.002071321491, -0.001434674956, -0.000684777248, 0.000141158317, 0.000999779636, 0.001843758823, 0.002624281719, 0.003293738728, 0.003808474993, 0.004131448333, 0.004234641797, 0.004101084643, 0.003726350865, 0.003119427613, 0.002302876050, 0.001312242858, 0.000194720128, -0.000992907368, -0.002186947659, -0.003320001759, -0.004324527141, -0.005136586580, -0.005699586490, -0.005967800739, -0.005909478457, -0.005509347771, -0.004770351461, -0.003714484240, -0.002382643425, -0.000833453086, 0.000858925829, 0.002607933129, 0.004318576090, 0.005892058340, 0.007230862577, 0.008244046595, 0.008852491075, 0.008993829217, 0.008626793419, 0.007734732955, 0.006328088498, 0.004445653122, 0.002154503221, -0.000451455782, -0.003254317892, -0.006116300439, -0.008885018791, -0.011399706482, -0.013498122932, 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0.000021725031, 0.000060497586, 0.000091705837, 0.000114305786, 0.000127883364, 0.000132619930, 0.000129222643, 0.000118827257, 0.000102882066, 0.000083022334, 0.000060944426, 0.000038288143, 0.000016534506, -0.000003075413, -0.000019596929, -0.000032411830, -0.000041232449, -0.000046081917, -0.000047254296, -0.000045259460, -0.000040758285, -0.000034493938, -0.000027224884, -0.000019664574, -0.000012431852, -0.000006014940, -0.000000750502, 0.000003182011, 0.000005751845, 0.000007056415, 0.000007291788, 0.000006717707, 0.000005620906, 0.000004280321, 0.000002937373, 0.000001773797, 0.000000898657, 0.000000345175, 0.000000077031, 0.000000002892, }; 188s ### executing ./fon/resamplingDepth.praat: 193s ### executing ./fon/soundFiles.praat: 193s Sound files... 193s Testing WAV files... 193s 1 channels: 0.0004 seconds 193s 2 channels: 0.0003 seconds 193s 3 channels: 0.0003 seconds 193s 4 channels: 0.0003 seconds 193s 5 channels: 0.0011 seconds 193s 6 channels: 0.0012 seconds 193s 7 channels: 0.0012 seconds 193s 8 channels: 0.0012 seconds 193s Testing WAV files... 193s 1 channels: 0.0004 seconds 193s 2 channels: 0.0004 seconds 194s 3 channels: 0.0004 seconds 194s 4 channels: 0.0004 seconds 194s 5 channels: 0.0012 seconds 194s 6 channels: 0.0012 seconds 194s 7 channels: 0.0012 seconds 194s 8 channels: 0.0012 seconds 194s Testing AIFF files... 194s 1 channels: 0.0004 seconds 194s 2 channels: 0.0005 seconds 194s 3 channels: 0.0004 seconds 194s 4 channels: 0.0004 seconds 194s 5 channels: 0.0011 seconds 194s 6 channels: 0.0012 seconds 194s 7 channels: 0.0012 seconds 194s 8 channels: 0.0011 seconds 194s Testing AIFC files... 194s 1 channels: 0.0004 seconds 194s 2 channels: 0.0004 seconds 194s 3 channels: 0.0004 seconds 194s 4 channels: 0.0004 seconds 194s 5 channels: 0.0011 seconds 194s 6 channels: 0.0012 seconds 194s 7 channels: 0.0016 seconds 194s 8 channels: 0.0012 seconds 194s Testing NeXT/Sun files... 194s 1 channels: 0.0004 seconds 194s 2 channels: 0.0004 seconds 194s 3 channels: 0.0004 seconds 194s 4 channels: 0.0005 seconds 194s 5 channels: 0.0012 seconds 194s 6 channels: 0.0011 seconds 194s 7 channels: 0.0011 seconds 194s 8 channels: 0.0011 seconds 194s Testing NIST files... 194s 1 channels: 0.0004 seconds 194s 2 channels: 0.0004 seconds 194s 3 channels: 0.0003 seconds 194s 4 channels: 0.0003 seconds 194s 5 channels: 0.0012 seconds 194s 6 channels: 0.0012 seconds 194s 7 channels: 0.0012 seconds 194s 8 channels: 0.0011 seconds 194s Testing Kay sound files... 194s 1 channels: 0.0025 seconds 195s 2 channels: 0.0025 seconds 195s 3 channels: 0.0024 seconds 195s 4 channels: 0.0025 seconds 195s 5 channels: 0.0025 seconds 195s 6 channels: 0.0025 seconds 195s 7 channels: 0.0031 seconds 195s 8 channels: 0.0025 seconds 195s Testing FLAC files... 195s 1 channels: 0.0016 seconds 195s 2 channels: 0.0013 seconds 195s 3 channels: 0.0013 seconds 195s 4 channels: 0.0013 seconds 195s 5 channels: 0.0013 seconds 195s 6 channels: 0.0013 seconds 195s 7 channels: 0.0013 seconds 195s 8 channels: 0.0013 seconds 195s Testing WAV files... 195s 1 channels: 0.0022 seconds 195s 2 channels: 0.0022 seconds 196s 3 channels: 0.0021 seconds 196s 4 channels: 0.0022 seconds 196s 5 channels: 0.0180 seconds 197s 6 channels: 0.0133 seconds 197s 7 channels: 0.0186 seconds 197s 8 channels: 0.0212 seconds 197s Testing WAV files... 198s 1 channels: 0.0022 seconds 198s 2 channels: 0.0022 seconds 198s 3 channels: 0.0020 seconds 198s 4 channels: 0.0022 seconds 199s 5 channels: 0.0103 seconds 199s 6 channels: 0.0117 seconds 199s 7 channels: 0.0122 seconds 199s 8 channels: 0.0118 seconds 199s Testing 24-bit WAV files... 199s 1 channels: 0.0004 seconds 199s 2 channels: 0.0005 seconds 199s 3 channels: 0.0013 seconds 200s 4 channels: 0.0015 seconds 200s 5 channels: 0.0012 seconds 200s 6 channels: 0.0012 seconds 200s 7 channels: 0.0012 seconds 200s 8 channels: 0.0012 seconds 200s Testing 32-bit WAV files... 200s 1 channels: 0.0004 seconds 200s 2 channels: 0.0004 seconds 200s 3 channels: 0.0012 seconds 200s 4 channels: 0.0012 seconds 200s 5 channels: 0.0012 seconds 200s 6 channels: 0.0012 seconds 200s 7 channels: 0.0011 seconds 200s 8 channels: 0.0011 seconds 200s Testing 32-bit WAV files... 200s 1 channels: 0.0005 seconds 200s 2 channels: 0.0005 seconds 200s 3 channels: 0.0014 seconds 200s 4 channels: 0.0012 seconds 200s 5 channels: 0.0013 seconds 200s 6 channels: 0.0015 seconds 200s 7 channels: 0.0012 seconds 200s 8 channels: 0.0012 seconds 200s Optimized: 200s Portable: 200s OK 200s ### executing ./fon/stereoFormula.praat: 200s Stereo formulas 200s -0.23965461029823842 200s -0.723470691998612 200s 0.24416147140213518 200s -0.23965461029823842 -0.23965461029823842 200s -0.23965461029823842 -0.23965461029823842 200s -0.723470691998612 -0.723470691998612 200s 0.24416147140213518 0.24416147140213518 200s 0.01093665932276816 200s -0.42345794565325345 200s by hand: -0.42345794565325345 200s 0.4453312642987898 200s 0.01093665932276816 0.01093665932276816 200s 0.01093665932276816 0.01093665932276816 200s -0.42345794565325345 -0.42345794565325345 200s 0.4453312642987898 0.4453312642987898 200s OK 200s ### executing ./fon/texio.praat: 200s texio 200s OK 200s ### executing ./fon/textioSpeed.praat: 200s Text I/O speed: 212s writing: 11.482 seconds 216s reading: 3.702 seconds 216s OK 216s ### executing ./gram/DBN.praat: 216s Training a DBN with a three-peaked distribution 216s Trained in 0.02359485626220703 seconds 216s -0.04707116589319693 -0.04261162690707576 -0.02851958826190792 -0.07725763128021684 -0.057031567627915905 -0.04453481277038213 -0.02611849328459224 -0.04651203329612149 -0.04541398547218195 -0.008071108964278019 -0.04611063760133601 -0.025468559531800904 -0.0053242719968509935 0.005938904978457285 -0.015894011720247365 -0.05021723590614526 -0.026264169772039526 -0.025269613801937124 -0.006614504374675187 -0.06357568407776547 216s -0.061989575355908315 -0.024667963000038925 -0.021231920384103094 -0.09639125590066196 -0.04792518789676358 -0.05666110087721421 -0.017726100156779126 -0.0380258631877857 -0.045866652451748036 -0.009589487817968796 -0.02722585954493335 -0.024269820540623002 -0.0012010830841076257 0.022695917591909587 -0.010163653438834696 -0.04938850954467505 -0.012047704920747384 -0.02357228673796267 -0.007651062333504803 -0.0798823790405357 216s -0.09183432445768801 0.014919938202307793 -0.006502514661773329 -0.13372355611332767 -0.023919664380348944 -0.08443186596218023 9.123722817950294e-05 -0.010464701778076171 -0.0334898021689575 -0.01654151716331748 0.010906988449374178 -0.02501205046056489 -0.00017012882581295276 0.04560851260598981 0.007664396367360361 -0.04298998141318949 0.017979283201108084 -0.014134111672699989 -0.019618396014460495 -0.1075931460102271 216s -0.14114829790761926 0.0859177581871746 0.013484963484782567 -0.19311267803676338 0.025890904571729705 -0.1360861980819933 0.0324299900292136 0.05340827209376654 0.006487026888306823 -0.03374521022642655 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-0.18025290331462385 -0.21660951006546095 216s -0.32163038462041726 0.4090530983775546 -0.04029929815713132 -0.3816419295714867 0.2729822901699314 -0.3674745739098676 0.20741642544732092 0.35943380368069755 0.25185565909216806 -0.13153250338165062 0.3707166956372587 -0.11156936423979583 -0.13003059484706536 -0.10821623412453782 0.2848552824071397 0.1975508545495073 0.2932600392147177 0.28155159842404354 -0.2354981994883605 -0.2286169959834375 216s -0.33291034717572476 0.4498055065202929 -0.10870260912557239 -0.37233159685038575 0.29251174974851407 -0.37468028400913106 0.24582120544552064 0.32608309475711617 0.2774426338653419 -0.14214991635360097 0.42648785683141655 -0.12270786532399335 -0.15278414221414063 -0.19318491050084582 0.3304674902958149 0.253986359335647 0.3142235232251091 0.33642696062973554 -0.24925603479739195 -0.2158100910252306 216s -0.3067092441313487 0.40645965060645367 -0.1648812482844721 -0.30605878833135847 0.2516565618450512 -0.3081324886972525 0.2511642296320535 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0.1248550667194814 0.1593181179228214 0.06270486572834644 -0.045619467980733956 -0.061345066328645094 216s -0.13047122785332463 -0.058754259480941255 -0.2596712233066712 0.09858809587306802 0.07485638245669683 0.13672639637767026 0.24002615703050373 -0.27336640180017446 0.1341479920930112 -0.06106276049975731 0.11036841648128516 -0.10613699679757727 -0.08244193016882599 0.0003682534508127038 0.13057858731104083 0.07628823936213243 0.11944604158329307 -0.09992678748852776 0.05696879908890037 0.01743123158248661 216s -0.024592873791018644 -0.21090211245659868 -0.2924608877378371 0.24182891520220953 0.10488908910922391 0.2772149168305748 0.3027286743084239 -0.3301085521471963 0.1786946997844533 -0.08373631390206973 -0.04284568731338465 -0.16706188593626364 -0.11733592685937479 0.13333979449677888 0.040857551389744805 0.08431998122423769 0.09046491409987613 -0.24529420982362493 0.16107106224440212 0.10996995081331663 216s 0.11490143969894742 -0.3295893303925865 -0.2656421819968293 0.3535996011030411 0.19075100056612487 0.37600481249604245 0.3596223947526498 -0.3779033701472406 0.2555216259249946 -0.13177107010573058 -0.19860631923219121 -0.2451479035426655 -0.18423603490694787 0.252371530962473 -0.05572503708891582 0.1490669194089889 0.05463322605198056 -0.341939061897908 0.2575403425890634 0.20353866392350195 216s 0.2449214267179208 -0.41255239657507825 -0.13707663439892237 0.4002802766741482 0.30490702695080835 0.41460595083685686 0.3309062686662864 -0.41917621635892194 0.3189959992757528 -0.17866136192013665 -0.3262658305197236 -0.29439567242163933 -0.26383137347508046 0.3380987432186265 -0.14368542514356988 0.24036161986604454 0.008244175585633891 -0.3481994747238759 0.3326379023085613 0.2667954620427532 216s 0.30940307751835505 -0.45536651066686495 0.060696300597539055 0.36190481689079906 0.40238376827721034 0.3890538756438796 0.17306809428231096 -0.4299401262024442 0.3128666226567485 -0.19247217951988746 -0.3984348848794272 -0.2634511355612885 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-0.27667758065562836 0.29934841949969687 0.06509367330072308 0.20235851065207971 0.1845722029865685 -0.3557496775226368 -0.05776200865802775 -0.13584077367166683 0.0058154622901989104 -0.40057576947641926 0.20353413667961603 -0.04395401231568555 0.28005773701258263 -0.10310189978085472 0.08667125876155951 -0.07455920846688663 0.43370787596645355 0.39254834033273756 0.08017234685871455 216s 0.12173338900819451 -0.10170798246227085 0.2675280937726576 0.05970151345342691 -0.017471358390251872 0.18286060280489919 -0.3451827968615009 0.16032771879034913 -0.2613285022142506 0.10720959765920818 -0.3795751022826446 0.30426159147572873 0.14694507940990975 0.1648878509339035 -0.07358410313468453 -0.09171630234616829 -0.08476486766869062 0.5325588101285798 0.34850298857703876 0.07008086969637045 216s 0.15628596876690237 0.10513340068014249 0.25164509953809805 0.12056050475745592 -0.2248505732760463 0.21770617611403947 -0.29230462936226315 0.3387497260452957 -0.32572280791878044 0.2030105248274332 -0.29104296015996023 0.3467241881588213 0.30170642517515134 -0.0021431039446012674 -0.08016526905193672 -0.23581291067718 -0.11156938636267182 0.4888646591635335 0.2190161890278895 0.10875178908646939 216s 0.2259726366982978 0.28248590627793657 0.24722156383100574 0.2155570472378169 -0.36619158868714996 0.23966749577326982 -0.24027486275152282 0.43321532753883724 -0.3380687365702687 0.2746377665678554 -0.0980485916291216 0.35339534959165747 0.3916399911398541 -0.180789586835494 -0.11055891263603501 -0.30339412711631786 -0.14790906628719713 0.2860117140307294 0.0029538098012267954 0.1753128881773674 216s 0.29008622975704634 0.36481682290622375 0.229745460523246 0.29685368964332404 -0.42257625560083234 0.1971700525605465 -0.19844899723902348 0.4381705216803124 -0.309423060378865 0.30737889534128665 0.15307685887108782 0.33865740046338283 0.41626319813750007 -0.3049865411784514 -0.1361204935429807 -0.29404437407151035 -0.17590101833554198 -0.01963513999098248 -0.22475750435987704 0.23401838826966412 216s 0.3101814549384101 0.3318989936701839 0.184168622852478 0.3225263093200949 -0.40364814657101283 0.08508636704986396 -0.1603771468014133 0.37583928298325275 -0.2512775578867202 0.29731024378607546 0.3472653367591382 0.30219455732194744 0.387797651923002 -0.3334753290457054 -0.13627027732669972 -0.23977191606648446 -0.1803562118154508 -0.2966109218438221 -0.36289650346405017 0.24968885012926542 216s 0.27175771385469016 0.22263968773952467 0.11705769401277565 0.278942111382745 -0.3346182110615557 -0.04421020702289307 -0.12266624729436229 0.27541487996628167 -0.17980963954634469 0.25101416486399225 0.39873255786787065 0.24048619193779297 0.3211724325373021 -0.2787793371803212 -0.11238403838754651 -0.17659756181971467 -0.15904513351983626 -0.42845317076140377 -0.3673019292008057 0.2083281022998491 216s 0.1911820127859601 0.10055449813367451 0.050515863850467885 0.1872186057010295 -0.24769093542283657 -0.12724668722027918 -0.08916307265862847 0.16455623926721072 -0.11357149581563705 0.18351170723670396 0.3192300607867194 0.16153184467974524 0.23369402719837612 -0.18817511088671168 -0.07895821737166185 -0.12542726200871732 -0.12232729225006324 -0.39977642911918576 -0.27577343825335926 0.12746526448995021 216s 0.10154635796577605 0.010584432736051665 0.004220674686739888 0.08673749053243263 -0.17098285622460543 -0.14252028248762263 -0.06446735071121158 0.0677809589549257 -0.06628495017252611 0.11392905152720659 0.18633381822864706 0.08493669387140779 0.14532167229726364 -0.10556657641946418 -0.04899797215787238 -0.09125898354096053 -0.08513973798713263 -0.2835016171521994 -0.16135709262927564 0.04331367392972112 216s 0.030585480004150078 -0.03658795314906729 -0.018332927795149362 0.009112789836193598 -0.11781148700032963 -0.11464626966167521 -0.04869622514322381 0.0009641498851796834 -0.04160475037272074 0.057897517651605515 0.07006607939261832 0.027835217857445423 0.07376908672036553 -0.050795994326992264 -0.028797412632139606 -0.07099110273333181 -0.05804601017687228 -0.16407630075457136 -0.07584450023964834 -0.015675502681696984 216s -0.011715222629264888 -0.05298672415587372 -0.02628491219764285 -0.03599799590351106 -0.08696645770536801 -0.07928220103534925 -0.03922322562532602 -0.03405416125411404 -0.03403423095589566 0.02173517356467875 -0.002728538635304531 -0.005253009276896723 0.027434420319551137 -0.02261577873662313 -0.0189094460368659 -0.05996577086139693 -0.04317284059455135 -0.08433228012231986 -0.031160962203026957 -0.04398064970789921 216s -0.03062309928585557 -0.055098210339955794 -0.029068595599367295 -0.05610594923511637 -0.07128279300748357 -0.05540676031630638 -0.033928906500626896 -0.04679104022943738 -0.03473380767161481 0.0028491904257048994 -0.038025336606037324 -0.020162941291751748 0.0036126000966708567 -0.011144902730374604 -0.016131189200881493 -0.054510152344560706 -0.03686271667434746 -0.04522463323772829 -0.014752534968037915 -0.05240103548837122 216s 216s Test pattern #1: 216s Energy in reflection: 1.244526315313876 216s Test pattern #2: 216s Energy in reflection: 1.2332298699635016 216s Test pattern #3: 216s Energy in reflection: 1.24608310101379 216s Test pattern #4: 216s Energy in reflection: 1.2145577864971286 216s Test pattern #5: 216s Energy in reflection: 1.2400172596949781 216s Test pattern #6: 216s Energy in reflection: 1.1181175899037659 216s Test pattern #7: 216s Energy in reflection: 1.2460213636861144 216s Test pattern #8: 216s Energy in reflection: 1.185706616777805 216s Test pattern #9: 216s Energy in reflection: 1.2450245342255881 216s Test pattern #10: 216s Energy in reflection: 1.2117092405680228 216s Test pattern #11: 216s Energy in reflection: 1.236655125033292 216s Test pattern #12: 216s Energy in reflection: 1.2378509067720609 216s Test pattern #13: 216s Energy in reflection: 1.2462116872118438 216s Test pattern #14: 216s Energy in reflection: 1.2048119464912672 216s Test pattern #15: 216s Energy in reflection: 1.1768126737856117 216s ### executing ./gram/OTGrammar.praat: 216s ### executing ./kar/MacRoman.praat: 216s MacRoman 216s OK 216s ### executing ./kar/cjk.praat: 216s ### executing ./kar/unicode.praat: 216s Unicode 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s OK 216s ### executing ./kar/unicode16.praat: 216s Unicode 216s 19 kanweg_abcåbçéü.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 19 kanweg_abcåbçéü.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 19 kanweg_abcåbçéü.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s 19 kanweg_abcåbçéü.txt 216s 21 kanweg_abcåbçéü𝄐𝄑.txt 216s OK 216s ### executing ./melder/VEC.cpp.praat: 216s melder/VEC.cpp.praat OK 216s ### executing ./melder/melder_ftoa.cpp.praat: 216s melder/melder_ftoa.cpp.praat OK 216s ### executing ./num/alloc.praat: 216s alloc versus zero 216s 1 0.0580011118 0.0456066694 1.04794723 0.0920083973 0.0602747663 217s 2 0.117229733 0.0733758675 1.43463675 0.186246303 0.197506345 217s 3 0.186832828 0.0971240843 1.04040869 0.154854205 0.152403749 217s 4 0.132221501 0.119873562 1.09391894 0.201688017 0.207117941 218s 5 0.165826026 0.149417159 1.14432761 0.265017787 0.417509855 218s 6 0.381220501 0.322128191 1.83029426 0.602145159 0.586222162 218s 7 0.453325415 0.39315568 1.79789221 0.662795541 0.63132031 218s 8 0.497456443 0.431877098 1.84365011 0.711320953 0.634817696 218s 9 0.50008985 0.391434932 1.68364787 0.853559002 0.85035755 218s 10 0.591446782 0.541556896 1.88592806 0.954682933 0.829192416 218s 11 0.6653711 0.581105019 1.80322434 1.04862738 0.878939607 218s 12 0.681003787 0.643386713 1.85244339 1.11024997 0.997716959 218s 13 0.77469936 0.519849263 1.21743289 0.864750594 1.05927361 218s 14 0.817697938 0.517584753 1.7838975 1.10957377 1.11027869 218s 15 0.823622937 0.770982649 1.85967004 1.39623828 1.17781017 218s 16 0.797760195 0.731339297 1.8759746 1.37100121 1.29947145 218s 17 0.978605204 0.893240886 1.9325018 1.41113007 1.41179505 218s 18 1.03816732 0.938973294 1.89196617 1.62506773 1.45383009 218s 19 1.11063093 0.930866374 1.84803389 1.68825379 1.55997237 218s 20 1.1584555 1.00880391 1.92593627 1.65894237 1.56708537 218s 21 1.22909884 1.09403198 1.90424944 1.86454759 1.74551575 219s 22 1.29055379 1.10098168 1.86920086 1.91075569 1.03422508 219s 23 1.31379738 1.05498356 1.79873837 1.92205028 1.43891664 219s 24 1.39884515 1.22161627 1.89461437 1.88898275 1.85571953 219s 25 1.40682364 1.2665491 1.42194257 1.80991801 1.57479312 219s 26 0.870349195 0.637189488 1.64295499 2.18669507 2.20961954 219s 27 1.63533211 1.39786696 1.8138297 2.14147851 1.72505544 219s 28 0.870763564 0.806610499 1.78640229 1.99102532 2.37005929 219s 29 1.76119961 1.46387577 1.93687226 2.5481755 2.40168167 219s 30 1.83293266 1.55523001 1.99814197 2.35014277 2.48521645 219s 31 1.83197013 1.61667268 1.85260407 2.55780925 2.51080252 219s 32 1.80602136 1.60725935 1.91442056 2.54616888 2.60434896 219s 33 1.908582 1.70798542 2.00109724 2.77657871 2.71335218 219s 34 1.93579858 1.75574313 1.98405618 2.71809654 2.67152533 219s 35 1.95647906 1.7507617 1.85211508 2.64891992 2.73101954 219s 36 2.11640542 1.8767248 1.96933621 2.79228564 2.94253701 219s 37 1.98115337 1.81595004 2.03015479 2.70442956 2.79508184 219s 38 2.21943578 1.70839874 2.04042116 2.22214026 2.97741871 219s 39 2.2288765 1.62010885 1.8074983 2.39537396 3.02771949 219s 40 2.26047103 2.06311067 2.05764521 3.02401154 3.2428514 219s 41 2.36138748 2.11331509 2.00434696 3.18642897 3.20370948 219s 42 2.43528991 2.13103333 2.01619949 3.22837116 3.38140907 219s 43 2.46086686 2.2102026 2.03094203 3.40446549 3.47210388 219s 44 2.43528455 2.21486538 1.91179661 3.25214436 3.23883442 219s 45 1.94387533 2.01069022 1.95092786 3.03626741 3.13100911 219s 46 2.45826874 2.13352568 2.05060043 3.21156059 3.22167457 219s 47 2.46519638 1.3839328 1.38260981 1.8002769 1.886174 219s 48 1.38819663 1.18339229 1.42852672 1.98096504 2.71721773 219s 49 2.44579334 2.45596147 1.5297024 1.80952198 1.87933103 219s 50 1.54191015 1.43023392 1.43072179 1.90901825 2.00186331 219s 51 2.87260788 2.59227118 1.90493904 1.95976767 2.05270629 219s 52 1.73246134 1.5727797 1.44034646 1.94360005 2.23361854 219s 53 1.68027343 1.42223002 1.3330892 1.88618004 1.99633439 219s 54 1.6169236 1.42808982 1.81296728 2.06128357 2.01950012 219s 55 1.57917914 1.39266853 1.45832892 2.01319948 2.15048185 219s 56 1.65058201 1.41627349 1.452167 2.0014764 2.2517281 219s 57 1.68141501 1.41079372 1.45528946 2.03913158 2.25257236 219s 58 1.6551378 1.44540792 1.4093225 2.00042195 2.20705362 220s 59 1.64552984 1.38957428 1.39224955 2.00770236 2.27777289 220s 60 1.69213185 1.49385163 1.42396443 2.04819183 2.28696141 220s 61 1.77837316 1.51385732 1.4044646 2.10303505 2.39838352 220s 62 1.80175077 1.49236634 1.38957581 2.04699639 2.37193667 220s 63 1.84235255 1.59104006 1.47520393 2.17761269 2.4496553 220s 64 1.75987245 1.50430529 1.466181 2.14817106 2.3783975 220s 65 1.79235922 1.54168191 1.51320435 2.17017634 2.45985561 220s 66 3.35517143 2.97573594 1.52859062 2.18441738 2.46086588 220s 67 1.83975939 1.58958669 1.62480958 4.37360109 3.40555655 220s 68 1.87629977 1.65317903 1.47012987 2.19297318 2.5466184 220s 69 1.93821094 1.60737659 1.47670615 4.42949465 5.22783059 220s 70 1.94667215 2.08422769 1.57775346 2.32049782 2.69106878 220s 71 2.68486871 2.82520672 1.63507793 2.53723423 3.71407235 220s 72 2.093684 1.82241024 1.68736258 3.15382898 3.8911561 220s 73 2.05885273 2.32951667 1.50327758 2.39018394 2.7485549 220s 74 3.82064111 2.40017156 1.5278111 3.13615957 2.90383537 220s 75 2.14805568 1.8883007 1.8115551 3.00730875 4.2663956 220s 76 2.14420214 2.45494516 1.47296709 2.35131394 2.78227118 220s 77 3.16622617 2.74909865 1.49823176 2.82330358 3.51988906 220s 78 2.18932029 1.95848889 1.65090916 4.82936074 3.23185376 220s 79 2.40443406 1.88719675 1.60375283 3.55991748 3.3054573 220s 80 2.16469034 2.867116 1.78678708 2.48934892 2.89023153 220s 81 2.61081678 1.92627774 1.4433163 3.04285923 5.65952929 220s 82 2.73190676 2.201846 1.58502625 2.47963136 2.89481431 220s 83 2.20611809 2.38378613 1.75213957 2.93675375 2.99762129 220s 84 3.06846308 1.85218909 1.43008019 2.59322505 3.89984397 220s 85 2.45596786 1.91564371 1.60148984 2.55703341 2.84186049 220s 86 2.29322115 2.52562262 1.7767194 2.87005713 3.1147345 220s 87 2.98525602 2.03665374 1.42662745 2.67117864 6.07075511 220s 88 3.93941071 3.50283162 1.34243073 2.57523827 3.1927309 220s 89 2.36058276 2.10789197 1.71482213 2.96898382 4.61976368 220s 90 2.36112351 2.81307834 1.46305979 2.55531851 3.19541353 220s 91 2.66728128 4.14251833 1.64637298 2.59115327 3.5950114 220s 92 3.03186268 2.07401416 1.38800676 2.91107637 6.5823585 220s 93 4.37815199 3.47697058 1.62379776 2.6158598 3.31536606 220s 94 2.4160515 2.0832789 1.45331442 2.61292388 4.39006219 220s 95 2.85831928 2.17219831 1.48744511 2.78764968 3.26531546 220s 96 2.41036559 2.21872469 1.51757622 2.76357459 3.56201882 220s 97 3.32061763 2.26216068 1.51106824 2.82499638 3.36727049 220s 98 2.39837057 2.34029151 1.51363062 2.80403159 3.32667389 220s 99 2.62127355 2.37596998 1.39396451 2.86222179 3.33357161 220s 100 2.54215649 2.29259579 1.68615236 4.26250407 5.95443498 220s 100 3.76204503 4.05677919 1.44347455 2.77474464 3.48740667 221s 200 2.46767312 2.25245905 1.66884335 2.30051777 2.54756074 221s 300 3.37105132 3.31640868 1.7157253 3.12003426 3.64433231 221s 400 4.30538288 4.02794968 1.71112272 3.5903989 4.52118573 221s 500 3.26710079 3.15788586 1.20564086 3.09291645 4.44783033 221s 600 5.00852189 3.01823275 1.16584746 4.62469537 6.50758142 221s 700 6.04336352 5.61308122 1.57105719 3.16058349 5.82351331 221s 800 6.5331838 5.80687249 1.727971 4.35138915 5.17176819 221s 900 4.94198428 4.61465734 1.47711289 3.56412479 4.76566533 221s 1000 4.9666122 5.18647706 1.89324907 4.67801026 7.38824027 221s 1100 7.30769223 7.18623127 1.77586576 4.78426257 7.76357751 221s 1200 7.72543052 7.22255248 1.77657414 4.84983375 7.82342143 221s 1300 7.96607071 7.72827755 1.76535745 5.07457499 8.38827246 221s 1400 8.02487693 8.02180697 1.77771213 5.00393829 8.61150038 221s 1500 6.9712177 7.75209717 1.95146088 5.63391264 9.70806613 221s 1600 3.84798532 4.90332476 1.13218809 3.36783684 5.06252746 221s 1700 4.84693441 5.45532303 1.28758553 4.44850694 6.84408019 221s 1800 7.17885068 6.75670142 1.42151123 4.43234472 7.18992726 221s 1900 7.48692997 6.98796763 1.41910951 4.5873107 6.69568674 221s 2000 6.74976505 6.44880689 1.43145422 4.48157282 7.10417344 221s 2100 7.19668283 6.8915482 1.43839853 4.43054103 7.0502809 221s 2200 7.30514644 6.84157352 1.42950595 4.52805503 7.15924303 221s 2300 7.1293898 7.11487459 1.40882453 4.03648771 7.29813276 221s 2400 6.98240578 7.04575422 1.39741183 4.71883978 7.54657713 221s 2500 7.79320699 7.44066702 1.41470049 4.69161521 7.08377639 221s 2600 7.0966772 6.68814579 1.31206164 4.49099071 7.15234691 221s 2700 6.74414134 6.7648122 1.33546928 4.40309437 6.97290835 221s 2800 7.03894039 6.91932137 1.3663704 4.72540922 7.20460519 221s 2900 6.98878263 6.61300608 1.36923554 4.5532173 6.95632519 221s 3000 6.7917159 7.34352052 1.34294552 4.5536206 7.36415201 221s 3100 7.23099745 7.52828622 1.42366246 4.77754976 7.89392964 221s 3200 7.88254839 6.80120642 1.43101467 4.71482014 8.01204202 221s 3300 7.85665899 7.62524467 1.41370072 4.86078416 8.16248457 221s 3400 7.89097336 7.60067478 1.39541268 4.75785858 7.36962281 221s 3500 7.198926 7.33105101 1.41984979 4.57720647 6.88911676 221s 3600 7.91156527 7.32040781 1.35345199 4.63585362 7.66288303 221s 3700 7.37592521 7.06761079 1.40377406 4.83423274 7.87310079 221s 3800 7.71693274 7.4088008 1.36819513 4.89366467 7.59257877 221s 3900 7.46154817 7.34396118 1.40436505 4.94183602 7.72827755 221s 4000 7.48581831 7.15507335 1.391561 4.94436402 7.80771407 221s 4100 7.47640295 7.1758119 1.39650465 4.98782502 8.13314341 221s 4200 7.78430427 7.44958472 1.43701202 5.1030018 7.98291371 221s 4300 7.51344817 7.7025265 1.45675019 4.9078364 7.96288535 221s 4400 7.44753432 7.56169851 1.42443329 4.72659432 7.93971184 221s 4500 7.57155546 7.23707432 1.38709594 4.84450106 7.64331068 221s 4600 7.77692894 7.43886159 1.4218756 4.98400189 7.85414461 221s 4700 7.81256524 7.76769871 1.4385713 4.98336554 7.97300583 221s 4800 7.90356749 7.67502363 1.43982452 4.98292884 7.75019943 221s 4900 7.67599099 6.88557444 1.43097931 4.95055647 7.228666 221s 5000 7.68046878 7.59287473 1.41589441 4.88220696 7.95732119 221s 5100 7.27255209 7.55020039 1.41227685 4.67405382 7.6633637 221s 5200 7.49890261 7.83365003 1.4232367 4.95760783 7.7183221 221s 5300 8.06413232 7.56776605 1.34721799 5.05125589 7.65202116 221s 5400 7.79251788 7.75360573 1.43810875 4.78636216 7.80267005 221s 5500 7.92195801 7.75209717 1.42794844 4.80894917 7.92345469 221s 5600 7.37878613 7.31442128 1.41896852 4.94005689 7.90315981 221s 5700 7.54476656 7.64100083 1.44774081 4.84896075 7.80744974 221s 5800 7.61293965 7.82019104 1.39311359 5.08791515 7.94011446 221s 5900 7.88125414 7.73867284 1.43612164 5.08989689 8.22452242 221s 6000 8.10952858 7.54612361 1.44723033 4.98173275 8.0380105 221s 6100 8.06737822 7.93607721 1.4598006 5.04441621 8.10323323 221s 6200 7.99686225 7.92579919 1.48862045 4.86927075 8.17623404 221s 6300 8.15222994 8.10966367 1.46913785 4.86542184 8.04741332 221s 6400 8.15116995 8.31277126 1.47972961 5.1466329 7.75469174 221s 6500 7.98523273 7.88611192 1.45279111 5.07755596 7.70780461 221s 6600 7.98075085 7.94145914 1.46383406 5.18211364 8.36768669 221s 6700 7.69461195 7.90198653 1.46299384 5.11940666 8.34054914 221s 6800 8.15051765 8.05190374 1.45784842 4.43195167 8.36183941 221s 6900 7.97547943 7.71148783 1.4243282 4.87390409 7.62178677 221s 7000 7.91808551 7.67880271 1.44858041 4.98114088 8.01342943 221s 7100 7.77050004 7.55488617 1.41879397 5.13088818 7.72042317 221s 7200 7.89977317 7.87750356 1.38050247 5.19665218 7.59213846 222s 7300 7.48243768 7.92674279 1.4482471 5.14756427 8.23347395 222s 7400 7.45857965 8.10282798 1.42244088 5.21543965 7.9643181 222s 7500 7.78402715 7.80430937 1.44590029 5.17749775 7.82177844 222s 7600 7.98892208 8.06112965 1.45548174 4.95600309 8.21114088 222s 7700 8.02765047 7.84732137 1.40342788 5.0985637 7.68617359 222s 7800 8.28553186 8.01325225 1.41895129 4.968767 7.87927152 222s 7900 8.09966706 7.92808342 1.43394947 4.97398564 8.10436524 222s 8000 8.123773 8.39700501 1.38838265 4.87993485 8.24028291 222s 8100 8.04832908 8.11689181 1.46632668 4.99329993 8.40660642 222s 8200 8.3152368 8.22550989 1.45736318 5.18365776 8.18216704 222s 8300 8.04501319 8.22014488 1.46303601 5.03235907 8.10882545 222s 8400 7.40615841 7.67880271 1.46099811 4.99419449 7.73261947 222s 8500 7.82644442 7.27129081 1.48627256 5.2355473 7.56518636 222s 8600 7.94437429 8.05274135 1.46456965 4.87775151 7.85799001 222s 8700 7.19291835 7.41817429 1.42209141 4.61248857 7.79901806 222s 8800 7.38197504 7.46875993 1.44614811 4.97917328 7.66257643 222s 8900 8.01391898 8.04931071 1.43045145 5.14302665 8.20047148 222s 9000 8.02810982 7.65307403 1.44203988 5.11137668 7.98987344 222s 9100 7.9902091 7.7955072 1.42687163 4.90963527 7.64756327 222s 9200 7.13660254 7.65968381 1.42702888 4.89729229 7.52084173 222s 9300 7.86137125 7.97803543 1.43910201 4.91531523 7.81012372 222s 9400 7.03311368 7.88232545 1.41521998 4.87272694 7.71119125 222s 9500 7.46932897 7.31934244 1.38461631 4.7569081 7.9525468 222s 9600 7.6671294 7.61835632 1.38712676 4.99061751 6.90319441 222s 9700 8.13221255 8.06025991 1.45106449 5.13230756 8.04169857 222s 9800 7.96925732 7.88680639 1.43244603 4.98054915 8.06274284 222s 9900 7.41361953 7.54838835 1.32629726 4.94445245 8.04505001 222s 10000 8.1112048 7.98458785 1.44020328 4.8993155 8.17125268 222s 10000 7.80480834 8.04739831 1.44466779 4.99024866 8.13795887 222s 20000 8.55980408 8.59840918 1.441193 5.22329265 8.04431147 222s 30000 8.04398099 8.53730582 1.45900264 5.20058297 8.96280149 222s 40000 8.24028291 9.04919957 1.47484229 5.6443332 9.12996082 222s 50000 8.01970172 8.03506513 1.4930068 5.62314519 8.24838545 222s 60000 6.6574132 7.13253677 1.47137461 5.1396737 6.89588442 222s 70000 5.75212221 6.36218248 1.46157342 4.66085878 6.36024131 222s 80000 5.6043613 6.03410157 1.45711447 5.03457448 6.27138756 222s 90000 6.02806747 6.17919141 1.42225644 5.1267707 6.337129 222s 100000 6.105246 6.1212843 1.41250892 5.35124266 6.0306312 222s 110000 4.05108386 4.84240345 1.96106591 5.24751796 5.35512118 222s 120000 5.43100206 5.30816618 1.8802443 4.5152689 5.19463664 222s 130000 4.78850514 5.78201807 1.71181938 4.6280683 5.77557122 222s 140000 6.16098445 5.99186286 1.89153767 5.15344645 5.72212212 222s 150000 5.83934884 5.97892147 1.72770282 5.48238838 6.22916436 222s 160000 6.29082184 6.2221468 1.94527541 5.41552723 6.40509478 222s 170000 6.18543785 6.28508168 1.70764875 5.15916136 6.35559205 222s 180000 5.67495006 5.80506216 1.78534739 5.73055611 6.54224194 222s 190000 6.22404979 6.12741735 1.903262 5.64420097 6.36652689 222s 200000 6.39570601 6.33484972 1.76513088 5.64357374 6.35211873 222s 210000 6.413289 6.21868416 1.90081181 5.73455887 6.413289 222s 220000 6.52886943 6.18739526 1.88846687 5.70535993 6.46785196 222s 230000 6.34955863 6.33598084 1.82513492 5.46314587 6.27084906 222s 240000 6.21004384 6.36225549 1.87890155 5.81213229 6.38588138 222s 250000 5.80526505 6.52809961 1.88186648 5.62163785 6.53929529 222s 260000 6.27399296 6.19150209 1.83817084 5.73322129 6.34896944 222s 270000 6.0428464 5.98416123 1.71838488 5.76276949 6.37666975 222s 280000 6.41951885 6.40351756 1.9645452 5.81142078 6.57666867 222s 290000 6.14043615 6.12316219 1.51898323 5.77837606 6.04264136 222s 300000 6.01355678 6.37060595 1.96757058 5.90075453 6.45478153 222s 310000 6.07763595 5.5909024 1.86605802 5.71924339 6.5564916 222s 320000 6.32140621 6.28322194 1.9054541 5.69030302 6.33102491 222s 330000 6.2790881 6.18831738 1.7473325 5.4708313 6.25167263 222s 340000 6.09249226 5.86191884 1.37035148 5.19545696 6.10148089 222s 350000 4.70730408 6.00411616 1.36219318 5.07897927 5.89814596 222s 360000 4.96814951 6.06315212 1.36067802 5.15993354 6.20905192 222s 370000 6.34192477 6.38055382 1.88692682 5.71404568 6.34096504 222s 380000 6.23716489 6.36457127 1.81331657 5.64650818 6.27019572 222s 390000 6.18488566 6.26639044 1.87934118 5.54200623 6.34810059 222s 400000 6.31387024 6.37432219 1.86695629 5.72210641 6.01592656 222s 410000 5.8129509 6.33296783 1.88602803 5.77068671 6.4017297 222s 420000 6.44969383 6.30124053 1.85780992 5.71385935 6.47649882 222s 430000 6.28700615 6.3622188 1.78392752 5.5612906 6.27654207 222s 440000 6.10447492 5.79184918 1.91513503 5.83261927 6.44458138 222s 450000 6.51044365 6.42084577 1.8879517 5.60523888 6.11270567 222s 460000 6.31695925 6.4343301 1.89004882 5.73164191 6.374603 222s 470000 6.38559008 6.38953241 1.78716027 5.58523752 6.32027183 222s 480000 6.35300069 6.43010514 1.83893489 5.67117161 6.32108609 223s 490000 6.164394 6.1012586 1.86193963 5.40986828 6.14779827 223s 500000 6.13740708 6.24152381 1.60935615 5.42390275 6.42706712 223s 510000 6.1767182 6.01136012 1.85821168 5.70425344 6.46149535 223s 520000 6.48306063 6.33150856 1.81474594 5.74673742 6.4457495 223s 530000 4.52080671 6.24238068 1.67701845 5.44625836 6.21137227 223s 540000 6.32267911 6.06315212 1.78465395 5.83325724 6.22231912 223s 550000 6.20310869 6.25732514 1.88230325 5.77117576 6.35014675 223s 560000 6.1973885 6.21281688 1.84928557 5.52355431 6.52447289 223s 570000 6.37634229 6.24313453 1.75524965 4.64276968 6.38535833 223s 580000 5.87357441 6.15689109 1.37166957 5.17012595 6.23486167 223s 590000 6.01187819 6.20891168 1.78634017 5.4365275 6.3717782 223s 600000 6.05402472 6.27478859 1.82509829 5.81532617 6.40963362 223s 610000 6.13003999 6.51438686 1.86413511 5.71817391 6.45990327 223s 620000 6.08563634 6.57722031 1.92306784 5.55581462 6.33584524 223s 630000 6.32155866 6.43862456 1.93441546 5.68913059 6.46698855 223s 640000 6.39538094 6.4600222 1.83533062 5.80777707 6.34599187 223s 650000 5.98309642 6.4238869 1.87735684 5.70514286 6.53997505 223s 660000 6.30866144 6.59000311 1.94417125 5.89907794 6.41985306 223s 670000 6.39404705 6.50505481 1.92506589 5.61956457 6.44854475 223s 680000 6.19066265 6.33102491 1.83635826 5.35395201 6.45277538 223s 690000 6.0626929 5.68021543 1.37420217 5.13588245 6.08820085 223s 700000 1.75553853 6.20066061 1.397721 5.09787662 6.11942522 223s 710000 5.72447917 6.06508318 1.3792762 5.18614029 6.05627277 223s 720000 5.6156037 6.2137837 1.36670794 4.94940563 6.02589186 223s 730000 5.48339234 6.10302744 1.36478467 5.07832929 5.886416 223s 740000 5.43570046 5.97854563 1.80009835 5.54171192 6.58332591 223s 750000 6.35797015 6.58738144 1.93519137 5.48698028 6.61294696 223s 760000 6.25127825 6.54345863 1.90238826 5.55268974 6.53005413 223s 770000 6.0489104 6.23477622 1.86727868 5.66267811 6.40478747 223s 780000 6.18929299 6.41272222 1.88589544 5.54814661 6.43268646 223s 790000 6.00725214 6.61157332 1.82771785 5.76511555 6.59403017 223s 800000 6.25529259 6.7480004 1.95804894 4.78722131 6.36807186 223s 810000 6.46505469 6.55549685 1.9485081 5.75828176 6.75648573 223s 820000 6.108933 6.58665039 1.52910049 5.46575968 6.35344079 223s 830000 5.55300649 6.43885139 1.6181929 4.74557172 6.46776093 223s 840000 6.02352642 6.41008418 1.86118086 5.70855339 6.58433044 223s 850000 6.15164587 6.60214519 1.89123951 5.6794703 6.7498696 223s 860000 6.09307676 6.55295059 1.95786617 5.78566868 6.59104914 223s 870000 6.14411285 6.74726665 1.94814062 5.72032055 6.72916836 223s 880000 5.89700257 6.54958263 1.94281093 5.64999481 6.55169642 223s 890000 5.93042117 6.16642681 1.88462622 5.40790678 6.45226841 223s 900000 6.01617062 6.31537789 1.80466816 5.38987664 6.43477601 223s 910000 5.86661027 6.4626086 1.85814548 5.4525952 6.30878783 223s 920000 5.71668101 6.37495404 1.88012068 5.46102417 6.45493423 223s 930000 5.97900478 6.27728149 1.8086441 5.33247125 6.09580047 223s 940000 5.85049081 6.1913407 1.49608992 5.03981306 6.31126262 223s 950000 5.69064382 6.25327809 1.60474781 5.24564086 6.30273458 223s 960000 5.42001863 5.81532617 1.41157996 4.89726568 6.17282208 223s 970000 5.4647077 5.76108026 1.31874976 5.040856 6.26111862 223s 980000 5.75527572 6.32080258 1.86922143 5.48934017 6.33834683 223s 990000 5.90747042 6.33174895 1.8190568 5.16398577 6.38530057 223s 1000000 5.35329164 6.38694076 1.86970267 5.46062231 6.45774288 223s ### executing ./num/assign.praat: 224s 0.5691070556640625 224s 0.7302982807159424 224s ### executing ./num/binomialQ.praat: 224s binomialQ 224s OK 224s ### executing ./num/fisherQ.praat: 224s fisherQ test: 5.932714539946133e-11 0.00000000005932714540 224s invFisherQ 225s stopped at invFisherQ (1e-300, 70, 2) 225s stopped at invFisherQ (1e-151, 1, 1) 225s stopped at invFisherQ (1e-151, 100000, 1) 225s WARNING: fisherQ (1, 1e19, 1e19) is still undefined 225s WARNING: GSL would still have computed invFisherQ (0.01, 1, 10000) as undefined 225s OK 225s ### executing ./num/gaussQ.praat: 225s gaussQ 225s OK 225s ### executing ./num/inner.praat: 225s inner... 225s 1 0.125135867 226s 2 0.320998467 226s 3 0.454526673 226s 4 0.551601224 226s 5 0.664446303 226s 6 0.733944822 227s 7 0.810850755 227s 8 0.824778531 227s 9 0.834654135 227s 10 0.888437383 227s 11 0.893277468 227s 12 1.00868256 227s 13 1.02406741 227s 14 1.03594266 227s 15 1.09565338 228s 16 0.982818098 228s 17 1.07091239 228s 18 1.07138843 228s 19 1.115435 228s 20 1.11717025 228s 21 0.92353802 228s 22 0.876023362 228s 23 0.871802721 228s 24 0.912052912 228s 25 0.917483643 229s 26 0.897253899 229s 27 0.91698401 229s 28 0.939605128 229s 29 0.968674612 229s 30 0.969929187 229s 31 0.990963701 229s 32 0.972021979 229s 33 0.971711204 229s 34 0.97820841 230s 35 1.13954252 230s 36 1.18778399 230s 37 1.01722486 230s 38 1.2416379 230s 39 1.27476729 230s 40 1.24462275 230s 41 1.12307802 230s 42 1.2007808 230s 43 1.13246914 230s 44 1.1537519 230s 45 1.13504658 230s 46 1.1281197 231s 47 1.31225745 231s 48 1.31017525 231s 49 1.30639643 231s 50 1.3140009 231s 51 1.29781063 231s 52 1.30985159 231s 53 1.3045516 231s 54 1.26920067 231s 55 1.24016561 231s 56 1.2757173 231s 57 1.28232774 231s 58 1.18162326 231s 59 1.14775006 232s 60 1.16221396 232s 61 1.15416775 232s 62 1.2420132 232s 63 1.25370343 232s 64 1.09091722 232s 65 1.08581642 232s 66 1.07727976 232s 67 1.10282078 232s 68 1.07721355 232s 69 1.12626553 232s 70 1.12490016 233s 71 1.1399542 233s 72 1.10487419 233s 73 1.14349774 233s 74 1.16882764 233s 75 1.17276905 233s 76 1.16853445 233s 77 1.16724358 233s 78 1.17191712 233s 79 1.1857621 233s 80 1.17954368 233s 81 1.17824723 233s 82 1.20372034 234s 83 1.17757299 234s 84 1.18400532 234s 85 1.17464087 234s 86 1.21398017 234s 87 1.21939818 234s 88 1.21558458 234s 89 1.22907071 234s 90 1.22176755 234s 91 1.23206776 234s 92 1.22065772 234s 93 1.20595193 234s 94 1.22571207 235s 95 1.21005412 235s 96 1.22206236 235s 97 1.23500539 235s 98 1.21057148 235s 99 1.22944593 235s 100 1.24463014 235s mean 1.08616010884 nanoseconds 235s OK 235s ### executing ./num/interpolation.praat: 235s Interpolation, especially cubic... 235s cubic: peak at 0.49995687700468916 s; peak height -0.3346374202984593; interpolated value -0.3346374202984593 235s sinc70: peak at 0.4999885787154969 s; peak height -0.15058315837991368; interpolated value -0.15058315837991368 235s sinc700: peak at 0.49999012183624886 s; peak height -0.10598927489630018; interpolated value -0.10598927489630018 235s OK 235s ### executing ./num/mathFunctions.praat: 235s sqrt 235s exp 235s pow 235s ln 235s lnGamma 235s OK 235s ### executing ./num/mean.praat: 235s Mean... 236s 1 0.167186739 236s 2 0.324781327 236s 3 0.455833238 236s 4 0.610874052 236s 5 0.808545206 237s 6 0.891513557 237s 7 1.02957517 237s 8 1.03520631 237s 9 1.16487411 237s 10 1.30428417 237s 11 1.42576108 237s 12 1.53412722 237s 13 1.69951604 237s 14 1.74177716 237s 15 1.86523749 237s 16 1.73095897 237s 17 1.78717508 237s 18 1.87363634 237s 19 1.99683086 237s 20 2.03122848 238s 21 2.01140545 238s 22 2.06621025 238s 23 2.04623149 238s 24 2.17572808 238s 25 2.24142107 238s 26 2.18144248 238s 27 2.07240706 238s 28 2.11057492 238s 29 2.19086576 238s 30 2.22085332 238s 31 2.26234839 238s 32 2.02419984 238s 33 1.77839285 238s 34 1.56778217 238s 35 1.60799829 238s 36 1.57387084 238s 37 1.61488284 238s 38 1.62509395 238s 39 1.68584701 239s 40 1.64313686 239s 41 1.69535986 239s 42 1.72361074 239s 43 1.74541551 239s 44 1.72464555 239s 45 1.73060884 239s 46 1.80297031 239s 47 1.78345127 239s 48 1.81722615 239s 49 1.87843597 239s 50 1.87408023 239s 51 1.87756987 239s 52 1.8737277 239s 53 1.91687864 239s 54 1.92236923 239s 55 1.83861431 239s 56 1.84109252 239s 57 1.85456453 240s 58 2.22332453 240s 59 2.31247808 240s 60 1.93576632 240s 61 1.98983017 240s 62 1.97587264 240s 63 2.18188472 240s 64 2.06224845 240s 65 2.13015807 240s 66 2.15193967 240s 67 2.18341842 240s 68 2.08084822 240s 69 1.92284553 240s 70 1.90812315 240s 71 1.89486467 240s 72 1.86476379 240s 73 1.88646242 240s 74 1.87956376 240s 75 1.86981889 240s 76 1.95526728 240s 77 1.94214864 241s 78 1.92688256 241s 79 1.92339151 241s 80 1.98879263 241s 81 1.87447251 241s 82 1.96598139 241s 83 2.03664286 241s 84 1.9705442 241s 85 1.87417141 241s 86 1.79715984 241s 87 1.77850553 241s 88 1.61890269 241s 89 1.79196966 241s 90 2.07720028 241s 91 2.12920702 241s 92 2.11869815 241s 93 2.16753011 241s 94 2.12665783 241s 95 2.09773821 241s 96 1.93900538 242s 97 1.85408856 242s 98 1.81288261 242s 99 1.88561433 242s 100 2.11681723 242s mean 1.80304720669 nanoseconds 242s 1 mean: -1.7763568394002505e-15 -1.7763568394002505e-15 -1.7763568394002505e-15 ; stdev: -8.881784197001252e-16 -8.881784197001252e-16 -8.881784197001252e-16 242s 2 mean: 0 0 0 ; stdev: 6.217248937900877e-15 6.217248937900877e-15 6.217248937900877e-15 242s 3 mean: 0 0 0 ; stdev: 0 0 0 242s 4 mean: 0 0 0 ; stdev: 0 0 0 242s 5 mean: 0 0 0 ; stdev: 0 0 0 242s 6 mean: 0 0 0 ; stdev: 0 0 0 242s 7 mean: 0 0 0 ; stdev: 0 0 0 242s 8 mean: 0 0 0 ; stdev: 0 0 0 242s 9 mean: 0 0 0 ; stdev: 0 0 0 242s 10 mean: 0 0 0 ; stdev: 0 0 0 242s 11 mean: 0 0 0 ; stdev: 0 0 0 242s 12 mean: 0 0 0 ; stdev: 0 0 0 242s 13 mean: 0 0 0 ; stdev: 0 0 0 242s 14 mean: 0 0 0 ; stdev: 0 0 0 242s 15 mean: 0 0 0 ; stdev: 0 0 0 242s 16 mean: 0 0 0 ; stdev: 0.39045749756431025 0.39045749756431025 0.39045749756431025 242s 17 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 18 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 19 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 20 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 21 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 22 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 23 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 24 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 25 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 242s 242s OFFSET 242s 242s Pairwise base case 64 242s Power 1. Sawtooth: mean -1.7763568394002505e-15, stdev -8.881784197001252e-16. Line: mean 0, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 242s Power 2. Sawtooth: mean 0, stdev 6.217248937900877e-15. Line: mean 0, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 242s Power 3. Sawtooth: mean 0, stdev 0. Line: mean -7.275957614183426e-12, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 242s Power 4. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 5. Sawtooth: mean 0, stdev 0. Line: mean 1.4551915228366852e-11, stdev 0. Constant: mean 0, stdev 0 242s Power 6. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 7. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 8. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 9. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 10. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 11. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 12. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 13. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 14. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 15. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 242s Power 16. Sawtooth: mean 0, stdev 0.39045749756431025. Line: mean -1, stdev 2.598037099232897e-05. Constant: mean 0, stdev 0 242s Power 17. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -1, stdev 0.0008746725252422038. Constant: mean 0, stdev 0 242s Power 18. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -81, stdev 0.2254363480824395. Constant: mean 0, stdev 0 242s Power 19. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -849, stdev 23.538021432759706. Constant: mean 0, stdev 0 242s Power 20. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -849, stdev 739.8047302017658. Constant: mean 0, stdev 0 242s Power 21. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 242s Power 22. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 242s Power 23. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 242s Power 24. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 242s Power 25. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 242s 242s TIMING 242s Baseline: 0.000574923624368667 ns 242s Pairwise base case 64 mean: 0.40989329660972357 ns 243s Pairwise base case 64 stdev: 1.6432972474038514 ns 243s 243s ONE PEAK 243s Pairwise base case 64: -0.00019246874906250766 -0.00019246874906250766 243s 243s OK 243s ### executing ./num/min.praat: 243s min 243s OK 243s ### executing ./num/mul.praat: 244s 0.2897825241088867 245s 1.0100147724151611 246s 0.7801148891448975 246s ### executing ./num/norm.praat: 246s norm 246s OK 246s ### executing ./num/plusgets.praat: 246s 0.4850337505340576 5000005 246s ### executing ./num/sort.praat: 246s sort... 246s 1 0 246s 2 0.0852490417 246s 3 0.130495396 246s 4 0.137568681 247s 5 0.148625623 247s 6 0.180376324 247s 7 0.183923269 247s 8 0.184100931 247s 9 0.188805784 247s 10 0.19093788 248s 11 0.192921207 248s 12 0.189631311 248s 13 0.192072132 248s 14 0.203244802 248s 15 0.199502427 249s 16 0.203009787 249s 17 0.174378105 249s 18 0.176187261 249s 19 0.176872131 250s 20 0.172309538 250s 21 0.173771479 250s 22 0.173468861 250s 23 0.174555473 251s 24 0.178497996 251s 25 0.176174637 251s 26 0.171591022 251s 27 0.175714687 252s 28 0.180526046 252s 29 0.166836686 252s 30 0.174403031 253s 31 0.172389634 253s 32 0.173344134 253s 33 0.17437024 253s 34 0.172100287 254s 35 0.171525174 254s 36 0.174384816 254s 37 0.166903151 255s 38 0.150948315 255s 39 0.167052196 255s 40 0.173601224 256s 41 0.170839704 256s 42 0.175827408 256s 43 0.171747337 257s 44 0.172384935 257s 45 0.172081062 257s 46 0.159418856 258s 47 0.157871005 258s 48 0.158963207 258s 49 0.156906651 259s 50 0.157043412 259s 51 0.159051992 259s 52 0.155557464 260s 53 0.154922411 260s 54 0.174147693 260s 55 0.163929784 261s 56 0.163261301 261s 57 0.166012727 261s 58 0.16105028 262s 59 0.155878845 262s 60 0.158747076 263s 61 0.175339578 263s 62 0.174177274 263s 63 0.180550253 264s 64 0.174130115 264s 65 0.172461555 264s 66 0.173946224 265s 67 0.175480724 265s 68 0.176876725 265s 69 0.176420376 266s 70 0.175797529 266s 10 0.195542099 266s 100 0.171400865 267s 1000 0.186840175 267s 10000 0.19228949 268s 100000 0.195865912 269s 1000000 0.202163556 270s 10000000 0.196120183 284s 100000000 0.199431578 284s mean 0.16818848889571428 nanoseconds 284s OK 284s ### executing ./num/stdev.praat: 284s 1.0006198661983026 284s 1 3.9722294953107196 284s 2 3.9722294953107196 284s 3 3.9722294953107298 284s 4 3.9722294953108257 284s 5 3.9722294953097577 284s 6 3.972229495333092 284s 7 3.9722294950559616 284s 8 3.9722295005944392 284s 9 3.9722294783690453 284s 10 3.9722296638112735 284s 11 3.972228634409517 284s 12 3.9722160775667663 284s 13 3.9716694824447822 284s 14 3.9730640103336285 284s 15 3.9830369485272583 284s 16 3.6514837167011076 284s 17 9.237604307034012 284s 18 0 284s 0.1 0.12154874096007875 284s 0.01 0.0032081159659350547 284s 0.001 0.0008787461250183481 284s 0.0001 3.181139298824651e-05 284s 1e-05 1.6501486271787475e-05 284s 1e-06 1.2494788330571117e-06 284s 1e-07 9.839664800585026e-08 284s 1e-08 5.254495716812548e-09 284s 1e-09 8.981006779755058e-10 284s 1e-10 1.1233624659166713e-10 284s 1e-11 6.855884957310223e-12 284s 1e-12 6.514877474023117e-13 284s 1e-13 1.2266601267125553e-13 284s 1e-14 1.2590797144940394e-14 284s 1e-15 1.2577084165219099e-15 284s 1e-16 1.2819751242557092e-16 284s 1e-17 0 284s 1e-18 0 284s ### executing ./num/sum.praat: 284s sum... 284s 1 1 284s 3 1.5 284s 6 2 284s 10 2.5 284s 15 3 284s 21 3.5 284s 28 4 284s 36 4.5 284s 45 5 284s 55 5.5 285s 1 0.130548419 285s 2 0.326901566 285s 3 0.595461244 285s 4 0.433991689 286s 5 0.604665418 286s 6 1.15451418 286s 7 0.701968502 286s 8 0.67890968 286s 9 0.833092459 286s 10 0.876684475 286s 11 0.987599149 286s 12 1.00980694 286s 13 1.12983962 286s 14 1.17865533 287s 15 1.22039181 287s 16 1.21218455 287s 17 1.33325174 287s 18 1.49366062 287s 19 2.30876115 287s 20 2.47717549 287s 21 2.48701635 287s 22 2.65664017 287s 23 2.71154808 287s 24 2.70666572 287s 25 2.71209166 287s 26 2.70432705 287s 27 1.96342287 287s 28 1.72765043 287s 29 1.78043066 287s 30 1.76700464 287s 31 1.8064956 287s 32 1.86906113 287s 33 1.88353974 288s 34 1.86020771 288s 35 1.90657058 288s 36 1.93731337 288s 37 2.62384998 288s 38 2.67649113 288s 39 2.62122645 288s 40 2.62457308 288s 41 2.77197516 288s 42 2.7715905 288s 43 2.71131981 288s 44 2.65537875 288s 45 2.50183633 288s 46 2.4102563 288s 47 2.84602635 288s 48 2.47584445 288s 49 2.07559659 288s 50 2.05043289 288s 51 2.09079565 288s 52 2.13206353 288s 53 2.43648008 288s 54 2.33027138 288s 55 2.18546573 288s 56 2.64838692 289s 57 2.41646216 289s 58 2.37257074 289s 59 2.47540612 289s 60 2.61169407 289s 61 2.51155888 289s 62 2.44659952 289s 63 2.56221973 289s 64 1.76454423 289s 65 1.96187966 289s 66 1.86700552 289s 67 1.80173851 289s 68 1.79746099 289s 69 1.94699892 289s 70 1.81665132 289s 71 1.84387613 289s 72 1.88678371 289s 73 1.94276978 289s 74 2.36734881 289s 75 2.38288297 289s 76 2.37605226 289s 77 2.34890741 290s 78 2.33312367 290s 79 2.36166949 290s 80 2.38899116 290s 81 2.37696703 290s 82 2.3080116 290s 83 2.35611176 290s 84 2.36054081 290s 85 2.35827045 290s 86 2.40927192 290s 87 2.31395775 290s 88 2.01865541 290s 89 2.03624691 290s 90 2.02202351 290s 91 2.19915984 290s 92 2.10940665 290s 93 2.03027321 290s 94 2.06195291 290s 95 2.04091348 290s 96 2.43242379 290s 97 2.43657777 290s 98 2.39381746 290s 99 2.42042378 290s 100 2.37439866 290s mean 2.02452511311 nanoseconds 290s OK 290s ### executing ./script/RBM.praat: 290s Training two RBM's with a three-peaked distribution 291s Trained in 0.4046666622161865 seconds 291s Test pattern #1: 291s Energy in input layer: 1.4715238251987397 291s Energy in middle layer: 0.4238653810334389 291s Energy in output layer: 0.4263611871640555 291s Energy in middle layer: 0.311640374824439 291s Test pattern #2: 291s Energy in input layer: 1.4715214742889764 291s Energy in middle layer: 0.41158577319442313 291s Energy in output layer: 0.4554549954897445 291s Energy in middle layer: 0.29354914589699044 291s Test pattern #3: 291s Energy in input layer: 1.4715207119430582 291s Energy in middle layer: 0.3974209371138407 291s Energy in output layer: 0.32681835395109204 291s Energy in middle layer: 0.25843482305541815 291s Test pattern #4: 291s Energy in input layer: 1.4715207119046232 291s Energy in middle layer: 0.41343604217623303 291s Energy in output layer: 0.44555554747988496 291s Energy in middle layer: 0.30402112767768924 291s Test pattern #5: 291s Energy in input layer: 1.4715210041251048 291s Energy in middle layer: 0.4141851947452373 291s Energy in output layer: 0.41033891988838317 291s Energy in middle layer: 0.3071656508412334 291s Test pattern #6: 291s Energy in input layer: 1.471520711904642 291s Energy in middle layer: 0.4031230839949589 291s Energy in output layer: 0.40374714361776326 291s Energy in middle layer: 0.2877783521331997 291s Test pattern #7: 291s Energy in input layer: 1.4715207295025816 291s Energy in middle layer: 0.4065707203322188 291s Energy in output layer: 0.3754626902434817 291s Energy in middle layer: 0.2937886904097595 291s Test pattern #8: 291s Energy in input layer: 1.4715207119045945 291s Energy in middle layer: 0.4034644571485936 291s Energy in output layer: 0.41877437781714555 291s Energy in middle layer: 0.2942266839522683 291s Test pattern #9: 291s Energy in input layer: 1.471520711904629 291s Energy in middle layer: 0.41116161110976956 291s Energy in output layer: 0.43707917456041145 291s Energy in middle layer: 0.3011934929240746 291s Test pattern #10: 291s Energy in input layer: 1.4715207252333704 291s Energy in middle layer: 0.4133906536216936 291s Energy in output layer: 0.43168658865123777 291s Energy in middle layer: 0.2844392395492829 291s Test pattern #11: 291s Energy in input layer: 1.4715207119580689 291s Energy in middle layer: 0.39394375398101844 291s Energy in output layer: 0.32685519675815944 291s Energy in middle layer: 0.22812988963101327 291s Test pattern #12: 291s Energy in input layer: 1.4715243018162159 291s Energy in middle layer: 0.42391264486135666 291s Energy in output layer: 0.4268920849021863 291s Energy in middle layer: 0.3117609097935695 291s Test pattern #13: 291s Energy in input layer: 1.471919045884114 291s Energy in middle layer: 0.4049753186817539 291s Energy in output layer: 0.4340312797949469 291s Energy in middle layer: 0.2852778753077277 291s Test pattern #14: 291s Energy in input layer: 1.4754120383462217 291s Energy in middle layer: 0.403453238893519 291s Energy in output layer: 0.3885655445986176 291s Energy in middle layer: 0.26592018075178686 291s Test pattern #15: 291s Energy in input layer: 1.471615317260375 291s Energy in middle layer: 0.40754241906251554 291s Energy in output layer: 0.42335718549158025 291s Energy in middle layer: 0.30978903376793754 291s ### executing ./script/RBMparallel.praat: 291s Training two RBM's with a three-peaked distribution 291s Trained in 0.30173397064208984 seconds 291s 0.0363993383365267 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0.2617075421367138 0.25380794277405233 0.025517043732735504 -0.15313651144252644 0.09778252155715804 0.11349345865482514 -0.16585011352195056 -0.2249200634772303 0.11301440062646773 0.21353988959499415 -0.23836506430808055 -0.3738171957205438 -0.1111549394870018 0.04746325517136716 0.05295047356381428 -0.22954168574252637 -0.10048541240619928 -0.07456393194563253 0.16636471951702475 291s -0.08657922652736592 0.22368874192302368 0.21778594895476652 0.13860997502576822 -0.2846549043975806 0.12370480187781943 0.09731698316207106 -0.07960099942710201 -0.226509680010443 0.2204323741999063 0.31537124885065954 -0.3599024784817771 -0.19750429901036617 -0.11917519565437966 0.15767838074848553 0.03738443936899772 -0.2237925958452163 -0.040657076997602314 -0.101906606620004 0.12534068987891844 291s 0.027444955778985525 -0.19125863695411466 -0.19239520997729143 -0.009068826866087584 0.3566589404758413 -0.050010681700474124 -0.0018690541068073446 0.13992476728825057 0.2613916970052342 -0.12002434023328801 -0.2911586903692778 0.39801982166151645 0.32654857540093735 0.11376547848300139 -0.05696985628743999 0.05797790110830886 0.25894671163923755 0.1139311353305705 0.04999292443630461 -0.1002747572628602 291s 0.11049498012512561 0.38234103663833435 0.2802171186818386 -0.11352119195713307 -0.11076426782445993 0.29186997405780907 -0.204123706480708 -0.26663608415765455 -0.21375196713792893 -0.10824385933524858 0.04452990799975888 -0.2104533467710746 -0.4980647620399863 0.03774455112862551 -0.07635818346894292 -0.22865487933438222 -0.29322404000083313 -0.29266104905861645 0.10172177108762212 0.0525076882198256 291s 0.012138154775583719 0.48990925652009004 0.4403305097025927 0.06475938840126948 -0.2777649666492881 0.2894631888903706 0.01184562653208084 -0.2636507887401175 -0.3263943526193876 0.12288362521838803 0.26955852814439 -0.39807951885128906 -0.6183815565783622 -0.11300369506026528 0.07626234777487592 -0.05604801746396985 -0.3604771381817127 -0.18700005535615777 0.004290426695776447 0.2140822267759342 291s -0.2724349606285502 -0.06203553228074348 0.01218898096370748 0.05645830990587978 -0.2008718971983818 -0.11653949629243203 0.263659048224398 -0.011885585573120947 -0.16661398766249377 0.40047219879574847 0.2691578327963623 -0.2337695426691355 -0.030653243820596355 -0.3461241561386783 0.22467178020289158 0.16628677350727225 -0.1351365042066644 0.11297867146901922 -0.2841971335771898 0.05407224186655538 291s -0.34435676770894647 -0.5698602546049832 -0.5013254237172045 -0.08338983571392176 0.16308060037736427 -0.4263677704142936 0.2295973972696531 0.19663285257627006 0.1637917223708368 0.12499506368887155 -0.18515967017986815 0.26269612032570544 0.4368602356358058 -0.2670205328820172 0.0060406761664221036 0.173189198103355 0.25572938294311304 0.2306917090864463 -0.28583998014201323 -0.17724831853297968 291s -0.3414920763140786 -0.5584498308786175 -0.4914211983173161 -0.08071814492348767 0.1493350494539116 -0.43856359796499905 0.2238539127336609 0.15165901120432157 0.16786825846436396 0.15066686636297302 -0.19319774829351524 0.2539117336292751 0.3827520351280403 -0.27376713190083174 -0.004240966004390594 0.1572843743579597 0.20489208993427246 0.1953538641151424 -0.31165759404511534 -0.15756741848676428 291s -0.0689002900984158 0.259026040528504 0.2323367833510461 0.11807465586467861 -0.24823127954642024 0.17256392318926128 0.10649617350947108 -0.08937846528726838 -0.2480418394274004 0.2525406248163297 0.2801807396447291 -0.328818610907915 -0.16102207356691603 -0.13060658582274373 0.12767576200984346 0.10664162269617042 -0.18497651423589176 -0.009921647174141918 -0.0728550937425579 0.13023163072000157 291s 0.15705897366994406 0.3073613506024931 0.25867222653040756 0.07761636097079405 0.0818244137359248 0.27365245976478053 -0.057808285501354785 -0.039986301686313945 0.026052537272716503 -0.12297108966268713 0.022103438398290483 0.011759337279986558 -0.13880216153750938 0.15527040631686015 -0.05790082733507823 -0.04401403311448529 0.0027543171017715166 -0.09970763999577485 0.17307081586490508 0.0423854617002591 291s 0.313775416233169 0.15679404410118802 0.05460599314311158 -0.11714525787374891 0.19251677170274287 0.21555863928775681 -0.38524051930126996 -0.05488021270125514 0.17236577925610982 -0.44936454361522454 -0.29765905872340925 0.19496019592148356 -0.0633912325598277 0.3431265261701492 -0.23671309421610998 -0.20594757421009946 0.03140790354614533 -0.20819036639870167 0.3058095557546735 -0.10826181259827312 291s Test pattern #1: 291s Energy in input layer: 1.4715207119102243 291s Energy in middle layer: 0.39974054468775544 291s Energy in output layer: 0.3225226216013166 291s Energy in middle layer: 0.24871456219258564 291s Energy in reflection: 0.8921830661266438 291s Test pattern #2: 291s Energy in input layer: 1.4715207119055576 291s Energy in middle layer: 0.40521009772868 291s Energy in output layer: 0.355762044790913 291s Energy in middle layer: 0.27280205205332564 291s Energy in reflection: 0.9687438762912737 291s Test pattern #3: 291s Energy in input layer: 1.4715901815408945 291s Energy in middle layer: 0.40663074723063064 291s Energy in output layer: 0.4422820753770415 291s Energy in middle layer: 0.2981044871825375 291s Energy in reflection: 1.0777023514553004 291s Test pattern #4: 291s Energy in input layer: 1.47152299198821 291s Energy in middle layer: 0.42049154858165483 291s Energy in output layer: 0.4273235196939876 291s Energy in middle layer: 0.3187362577744489 291s Energy in reflection: 1.108645876069648 291s Test pattern #5: 291s Energy in input layer: 1.4715207119046367 291s Energy in middle layer: 0.40960587073765925 291s Energy in output layer: 0.43734160673772954 291s Energy in middle layer: 0.30776327956041394 291s Energy in reflection: 1.0880860319991426 291s Test pattern #6: 291s Energy in input layer: 1.4715207119427804 291s Energy in middle layer: 0.40006386463604654 291s Energy in output layer: 0.3248345650870421 291s Energy in middle layer: 0.25854953794851304 291s Energy in reflection: 0.9136250841364385 291s Test pattern #7: 291s Energy in input layer: 1.471530183531823 291s Energy in middle layer: 0.41383671963451546 291s Energy in output layer: 0.45133812708342946 291s Energy in middle layer: 0.3012013797378586 291s Energy in reflection: 1.0880769910836798 291s Test pattern #8: 291s Energy in input layer: 1.4715243042465573 291s Energy in middle layer: 0.41613299680346255 291s Energy in output layer: 0.4518734220452788 291s Energy in middle layer: 0.3013655543648015 291s Energy in reflection: 1.0887209187408342 291s Test pattern #9: 291s Energy in input layer: 1.4715207119047573 291s Energy in middle layer: 0.4136240013418041 291s Energy in output layer: 0.4194433107767265 291s Energy in middle layer: 0.3007650837945954 291s Energy in reflection: 1.0648646098785817 291s Test pattern #10: 291s Energy in input layer: 1.4758861614339183 291s Energy in middle layer: 0.4073720137235362 291s Energy in output layer: 0.3777333087035913 291s Energy in middle layer: 0.2938838770163619 291s Energy in reflection: 1.0269793687199469 291s Test pattern #11: 291s Energy in input layer: 1.4715254493537473 291s Energy in middle layer: 0.4157748250542131 291s Energy in output layer: 0.451925152262184 291s Energy in middle layer: 0.30138936858668847 291s Energy in reflection: 1.0887706490648617 291s Test pattern #12: 291s Energy in input layer: 1.4715212577505088 291s Energy in middle layer: 0.4188806790981758 291s Energy in output layer: 0.4181160080991838 291s Energy in middle layer: 0.31611724102061367 291s Energy in reflection: 1.0996647945456701 291s Test pattern #13: 291s Energy in input layer: 1.471520711946514 291s Energy in middle layer: 0.3893544017857362 291s Energy in output layer: 0.3013192028784448 291s Energy in middle layer: 0.22495817067757587 291s Energy in reflection: 0.8253350164615644 291s Test pattern #14: 291s Energy in input layer: 1.4715987922081175 291s Energy in middle layer: 0.4010410027541975 291s Energy in output layer: 0.4329054604439817 291s Energy in middle layer: 0.3178872133379265 291s Energy in reflection: 1.1054602711190722 291s Test pattern #15: 291s Energy in input layer: 1.4715207119046336 291s Energy in middle layer: 0.4197810989789514 291s Energy in output layer: 0.44588710566823053 291s Energy in middle layer: 0.3121744514737463 291s Energy in reflection: 1.102125528932201 291s ### executing ./script/arithmetic.praat: 291s arithmetic 291s OK 291s ### executing ./script/commandReturns.praat: 291s 72 (value in column 8 of row 9) 291s 0 Pascal0 Pascal 291s 0 Pascal 291s 0 Pascal 291s ### executing ./script/extractNumber.praat: 291s ### executing ./script/fileNames-S-H-down.praat: 291s filenames$# 291s anything down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 291s anything down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 291s down-S-H1.txt down-S-H2.txt down-S-H3.txt 291s down-S-H4.TXT down-S-H5.TXT 291s down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 291s down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 291s OK 291s ### executing ./script/fileNames-S-H.praat: 291s filenames$# 291s RBM.praat RBMparallel.praat arithmetic.praat commandReturns.praat extractNumber.praat fileNames-S-H-down.praat fileNames-S-H.praat fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT fileReadable.praat form1.praat indexedVariables.praat numberAwareSorting.praat options.praat procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat runSelectedWithProcedure.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 291s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt 291s fileNames-S-H4.TXT fileNames-S-H5.TXT 291s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 291s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 291s OK 291s ### executing ./script/fileReadable.praat: 291s Testing fileReadable() 291s OK 291s ### executing ./script/form1.praat: 291s Form1... 291s Form2... 291s Frequency: <<11025>> 291s Called from outside: <<1>> 291s Input file: <> 291s Output file: <> 291s Folder file: <> 291s fmin: <<75>> 291s fmax: <<600>> 291s word: <> 291s ttt: <> 291s Tekstje: <> 291s Tekst: <> 291s Numbers1: <<16 -17.6 5>> 291s Numbers2: <<6 7 8>> 291s Colour: <<3>> 291s Colour: <> 291s Texture: <<3>> 291s Texture: <> 291s OK manually/Form2 291s OK Form1 291s ### executing ./script/indexedVariables.praat: 291s arrays... 291s 3 291s 'a[3,5]', 0 291s 3 291s 291s 291s 291s OK 291s ### executing ./script/numberAwareSorting.praat: 291s pure Unicode sort: 9480 nanoseconds 291s number-aware sort: 16803 nanoseconds 291s 16803 nanoseconds; OK 291s ### executing ./script/options.praat: 291s ### executing ./script/procedures.praat: 291s Procedures 291s hoi1 291s hoi1 291s hoi1 291s hoi1 291s hoi1 291s hoi1 291s hoi2 291s hoi2 291s hoi2 291s hoi2 291s hoi2 291s ### executing ./script/rectify.praat: 291s rectify... 291s OK 291s ### executing ./script/regex.praat: 291s Title äße 10 291s 3.9124227656412556 291s ### executing ./script/rounding.praat: 291s Approximating one third in 64-bit IEEE floating point: 291s 1 0.500000000000000000000000000000000000000000000000000000000000 291s 2 0.250000000000000000000000000000000000000000000000000000000000 291s 3 0.375000000000000000000000000000000000000000000000000000000000 291s 4 0.312500000000000000000000000000000000000000000000000000000000 291s 5 0.343750000000000000000000000000000000000000000000000000000000 291s 6 0.328125000000000000000000000000000000000000000000000000000000 291s 7 0.335937500000000000000000000000000000000000000000000000000000 291s 8 0.332031250000000000000000000000000000000000000000000000000000 291s 9 0.333984375000000000000000000000000000000000000000000000000000 291s 10 0.333007812500000000000000000000000000000000000000000000000000 291s 11 0.333496093750000000000000000000000000000000000000000000000000 291s 12 0.333251953125000000000000000000000000000000000000000000000000 291s 13 0.333374023437500000000000000000000000000000000000000000000000 291s 14 0.333312988281250000000000000000000000000000000000000000000000 291s 15 0.333343505859375000000000000000000000000000000000000000000000 291s 16 0.333328247070312500000000000000000000000000000000000000000000 291s 17 0.333335876464843750000000000000000000000000000000000000000000 291s 18 0.333332061767578125000000000000000000000000000000000000000000 291s 19 0.333333969116210937500000000000000000000000000000000000000000 291s 20 0.333333015441894531250000000000000000000000000000000000000000 291s 21 0.333333492279052734375000000000000000000000000000000000000000 291s 22 0.333333253860473632812500000000000000000000000000000000000000 291s 23 0.333333373069763183593750000000000000000000000000000000000000 291s 24 0.333333313465118408203125000000000000000000000000000000000000 291s 25 0.333333343267440795898437500000000000000000000000000000000000 291s 26 0.333333328366279602050781250000000000000000000000000000000000 291s 27 0.333333335816860198974609375000000000000000000000000000000000 291s 28 0.333333332091569900512695312500000000000000000000000000000000 291s 29 0.333333333954215049743652343750000000000000000000000000000000 291s 30 0.333333333022892475128173828125000000000000000000000000000000 291s 31 0.333333333488553762435913085937500000000000000000000000000000 291s 32 0.333333333255723118782043457031250000000000000000000000000000 291s 33 0.333333333372138440608978271484375000000000000000000000000000 291s 34 0.333333333313930779695510864257812500000000000000000000000000 291s 35 0.333333333343034610152244567871093750000000000000000000000000 291s 36 0.333333333328482694923877716064453125000000000000000000000000 291s 37 0.333333333335758652538061141967773437500000000000000000000000 291s 38 0.333333333332120673730969429016113281250000000000000000000000 291s 39 0.333333333333939663134515285491943359375000000000000000000000 291s 40 0.333333333333030168432742357254028320312500000000000000000000 291s 41 0.333333333333484915783628821372985839843750000000000000000000 291s 42 0.333333333333257542108185589313507080078125000000000000000000 291s 43 0.333333333333371228945907205343246459960937500000000000000000 291s 44 0.333333333333314385527046397328376770019531250000000000000000 291s 45 0.333333333333342807236476801335811614990234375000000000000000 291s 46 0.333333333333328596381761599332094192504882812500000000000000 291s 47 0.333333333333335701809119200333952903747558593750000000000000 291s 48 0.333333333333332149095440399833023548126220703125000000000000 291s 49 0.333333333333333925452279800083488225936889648437500000000000 291s 50 0.333333333333333037273860099958255887031555175781250000000000 291s 51 0.333333333333333481363069950020872056484222412109375000000000 291s 52 0.333333333333333259318465024989563971757888793945312500000000 291s 53 0.333333333333333370340767487505218014121055603027343750000000 291s 54 0.333333333333333314829616256247390992939472198486328125000000 291s 55 0.333333333333333370340767487505218014121055603027343750000000 291s 56 0.333333333333333370340767487505218014121055603027343750000000 291s 57 0.333333333333333370340767487505218014121055603027343750000000 291s 58 0.333333333333333370340767487505218014121055603027343750000000 291s 59 0.333333333333333370340767487505218014121055603027343750000000 291s 60 0.333333333333333370340767487505218014121055603027343750000000 291s 61 0.333333333333333370340767487505218014121055603027343750000000 291s 62 0.333333333333333370340767487505218014121055603027343750000000 291s 63 0.333333333333333370340767487505218014121055603027343750000000 291s 64 0.333333333333333370340767487505218014121055603027343750000000 291s 65 0.333333333333333370340767487505218014121055603027343750000000 291s 1/3 -> 0.333333333333333314829616256247390992939472198486328125000000 291s ### executing ./script/runSelectedWithProcedure.praat: 291s testje: hello 291s testje: goodbye 291s ### executing ./script/script.praat: 291s script 291s OK 291s ### executing ./script/softmax.praat: 291s 0.24472847105479764 0.09003057317038046 0.6652409557748218 291s 0.24472847105479764 0.09003057317038046 0.6652409557748218 291s 0.09003057317038046 0.6652409557748218 0.24472847105479764 291s ### executing ./script/strvec.praat: 291s string vectors... 291s hello goodbye 291s <> 291s 0.01265716552734375 291s 0.008690834045410156 291s OK 291s ### executing ./script/tensor.praat: 291s vectors and matrices... 291s 19.148888179376275 20.40590461765344 21.30114805002416 291s 9.051831776866461 9.8563762351364 9.361313515087161 291s 9 7 8 291s 4.57 5.86 8.58 10 18.75 292s 303.3642768859863 ns 292s 103.90035311381023 ns 292s 0.2492830753326416 ns 292s mul##: 292s 237068591062965 237068797523690 237072144788515 237095224496490 237195595296665 237523674394090 238407402703815 240477877014890 244844142566365 253325339437290 268748396152715 295319463907690 339077284811265 408436687552490 514830403890415 673457399370090 904145911666565 292s 237076880124990 237077086604765 237080434178440 237103516015965 237203896077290 237532005446365 238415815297140 240486480649565 244853149073590 253335128499165 268759608290240 295333127740765 339094986150690 408460788639965 514864321858540 673505953750365 904215751529390 292s 237090695228365 237090901739890 237094249828315 237117335215090 237217730711665 237545890533490 238429836286015 240500820040690 244868159918965 253351443602290 268778295186115 295355900795890 339124488383065 408500957119090 514920851805415 673586877717490 904332151300765 292s 237110036373090 237110242929065 237113591738140 237136682093865 237237099199790 237565329655465 238449465670440 240520895188265 244889175102490 253374284746665 268804456840340 295387783073065 339165791508390 408557192989865 514999993731040 673700171271465 904495110980690 292s 237134903559165 237135110172290 237138459907915 237161556652290 237262001541665 237590322812290 238474703450415 240546706092290 244916194624165 253403651932290 268838093252915 295428774572290 339218895526665 408629496252290 515101747635415 673845834412290 904704630569165 292s 237165296786590 237165503469565 237168854337640 237191958890365 237292437737290 237620870003965 238505549625940 240578252752765 244949218483990 253439545159165 268879204423840 295478875293565 339283800437890 408717866906365 515226113518540 674023867139965 904960710066190 292s 237201216055365 237201422820890 237204775027315 237227888808090 237328407786665 237656971230490 238542004197015 240615535169690 244988246681965 253481964427290 268927790353115 295538085236890 339360506242065 408822304952090 515373091380415 674234269454490 905263349471765 292s 237242661365490 237242868226265 237246221976940 237269346405465 237369911689790 237698626491865 238584067163640 240658553343065 245033279218090 253530909736665 268983851040740 295606404402265 339449012939190 408942810389465 515542681221040 674477041355865 905612548785890 292s 237289632716965 237289839685690 237293195186515 237316331682490 237416949446665 237745835788090 238631738525815 240707307272890 245084316092365 253586381087290 269047386486715 295683832789690 339549320529265 409079383218490 515734883040415 674752182844090 906008308008565 292s 237342130109790 237342337199165 237345694656040 237368844639165 237469521057290 237798599119165 238685018283540 240761796959165 245141357304790 253648378479165 269118396691040 295770370399165 339661429012290 409232023439165 515949696838540 675059693919165 906450627139790 292s 237400153543965 237400360766690 237403720385515 237426885275490 237527626521665 237856916485090 238743906436815 240822022401890 245204402855365 253716901912290 269196881653715 295866017230690 339785338388265 409400731051490 516187122615415 675399574581090 906939506179565 292s 237463703019490 237463910388265 237467272374940 237490453591465 237591265839790 237920787885865 238808402985640 240887983601065 245273452744090 253791951386665 269282841374740 295970773284265 339921048657190 409585506055465 516447160371040 675771824829865 907474945127890 292s 237532778536365 237532986063890 237536350624315 237559549587090 237660439011665 237990213321490 238878507930015 240959680556690 245348506970965 253873526902290 269376275854115 296084638559890 340068559819065 409786348451090 516729810105415 676176444665490 908056943984765 292s 237607380094590 237607587793565 237610955133640 237634173262365 237735146037290 238065192791965 238954221269940 241037113268765 245429565535990 253961628459165 269477185091840 296207613057565 340227871873890 410003258238365 517035071818540 676613434087965 908685502750190 292s 237687507694165 237687715577290 237691085902915 237714324617290 237815386916665 238145726297290 239035543005415 241120281737290 245516628439165 254056256057290 269585569087915 296339696777290 340398984821665 410236235417290 517362945510415 677082793097290 909360621424165 292s 237773161335090 237773369415065 237776742932140 237800003651865 237901161649790 238231813837465 239122473136440 241209185962265 245609695680490 254157409696665 269701427842340 296480889719065 340581898662390 410485279987865 517713431181040 677584521693465 910082300006690 292s 237864341017365 237864549306890 237867926221315 237891210366090 237992470236665 238323455412490 239215011663015 241303825943690 245708767259965 254265089377290 269824761355115 296631191882890 340776613396065 410750391950090 518086528830415 678118619876490 910850538497765 292s 237961046740990 237961255252765 237964635770440 237987944759965 238089312677290 238420651022365 239313158585140 241404201681565 245813843177590 254379295099165 269955569626240 296790603268765 340983129022690 411031571303965 518482238458540 678685087646365 911665336897390 292s 238063278505965 238063487252690 238066871579515 238090206833490 238191688971665 238523400667090 239416913902815 241510313175890 245924923433365 254500026862290 270093852655715 296959123876690 341201445542265 411328818049490 518900560065415 679283925003090 912526695205565 292s 238171036312290 238171245306665 238174633648540 238197996586665 238299599119790 238631704346665 239526277616040 241622160426665 246042008027290 254627284666665 270239610443540 297136753706665 341431562954790 411642132186665 519341493651040 679915131946665 913434613422290 292s mul_fast## 292s 237068591062965 237068797523690 237072144788515 237095224496490 237195595296665 237523674394090 238407402703815 240477877014890 244844142566365 253325339437290 268748396152715 295319463907690 339077284811265 408436687552490 514830403890415 673457399370090 904145911666565 292s 237076880124990 237077086604765 237080434178440 237103516015965 237203896077290 237532005446365 238415815297140 240486480649565 244853149073590 253335128499165 268759608290240 295333127740765 339094986150690 408460788639965 514864321858540 673505953750365 904215751529390 292s 237090695228365 237090901739890 237094249828315 237117335215090 237217730711665 237545890533490 238429836286015 240500820040690 244868159918965 253351443602290 268778295186115 295355900795890 339124488383065 408500957119090 514920851805415 673586877717490 904332151300765 292s 237110036373090 237110242929065 237113591738140 237136682093865 237237099199790 237565329655465 238449465670440 240520895188265 244889175102490 253374284746665 268804456840340 295387783073065 339165791508390 408557192989865 514999993731040 673700171271465 904495110980690 292s 237134903559165 237135110172290 237138459907915 237161556652290 237262001541665 237590322812290 238474703450415 240546706092290 244916194624165 253403651932290 268838093252915 295428774572290 339218895526665 408629496252290 515101747635415 673845834412290 904704630569165 292s 237165296786590 237165503469565 237168854337640 237191958890365 237292437737290 237620870003965 238505549625940 240578252752765 244949218483990 253439545159165 268879204423840 295478875293565 339283800437890 408717866906365 515226113518540 674023867139965 904960710066190 292s 237201216055365 237201422820890 237204775027315 237227888808090 237328407786665 237656971230490 238542004197015 240615535169690 244988246681965 253481964427290 268927790353115 295538085236890 339360506242065 408822304952090 515373091380415 674234269454490 905263349471765 292s 237242661365490 237242868226265 237246221976940 237269346405465 237369911689790 237698626491865 238584067163640 240658553343065 245033279218090 253530909736665 268983851040740 295606404402265 339449012939190 408942810389465 515542681221040 674477041355865 905612548785890 292s 237289632716965 237289839685690 237293195186515 237316331682490 237416949446665 237745835788090 238631738525815 240707307272890 245084316092365 253586381087290 269047386486715 295683832789690 339549320529265 409079383218490 515734883040415 674752182844090 906008308008565 292s 237342130109790 237342337199165 237345694656040 237368844639165 237469521057290 237798599119165 238685018283540 240761796959165 245141357304790 253648378479165 269118396691040 295770370399165 339661429012290 409232023439165 515949696838540 675059693919165 906450627139790 292s 237400153543965 237400360766690 237403720385515 237426885275490 237527626521665 237856916485090 238743906436815 240822022401890 245204402855365 253716901912290 269196881653715 295866017230690 339785338388265 409400731051490 516187122615415 675399574581090 906939506179565 292s 237463703019490 237463910388265 237467272374940 237490453591465 237591265839790 237920787885865 238808402985640 240887983601065 245273452744090 253791951386665 269282841374740 295970773284265 339921048657190 409585506055465 516447160371040 675771824829865 907474945127890 292s 237532778536365 237532986063890 237536350624315 237559549587090 237660439011665 237990213321490 238878507930015 240959680556690 245348506970965 253873526902290 269376275854115 296084638559890 340068559819065 409786348451090 516729810105415 676176444665490 908056943984765 292s 237607380094590 237607587793565 237610955133640 237634173262365 237735146037290 238065192791965 238954221269940 241037113268765 245429565535990 253961628459165 269477185091840 296207613057565 340227871873890 410003258238365 517035071818540 676613434087965 908685502750190 292s 237687507694165 237687715577290 237691085902915 237714324617290 237815386916665 238145726297290 239035543005415 241120281737290 245516628439165 254056256057290 269585569087915 296339696777290 340398984821665 410236235417290 517362945510415 677082793097290 909360621424165 292s 237773161335090 237773369415065 237776742932140 237800003651865 237901161649790 238231813837465 239122473136440 241209185962265 245609695680490 254157409696665 269701427842340 296480889719065 340581898662390 410485279987865 517713431181040 677584521693465 910082300006690 292s 237864341017365 237864549306890 237867926221315 237891210366090 237992470236665 238323455412490 239215011663015 241303825943690 245708767259965 254265089377290 269824761355115 296631191882890 340776613396065 410750391950090 518086528830415 678118619876490 910850538497765 292s 237961046740990 237961255252765 237964635770440 237987944759965 238089312677290 238420651022365 239313158585140 241404201681565 245813843177590 254379295099165 269955569626240 296790603268765 340983129022690 411031571303965 518482238458540 678685087646365 911665336897390 292s 238063278505965 238063487252690 238066871579515 238090206833490 238191688971665 238523400667090 239416913902815 241510313175890 245924923433365 254500026862290 270093852655715 296959123876690 341201445542265 411328818049490 518900560065415 679283925003090 912526695205565 292s 238171036312290 238171245306665 238174633648540 238197996586665 238299599119790 238631704346665 239526277616040 241622160426665 246042008027290 254627284666665 270239610443540 297136753706665 341431562954790 411642132186665 519341493651040 679915131946665 913434613422290 292s 51 23 39 67 292s 103 19 52 50 292s OK 292s ### executing ./script/text100MB.praat: 292s Text 100 MB: 295s creating: 2.492 seconds 296s writing: 0.886 seconds 296s reading: 0.670 seconds 297s comparing: 0.940 seconds 297s ### executing ./script/undefined.praat: 297s ### executing ./script/up/fileNames-S-H-up.praat: 297s filenames$# 297s RBM.praat RBMparallel.praat arithmetic.praat commandReturns.praat extractNumber.praat fileNames-S-H-down.praat fileNames-S-H.praat fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT fileReadable.praat form1.praat indexedVariables.praat numberAwareSorting.praat options.praat procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat runSelectedWithProcedure.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 297s RBM.praat RBMparallel.praat arithmetic.praat commandReturns.praat extractNumber.praat fileNames-S-H-down.praat fileNames-S-H.praat fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT fileReadable.praat form1.praat indexedVariables.praat numberAwareSorting.praat options.praat procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat runSelectedWithProcedure.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 297s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt 297s fileNames-S-H4.TXT fileNames-S-H5.TXT 297s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 297s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 297s OK 297s ### executing ./stat/PairDistribution.praat: 297s PairDistribution 297s OK 297s ### executing ./stat/Table.cpp.praat: 297s stat/Table.cpp.praat OK 297s ### executing ./stat/Table.praat: 298s 0.188 298 298s OK 298s ### executing ./stat/TableOfReal.praat: 298s OK 298s ### executing ./stat/Table_addColumn.praat: 298s OK 298s ### executing ./stat/Table_list.praat: 298s row Type Sex Speaker Vowel IPA F0 F1 F2 F3 298s 1 m m 1 iy i 160 240 2280 2850 298s 2 m m 1 iy i 186 280 2400 2790 298s 3 m m 1 ih \ic 203 390 2030 2640 298s 4 m m 1 ih \ic 192 310 1980 2550 298s 5 m m 1 eh \ef 161 490 1870 2420 298s 6 m m 1 eh \ef 155 570 1700 2600 298s 7 m m 1 ae \ae 140 560 1820 2660 298s 8 m m 1 ae \ae 180 630 1700 2550 298s 9 m m 1 ah \vt 144 590 1250 2620 298s 10 m m 1 ah \vt 148 620 1300 2530 298s 11 m m 1 aa \as 148 740 1070 2490 298s 12 m m 1 aa \as 170 800 1060 2640 298s 13 m m 1 ao \ct 161 600 970 2280 298s 14 m m 1 ao \ct 158 660 980 2220 298s 15 m m 1 uh \hs 163 440 1120 2210 298s 16 m m 1 uh \hs 190 400 1070 2280 298s 17 m m 1 uw u 160 240 1040 2150 298s 18 m m 1 uw u 157 270 930 2280 298s 19 m m 1 er \er\hr 177 370 1520 1670 298s 20 m m 1 er \er\hr 164 460 1330 1590 298s 21 m m 2 iy i 147 220 2220 2910 298s 22 m m 2 iy i 148 210 2360 3250 298s 23 m m 2 ih \ic 141 410 1890 2680 298s 24 m m 2 ih \ic 139 420 1850 2500 298s 25 m m 2 eh \ef 136 500 1760 2590 298s 26 m m 2 eh \ef 135 510 1710 2380 298s 27 m m 2 ae \ae 128 690 1610 2560 298s 28 m m 2 ae \ae 131 700 1690 2580 298s 29 m m 2 ah \vt 140 650 1080 2420 298s 30 m m 2 ah \vt 125 625 1060 2490 298s 31 m m 2 aa \as 140 650 1040 2450 298s 32 m m 2 aa \as 136 670 1100 2430 298s 33 m m 2 ao \ct 149 580 580 2470 298s 34 m m 2 ao \ct 140 560 560 2410 298s 35 m m 2 uh \hs 145 450 940 1910 298s 36 m m 2 uh \hs 141 410 830 2240 298s 37 m m 2 uw u 140 280 650 3300 298s 38 m m 2 uw u 137 260 660 3300 298s 39 m m 2 er \er\hr 145 510 1210 1570 298s 40 m m 2 er \er\hr 145 510 1130 1510 298s 41 m m 3 iy i 105 250 2180 2680 298s 42 m m 3 iy i 111 244 2300 2780 298s 43 m m 3 ih \ic 100 400 1930 2610 298s 44 m m 3 ih \ic 104 400 1990 2700 298s 45 m m 3 eh \ef 100 550 1810 2500 298s 46 m m 3 eh \ef 95 540 1810 2480 298s 47 m m 3 ae \ae 93 630 1710 2400 298s 48 m m 3 ae \ae 94 658 1755 2305 298s 49 m m 3 ah \vt 100 600 1200 2320 298s 50 m m 3 ah \vt 105 612 1160 2350 298s 51 m m 3 aa \as 91 640 1080 2140 298s 52 m m 3 aa \as 94 720 1090 2230 298s 53 m m 3 ao \ct 92 550 870 2300 298s 54 m m 3 ao \ct 120 540 840 2280 298s 55 m m 3 uh \hs 114 460 1150 2290 298s 56 m m 3 uh \hs 114 456 1030 2300 298s 57 m m 3 uw u 112 340 950 2240 298s 58 m m 3 uw u 112 326 900 2190 298s 59 m m 3 er \er\hr 100 500 1370 1780 298s 60 m m 3 er \er\hr 106 530 1330 1800 298s 61 m m 4 iy i 150 300 2240 3400 298s 62 m m 4 iy i 156 280 2450 3200 298s 63 m m 4 ih \ic 156 450 1960 2400 298s 64 m m 4 ih \ic 146 440 2050 2360 298s 65 m m 4 eh \ef 130 570 1780 2410 298s 66 m m 4 eh \ef 150 555 1890 2440 298s 67 m m 4 ae \ae 125 750 1610 2340 298s 68 m m 4 ae \ae 136 770 1580 2350 298s 69 m m 4 ah \vt 132 660 1200 2330 298s 70 m m 4 ah \vt 150 675 1140 2380 298s 71 m m 4 aa \as 125 750 1100 2550 298s 72 m m 4 aa \as 138 800 1120 2500 298s 73 m m 4 ao \ct 143 540 850 2320 298s 74 m m 4 ao \ct 150 555 890 2370 298s 75 m m 4 uh \hs 136 460 960 2210 298s 76 m m 4 uh \hs 156 460 1000 2350 298s 77 m m 4 uw u 140 380 950 2050 298s 78 m m 4 uw u 148 385 850 2330 298s 79 m m 4 er \er\hr 150 590 1400 1840 298s 80 m m 4 er \er\hr 145 555 1430 1730 298s 81 m m 5 iy i 140 310 2310 2820 298s 82 m m 5 iy i 131 260 2250 2850 298s 83 m m 5 ih \ic 137 440 2060 2640 298s 84 m m 5 ih \ic 134 430 1880 2450 298s 85 m m 5 eh \ef 140 580 1910 2500 298s 86 m m 5 eh \ef 137 550 1770 2400 298s 87 m m 5 ae \ae 143 830 1720 2180 298s 88 m m 5 ae \ae 135 750 1690 2320 298s 89 m m 5 ah \vt 136 630 1300 1950 298s 90 m m 5 ah \vt 130 650 1170 2000 298s 91 m m 5 aa \as 131 760 1220 2140 298s 92 m m 5 aa \as 126 720 1260 2020 298s 93 m m 5 ao \ct 136 540 970 1980 298s 94 m m 5 ao \ct 124 550 880 1950 298s 95 m m 5 uh \hs 133 470 1040 1990 298s 96 m m 5 uh \hs 132 490 990 1920 298s 97 m m 5 uw u 141 380 950 2140 298s 98 m m 5 uw u 133 330 800 2130 298s 99 m m 5 er \er\hr 143 560 1510 1800 298s 100 m m 5 er \er\hr 136 510 1460 1700 298s 101 m m 6 iy i 125 312 2350 2800 298s 102 m m 6 iy i 119 330 2430 2870 298s 103 m m 6 ih \ic 133 420 2000 2660 298s 104 m m 6 ih \ic 125 313 2000 2750 298s 105 m m 6 eh \ef 120 600 1860 2500 298s 106 m m 6 eh \ef 114 570 1830 2570 298s 107 m m 6 ae \ae 119 676 1670 2540 298s 108 m m 6 ae \ae 125 725 1687 2500 298s 109 m m 6 ah \vt 118 680 1150 2560 298s 110 m m 6 ah \vt 125 726 1270 2560 298s 111 m m 6 aa \as 125 740 1100 2680 298s 112 m m 6 aa \as 113 670 960 2650 298s 113 m m 6 ao \ct 120 660 1030 2690 298s 114 m m 6 ao \ct 125 720 960 2700 298s 115 m m 6 uh \hs 120 456 1080 2520 298s 116 m m 6 uh \hs 120 450 1140 2600 298s 117 m m 6 uw u 125 313 838 2340 298s 118 m m 6 uw u 125 288 938 2450 298s 119 m m 6 er \er\hr 120 503 1305 1775 298s 120 m m 6 er \er\hr 120 505 1320 1750 298s 121 m m 7 iy i 186 320 2320 3120 298s 122 m m 7 iy i 172 310 2280 3020 298s 123 m m 7 ih \ic 167 470 2000 2660 298s 124 m m 7 ih \ic 170 410 2040 2715 298s 125 m m 7 eh \ef 167 630 1900 2860 298s 126 m m 7 eh \ef 146 614 1840 2770 298s 127 m m 7 ae \ae 143 740 1800 2450 298s 128 m m 7 ae \ae 162 775 1810 2200 298s 129 m m 7 ah \vt 167 620 1240 2410 298s 130 m m 7 ah \vt 160 640 1250 2400 298s 131 m m 7 aa \as 162 650 970 2580 298s 132 m m 7 aa \as 163 650 980 2350 298s 133 m m 7 ao \ct 145 430 720 2450 298s 134 m m 7 ao \ct 171 510 800 2500 298s 135 m m 7 uh \hs 170 460 1120 2150 298s 136 m m 7 uh \hs 170 493 1120 2300 298s 137 m m 7 uw u 175 380 1040 2260 298s 138 m m 7 uw u 200 400 1000 2350 298s 139 m m 7 er \er\hr 167 570 1300 1750 298s 140 m m 7 er \er\hr 157 565 1370 1710 298s 141 m m 8 iy i 105 230 2480 3200 298s 142 m m 8 iy i 109 218 2380 3100 298s 143 m m 8 ih \ic 110 320 2200 2680 298s 144 m m 8 ih \ic 103 206 2130 2570 298s 145 m m 8 eh \ef 107 430 2100 2630 298s 146 m m 8 eh \ef 105 515 1760 2470 298s 147 m m 8 ae \ae 107 514 2060 2600 298s 148 m m 8 ae \ae 106 552 1820 2500 298s 149 m m 8 ah \vt 108 640 1300 2300 298s 150 m m 8 ah \vt 104 624 1350 2410 298s 151 m m 8 aa \as 111 714 1170 2420 298s 152 m m 8 aa \as 97 650 1150 2350 298s 153 m m 8 ao \ct 107 590 965 2500 298s 154 m m 8 ao \ct 109 578 970 2460 298s 155 m m 8 uh \hs 111 467 1110 2400 298s 156 m m 8 uh \hs 105 475 1220 2310 298s 157 m m 8 uw u 107 270 910 2200 298s 158 m m 8 uw u 108 260 975 2320 298s 159 m m 8 er \er\hr 107 460 1400 1790 298s 160 m m 8 er \er\hr 103 425 1410 1760 298s 161 m m 9 iy i 175 316 2200 2800 298s 162 m m 9 iy i 175 280 2275 2775 298s 163 m m 9 ih \ic 167 450 1820 2475 298s 164 m m 9 ih \ic 167 434 1850 2425 298s 165 m m 9 eh \ef 157 582 1725 2375 298s 166 m m 9 eh \ef 158 586 1800 2425 298s 167 m m 9 ae \ae 150 600 1750 2375 298s 168 m m 9 ae \ae 145 582 1775 2375 298s 169 m m 9 ah \vt 145 626 1125 2200 298s 170 m m 9 ah \vt 160 641 1120 2225 298s 171 m m 9 aa \as 144 708 1054 2420 298s 172 m m 9 aa \as 150 705 1050 2375 298s 173 m m 9 ao \ct 146 614 848 2200 298s 174 m m 9 ao \ct 143 600 860 2175 298s 175 m m 9 uh \hs 167 500 1000 2325 298s 176 m m 9 uh \hs 167 500 1000 2325 298s 177 m m 9 uw u 167 334 1150 2200 298s 178 m m 9 uw u 183 312 1020 2300 298s 179 m m 9 er \er\hr 157 518 1305 1570 298s 180 m m 9 er \er\hr 157 504 1210 1510 298s 181 m m 10 iy i 129 260 2260 2820 298s 182 m m 10 iy i 125 250 2200 2825 298s 183 m m 10 ih \ic 146 400 2040 2500 298s 184 m m 10 ih \ic 144 389 2000 2425 298s 185 m m 10 eh \ef 126 500 1870 2500 298s 186 m m 10 eh \ef 125 500 1775 2450 298s 187 m m 10 ae \ae 110 660 1650 2500 298s 188 m m 10 ae \ae 120 624 1700 2475 298s 189 m m 10 ah \vt 122 650 1220 2550 298s 190 m m 10 ah \vt 120 672 1260 2500 298s 191 m m 10 aa \as 114 750 1080 2680 298s 192 m m 10 aa \as 114 777 1026 2625 298s 193 m m 10 ao \ct 115 580 800 2650 298s 194 m m 10 ao \ct 117 585 819 2625 298s 195 m m 10 uh \hs 140 480 950 2500 298s 196 m m 10 uh \hs 127 461 993 2350 298s 197 m m 10 uw u 140 280 950 2300 298s 198 m m 10 uw u 133 266 920 2300 298s 199 m m 10 er \er\hr 128 500 1340 1700 298s 200 m m 10 er \er\hr 133 532 1275 1600 298s 201 m m 11 iy i 146 248 2225 3100 298s 202 m m 11 iy i 140 238 2175 3075 298s 203 m m 11 ih \ic 150 405 1925 2550 298s 204 m m 11 ih \ic 138 416 1940 2600 298s 205 m m 11 eh \ef 147 588 1790 2500 298s 206 m m 11 eh \ef 133 586 1725 2650 298s 207 m m 11 ae \ae 145 725 1700 2425 298s 208 m m 11 ae \ae 127 710 1650 2220 298s 209 m m 11 ah \vt 136 586 1078 2300 298s 210 m m 11 ah \vt 136 627 1038 2360 298s 211 m m 11 aa \as 145 725 1046 2325 298s 212 m m 11 aa \as 131 746 1018 2300 298s 213 m m 11 ao \ct 140 560 840 2500 298s 214 m m 11 ao \ct 140 560 924 2350 298s 215 m m 11 uh \hs 150 495 1080 2275 298s 216 m m 11 uh \hs 143 430 1030 2275 298s 217 m m 11 uw u 162 290 760 2300 298s 218 m m 11 uw u 157 315 850 2025 298s 219 m m 11 er \er\hr 150 511 1561 1876 298s 220 m m 11 er \er\hr 138 530 1450 1887 298s 221 m m 12 iy i 110 220 2410 3000 298s 222 m m 12 iy i 125 240 2440 3280 298s 223 m m 12 ih \ic 120 450 1880 2450 298s 224 m m 12 ih \ic 118 380 1930 2420 298s 225 m m 12 eh \ef 115 560 1650 2300 298s 226 m m 12 eh \ef 123 560 1720 2300 298s 227 m m 12 ae \ae 110 680 1720 2330 298s 228 m m 12 ae \ae 133 630 1680 2280 298s 229 m m 12 ah \vt 110 560 1430 2250 298s 230 m m 12 ah \vt 120 560 1390 2240 298s 231 m m 12 aa \as 108 800 1330 2260 298s 232 m m 12 aa \as 110 740 1240 2280 298s 233 m m 12 ao \ct 120 600 920 2080 298s 234 m m 12 ao \ct 133 580 910 2000 298s 235 m m 12 uh \hs 130 400 1200 2210 298s 236 m m 12 uh \hs 110 420 1230 2230 298s 237 m m 12 uw u 122 300 900 2130 298s 238 m m 12 uw u 123 260 1010 2240 298s 239 m m 12 er \er\hr 125 400 1450 1650 298s 240 m m 12 er \er\hr 128 360 1410 1640 298s 241 m m 13 iy i 142 290 2290 2600 298s 242 m m 13 iy i 135 260 2290 2700 298s 243 m m 13 ih \ic 132 390 1950 2550 298s 244 m m 13 ih \ic 135 400 1900 2450 298s 245 m m 13 eh \ef 124 490 1740 2500 298s 246 m m 13 eh \ef 125 500 1780 2430 298s 247 m m 13 ae \ae 125 660 1630 2500 298s 248 m m 13 ae \ae 132 670 1630 2380 298s 249 m m 13 ah \vt 140 600 1220 2530 298s 250 m m 13 ah \vt 125 600 1210 2430 298s 251 m m 13 aa \as 125 680 1120 2630 298s 252 m m 13 aa \as 128 670 1100 2700 298s 253 m m 13 ao \ct 127 510 720 2450 298s 254 m m 13 ao \ct 120 480 710 2540 298s 255 m m 13 uh \hs 133 380 910 2350 298s 256 m m 13 uh \hs 140 440 1030 2400 298s 257 m m 13 uw u 127 350 720 2750 298s 258 m m 13 uw u 140 380 740 2880 298s 259 m m 13 er \er\hr 128 430 1370 1610 298s 260 m m 13 er \er\hr 135 440 1360 1600 298s 261 m m 14 iy i 114 228 2350 2860 298s 262 m m 14 iy i 118 220 2350 2920 298s 263 m m 14 ih \ic 110 407 2070 2500 298s 264 m m 14 ih \ic 112 420 1900 2450 298s 265 m m 14 eh \ef 106 445 2020 2420 298s 266 m m 14 eh \ef 115 470 2020 2500 298s 267 m m 14 ae \ae 103 721 1680 2400 298s 268 m m 14 ae \ae 109 750 1710 2440 298s 269 m m 14 ah \vt 104 552 1122 2500 298s 270 m m 14 ah \vt 115 580 1150 2600 298s 271 m m 14 aa \as 98 686 1078 2570 298s 272 m m 14 aa \as 103 700 1050 2680 298s 273 m m 14 ao \ct 102 560 665 2620 298s 274 m m 14 ao \ct 106 550 650 2700 298s 275 m m 14 uh \hs 112 448 980 2370 298s 276 m m 14 uh \hs 104 410 940 2370 298s 277 m m 14 uw u 116 232 696 2200 298s 278 m m 14 uw u 117 222 665 2080 298s 279 m m 14 er \er\hr 120 432 1300 1400 298s 280 m m 14 er \er\hr 111 420 1300 1570 298s 281 m m 15 iy i 121 230 2100 2850 298s 282 m m 15 iy i 118 240 2000 2980 298s 283 m m 15 ih \ic 130 365 1900 2340 298s 284 m m 15 ih \ic 119 300 2040 2560 298s 285 m m 15 eh \ef 112 440 1980 2310 298s 286 m m 15 eh \ef 120 410 2050 2500 298s 287 m m 15 ae \ae 133 620 1710 2110 298s 288 m m 15 ae \ae 124 660 1800 2150 298s 289 m m 15 ah \vt 120 660 1000 2380 298s 290 m m 15 ah \vt 110 660 960 2450 298s 291 m m 15 aa \as 122 600 830 2250 298s 292 m m 15 aa \as 119 620 820 2400 298s 293 m m 15 ao \ct 117 500 620 2250 298s 294 m m 15 ao \ct 106 550 700 2550 298s 295 m m 15 uh \hs 140 390 730 2180 298s 296 m m 15 uh \hs 130 360 740 2200 298s 297 m m 15 uw u 131 260 720 2100 298s 298 m m 15 uw u 132 260 740 2040 298s 299 m m 15 er \er\hr 125 450 1230 1600 298s 300 m m 15 er \er\hr 127 460 1300 1650 298s 301 m m 16 iy i 150 300 2355 3250 298s 302 m m 16 iy i 150 300 2460 3280 298s 303 m m 16 ih \ic 160 385 2242 2805 298s 304 m m 16 ih \ic 150 407 2250 2780 298s 305 m m 16 eh \ef 140 504 2090 2720 298s 306 m m 16 eh \ef 146 543 1980 2640 298s 307 m m 16 ae \ae 133 680 1958 2542 298s 308 m m 16 ae \ae 141 708 1840 2535 298s 309 m m 16 ah \vt 150 675 1320 2550 298s 310 m m 16 ah \vt 150 704 1393 2550 298s 311 m m 16 aa \as 137 825 1168 2750 298s 312 m m 16 aa \as 135 840 1210 2680 298s 313 m m 16 ao \ct 143 671 1000 2670 298s 314 m m 16 ao \ct 147 690 968 2660 298s 315 m m 16 uh \hs 143 443 1273 2430 298s 316 m m 16 uh \hs 153 459 1286 2410 298s 317 m m 16 uw u 146 395 1300 2160 298s 318 m m 16 uw u 153 400 1320 2150 298s 319 m m 16 er \er\hr 140 532 1500 1890 298s 320 m m 16 er \er\hr 146 538 1460 1818 298s 321 m m 17 iy i 120 264 2290 2700 298s 322 m m 17 iy i 128 256 2305 2635 298s 323 m m 17 ih \ic 112 380 1880 2440 298s 324 m m 17 ih \ic 115 346 1930 2390 298s 325 m m 17 eh \ef 100 510 1780 2300 298s 326 m m 17 eh \ef 108 520 1730 2275 298s 327 m m 17 ae \ae 100 630 1770 2350 298s 328 m m 17 ae \ae 105 630 1642 2170 298s 329 m m 17 ah \vt 103 601 1273 2130 298s 330 m m 17 ah \vt 105 590 1283 2150 298s 331 m m 17 aa \as 100 750 1150 2440 298s 332 m m 17 aa \as 95 703 1092 2320 298s 333 m m 17 ao \ct 97 565 780 2350 298s 334 m m 17 ao \ct 106 584 849 2460 298s 335 m m 17 uh \hs 105 420 1100 2140 298s 336 m m 17 uh \hs 111 422 1200 2175 298s 337 m m 17 uw u 117 315 1080 2260 298s 338 m m 17 uw u 125 326 1125 2210 298s 339 m m 17 er \er\hr 111 444 1300 1625 298s 340 m m 17 er \er\hr 109 469 1288 1600 298s 341 m m 18 iy i 124 210 2100 3090 298s 342 m m 18 iy i 130 220 2080 3180 298s 343 m m 18 ih \ic 128 280 2000 2710 298s 344 m m 18 ih \ic 130 310 1950 2670 298s 345 m m 18 eh \ef 121 470 1910 2580 298s 346 m m 18 eh \ef 129 490 1930 2650 298s 347 m m 18 ae \ae 116 640 1620 2200 298s 348 m m 18 ae \ae 118 650 1580 2360 298s 349 m m 18 ah \vt 121 610 1100 2230 298s 350 m m 18 ah \vt 126 620 1120 2330 298s 351 m m 18 aa \as 118 700 1100 2240 298s 352 m m 18 aa \as 120 670 1100 2220 298s 353 m m 18 ao \ct 122 460 720 2180 298s 354 m m 18 ao \ct 118 470 690 2200 298s 355 m m 18 uh \hs 129 320 770 1860 298s 356 m m 18 uh \hs 130 310 790 1920 298s 357 m m 18 uw u 140 210 670 1900 298s 358 m m 18 uw u 148 240 730 1850 298s 359 m m 18 er \er\hr 128 390 1320 1550 298s 360 m m 18 er \er\hr 124 420 1240 1510 298s 361 m m 19 iy i 129 190 2650 3280 298s 362 m m 19 iy i 135 190 2700 3170 298s 363 m m 19 ih \ic 132 370 1750 2700 298s 364 m m 19 ih \ic 130 370 1800 2750 298s 365 m m 19 eh \ef 122 370 1680 2560 298s 366 m m 19 eh \ef 125 375 1700 2500 298s 367 m m 19 ae \ae 121 550 1570 2600 298s 368 m m 19 ae \ae 120 530 1610 2650 298s 369 m m 19 ah \vt 118 570 1050 2500 298s 370 m m 19 ah \vt 125 590 1100 2480 298s 371 m m 19 aa \as 112 640 970 2870 298s 372 m m 19 aa \as 122 670 980 2900 298s 373 m m 19 ao \ct 113 560 860 2900 298s 374 m m 19 ao \ct 121 570 820 2820 298s 375 m m 19 uh \hs 125 350 1000 2500 298s 376 m m 19 uh \hs 130 380 920 2370 298s 377 m m 19 uw u 130 250 1000 2100 298s 378 m m 19 uw u 140 210 960 1940 298s 379 m m 19 er \er\hr 130 360 1300 1920 298s 380 m m 19 er \er\hr 133 370 1300 1760 298s 381 m m 20 iy i 127 250 2180 2660 298s 382 m m 20 iy i 131 260 2210 2780 298s 383 m m 20 ih \ic 121 400 1900 2440 298s 384 m m 20 ih \ic 122 350 1980 2480 298s 385 m m 20 eh \ef 116 560 1670 2310 298s 386 m m 20 eh \ef 124 530 1700 2380 298s 387 m m 20 ae \ae 120 680 1470 2280 298s 388 m m 20 ae \ae 119 620 1580 2320 298s 389 m m 20 ah \vt 120 620 1100 2390 298s 390 m m 20 ah \vt 125 640 1110 2370 298s 391 m m 20 aa \as 115 630 980 2330 298s 392 m m 20 aa \as 121 670 940 2380 298s 393 m m 20 ao \ct 112 560 790 2480 298s 394 m m 20 ao \ct 120 610 840 2420 298s 395 m m 20 uh \hs 121 360 860 2200 298s 396 m m 20 uh \hs 120 400 840 2200 298s 397 m m 20 uw u 140 280 670 2140 298s 398 m m 20 uw u 126 250 720 2190 298s 399 m m 20 er \er\hr 120 480 1410 1760 298s 400 m m 20 er \er\hr 121 470 1330 1700 298s 401 m m 21 iy i 155 280 2400 2910 298s 402 m m 21 iy i 150 300 2320 2960 298s 403 m m 21 ih \ic 142 410 2060 2680 298s 404 m m 21 ih \ic 150 450 2050 2670 298s 405 m m 21 eh \ef 135 540 1900 2530 298s 406 m m 21 eh \ef 135 540 1920 2520 298s 407 m m 21 ae \ae 138 620 1800 2440 298s 408 m m 21 ae \ae 140 690 1820 2480 298s 409 m m 21 ah \vt 150 630 1200 2600 298s 410 m m 21 ah \vt 140 680 1290 2600 298s 411 m m 21 aa \as 145 740 1110 2500 298s 412 m m 21 aa \as 143 700 1060 2720 298s 413 m m 21 ao \ct 146 600 970 2570 298s 414 m m 21 ao \ct 138 650 880 2660 298s 415 m m 21 uh \hs 142 430 1130 2440 298s 416 m m 21 uh \hs 143 430 1150 2420 298s 417 m m 21 uw u 142 280 990 2330 298s 418 m m 21 uw u 145 290 1000 2300 298s 419 m m 21 er \er\hr 150 420 1350 1600 298s 420 m m 21 er \er\hr 150 450 1350 1600 298s 421 m m 22 iy i 135 300 2300 2800 298s 422 m m 22 iy i 135 350 2240 2760 298s 423 m m 22 ih \ic 136 410 2200 2680 298s 424 m m 22 ih \ic 138 440 2080 2520 298s 425 m m 22 eh \ef 133 580 1870 2320 298s 426 m m 22 eh \ef 127 520 1900 2400 298s 427 m m 22 ae \ae 130 760 1920 2480 298s 428 m m 22 ae \ae 132 670 1850 2560 298s 429 m m 22 ah \vt 139 810 1110 2100 298s 430 m m 22 ah \vt 131 770 1150 2100 298s 431 m m 22 aa \as 141 700 1040 2120 298s 432 m m 22 aa \as 125 750 1160 2080 298s 433 m m 22 ao \ct 133 670 920 2240 298s 434 m m 22 ao \ct 142 570 850 2250 298s 435 m m 22 uh \hs 140 550 970 2200 298s 436 m m 22 uh \hs 141 490 870 2240 298s 437 m m 22 uw u 150 300 600 2300 298s 438 m m 22 uw u 148 230 570 2100 298s 439 m m 22 er \er\hr 140 560 1520 2100 298s 440 m m 22 er \er\hr 140 540 1570 2050 298s 441 m m 23 iy i 125 240 2100 2900 298s 442 m m 23 iy i 119 240 2150 2860 298s 443 m m 23 ih \ic 130 380 1870 2450 298s 444 m m 23 ih \ic 120 430 1710 2350 298s 445 m m 23 eh \ef 119 580 1770 2500 298s 446 m m 23 eh \ef 117 570 1750 2400 298s 447 m m 23 ae \ae 115 760 1580 2440 298s 448 m m 23 ae \ae 110 715 1500 2300 298s 449 m m 23 ah \vt 124 620 880 2500 298s 450 m m 23 ah \vt 124 650 1000 2520 298s 451 m m 23 aa \as 119 710 950 2520 298s 452 m m 23 aa \as 120 690 960 2520 298s 453 m m 23 ao \ct 125 460 610 2500 298s 454 m m 23 ao \ct 120 470 710 2500 298s 455 m m 23 uh \hs 125 390 900 2100 298s 456 m m 23 uh \hs 125 460 920 2140 298s 457 m m 23 uw u 125 250 690 2080 298s 458 m m 23 uw u 130 270 650 2050 298s 459 m m 23 er \er\hr 122 540 1280 1720 298s 460 m m 23 er \er\hr 118 510 1280 1650 298s 461 m m 24 iy i 148 280 2450 2700 298s 462 m m 24 iy i 160 288 2500 2880 298s 463 m m 24 ih \ic 160 400 2080 2530 298s 464 m m 24 ih \ic 153 384 2110 2500 298s 465 m m 24 eh \ef 138 590 1900 2200 298s 466 m m 24 eh \ef 153 583 1840 2250 298s 467 m m 24 ae \ae 145 680 1850 2400 298s 468 m m 24 ae \ae 140 685 1780 2160 298s 469 m m 24 ah \vt 143 660 1370 2110 298s 470 m m 24 ah \vt 145 680 1300 2100 298s 471 m m 24 aa \as 140 760 1260 2120 298s 472 m m 24 aa \as 135 770 1140 2020 298s 473 m m 24 ao \ct 145 500 800 1850 298s 474 m m 24 ao \ct 132 600 1000 2000 298s 475 m m 24 uh \hs 157 380 1060 1950 298s 476 m m 24 uh \hs 150 470 1220 2150 298s 477 m m 24 uw u 162 324 800 2220 298s 478 m m 24 uw u 139 290 800 2150 298s 479 m m 24 er \er\hr 150 560 1350 1780 298s 480 m m 24 er \er\hr 150 600 1470 1820 298s 481 m m 25 iy i 110 250 2190 3000 298s 482 m m 25 iy i 106 254 2085 2890 298s 483 m m 25 ih \ic 111 330 1967 2670 298s 484 m m 25 ih \ic 108 430 1940 2590 298s 485 m m 25 eh \ef 116 464 2100 2700 298s 486 m m 25 eh \ef 105 504 1995 2780 298s 487 m m 25 ae \ae 94 595 1900 2700 298s 488 m m 25 ae \ae 100 670 1860 2500 298s 489 m m 25 ah \vt 96 620 1200 2420 298s 490 m m 25 ah \vt 105 630 1127 2420 298s 491 m m 25 aa \as 100 750 1160 2360 298s 492 m m 25 aa \as 96 740 1155 2330 298s 493 m m 25 ao \ct 101 460 740 2300 298s 494 m m 25 ao \ct 105 494 789 2420 298s 495 m m 25 uh \hs 113 400 1020 2200 298s 496 m m 25 uh \hs 128 450 1028 2160 298s 497 m m 25 uw u 140 392 1000 2120 298s 498 m m 25 uw u 116 350 898 2140 298s 499 m m 25 er \er\hr 117 547 1340 1688 298s 500 m m 25 er \er\hr 128 512 1280 1570 298s 501 m m 26 iy i 123 246 2185 2730 298s 502 m m 26 iy i 133 267 2280 2800 298s 503 m m 26 ih \ic 140 420 2300 2800 298s 504 m m 26 ih \ic 120 384 2110 2620 298s 505 m m 26 eh \ef 120 480 1920 2540 298s 506 m m 26 eh \ef 112 551 1788 2450 298s 507 m m 26 ae \ae 114 628 1837 2570 298s 508 m m 26 ae \ae 111 622 1890 2560 298s 509 m m 26 ah \vt 114 628 1254 2470 298s 510 m m 26 ah \vt 114 617 1255 2480 298s 511 m m 26 aa \as 117 690 1072 2660 298s 512 m m 26 aa \as 103 630 1000 2530 298s 513 m m 26 ao \ct 117 510 700 2650 298s 514 m m 26 ao \ct 120 504 756 2540 298s 515 m m 26 uh \hs 122 465 990 2440 298s 516 m m 26 uh \hs 125 462 976 2450 298s 517 m m 26 uw u 120 324 708 2440 298s 518 m m 26 uw u 157 387 786 2518 298s 519 m m 26 er \er\hr 122 488 1468 1712 298s 520 m m 26 er \er\hr 118 472 1465 1725 298s 521 m m 27 iy i 138 275 2060 2800 298s 522 m m 27 iy i 136 270 2020 2790 298s 523 m m 27 ih \ic 133 349 2030 2760 298s 524 m m 27 ih \ic 136 340 1940 2560 298s 525 m m 27 eh \ef 120 444 1800 2500 298s 526 m m 27 eh \ef 127 380 1800 2440 298s 527 m m 27 ae \ae 125 688 1600 2300 298s 528 m m 27 ae \ae 122 660 1570 2380 298s 529 m m 27 ah \vt 128 565 1157 2310 298s 530 m m 27 ah \vt 130 550 1150 2250 298s 531 m m 27 aa \as 125 712 1024 2250 298s 532 m m 27 aa \as 125 670 1080 2300 298s 533 m m 27 ao \ct 125 550 913 2360 298s 534 m m 27 ao \ct 126 550 890 2280 298s 535 m m 27 uh \hs 128 360 1028 2160 298s 536 m m 27 uh \hs 140 390 1060 2150 298s 537 m m 27 uw u 133 294 930 2050 298s 538 m m 27 uw u 140 280 1000 2160 298s 539 m m 27 er \er\hr 125 440 1250 1625 298s 540 m m 27 er \er\hr 130 480 1160 1520 298s 541 m m 28 iy i 125 320 2160 2900 298s 542 m m 28 iy i 133 267 2230 3000 298s 543 m m 28 ih \ic 115 440 1750 2400 298s 544 m m 28 ih \ic 116 390 1780 2450 298s 545 m m 28 eh \ef 117 525 1800 2480 298s 546 m m 28 eh \ef 110 520 1750 2390 298s 547 m m 28 ae \ae 111 660 1600 2400 298s 548 m m 28 ae \ae 120 720 1680 2430 298s 549 m m 28 ah \vt 117 600 1250 2300 298s 550 m m 28 ah \vt 125 575 1170 2240 298s 551 m m 28 aa \as 111 730 1160 2340 298s 552 m m 28 aa \as 117 860 1280 2470 298s 553 m m 28 ao \ct 114 560 810 2290 298s 554 m m 28 ao \ct 116 584 840 2280 298s 555 m m 28 uh \hs 130 455 970 2140 298s 556 m m 28 uh \hs 120 456 1040 2038 298s 557 m m 28 uw u 125 350 820 2130 298s 558 m m 28 uw u 128 366 772 2058 298s 559 m m 28 er \er\hr 111 450 1420 1870 298s 560 m m 28 er \er\hr 118 472 1430 1840 298s 561 m m 29 iy i 133 333 2305 3200 298s 562 m m 29 iy i 131 326 2260 3030 298s 563 m m 29 ih \ic 125 375 2188 2750 298s 564 m m 29 ih \ic 133 400 2150 2680 298s 565 m m 29 eh \ef 125 500 1980 2480 298s 566 m m 29 eh \ef 150 480 1950 2340 298s 567 m m 29 ae \ae 116 640 1710 2450 298s 568 m m 29 ae \ae 123 615 1720 2220 298s 569 m m 29 ah \vt 116 583 1110 2360 298s 570 m m 29 ah \vt 117 608 1120 2700 298s 571 m m 29 aa \as 111 777 1170 2600 298s 572 m m 29 aa \as 114 750 1175 2820 298s 573 m m 29 ao \ct 105 630 891 2519 298s 574 m m 29 ao \ct 114 572 924 2660 298s 575 m m 29 uh \hs 125 438 975 2300 298s 576 m m 29 uh \hs 140 420 938 2300 298s 577 m m 29 uw u 133 333 800 2130 298s 578 m m 29 uw u 140 320 840 2150 298s 579 m m 29 er \er\hr 120 480 1320 1870 298s 580 m m 29 er \er\hr 127 483 1335 1844 298s 581 m m 30 iy i 166 267 2300 2940 298s 582 m m 30 iy i 156 220 2300 2900 298s 583 m m 30 ih \ic 154 431 2040 2460 298s 584 m m 30 ih \ic 155 360 2010 2400 298s 585 m m 30 eh \ef 150 565 1950 2500 298s 586 m m 30 eh \ef 180 540 2000 2450 298s 587 m m 30 ae \ae 143 600 2000 2570 298s 588 m m 30 ae \ae 138 590 1950 2460 298s 589 m m 30 ah \vt 157 630 1140 2200 298s 590 m m 30 ah \vt 186 630 1170 2280 298s 591 m m 30 aa \as 146 730 1048 2450 298s 592 m m 30 aa \as 155 730 1130 2320 298s 593 m m 30 ao \ct 150 600 900 2400 298s 594 m m 30 ao \ct 178 640 890 2280 298s 595 m m 30 uh \hs 160 448 960 2200 298s 596 m m 30 uh \hs 196 450 1000 2180 298s 597 m m 30 uw u 167 333 835 2170 298s 598 m m 30 uw u 198 280 750 2170 298s 599 m m 30 er \er\hr 163 488 1300 1600 298s 600 m m 30 er \er\hr 163 490 1380 1620 298s 601 m m 31 iy i 120 312 2380 2900 298s 602 m m 31 iy i 120 300 2350 3000 298s 603 m m 31 ih \ic 140 490 2000 2620 298s 604 m m 31 ih \ic 140 490 1960 2600 298s 605 m m 31 eh \ef 125 640 2000 2620 298s 606 m m 31 eh \ef 111 555 1870 2540 298s 607 m m 31 ae \ae 112 697 1610 2540 298s 608 m m 31 ae \ae 114 684 1634 2510 298s 609 m m 31 ah \vt 115 633 1260 2530 298s 610 m m 31 ah \vt 120 660 1213 2460 298s 611 m m 31 aa \as 112 730 1203 2700 298s 612 m m 31 aa \as 107 752 1125 2620 298s 613 m m 31 ao \ct 108 507 755 2420 298s 614 m m 31 ao \ct 116 538 816 2450 298s 615 m m 31 uh \hs 114 456 1040 2300 298s 616 m m 31 uh \hs 120 480 1120 2160 298s 617 m m 31 uw u 123 344 960 2150 298s 618 m m 31 uw u 125 350 1000 2250 298s 619 m m 31 er \er\hr 112 539 1370 1800 298s 620 m m 31 er \er\hr 117 549 1353 1728 298s 621 m m 32 iy i 146 292 2500 3150 298s 622 m m 32 iy i 133 266 2370 3100 298s 623 m m 32 ih \ic 143 372 2220 2640 298s 624 m m 32 ih \ic 131 350 2130 2610 298s 625 m m 32 eh \ef 133 574 1840 2260 298s 626 m m 32 eh \ef 133 563 1960 2450 298s 627 m m 32 ae \ae 125 650 1738 2400 298s 628 m m 32 ae \ae 130 663 1820 2400 298s 629 m m 32 ah \vt 137 600 1370 2180 298s 630 m m 32 ah \vt 125 625 1312 2250 298s 631 m m 32 aa \as 133 735 1070 2100 298s 632 m m 32 aa \as 117 713 1180 2200 298s 633 m m 32 ao \ct 125 625 875 2180 298s 634 m m 32 ao \ct 115 700 1000 2250 298s 635 m m 32 uh \hs 150 420 1100 2000 298s 636 m m 32 uh \hs 140 420 1120 2100 298s 637 m m 32 uw u 125 350 980 2200 298s 638 m m 32 uw u 133 320 918 2100 298s 639 m m 32 er \er\hr 143 554 1480 1800 298s 640 m m 32 er \er\hr 128 484 1505 1890 298s 641 m m 33 iy i 143 286 2415 2860 298s 642 m m 33 iy i 150 300 2415 2860 298s 643 m m 33 ih \ic 140 400 1980 2500 298s 644 m m 33 ih \ic 145 407 2095 2620 298s 645 m m 33 eh \ef 125 525 1988 2610 298s 646 m m 33 eh \ef 144 553 1935 2530 298s 647 m m 33 ae \ae 133 640 1773 2490 298s 648 m m 33 ae \ae 133 640 1840 2560 298s 649 m m 33 ah \vt 143 672 1272 2640 298s 650 m m 33 ah \vt 146 658 1241 2560 298s 651 m m 33 aa \as 130 780 1170 2640 298s 652 m m 33 aa \as 131 788 1115 2645 298s 653 m m 33 ao \ct 138 633 891 2500 298s 654 m m 33 ao \ct 150 600 935 2550 298s 655 m m 33 uh \hs 175 490 1102 2420 298s 656 m m 33 uh \hs 154 492 1077 2306 298s 657 m m 33 uw u 160 320 960 2240 298s 658 m m 33 uw u 160 320 960 2290 298s 659 m m 33 er \er\hr 143 543 1310 1643 298s 660 m m 33 er \er\hr 145 508 1309 1600 298s 661 w f 34 iy i 230 370 2670 3100 298s 662 w f 34 iy i 234 390 2760 3060 298s 663 w f 34 ih \ic 234 468 2330 2930 298s 664 w f 34 ih \ic 205 410 2380 2950 298s 665 w f 34 eh \ef 190 550 2200 2880 298s 666 w f 34 eh \ef 191 570 2100 3040 298s 667 w f 34 ae \ae 200 800 1980 2810 298s 668 w f 34 ae \ae 192 860 1920 2850 298s 669 w f 34 ah \vt 227 635 1200 3250 298s 670 w f 34 ah \vt 200 700 1200 3100 298s 671 w f 34 aa \as 210 880 1240 2870 298s 672 w f 34 aa \as 188 830 1200 2880 298s 673 w f 34 ao \ct 207 570 830 3300 298s 674 w f 34 ao \ct 200 700 1000 3130 298s 675 w f 34 uh \hs 240 410 940 3040 298s 676 w f 34 uh \hs 225 450 970 3190 298s 677 w f 34 uw u 238 480 955 2960 298s 678 w f 34 uw u 208 395 810 2900 298s 679 w f 34 er \er\hr 200 500 1850 2100 298s 680 w f 34 er \er\hr 200 560 1750 2100 298s 681 w f 35 iy i 225 270 2760 3550 298s 682 w f 35 iy i 240 290 2700 3350 298s 683 w f 35 ih \ic 245 460 2500 3220 298s 684 w f 35 ih \ic 220 410 2400 3240 298s 685 w f 35 eh \ef 220 620 2300 3200 298s 686 w f 35 eh \ef 210 630 2300 3170 298s 687 w f 35 ae \ae 220 820 2180 2850 298s 688 w f 35 ae \ae 195 740 2120 3070 298s 689 w f 35 ah \vt 240 800 1300 2900 298s 690 w f 35 ah \vt 225 760 1400 2830 298s 691 w f 35 aa \as 214 850 1120 2620 298s 692 w f 35 aa \as 190 880 1220 2850 298s 693 w f 35 ao \ct 228 460 900 2830 298s 694 w f 35 ao \ct 222 440 880 2850 298s 695 w f 35 uh \hs 250 500 1040 2750 298s 696 w f 35 uh \hs 245 490 1000 2720 298s 697 w f 35 uw u 250 400 940 2720 298s 698 w f 35 uw u 245 410 860 2700 298s 699 w f 35 er \er\hr 225 440 1560 1750 298s 700 w f 35 er \er\hr 210 420 1600 1750 298s 701 w f 36 iy i 210 290 2700 3020 298s 702 w f 36 iy i 215 280 2630 3240 298s 703 w f 36 ih \ic 211 420 2300 2950 298s 704 w f 36 ih \ic 211 420 2220 2980 298s 705 w f 36 eh \ef 207 640 2120 2900 298s 706 w f 36 eh \ef 221 700 2000 2900 298s 707 w f 36 ae \ae 212 1000 1830 2820 298s 708 w f 36 ae \ae 204 980 1800 2820 298s 709 w f 36 ah \vt 205 780 1410 2720 298s 710 w f 36 ah \vt 208 710 1450 2750 298s 711 w f 36 aa \as 205 950 1280 2600 298s 712 w f 36 aa \as 210 870 1260 2740 298s 713 w f 36 ao \ct 203 610 900 2710 298s 714 w f 36 ao \ct 210 630 840 2700 298s 715 w f 36 uh \hs 211 440 1050 2780 298s 716 w f 36 uh \hs 210 420 1050 2740 298s 717 w f 36 uw u 222 380 860 2500 298s 718 w f 36 uw u 208 330 750 2740 298s 719 w f 36 er \er\hr 208 580 1450 1720 298s 720 w f 36 er \er\hr 212 540 1560 1900 298s 721 w f 37 iy i 210 294 2800 3100 298s 722 w f 37 iy i 222 270 2880 3160 298s 723 w f 37 ih \ic 202 420 2430 3030 298s 724 w f 37 ih \ic 212 420 2370 2930 298s 725 w f 37 eh \ef 200 580 2180 2770 298s 726 w f 37 eh \ef 217 540 2160 2770 298s 727 w f 37 ae \ae 200 820 1970 2620 298s 728 w f 37 ae \ae 210 840 2000 2700 298s 729 w f 37 ah \vt 208 690 1200 2900 298s 730 w f 37 ah \vt 201 666 1206 2900 298s 731 w f 37 aa \as 200 800 1200 2920 298s 732 w f 37 aa \as 190 760 1140 2850 298s 733 w f 37 ao \ct 200 560 760 2800 298s 734 w f 37 ao \ct 207 560 770 3000 298s 735 w f 37 uh \hs 215 430 1075 2580 298s 736 w f 37 uh \hs 213 430 1000 2700 298s 737 w f 37 uw u 220 330 840 2550 298s 738 w f 37 uw u 213 280 850 2500 298s 739 w f 37 er \er\hr 205 430 1800 1930 298s 740 w f 37 er \er\hr 200 420 1740 1960 298s 741 w f 38 iy i 175 350 2800 3160 298s 742 w f 38 iy i 187 338 2870 3300 298s 743 w f 38 ih \ic 200 400 2540 3200 298s 744 w f 38 ih \ic 210 420 2680 3000 298s 745 w f 38 eh \ef 180 518 2470 3200 298s 746 w f 38 eh \ef 200 600 2400 3150 298s 747 w f 38 ae \ae 171 773 2000 2870 298s 748 w f 38 ae \ae 175 875 2100 2970 298s 749 w f 38 ah \vt 183 733 1468 2700 298s 750 w f 38 ah \vt 200 740 1280 2900 298s 751 w f 38 aa \as 178 730 1210 2740 298s 752 w f 38 aa \as 175 735 1220 2850 298s 753 w f 38 ao \ct 160 560 960 2850 298s 754 w f 38 ao \ct 192 536 850 2850 298s 755 w f 38 uh \hs 212 424 1040 2780 298s 756 w f 38 uh \hs 200 520 1060 2670 298s 757 w f 38 uw u 190 380 770 2900 298s 758 w f 38 uw u 187 340 750 2780 298s 759 w f 38 er \er\hr 177 490 2120 2480 298s 760 w f 38 er \er\hr 197 493 1930 2300 298s 761 w f 39 iy i 250 325 2700 3100 298s 762 w f 39 iy i 225 310 2750 3225 298s 763 w f 39 ih \ic 214 350 2580 3000 298s 764 w f 39 ih \ic 267 390 2700 3200 298s 765 w f 39 eh \ef 233 560 2330 2800 298s 766 w f 39 eh \ef 200 520 2500 3000 298s 767 w f 39 ae \ae 171 806 1970 2600 298s 768 w f 39 ae \ae 150 825 1860 2550 298s 769 w f 39 ah \vt 186 708 1485 2760 298s 770 w f 39 ah \vt 188 676 1500 2590 298s 771 w f 39 aa \as 200 800 1200 2800 298s 772 w f 39 aa \as 205 714 1154 2850 298s 773 w f 39 ao \ct 267 530 800 2780 298s 774 w f 39 ao \ct 180 485 810 2750 298s 775 w f 39 uh \hs 214 450 1460 2550 298s 776 w f 39 uh \hs 233 467 1400 2450 298s 777 w f 39 uw u 225 450 1080 2350 298s 778 w f 39 uw u 200 400 1000 2400 298s 779 w f 39 er \er\hr 193 524 1700 2130 298s 780 w f 39 er \er\hr 180 507 1800 2380 298s 781 w f 40 iy i 200 300 3100 3400 298s 782 w f 40 iy i 216 300 3100 3500 298s 783 w f 40 ih \ic 214 428 2570 3000 298s 784 w f 40 ih \ic 220 440 2640 3080 298s 785 w f 40 eh \ef 210 528 2540 3170 298s 786 w f 40 eh \ef 210 504 2520 3200 298s 787 w f 40 ae \ae 187 940 2250 2760 298s 788 w f 40 ae \ae 200 820 2200 2920 298s 789 w f 40 ah \vt 204 816 1450 2700 298s 790 w f 40 ah \vt 214 858 1500 2700 298s 791 w f 40 aa \as 200 960 1280 3000 298s 792 w f 40 aa \as 180 1040 1300 3000 298s 793 w f 40 ao \ct 220 520 880 2500 298s 794 w f 40 ao \ct 217 574 890 2510 298s 795 w f 40 uh \hs 233 466 1330 2750 298s 796 w f 40 uh \hs 233 466 1165 2800 298s 797 w f 40 uw u 180 300 850 2800 298s 798 w f 40 uw u 175 350 840 2750 298s 799 w f 40 er \er\hr 216 432 1790 2060 298s 800 w f 40 er \er\hr 219 360 1900 2320 298s 801 w f 41 iy i 225 337 2700 3300 298s 802 w f 41 iy i 233 340 2720 3200 298s 803 w f 41 ih \ic 237 474 2370 3095 298s 804 w f 41 ih \ic 237 475 2400 3090 298s 805 w f 41 eh \ef 229 526 2360 3090 298s 806 w f 41 eh \ef 233 580 2360 3150 298s 807 w f 41 ae \ae 230 690 2185 2990 298s 808 w f 41 ae \ae 220 660 2200 3020 298s 809 w f 41 ah \vt 225 675 1551 2923 298s 810 w f 41 ah \vt 233 690 1630 2900 298s 811 w f 41 aa \as 222 845 1334 2890 298s 812 w f 41 aa \as 233 888 1290 2800 298s 813 w f 41 ao \ct 225 631 923 2250 298s 814 w f 41 ao \ct 233 543 980 2300 298s 815 w f 41 uh \hs 233 537 1360 2920 298s 816 w f 41 uh \hs 240 480 1345 2680 298s 817 w f 41 uw u 235 400 1180 2760 298s 818 w f 41 uw u 233 396 1120 2560 298s 819 w f 41 er \er\hr 225 450 1640 2250 298s 820 w f 41 er \er\hr 233 489 1630 2090 298s 821 w f 42 iy i 225 225 2760 3900 298s 822 w f 42 iy i 230 230 2850 3800 298s 823 w f 42 ih \ic 238 429 2560 3200 298s 824 w f 42 ih \ic 230 430 2575 3100 298s 825 w f 42 eh \ef 214 579 2570 3300 298s 826 w f 42 eh \ef 214 536 2570 3100 298s 827 w f 42 ae \ae 205 823 2220 2870 298s 828 w f 42 ae \ae 200 800 2100 2900 298s 829 w f 42 ah \vt 250 750 1500 2750 298s 830 w f 42 ah \vt 217 738 1300 2820 298s 831 w f 42 aa \as 200 840 1300 3100 298s 832 w f 42 aa \as 206 990 1340 3100 298s 833 w f 42 ao \ct 214 579 856 2790 298s 834 w f 42 ao \ct 205 545 905 2750 298s 835 w f 42 uh \hs 233 490 1220 2610 298s 836 w f 42 uh \hs 250 513 1500 2650 298s 837 w f 42 uw u 250 400 1250 2500 298s 838 w f 42 uw u 225 405 1080 2500 298s 839 w f 42 er \er\hr 233 466 1860 2260 298s 840 w f 42 er \er\hr 225 540 1780 2220 298s 841 w f 43 iy i 240 290 3000 3840 298s 842 w f 43 iy i 250 325 2900 3500 298s 843 w f 43 ih \ic 250 500 2370 3120 298s 844 w f 43 ih \ic 238 476 2380 3090 298s 845 w f 43 eh \ef 238 760 2380 3205 298s 846 w f 43 eh \ef 233 746 2290 3030 298s 847 w f 43 ae \ae 206 1008 1990 2870 298s 848 w f 43 ae \ae 200 1040 2000 2800 298s 849 w f 43 ah \vt 220 830 1540 2860 298s 850 w f 43 ah \vt 237 900 1510 2840 298s 851 w f 43 aa \as 206 970 1343 3018 298s 852 w f 43 aa \as 236 592 1230 2600 298s 853 w f 43 ao \ct 233 650 900 2920 298s 854 w f 43 ao \ct 229 687 1060 2780 298s 855 w f 43 uh \hs 233 512 1211 2630 298s 856 w f 43 uh \hs 233 467 1167 2595 298s 857 w f 43 uw u 250 450 875 2750 298s 858 w f 43 uw u 233 420 935 2710 298s 859 w f 43 er \er\hr 230 622 1750 2070 298s 860 w f 43 er \er\hr 225 652 1710 2043 298s 861 w f 44 iy i 255 275 2800 3310 298s 862 w f 44 iy i 245 245 2800 3300 298s 863 w f 44 ih \ic 267 534 2500 3250 298s 864 w f 44 ih \ic 264 528 2640 3370 298s 865 w f 44 eh \ef 238 700 2380 3250 298s 866 w f 44 eh \ef 250 750 2480 3000 298s 867 w f 44 ae \ae 237 1020 1900 2960 298s 868 w f 44 ae \ae 233 1005 2050 2870 298s 869 w f 44 ah \vt 263 750 1500 2850 298s 870 w f 44 ah \vt 250 850 1400 2750 298s 871 w f 44 aa \as 258 978 1290 2840 298s 872 w f 44 aa \as 246 935 1230 2730 298s 873 w f 44 ao \ct 250 500 750 2750 298s 874 w f 44 ao \ct 243 632 850 2850 298s 875 w f 44 uh \hs 250 350 1170 2750 298s 876 w f 44 uh \hs 266 450 1000 2800 298s 877 w f 44 uw u 256 358 640 2560 298s 878 w f 44 uw u 250 300 750 2500 298s 879 w f 44 er \er\hr 260 520 1560 1820 298s 880 w f 44 er \er\hr 250 500 1500 1750 298s 881 w f 45 iy i 236 236 2790 3760 298s 882 w f 45 iy i 242 242 2770 3800 298s 883 w f 45 ih \ic 222 444 2555 3110 298s 884 w f 45 ih \ic 242 420 2700 3120 298s 885 w f 45 eh \ef 226 634 2325 2940 298s 886 w f 45 eh \ef 225 608 2475 3100 298s 887 w f 45 ae \ae 210 1010 2060 2900 298s 888 w f 45 ae \ae 200 980 2160 2920 298s 889 w f 45 ah \vt 217 818 1450 2500 298s 890 w f 45 ah \vt 200 750 1280 2650 298s 891 w f 45 aa \as 220 820 1200 2640 298s 892 w f 45 aa \as 210 900 1120 2900 298s 893 w f 45 ao \ct 220 440 749 2640 298s 894 w f 45 ao \ct 210 567 752 2600 298s 895 w f 45 uh \hs 204 460 1045 2504 298s 896 w f 45 uh \hs 240 480 1105 2400 298s 897 w f 45 uw u 250 420 1000 2500 298s 898 w f 45 uw u 275 350 1100 2400 298s 899 w f 45 er \er\hr 217 487 1500 1780 298s 900 w f 45 er \er\hr 206 467 1420 1640 298s 901 w f 46 iy i 225 360 2920 3400 298s 902 w f 46 iy i 233 340 2840 3300 298s 903 w f 46 ih \ic 257 514 2570 3070 298s 904 w f 46 ih \ic 238 500 2680 3260 298s 905 w f 46 eh \ef 238 650 2495 3090 298s 906 w f 46 eh \ef 216 650 2380 3030 298s 907 w f 46 ae \ae 225 1020 2030 2700 298s 908 w f 46 ae \ae 225 1000 2200 2770 298s 909 w f 46 ah \vt 225 788 1462 2920 298s 910 w f 46 ah \vt 217 736 1500 2900 298s 911 w f 46 aa \as 214 987 1330 2830 298s 912 w f 46 aa \as 214 1009 1415 3080 298s 913 w f 46 ao \ct 226 672 1084 2495 298s 914 w f 46 ao \ct 209 627 1045 2504 298s 915 w f 46 uh \hs 250 500 1200 2450 298s 916 w f 46 uh \hs 230 460 1150 2880 298s 917 w f 46 uw u 267 420 990 2860 298s 918 w f 46 uw u 190 380 893 2920 298s 919 w f 46 er \er\hr 246 610 1630 2020 298s 920 w f 46 er \er\hr 225 585 1700 1850 298s 921 w f 47 iy i 285 285 2900 3500 298s 922 w f 47 iy i 286 310 2900 3400 298s 923 w f 47 ih \ic 297 480 2670 3260 298s 924 w f 47 ih \ic 220 440 2620 3380 298s 925 w f 47 eh \ef 173 550 2370 3140 298s 926 w f 47 eh \ef 260 520 2340 3040 298s 927 w f 47 ae \ae 167 790 2180 3020 298s 928 w f 47 ae \ae 280 840 2160 3020 298s 929 w f 47 ah \vt 280 840 1400 2750 298s 930 w f 47 ah \vt 270 760 1330 2950 298s 931 w f 47 aa \as 252 900 1290 2750 298s 932 w f 47 aa \as 260 900 1240 3110 298s 933 w f 47 ao \ct 175 700 1050 2750 298s 934 w f 47 ao \ct 190 720 1080 3030 298s 935 w f 47 uh \hs 286 540 1200 2860 298s 936 w f 47 uh \hs 205 570 1200 2970 298s 937 w f 47 uw u 328 400 980 2630 298s 938 w f 47 uw u 290 440 990 2900 298s 939 w f 47 er \er\hr 286 570 2000 2480 298s 940 w f 47 er \er\hr 260 510 1850 2350 298s 941 w f 48 iy i 170 340 2750 3120 298s 942 w f 48 iy i 238 360 2760 3120 298s 943 w f 48 ih \ic 167 480 2390 2950 298s 944 w f 48 ih \ic 194 520 2450 3000 298s 945 w f 48 eh \ef 220 620 2520 2920 298s 946 w f 48 eh \ef 222 620 2440 2880 298s 947 w f 48 ae \ae 222 1110 2160 2700 298s 948 w f 48 ae \ae 214 1070 1960 2750 298s 949 w f 48 ah \vt 217 820 1240 2600 298s 950 w f 48 ah \vt 216 860 1300 2670 298s 951 w f 48 aa \as 150 840 1110 2930 298s 952 w f 48 aa \as 170 850 1120 2850 298s 953 w f 48 ao \ct 200 500 700 2930 298s 954 w f 48 ao \ct 212 380 720 2700 298s 955 w f 48 uh \hs 235 400 940 2820 298s 956 w f 48 uh \hs 214 380 860 2680 298s 957 w f 48 uw u 196 330 760 2870 298s 958 w f 48 uw u 188 350 710 2760 298s 959 w f 48 er \er\hr 182 550 1780 2080 298s 960 w f 48 er \er\hr 201 600 1750 2000 298s 961 w f 49 iy i 200 320 2360 2980 298s 962 w f 49 iy i 203 304 2380 3050 298s 963 w f 49 ih \ic 211 444 2220 2740 298s 964 w f 49 ih \ic 210 420 2090 2780 298s 965 w f 49 eh \ef 200 500 2350 2830 298s 966 w f 49 eh \ef 200 600 2200 2700 298s 967 w f 49 ae \ae 192 845 1700 2300 298s 968 w f 49 ae \ae 187 860 1724 2530 298s 969 w f 49 ah \vt 200 720 1440 2380 298s 970 w f 49 ah \vt 191 707 1470 2440 298s 971 w f 49 aa \as 200 700 1080 2420 298s 972 w f 49 aa \as 192 767 1150 2590 298s 973 w f 49 ao \ct 200 600 860 2410 298s 974 w f 49 ao \ct 200 600 900 2400 298s 975 w f 49 uh \hs 210 546 1090 2400 298s 976 w f 49 uh \hs 210 462 1240 2310 298s 977 w f 49 uw u 257 360 930 2260 298s 978 w f 49 uw u 220 440 1100 2300 298s 979 w f 49 er \er\hr 200 540 1400 1800 298s 980 w f 49 er \er\hr 204 460 1350 1560 298s 981 w f 50 iy i 203 406 2600 2945 298s 982 w f 50 iy i 200 400 2600 3100 298s 983 w f 50 ih \ic 200 460 2300 2800 298s 984 w f 50 ih \ic 210 420 2305 2835 298s 985 w f 50 eh \ef 190 570 2100 2720 298s 986 w f 50 eh \ef 207 538 2175 2880 298s 987 w f 50 ae \ae 189 850 1853 2685 298s 988 w f 50 ae \ae 193 830 1800 2620 298s 989 w f 50 ah \vt 200 720 1500 2560 298s 990 w f 50 ah \vt 200 800 1400 2420 298s 991 w f 50 aa \as 194 915 1280 2530 298s 992 w f 50 aa \as 206 723 1196 2600 298s 993 w f 50 ao \ct 192 575 1073 2490 298s 994 w f 50 ao \ct 200 600 1100 2600 298s 995 w f 50 uh \hs 202 520 1210 2420 298s 996 w f 50 uh \hs 212 468 1275 2550 298s 997 w f 50 uw u 207 370 1000 2470 298s 998 w f 50 uw u 205 330 970 2460 298s 999 w f 50 er \er\hr 200 560 1600 1900 298s 1000 w f 50 er \er\hr 206 514 1540 1955 298s 1001 w f 51 iy i 240 380 2880 3360 298s 1002 w f 51 iy i 250 380 2820 3300 298s 1003 w f 51 ih \ic 233 514 2600 2930 298s 1004 w f 51 ih \ic 237 473 2660 2970 298s 1005 w f 51 eh \ef 223 567 2460 3122 298s 1006 w f 51 eh \ef 224 521 2460 2920 298s 1007 w f 51 ae \ae 218 808 2070 2880 298s 1008 w f 51 ae \ae 203 678 2420 3080 298s 1009 w f 51 ah \vt 200 800 1340 2700 298s 1010 w f 51 ah \vt 214 772 1280 2660 298s 1011 w f 51 aa \as 183 843 1190 2860 298s 1012 w f 51 aa \as 205 740 1160 2780 298s 1013 w f 51 ao \ct 222 623 1022 2700 298s 1014 w f 51 ao \ct 220 594 990 2640 298s 1015 w f 51 uh \hs 240 480 960 2820 298s 1016 w f 51 uh \hs 242 484 900 2640 298s 1017 w f 51 uw u 233 370 933 2520 298s 1018 w f 51 uw u 250 325 750 2500 298s 1019 w f 51 er \er\hr 225 450 1680 2050 298s 1020 w f 51 er \er\hr 233 466 1630 1865 298s 1021 w f 52 iy i 200 320 2750 3100 298s 1022 w f 52 iy i 178 356 2755 3200 298s 1023 w f 52 ih \ic 194 388 2622 3050 298s 1024 w f 52 ih \ic 194 426 2460 3040 298s 1025 w f 52 eh \ef 187 592 2242 2765 298s 1026 w f 52 eh \ef 191 535 2290 2870 298s 1027 w f 52 ae \ae 188 750 2060 2770 298s 1028 w f 52 ae \ae 162 650 2110 2618 298s 1029 w f 52 ah \vt 187 618 1518 2700 298s 1030 w f 52 ah \vt 183 624 1430 2660 298s 1031 w f 52 aa \as 163 766 1180 2340 298s 1032 w f 52 aa \as 167 750 1065 2640 298s 1033 w f 52 ao \ct 170 595 918 2600 298s 1034 w f 52 ao \ct 176 630 985 2630 298s 1035 w f 52 uh \hs 200 420 1200 2600 298s 1036 w f 52 uh \hs 200 460 1260 2640 298s 1037 w f 52 uw u 187 375 1124 2685 298s 1038 w f 52 uw u 188 375 1143 2700 298s 1039 w f 52 er \er\hr 180 504 1565 1835 298s 1040 w f 52 er \er\hr 183 513 1578 1830 298s 1041 w f 53 iy i 280 357 2800 3360 298s 1042 w f 53 iy i 275 340 2860 3350 298s 1043 w f 53 ih \ic 290 480 2600 3060 298s 1044 w f 53 ih \ic 292 465 2598 3060 298s 1045 w f 53 eh \ef 250 700 2350 2980 298s 1046 w f 53 eh \ef 240 737 2325 3100 298s 1047 w f 53 ae \ae 200 960 2100 3000 298s 1048 w f 53 ae \ae 217 1030 2200 3260 298s 1049 w f 53 ah \vt 275 920 1512 2950 298s 1050 w f 53 ah \vt 260 910 1688 3050 298s 1051 w f 53 aa \as 275 990 1237 2360 298s 1052 w f 53 aa \as 267 987 1172 3180 298s 1053 w f 53 ao \ct 267 587 1068 3270 298s 1054 w f 53 ao \ct 293 560 990 3150 298s 1055 w f 53 uh \hs 275 520 1350 3190 298s 1056 w f 53 uh \hs 280 510 1415 3130 298s 1057 w f 53 uw u 300 420 1045 3060 298s 1058 w f 53 uw u 300 390 960 3030 298s 1059 w f 53 er \er\hr 230 460 1860 2250 298s 1060 w f 53 er \er\hr 214 504 1820 2290 298s 1061 w f 54 iy i 200 240 2760 3700 298s 1062 w f 54 iy i 220 220 2850 3800 298s 1063 w f 54 ih \ic 228 319 2500 3020 298s 1064 w f 54 ih \ic 216 324 2500 3010 298s 1065 w f 54 eh \ef 220 616 2380 2900 298s 1066 w f 54 eh \ef 212 615 2300 2800 298s 1067 w f 54 ae \ae 212 710 2120 2600 298s 1068 w f 54 ae \ae 210 690 2250 2680 298s 1069 w f 54 ah \vt 221 800 1520 2380 298s 1070 w f 54 ah \vt 210 780 1470 2400 298s 1071 w f 54 aa \as 199 995 1392 2290 298s 1072 w f 54 aa \as 200 1000 1400 2440 298s 1073 w f 54 ao \ct 205 656 944 2250 298s 1074 w f 54 ao \ct 200 720 960 2380 298s 1075 w f 54 uh \hs 223 335 1049 2470 298s 1076 w f 54 uh \hs 210 420 1009 2300 298s 1077 w f 54 uw u 219 329 877 2550 298s 1078 w f 54 uw u 230 340 900 2530 298s 1079 w f 54 er \er\hr 206 400 1380 1560 298s 1080 w f 54 er \er\hr 201 400 1240 1480 298s 1081 w f 55 iy i 220 286 2800 3550 298s 1082 w f 55 iy i 241 289 2800 3400 298s 1083 w f 55 ih \ic 225 383 2420 3080 298s 1084 w f 55 ih \ic 240 384 2400 3050 298s 1085 w f 55 eh \ef 209 418 2430 3110 298s 1086 w f 55 eh \ef 230 460 2300 3050 298s 1087 w f 55 ae \ae 187 861 2100 2800 298s 1088 w f 55 ae \ae 224 896 2040 3000 298s 1089 w f 55 ah \vt 218 654 1160 2800 298s 1090 w f 55 ah \vt 230 690 1195 2770 298s 1091 w f 55 aa \as 208 860 1103 2700 298s 1092 w f 55 aa \as 212 806 1060 2850 298s 1093 w f 55 ao \ct 202 606 910 2900 298s 1094 w f 55 ao \ct 201 583 860 2840 298s 1095 w f 55 uh \hs 225 340 900 2650 298s 1096 w f 55 uh \hs 235 470 1100 2560 298s 1097 w f 55 uw u 205 308 1025 2650 298s 1098 w f 55 uw u 235 329 1151 2560 298s 1099 w f 55 er \er\hr 213 533 1425 1830 298s 1100 w f 55 er \er\hr 214 535 1412 1800 298s 1101 w f 56 iy i 236 307 2670 3150 298s 1102 w f 56 iy i 245 340 2700 3250 298s 1103 w f 56 ih \ic 231 417 2300 3000 298s 1104 w f 56 ih \ic 239 410 2200 2910 298s 1105 w f 56 eh \ef 222 644 2250 3000 298s 1106 w f 56 eh \ef 224 670 2300 2880 298s 1107 w f 56 ae \ae 224 784 1800 2750 298s 1108 w f 56 ae \ae 234 820 1750 2890 298s 1109 w f 56 ah \vt 225 765 1300 2700 298s 1110 w f 56 ah \vt 221 730 1390 2790 298s 1111 w f 56 aa \as 225 834 1282 2800 298s 1112 w f 56 aa \as 212 850 1270 2760 298s 1113 w f 56 ao \ct 229 688 1029 2750 298s 1114 w f 56 ao \ct 222 670 1040 2640 298s 1115 w f 56 uh \hs 251 427 1506 2640 298s 1116 w f 56 uh \hs 240 460 1370 2610 298s 1117 w f 56 uw u 236 378 1416 2580 298s 1118 w f 56 uw u 239 380 1430 2610 298s 1119 w f 56 er \er\hr 230 460 1200 1909 298s 1120 w f 56 er \er\hr 225 410 1580 1800 298s 1121 w f 57 iy i 256 384 2860 3210 298s 1122 w f 57 iy i 250 375 3000 3400 298s 1123 w f 57 ih \ic 230 460 2665 3140 298s 1124 w f 57 ih \ic 233 467 2680 3150 298s 1125 w f 57 eh \ef 229 640 2400 2860 298s 1126 w f 57 eh \ef 233 630 2530 3030 298s 1127 w f 57 ae \ae 233 700 2560 3150 298s 1128 w f 57 ae \ae 225 675 2510 3145 298s 1129 w f 57 ah \vt 240 768 1440 2855 298s 1130 w f 57 ah \vt 234 794 1447 2920 298s 1131 w f 57 aa \as 227 978 1362 2724 298s 1132 w f 57 aa \as 233 933 1350 2610 298s 1133 w f 57 ao \ct 240 700 1080 2810 298s 1134 w f 57 ao \ct 240 720 1090 2840 298s 1135 w f 57 uh \hs 243 500 1215 2870 298s 1136 w f 57 uh \hs 239 500 1240 2860 298s 1137 w f 57 uw u 263 470 1000 2820 298s 1138 w f 57 uw u 272 378 950 2990 298s 1139 w f 57 er \er\hr 243 480 1410 1700 298s 1140 w f 57 er \er\hr 243 493 1580 1775 298s 1141 w f 58 iy i 268 320 2900 3200 298s 1142 w f 58 iy i 263 290 2750 3050 298s 1143 w f 58 ih \ic 258 460 2380 2940 298s 1144 w f 58 ih \ic 251 480 2260 2980 298s 1145 w f 58 eh \ef 246 640 2220 2900 298s 1146 w f 58 eh \ef 250 670 2250 2960 298s 1147 w f 58 ae \ae 243 950 1970 2890 298s 1148 w f 58 ae \ae 244 980 1950 2920 298s 1149 w f 58 ah \vt 251 750 1280 2760 298s 1150 w f 58 ah \vt 258 770 1340 2800 298s 1151 w f 58 aa \as 250 950 1130 3160 298s 1152 w f 58 aa \as 256 850 1150 2940 298s 1153 w f 58 ao \ct 242 530 870 2680 298s 1154 w f 58 ao \ct 250 600 900 2770 298s 1155 w f 58 uh \hs 250 600 1225 2500 298s 1156 w f 58 uh \hs 264 630 1320 2560 298s 1157 w f 58 uw u 258 440 1290 2530 298s 1158 w f 58 uw u 269 460 1080 2640 298s 1159 w f 58 er \er\hr 250 600 1500 2000 298s 1160 w f 58 er \er\hr 254 610 1520 1950 298s 1161 w f 59 iy i 234 280 2690 3040 298s 1162 w f 59 iy i 261 280 2740 2980 298s 1163 w f 59 ih \ic 260 470 2500 3400 298s 1164 w f 59 ih \ic 262 440 2480 3240 298s 1165 w f 59 eh \ef 242 730 2300 3100 298s 1166 w f 59 eh \ef 260 750 2340 3120 298s 1167 w f 59 ae \ae 233 860 2070 2880 298s 1168 w f 59 ae \ae 240 890 1920 2710 298s 1169 w f 59 ah \vt 257 770 1540 2840 298s 1170 w f 59 ah \vt 257 800 1410 2860 298s 1171 w f 59 aa \as 240 790 1250 3080 298s 1172 w f 59 aa \as 241 820 1210 2960 298s 1173 w f 59 ao \ct 234 408 695 3040 298s 1174 w f 59 ao \ct 246 420 590 3100 298s 1175 w f 59 uh \hs 251 500 1230 2520 298s 1176 w f 59 uh \hs 256 480 1230 2750 298s 1177 w f 59 uw u 263 419 1050 2850 298s 1178 w f 59 uw u 278 390 1060 2800 298s 1179 w f 59 er \er\hr 220 420 1720 1900 298s 1180 w f 59 er \er\hr 255 510 1680 1890 298s 1181 w f 60 iy i 208 270 2820 3450 298s 1182 w f 60 iy i 225 250 2880 3350 298s 1183 w f 60 ih \ic 220 370 2530 3060 298s 1184 w f 60 ih \ic 250 400 2600 3120 298s 1185 w f 60 eh \ef 214 640 2360 3020 298s 1186 w f 60 eh \ef 219 650 2430 3040 298s 1187 w f 60 ae \ae 205 900 2090 3000 298s 1188 w f 60 ae \ae 200 860 2160 2870 298s 1189 w f 60 ah \vt 214 750 1540 2800 298s 1190 w f 60 ah \vt 214 770 1530 2780 298s 1191 w f 60 aa \as 195 920 1350 2550 298s 1192 w f 60 aa \as 210 920 1470 2690 298s 1193 w f 60 ao \ct 194 720 1110 2420 298s 1194 w f 60 ao \ct 200 700 1100 2780 298s 1195 w f 60 uh \hs 222 470 1200 2900 298s 1196 w f 60 uh \hs 237 470 1190 2800 298s 1197 w f 60 uw u 240 380 980 3100 298s 1198 w f 60 uw u 188 340 920 3050 298s 1199 w f 60 er \er\hr 222 530 1670 2050 298s 1200 w f 60 er \er\hr 200 500 1720 1900 298s 1201 w f 61 iy i 258 310 2740 3200 298s 1202 w f 61 iy i 262 262 2680 3170 298s 1203 w f 61 ih \ic 262 450 2310 3020 298s 1204 w f 61 ih \ic 263 472 2270 2950 298s 1205 w f 61 eh \ef 245 640 1980 2920 298s 1206 w f 61 eh \ef 235 700 2110 2940 298s 1207 w f 61 ae \ae 194 810 1860 2620 298s 1208 w f 61 ae \ae 234 890 1800 2700 298s 1209 w f 61 ah \vt 230 710 1340 2780 298s 1210 w f 61 ah \vt 245 740 1470 2940 298s 1211 w f 61 aa \as 225 830 1020 2650 298s 1212 w f 61 aa \as 219 830 1095 2610 298s 1213 w f 61 ao \ct 240 600 850 2760 298s 1214 w f 61 ao \ct 253 455 810 2750 298s 1215 w f 61 uh \hs 282 400 1070 2530 298s 1216 w f 61 uh \hs 250 450 1050 2450 298s 1217 w f 61 uw u 260 290 670 2380 298s 1218 w f 61 uw u 275 330 630 2460 298s 1219 w f 61 er \er\hr 240 500 1630 2040 298s 1220 w f 61 er \er\hr 243 490 1580 2190 298s 1221 c f 62 iy i 228 460 3300 3950 298s 1222 c f 62 iy i 200 400 3400 3850 298s 1223 c f 62 ih \ic 205 600 2550 4000 298s 1224 c f 62 ih \ic 205 610 2500 4100 298s 1225 c f 62 eh \ef 225 600 2750 3600 298s 1226 c f 62 eh \ef 210 760 2500 3850 298s 1227 c f 62 ae \ae 200 1000 2300 3900 298s 1228 c f 62 ae \ae 200 800 2500 4050 298s 1229 c f 62 ah \vt 200 1000 1750 3550 298s 1230 c f 62 ah \vt 223 1110 1690 4040 298s 1231 c f 62 aa \as 205 1220 1560 3650 298s 1232 c f 62 aa \as 200 1300 1800 3450 298s 1233 c f 62 ao \ct 219 660 1100 3850 298s 1234 c f 62 ao \ct 217 690 1090 3900 298s 1235 c f 62 uh \hs 206 620 1420 3700 298s 1236 c f 62 uh \hs 220 620 1410 3520 298s 1237 c f 62 uw u 233 440 900 3900 298s 1238 c f 62 uw u 200 400 650 3800 298s 1239 c f 62 er \er\hr 210 610 2300 2900 298s 1240 c f 62 er \er\hr 200 450 2150 2550 298s 1241 c f 63 iy i 290 320 3500 4260 298s 1242 c f 63 iy i 305 350 3400 4100 298s 1243 c f 63 ih \ic 322 640 3200 3660 298s 1244 c f 63 ih \ic 325 650 3000 3800 298s 1245 c f 63 eh \ef 270 850 2900 3680 298s 1246 c f 63 eh \ef 285 700 3120 3750 298s 1247 c f 63 ae \ae 256 1130 2560 3500 298s 1248 c f 63 ae \ae 285 1140 2000 3560 298s 1249 c f 63 ah \vt 310 1130 1740 3670 298s 1250 c f 63 ah \vt 300 1000 1800 3450 298s 1251 c f 63 aa \as 265 1170 1500 3440 298s 1252 c f 63 aa \as 283 980 1300 3100 298s 1253 c f 63 ao \ct 265 530 1060 3450 298s 1254 c f 63 ao \ct 272 540 1080 3000 298s 1255 c f 63 uh \hs 285 560 1440 3500 298s 1256 c f 63 uh \hs 294 570 1450 3500 298s 1257 c f 63 uw u 333 350 1280 3650 298s 1258 c f 63 uw u 290 340 1160 2950 298s 1259 c f 63 er \er\hr 275 560 1740 2460 298s 1260 c f 63 er \er\hr 302 600 1800 2200 298s 1261 c m 64 iy i 240 380 3140 3700 298s 1262 c m 64 iy i 258 310 3350 3650 298s 1263 c m 64 ih \ic 290 580 2760 3400 298s 1264 c m 64 ih \ic 250 500 2660 3500 298s 1265 c m 64 eh \ef 250 780 2450 3400 298s 1266 c m 64 eh \ef 240 672 2550 3400 298s 1267 c m 64 ae \ae 240 660 2900 3370 298s 1268 c m 64 ae \ae 215 760 2850 3300 298s 1269 c m 64 ah \vt 250 880 1500 3200 298s 1270 c m 64 ah \vt 243 850 1700 3250 298s 1271 c m 64 aa \as 250 940 1380 2400 298s 1272 c m 64 aa \as 276 1200 1500 3160 298s 1273 c m 64 ao \ct 250 750 1250 3450 298s 1274 c m 64 ao \ct 225 675 950 3240 298s 1275 c m 64 uh \hs 300 610 1500 3300 298s 1276 c m 64 uh \hs 275 500 1370 3500 298s 1277 c m 64 uw u 256 300 1280 3150 298s 1278 c m 64 uw u 250 400 1300 3700 298s 1279 c m 64 er \er\hr 250 500 1540 1700 298s 1280 c m 64 er \er\hr 242 580 1620 1790 298s 1281 c f 65 iy i 291 410 3200 3800 298s 1282 c f 65 iy i 264 420 3400 3900 298s 1283 c f 65 ih \ic 291 580 2900 3820 298s 1284 c f 65 ih \ic 280 560 2840 3900 298s 1285 c f 65 eh \ef 292 810 2640 4200 298s 1286 c f 65 eh \ef 270 780 2720 4100 298s 1287 c f 65 ae \ae 270 1080 2480 3950 298s 1288 c f 65 ae \ae 245 1050 2420 4000 298s 1289 c f 65 ah \vt 286 970 1600 3950 298s 1290 c f 65 ah \vt 250 800 1680 3800 298s 1291 c f 65 aa \as 275 1040 1350 3850 298s 1292 c f 65 aa \as 250 1100 1460 4250 298s 1293 c f 65 ao \ct 286 770 1150 3950 298s 1294 c f 65 ao \ct 273 710 1200 3900 298s 1295 c f 65 uh \hs 285 680 1420 3800 298s 1296 c f 65 uh \hs 278 640 1350 3950 298s 1297 c f 65 uw u 300 420 1110 3640 298s 1298 c f 65 uw u 280 505 1050 3400 298s 1299 c f 65 er \er\hr 320 640 1940 2820 298s 1300 c f 65 er \er\hr 265 610 2100 2600 298s 1301 c f 66 iy i 330 460 2800 3550 298s 1302 c f 66 iy i 333 490 2730 3550 298s 1303 c f 66 ih \ic 310 560 2500 3450 298s 1304 c f 66 ih \ic 310 580 2500 3450 298s 1305 c f 66 eh \ef 286 800 2300 3750 298s 1306 c f 66 eh \ef 310 835 2420 3740 298s 1307 c f 66 ae \ae 282 950 2150 3650 298s 1308 c f 66 ae \ae 310 1000 2150 3700 298s 1309 c f 66 ah \vt 293 880 1700 3750 298s 1310 c f 66 ah \vt 340 900 1600 3650 298s 1311 c f 66 aa \as 299 990 1410 3750 298s 1312 c f 66 aa \as 280 1050 1320 3730 298s 1313 c f 66 ao \ct 285 770 940 3750 298s 1314 c f 66 ao \ct 333 680 1020 3700 298s 1315 c f 66 uh \hs 322 550 1195 3750 298s 1316 c f 66 uh \hs 350 550 1340 3500 298s 1317 c f 66 uw u 316 600 1200 3600 298s 1318 c f 66 uw u 345 550 1100 3470 298s 1319 c f 66 er \er\hr 310 805 1705 2420 298s 1320 c f 66 er \er\hr 310 710 1700 2400 298s 1321 c f 67 iy i 210 340 3400 4320 298s 1322 c f 67 iy i 227 590 3610 4220 298s 1323 c f 67 ih \ic 235 680 3250 4380 298s 1324 c f 67 ih \ic 220 440 3000 3790 298s 1325 c f 67 eh \ef 212 660 2900 3610 298s 1326 c f 67 eh \ef 216 610 2760 3650 298s 1327 c f 67 ae \ae 214 1240 2700 3640 298s 1328 c f 67 ae \ae 215 1050 2550 3550 298s 1329 c f 67 ah \vt 216 820 1470 3500 298s 1330 c f 67 ah \vt 211 970 1410 3200 298s 1331 c f 67 aa \as 218 1090 1380 3050 298s 1332 c f 67 aa \as 212 860 1250 2800 298s 1333 c f 67 ao \ct 211 800 1220 3700 298s 1334 c f 67 ao \ct 214 640 1070 3000 298s 1335 c f 67 uh \hs 219 660 1360 3700 298s 1336 c f 67 uh \hs 214 730 1500 3600 298s 1337 c f 67 uw u 220 620 1100 3250 298s 1338 c f 67 uw u 216 600 1280 3650 298s 1339 c f 67 er \er\hr 222 670 2130 2360 298s 1340 c f 67 er \er\hr 205 760 2240 2460 298s 1341 c f 68 iy i 253 330 3250 3720 298s 1342 c f 68 iy i 262 340 3100 3400 298s 1343 c f 68 ih \ic 250 500 2500 3640 298s 1344 c f 68 ih \ic 278 530 2630 3640 298s 1345 c f 68 eh \ef 255 710 2550 3560 298s 1346 c f 68 eh \ef 250 750 2480 3470 298s 1347 c f 68 ae \ae 233 1140 2260 3640 298s 1348 c f 68 ae \ae 245 1110 2230 3380 298s 1349 c f 68 ah \vt 256 770 1540 3500 298s 1350 c f 68 ah \vt 257 800 1490 3300 298s 1351 c f 68 aa \as 240 940 1400 3400 298s 1352 c f 68 aa \as 245 930 1370 3120 298s 1353 c f 68 ao \ct 240 530 860 3400 298s 1354 c f 68 ao \ct 240 520 910 3420 298s 1355 c f 68 uh \hs 255 510 1250 3320 298s 1356 c f 68 uh \hs 260 520 1140 3320 298s 1357 c f 68 uw u 274 360 660 3050 298s 1358 c f 68 uw u 260 310 730 3500 298s 1359 c f 68 er \er\hr 250 550 1500 1800 298s 1360 c f 68 er \er\hr 239 480 1650 1960 298s 1361 c m 69 iy i 250 300 2950 3600 298s 1362 c m 69 iy i 270 320 3210 3600 298s 1363 c m 69 ih \ic 290 550 2610 3560 298s 1364 c m 69 ih \ic 286 540 2570 3600 298s 1365 c m 69 eh \ef 280 700 2500 3580 298s 1366 c m 69 eh \ef 263 600 2360 3400 298s 1367 c m 69 ae \ae 260 970 2400 3200 298s 1368 c m 69 ae \ae 250 950 2270 3200 298s 1369 c m 69 ah \vt 270 780 1650 3350 298s 1370 c m 69 ah \vt 250 720 1500 3240 298s 1371 c m 69 aa \as 278 950 1200 2950 298s 1372 c m 69 aa \as 250 920 1080 2770 298s 1373 c m 69 ao \ct 262 790 1050 2900 298s 1374 c m 69 ao \ct 250 750 1000 2500 298s 1375 c m 69 uh \hs 275 540 1430 3320 298s 1376 c m 69 uh \hs 263 530 1580 3200 298s 1377 c m 69 uw u 295 420 1500 3010 298s 1378 c m 69 uw u 260 450 1330 2840 298s 1379 c m 69 er \er\hr 272 570 1880 2400 298s 1380 c m 69 er \er\hr 255 510 1610 1910 298s 1381 c m 70 iy i 235 280 2820 3400 298s 1382 c m 70 iy i 244 317 3125 3500 298s 1383 c m 70 ih \ic 230 460 2520 3300 298s 1384 c m 70 ih \ic 212 420 2480 3140 298s 1385 c m 70 eh \ef 235 657 2300 3300 298s 1386 c m 70 eh \ef 232 672 2275 3300 298s 1387 c m 70 ae \ae 231 808 1950 3300 298s 1388 c m 70 ae \ae 225 870 2000 3200 298s 1389 c m 70 ah \vt 236 706 1410 3200 298s 1390 c m 70 ah \vt 211 720 1480 2880 298s 1391 c m 70 aa \as 250 950 1350 3100 298s 1392 c m 70 aa \as 227 910 1360 2950 298s 1393 c m 70 ao \ct 203 700 1120 3070 298s 1394 c m 70 ao \ct 230 690 920 2760 298s 1395 c m 70 uh \hs 250 475 1250 3150 298s 1396 c m 70 uh \hs 212 460 1210 2750 298s 1397 c m 70 uw u 244 403 1100 2950 298s 1398 c m 70 uw u 242 363 920 2900 298s 1399 c m 70 er \er\hr 226 452 1580 1810 298s 1400 c m 70 er \er\hr 232 510 1550 1740 298s 1401 c m 71 iy i 230 280 3140 3830 298s 1402 c m 71 iy i 250 300 3400 3950 298s 1403 c m 71 ih \ic 225 450 2700 3650 298s 1404 c m 71 ih \ic 250 400 2840 3700 298s 1405 c m 71 eh \ef 215 580 2650 3550 298s 1406 c m 71 eh \ef 220 620 2660 3770 298s 1407 c m 71 ae \ae 240 910 2370 3160 298s 1408 c m 71 ae \ae 233 930 2350 3450 298s 1409 c m 71 ah \vt 250 770 1650 3420 298s 1410 c m 71 ah \vt 230 690 1600 3350 298s 1411 c m 71 aa \as 242 970 1450 3260 298s 1412 c m 71 aa \as 225 1010 1650 3150 298s 1413 c m 71 ao \ct 232 670 1160 3550 298s 1414 c m 71 ao \ct 225 720 1260 3400 298s 1415 c m 71 uh \hs 216 500 1640 3580 298s 1416 c m 71 uh \hs 250 450 1440 3500 298s 1417 c m 71 uw u 290 350 1160 3260 298s 1418 c m 71 uw u 273 330 1090 3350 298s 1419 c m 71 er \er\hr 240 430 1800 2400 298s 1420 c m 71 er \er\hr 233 470 1840 2400 298s 1421 c m 72 iy i 275 330 3050 3800 298s 1422 c m 72 iy i 286 340 2860 3610 298s 1423 c m 72 ih \ic 280 500 2720 3360 298s 1424 c m 72 ih \ic 230 600 2750 3550 298s 1425 c m 72 eh \ef 245 735 2450 3300 298s 1426 c m 72 eh \ef 258 780 2560 3300 298s 1427 c m 72 ae \ae 235 940 2020 2580 298s 1428 c m 72 ae \ae 232 1070 2320 2900 298s 1429 c m 72 ah \vt 268 860 1530 3100 298s 1430 c m 72 ah \vt 256 970 1500 3050 298s 1431 c m 72 aa \as 245 780 1250 3180 298s 1432 c m 72 aa \as 236 970 970 3120 298s 1433 c m 72 ao \ct 258 825 1210 3100 298s 1434 c m 72 ao \ct 300 930 930 2900 298s 1435 c m 72 uh \hs 260 490 1460 2860 298s 1436 c m 72 uh \hs 286 570 1320 2840 298s 1437 c m 72 uw u 275 470 1400 2800 298s 1438 c m 72 uw u 286 370 1160 2800 298s 1439 c m 72 er \er\hr 268 510 1660 2100 298s 1440 c m 72 er \er\hr 250 480 1700 1830 298s 1441 c f 73 iy i 295 380 3200 4000 298s 1442 c f 73 iy i 267 350 3250 3700 298s 1443 c f 73 ih \ic 294 380 2960 3800 298s 1444 c f 73 ih \ic 300 520 2900 3600 298s 1445 c f 73 eh \ef 280 670 2790 3600 298s 1446 c f 73 eh \ef 275 620 2750 3500 298s 1447 c f 73 ae \ae 262 1070 2380 3100 298s 1448 c f 73 ae \ae 275 1130 2320 3110 298s 1449 c f 73 ah \vt 290 700 1730 2960 298s 1450 c f 73 ah \vt 270 725 1570 2900 298s 1451 c f 73 aa \as 278 1110 1630 2780 298s 1452 c f 73 aa \as 280 1130 1400 3000 298s 1453 c f 73 ao \ct 292 580 930 2950 298s 1454 c f 73 ao \ct 270 540 1070 3000 298s 1455 c f 73 uh \hs 300 450 1350 3000 298s 1456 c f 73 uh \hs 320 520 1600 3150 298s 1457 c f 73 uw u 307 460 1460 3070 298s 1458 c f 73 uw u 300 400 1700 3000 298s 1459 c f 73 er \er\hr 300 540 1770 2040 298s 1460 c f 73 er \er\hr 286 540 2050 2300 298s 1461 c m 74 iy i 300 300 3250 3850 298s 1462 c m 74 iy i 275 275 3280 3800 298s 1463 c m 74 ih \ic 286 570 2850 3400 298s 1464 c m 74 ih \ic 267 485 2630 3450 298s 1465 c m 74 eh \ef 264 650 2880 3500 298s 1466 c m 74 eh \ef 284 570 2900 3600 298s 1467 c m 74 ae \ae 260 1300 2280 3130 298s 1468 c m 74 ae \ae 260 1300 2160 3300 298s 1469 c m 74 ah \vt 275 850 1540 3020 298s 1470 c m 74 ah \vt 262 840 1580 2880 298s 1471 c m 74 aa \as 250 1230 1300 3200 298s 1472 c m 74 aa \as 286 1090 1230 2980 298s 1473 c m 74 ao \ct 265 850 850 2920 298s 1474 c m 74 ao \ct 285 685 1030 2900 298s 1475 c m 74 uh \hs 283 540 1420 3050 298s 1476 c m 74 uh \hs 300 600 1440 2900 298s 1477 c m 74 uw u 280 390 1340 2830 298s 1478 c m 74 uw u 284 340 1110 3080 298s 1479 c m 74 er \er\hr 280 530 1650 1740 298s 1480 c m 74 er \er\hr 286 550 1660 1770 298s 1481 c m 75 iy i 265 370 2950 3400 298s 1482 c m 75 iy i 290 370 2910 3480 298s 1483 c m 75 ih \ic 271 515 2740 3280 298s 1484 c m 75 ih \ic 290 485 2600 3200 298s 1485 c m 75 eh \ef 262 630 2520 3150 298s 1486 c m 75 eh \ef 272 565 2440 3120 298s 1487 c m 75 ae \ae 262 970 2030 2880 298s 1488 c m 75 ae \ae 275 915 2130 2900 298s 1489 c m 75 ah \vt 270 810 1600 3230 298s 1490 c m 75 ah \vt 280 760 1530 3180 298s 1491 c m 75 aa \as 270 810 1350 2940 298s 1492 c m 75 aa \as 275 1000 1360 3000 298s 1493 c m 75 ao \ct 270 535 970 2960 298s 1494 c m 75 ao \ct 275 550 1080 2850 298s 1495 c m 75 uh \hs 275 550 1420 3040 298s 1496 c m 75 uh \hs 295 570 1500 3000 298s 1497 c m 75 uw u 283 510 1700 3020 298s 1498 c m 75 uw u 278 500 1640 3050 298s 1499 c m 75 er \er\hr 261 522 1830 2350 298s 1500 c m 75 er \er\hr 282 530 1800 2250 298s 1501 c f 76 iy i 320 350 3240 3760 298s 1502 c f 76 iy i 344 344 3120 3640 298s 1503 c f 76 ih \ic 308 590 2760 3500 298s 1504 c f 76 ih \ic 320 540 2900 3500 298s 1505 c f 76 eh \ef 307 830 2750 3650 298s 1506 c f 76 eh \ef 308 800 2640 3540 298s 1507 c f 76 ae \ae 294 1140 2450 3230 298s 1508 c f 76 ae \ae 239 1130 2550 3150 298s 1509 c f 76 ah \vt 310 930 1540 3120 298s 1510 c f 76 ah \vt 315 950 1670 3150 298s 1511 c f 76 aa \as 350 1190 1470 3150 298s 1512 c f 76 aa \as 314 1070 1460 2950 298s 1513 c f 76 ao \ct 300 910 1200 3180 298s 1514 c f 76 ao \ct 330 830 1250 3250 298s 1515 c f 76 uh \hs 327 630 1310 3270 298s 1516 c f 76 uh \hs 322 610 1550 3400 298s 1517 c f 76 uw u 345 520 1250 3460 298s 1518 c f 76 uw u 334 500 1140 3380 298s 1519 c f 76 er \er\hr 308 740 1850 2160 298s 1520 c f 76 er \er\hr 328 660 1830 2200 298s ### executing ./stat/Table_removeColumn.praat: 298s OK 298s ### executing ./stat/Table_rowsToColumns.praat: 298s Table: Rows to columns 298s 4149 298s 4150 298s 4151 298s OK 298s ### executing ./stat/Table_undefined.praat: 298s ### executing ./stat/linearRegression.praat: 298s Linear regression 298s Spec & Dur table 298s OK 298s ### executing ./stat/logisticRegression.praat: 298s Logistic regression 298s Spec & Dur table: 298s OK 298s ### executing ./sys/Formula.cpp.praat: 298s 9981545732273788928 0 298s sys/Formula.cpp.praat OK 298s ### executing ./sys/Interpreter.cpp.praat: 298s sys/Interpreter.cpp.praat OK 298s ### executing ./sys/bits.praat: 298s This computer is 64-bits 298s ### executing ./sys/colour.praat: 298s ### executing ./sys/graphics.praat: 298s Polygon_salesperson: found 1 times the same shortest path. 298s ### executing ./sys/graphicsText.praat: 298s width 25.061333333333334 mm 298s width 149.86 mm 298s width 77.63157894736841 299s width 25.061333333333334 mm 299s OK 299s ### executing ./sys/graphicsTextSpeed.praat: 299s 0.009854316711425781 299s 0.008383750915527344 299s ### executing ./sys/localVariables.praat: 299s Local variables 299s OK 300s ### executing ./sys/localVariables2.praat: 300s Local variables 300s OK 300s ### executing ./sys/melder_ftoa.cpp.praat: 300s sys/melder_ftoa.cpp.praat OK 300s ### executing ./sys/object.praat: 300s object[]... 300s 21.1 ns: 0 302s 26.3 ns: 5 307s 117.7 ns: 1/2 * sin(2*pi*377*x) + randomGauss(0,0.1) 308s 34.9 ns: self + 5 310s 34.6 ns: Sound_sineWithNoise[] + 5 311s 31.6 ns: Object_4163[] + 5 312s 20.7 ns: self 313s 30.3 ns: self [col] 316s 57.8 ns: self [col] + 5 318s 50.0 ns: Sound_sineWithNoise [col] + 5 320s 43.4 ns: Object_4163 [col] + 5 323s 53.8 ns: object [x.Sound, col] + 5 324s 22.9 ns: self 326s 52.5 ns: Sound_sineWithNoise [row, col] + 5 328s 51.0 ns: Object_4163 [row, col] + 5 330s 51.1 ns: self [row, col] + 5 333s 65.7 ns: object [x.Sound, row, col] + 5 336s 56.6 ns: object ["Sound sineWithNoise", row, col] + 5 338s 62.6 ns: object [name$, row, col] + 5 338s OK 338s ### executing ./sys/praat_statistics.cpp.praat: 338s sys/praat_statistics.cpp.praat OK 338s ### executing ./sys/progress.praat: 338s progress… 339s With progress bar: 0.448087215423584 340s Without progress bar: 0.5107612609863281 340s ALL PRAAT TESTS WENT OK 340s 340s ###### ##### ##### 340s ############## ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ######### 340s ##### ##### ####### 340s ##### ##### ##### 340s ##### ##### ####### 340s ##### ##### ######### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ##### ##### ##### ##### 340s ############## ##### ##### 340s ###### ##### ##### 340s Running all tests... 340s ### executing ba-da-continuum.praat: 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s 340s Warning: 340s Nasal formants: one or more are missing. 340s Nasal antiformants: one or more are missing. 340s Tracheal formants: one or more are missing. 340s Tracheal antiformants: one or more are missing. 340s ### executing discriminant_tableofreal_mahalanobis.praat: 340s For d=1 and 1-sigma: 7133 from 20000 overlap; diff = 306.1 (expect = 6826.9) 340s For d=1 and 2-sigma: 16547 from 20000 overlap; diff = 175.1 (expect = 16371.9) 340s For d=1 and 3-sigma: 19561 from 20000 overlap; diff = 43.0 (expect = 19518.0) 340s For d=1 and 4-sigma: 19983 from 20000 overlap; diff = 10.6 (expect = 19972.4) 340s For d=1 and 5-sigma: 19999 from 20000 overlap; diff = -0.4 (expect = 19999.4) 340s For d=2 and 1-sigma: 152 from 20000 overlap; diff = 152.0 (expect = 0) 340s For d=2 and 2-sigma: 9737 from 20000 overlap; diff = 192.0 (expect = 9545.0) 340s For d=2 and 3-sigma: 16942 from 20000 overlap; diff = 142.1 (expect = 16799.9) 340s For d=2 and 4-sigma: 19571 from 20000 overlap; diff = 26.6 (expect = 19544.4) 340s For d=2 and 5-sigma: 19979 from 20000 overlap; diff = 6.0 (expect = 19973.0) 340s For d=3 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 340s For d=3 and 2-sigma: 2873 from 20000 overlap; diff = 154.9 (expect = 2718.1) 340s For d=3 and 3-sigma: 10213 from 20000 overlap; diff = 240.0 (expect = 9973.0) 340s For d=3 and 4-sigma: 16984 from 20000 overlap; diff = 157.7 (expect = 16826.3) 340s For d=3 and 5-sigma: 19590 from 20000 overlap; diff = 45.0 (expect = 19545.0) 340s For d=4 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 340s For d=4 and 2-sigma: 8 from 20000 overlap; diff = 8.0 (expect = 0) 340s For d=4 and 3-sigma: 3223 from 20000 overlap; diff = 76.9 (expect = 3146.1) 340s For d=4 and 4-sigma: 10100 from 20000 overlap; diff = 100.6 (expect = 9999.4) 340s For d=4 and 5-sigma: 16806 from 20000 overlap; diff = -20.9 (expect = 16826.9) 341s For d=5 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 341s For d=5 and 2-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 341s For d=5 and 3-sigma: 449 from 20000 overlap; diff = 21.0 (expect = 428.0) 341s For d=5 and 4-sigma: 3251 from 20000 overlap; diff = 78.5 (expect = 3172.5) 341s For d=5 and 5-sigma: 10004 from 20000 overlap; diff = 4.0 (expect = 10000.0) 341s ### executing regexp_textgrid_test.praat: 341s ### executing speechsynthesizer_test.praat: 342s ### executing test_ActivationList.praat: 342s test_ActivationList.praat 342s Read old format from disk 342s Read old format OK 342s test_ActivationList.praat OK 342s ### executing test_Confusion.praat: 342s test_Confusion.praat 342s ...2 342s ...3 342s test_Confusion.praat OK 342s ### executing test_Correlation.praat: 342s test_Correlation 342s test_Correlation OK 342s ### executing test_Covariance.praat: 342s test_Covariance 342s Morrison_example_7.3 342s C^-1 = 0.9650537634408602 342s Morrison_example_3.5 342s Morrison_example_4.3 342s test_Covariance OK 342s ### executing test_CrossCorrelationTable.praat: 342s test_CrossCorrelationTable.praat 342s test_CrossCorrelationTable.praat OK 342s ### executing test_DTW.praat: 342s DTW_test start 342s Slope constraint 342s To Polygon... 342s To Matrix 342s test_DTW end O.K. 342s ### executing test_DataModeler.praat: 342s test_DataModeler.praat 342s Test interface: OK 342s Test exponential 342s Test exponential, parameter 1 fixed: OK 342s Test exponential, parameter 2 fixed: OK 342s Test exponential OK 342s Test a+b*exp(c*x) with data from Jacquelin, page 18: OK 342s Test exponential plus constant 342s Test exponential plus constant, self: OK 342s Test exponential plus constant, parameter 1 fixed: OK 342s Test exponential plus constant, parameter 2 fixed: OK 342s Test exponential plus constant, parameter 3 fixed: OK 342s Test exponential plus constant, parameter 1 & 2 fixed: OK 342s Test exponential plus constant, parameter 1 & 3 fixed: OK 342s Test exponential plus constant, parameter 2 & 3 fixed: OK 342s Test exponential plus constant, noisy data, self: OK 342s Test exponential plus constant OK 342s Test sigmoid 342s Test sigmoid, no noise: OK 342s Test sigmoid, parameter 1 fixed: OK 342s Test sigmoid, parameter 2 fixed OK 342s Test sigmoid, parameter 3 fixed OK 342s Test sigmoid, parameter 1 & 2 fixed: OK 342s Test sigmoid, parameter 1 & 3 fixed: OK 342s Test sigmoid, parameter 2 & 3 fixed: OK 342s Test sigmoid, max noise fraction 0.25: OK 342s Test sigmoid OK 342s Test sigmoid plus constant 342s Test sigmoid plus constant, no noise: OK 342s Test sigmoid plus constant, parameter 1 fixed: OK 342s Test sigmoid plus constant, parameter 2 fixed: OK 342s Test sigmoid plus constant, parameter 3 fixed: OK 342s Test sigmoid plus constant, parameter 4 fixed: OK 342s Test sigmoid plus constant, parameter 1 & 2 fixed: OK 342s Test sigmoid plus constant, parameter 1 & 3 fixed: OK 342s Test sigmoid plus constant, parameter 1 & 4 fixed: OK 342s Test sigmoid plus constant, parameter 2 & 3 fixed: OK 342s Test sigmoid plus constant, parameter 2 & 4 fixed: OK 342s Test sigmoid plus constant, parameter 3 & 4 fixed: OK 342s Test sigmoid plus constant, parameter 2, 3 & 4 fixed: OK 342s Test sigmoid plus constant, max noise fraction 0.1: OK 342s Test sigmoid plus constant OK 342s Test line with Norris data OK 342s Test quadratic with Pontius data OK 342s Test 10th order polynome with Filippelli data OK 342s Test 5th order polynome with Wampler5 data OK 342s test_DataModeler.praat OK 342s ### executing test_Discriminant.praat: 342s test_Discriminant 342s Read Discriminant format 0 from disk 342s Query old and new Discriminant 342s Assert old and new Discriminant classify the same 342s test_Discriminant OK 342s ### executing test_EditCostTable.praat: 342s test_EditCostTable 342s Set values... 342s Get values... 342s test_EditCostTable OK 342s ### executing test_Eigen.praat: 342s test_Eigen.praat 342s interface test 342s Get number of eigenvalues 342s Get eigenvector dimension 342s Get eigenvalue: 1 342s Get eigenvalue: 2 342s Get eigenvalue: 3 342s Get eigenvalue: 4 342s Get eigenvalue: 5 342s Get eigenvalue: 6 342s Get eigenvalue: 7 342s Get eigenvalue: 8 342s Get eigenvalue: 9 342s Get eigenvalue: 10 342s Get eigenvalue: 11 342s Get eigenvalue: 12 342s Get sum of eigenvalues: 1, 1 342s Get sum of eigenvalues: 1, 2 342s Get sum of eigenvalues: 1, 3 342s Get sum of eigenvalues: 1, 4 342s Get sum of eigenvalues: 1, 5 342s Get sum of eigenvalues: 1, 6 342s Get sum of eigenvalues: 1, 7 342s Get sum of eigenvalues: 1, 8 342s Get sum of eigenvalues: 1, 9 342s Get sum of eigenvalues: 1, 10 342s Get sum of eigenvalues: 1, 11 342s Get sum of eigenvalues: 1, 12 342s Get sum of eigenvalues: 2, 2 342s Get sum of eigenvalues: 2, 3 342s Get sum of eigenvalues: 2, 4 342s Get sum of eigenvalues: 2, 5 342s Get sum of eigenvalues: 2, 6 342s Get sum of eigenvalues: 2, 7 342s Get sum of eigenvalues: 2, 8 342s Get sum of eigenvalues: 2, 9 342s Get sum of eigenvalues: 2, 10 342s Get sum of eigenvalues: 2, 11 342s Get sum of eigenvalues: 2, 12 342s Get sum of eigenvalues: 3, 3 342s Get sum of eigenvalues: 3, 4 342s Get sum of eigenvalues: 3, 5 342s Get sum of eigenvalues: 3, 6 342s Get sum of eigenvalues: 3, 7 342s Get sum of eigenvalues: 3, 8 342s Get sum of eigenvalues: 3, 9 342s Get sum of eigenvalues: 3, 10 342s Get sum of eigenvalues: 3, 11 342s Get sum of eigenvalues: 3, 12 342s Get sum of eigenvalues: 4, 4 342s Get sum of eigenvalues: 4, 5 342s Get sum of eigenvalues: 4, 6 342s Get sum of eigenvalues: 4, 7 342s Get sum of eigenvalues: 4, 8 342s Get sum of eigenvalues: 4, 9 342s Get sum of eigenvalues: 4, 10 342s Get sum of eigenvalues: 4, 11 342s Get sum of eigenvalues: 4, 12 342s Get sum of eigenvalues: 5, 5 342s Get sum of eigenvalues: 5, 6 342s Get sum of eigenvalues: 5, 7 342s Get sum of eigenvalues: 5, 8 342s Get sum of eigenvalues: 5, 9 342s Get sum of eigenvalues: 5, 10 342s Get sum of eigenvalues: 5, 11 342s Get sum of eigenvalues: 5, 12 342s Get sum of eigenvalues: 6, 6 342s Get sum of eigenvalues: 6, 7 342s Get sum of eigenvalues: 6, 8 342s Get sum of eigenvalues: 6, 9 342s Get sum of eigenvalues: 6, 10 342s Get sum of eigenvalues: 6, 11 342s Get sum of eigenvalues: 6, 12 342s Get sum of eigenvalues: 7, 7 342s Get sum of eigenvalues: 7, 8 342s Get sum of eigenvalues: 7, 9 342s Get sum of eigenvalues: 7, 10 342s Get sum of eigenvalues: 7, 11 342s Get sum of eigenvalues: 7, 12 342s Get sum of eigenvalues: 8, 8 342s Get sum of eigenvalues: 8, 9 342s Get sum of eigenvalues: 8, 10 342s Get sum of eigenvalues: 8, 11 342s Get sum of eigenvalues: 8, 12 342s Get sum of eigenvalues: 9, 9 342s Get sum of eigenvalues: 9, 10 342s Get sum of eigenvalues: 9, 11 342s Get sum of eigenvalues: 9, 12 342s Get sum of eigenvalues: 10, 10 342s Get sum of eigenvalues: 10, 11 342s Get sum of eigenvalues: 10, 12 342s Get sum of eigenvalues: 11, 11 342s Get sum of eigenvalues: 11, 12 342s Get sum of eigenvalues: 12, 12 342s Get eigenvector element: 1, 1 342s Get eigenvector element: 1, 2 342s Get eigenvector element: 1, 3 342s Get eigenvector element: 1, 4 342s Get eigenvector element: 1, 5 342s Get eigenvector element: 1, 6 342s Get eigenvector element: 1, 7 342s Get eigenvector element: 1, 8 342s Get eigenvector element: 1, 9 342s Get eigenvector element: 1, 10 342s Get eigenvector element: 1, 11 342s Get eigenvector element: 1, 12 342s Get eigenvector element: 2, 2 342s Get eigenvector element: 2, 3 342s Get eigenvector element: 2, 4 342s Get eigenvector element: 2, 5 342s Get eigenvector element: 2, 6 342s Get eigenvector element: 2, 7 342s Get eigenvector element: 2, 8 342s Get eigenvector element: 2, 9 342s Get eigenvector element: 2, 10 342s Get eigenvector element: 2, 11 342s Get eigenvector element: 2, 12 342s Get eigenvector element: 3, 3 342s Get eigenvector element: 3, 4 342s Get eigenvector element: 3, 5 342s Get eigenvector element: 3, 6 342s Get eigenvector element: 3, 7 342s Get eigenvector element: 3, 8 342s Get eigenvector element: 3, 9 342s Get eigenvector element: 3, 10 342s Get eigenvector element: 3, 11 342s Get eigenvector element: 3, 12 342s Get eigenvector element: 4, 4 342s Get eigenvector element: 4, 5 342s Get eigenvector element: 4, 6 342s Get eigenvector element: 4, 7 342s Get eigenvector element: 4, 8 342s Get eigenvector element: 4, 9 342s Get eigenvector element: 4, 10 342s Get eigenvector element: 4, 11 342s Get eigenvector element: 4, 12 342s Get eigenvector element: 5, 5 342s Get eigenvector element: 5, 6 342s Get eigenvector element: 5, 7 342s Get eigenvector element: 5, 8 342s Get eigenvector element: 5, 9 342s Get eigenvector element: 5, 10 342s Get eigenvector element: 5, 11 342s Get eigenvector element: 5, 12 342s Get eigenvector element: 6, 6 342s Get eigenvector element: 6, 7 342s Get eigenvector element: 6, 8 342s Get eigenvector element: 6, 9 342s Get eigenvector element: 6, 10 342s Get eigenvector element: 6, 11 342s Get eigenvector element: 6, 12 342s Get eigenvector element: 7, 7 342s Get eigenvector element: 7, 8 342s Get eigenvector element: 7, 9 342s Get eigenvector element: 7, 10 342s Get eigenvector element: 7, 11 342s Get eigenvector element: 7, 12 342s Get eigenvector element: 8, 8 342s Get eigenvector element: 8, 9 342s Get eigenvector element: 8, 10 342s Get eigenvector element: 8, 11 342s Get eigenvector element: 8, 12 342s Get eigenvector element: 9, 9 342s Get eigenvector element: 9, 10 342s Get eigenvector element: 9, 11 342s Get eigenvector element: 9, 12 342s Get eigenvector element: 10, 10 342s Get eigenvector element: 10, 11 342s Get eigenvector element: 10, 12 342s Get eigenvector element: 11, 11 342s Get eigenvector element: 11, 12 342s Get eigenvector element: 12, 12 342s Invert eigenvector: 1 342s Invert eigenvector: 2 342s Invert eigenvector: 3 342s Invert eigenvector: 4 342s Invert eigenvector: 5 342s Invert eigenvector: 6 342s Invert eigenvector: 7 342s Invert eigenvector: 8 342s Invert eigenvector: 9 342s Invert eigenvector: 10 342s Invert eigenvector: 11 342s Invert eigenvector: 12 342s interface test OK 342s 1x1 diagonal 342s 2x2 diagonal 342s 3x3 diagonal 342s 4x4 diagonal 342s 5x5 diagonal 342s 6x6 diagonal 342s 7x7 diagonal 342s 8x8 diagonal 342s 9x9 diagonal 342s 10x10 diagonal 342s 2x2 symmetrical 342s 3x3 symmetrical 342s 3x3 general 342s test_Eigen.praat OK 342s ### executing test_Electroglottogram.praat: 342s test_Electroglottogram.praat 343s test_Electroglottogram.praat OK 343s ### executing test_FFNet.praat: 343s test_FFNet.praat 343s interface test for topology 4-2 344s Query & Modify 344s number of layer(s): 1 344s Extract 344s interface test for topology 5-10-2 344s Query & Modify 344s number of layer(s): 2 344s Extract 344s interface test for topology 5-8-3-2 344s Query & Modify 344s number of layer(s): 3 344s Extract 344s test_FFNet.praat OK 344s ### executing test_FilterBank.praat: 344s test_FilterBank 344s test FormantFilter 344s test BarkFilter 344s test MelFilter 344s test_FilterBank OK 344s ### executing test_FormantPath.praat: 344s test_FormantPath.praat 344s Reading and writing old version 344s Reading and writing old version OK 344s test_FormantPath.praat OK 344s ### executing test_Formant_slopes.praat: 344s test_Formant_slopes.praat 344s Exp1: slope=(-897.1, -897.1) r^2=1.000 344s a=(424.4, 424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 344s Exp2: slope=(-897.1, -897.1) r^2=1.000 344s a=(1424.4, 1424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 344s Exp3: slope=(-897.1, -897.1) r^2=1.000 344s a=(2424.4, 2424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 344s Par1: slope=(83.7, 83.7) r^2=1.000 344s a=(607.5, 599.1) b=(84.0, 84.6) c=(-3.0, -3.0) 344s Par2: slope=(83.7, 83.7) r^2=1.000 344s a=(1607.5, 1599.1) b=(84.0, 84.6) c=(-3.0, -3.0) 344s Par3: slope=(83.7, 83.7) r^2=1.000 344s a=(2607.5, 2599.1) b=(84.0, 84.6) c=(-3.0, -3.0) 344s Sig1: slope=(0.9, 0.9) r^2=1.000 344s a=(556.0, 587.7) b=(31.7, -31.7) c=(0.2, 0.2) d=(9.1, -9.1) 344s Sig2: slope=(0.9, 0.9) r^2=1.000 344s a=(1556.0, 1587.7) b=(31.7, -31.7) c=(0.2, 0.2) d=(9.1, -9.1) 344s Sig3: slope=(0.9, 0.9) r^2=1.000 344s a=(2556.0, 2587.7) b=(31.7, -31.7) c=(0.2, 0.2) d=(9.1, -9.1) 344s Exp1: slope=(-2146.4, -2146.2) r^2=1.000 344s a=(691.7, 691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 344s Exp2: slope=(-2146.4, -2146.2) r^2=1.000 344s a=(1691.7, 1691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 344s Exp3: slope=(-2146.4, -2146.2) r^2=1.000 344s a=(2691.7, 2691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 344s Par1: slope=(110.2, 110.2) r^2=1.000 344s a=(579.9, 569.2) b=(108.3, 104.5) c=(18.9, 18.9) 344s Par2: slope=(110.2, 110.2) r^2=1.000 344s a=(1579.9, 1569.2) b=(108.3, 104.5) c=(18.9, 18.9) 344s Par3: slope=(110.2, 110.2) r^2=1.000 344s a=(2579.9, 2569.2) b=(108.3, 104.5) c=(18.9, 18.9) 344s Sig1: slope=(-16.2, -16.3) r^2=1.000 344s a=(610.1, 495.5) b=(-114.6, 114.6) c=(0.1, 0.1) d=(1.8, -1.8) 344s Sig2: slope=(-16.2, -16.3) r^2=1.000 344s a=(1610.1, 1495.5) b=(-114.6, 114.6) c=(0.1, 0.1) d=(1.8, -1.8) 344s Sig3: slope=(-16.2, -16.3) r^2=1.000 344s a=(2610.1, 2495.5) b=(-114.6, 114.6) c=(0.1, 0.1) d=(1.8, -1.8) 344s Exp1: slope=(720.9, 720.6) r^2=1.000 344s a=(640.2, 640.2) b=(11.3, 30.7) c=(20.0, 20.0) 344s Exp2: slope=(720.9, 720.6) r^2=1.000 344s a=(1640.2, 1640.2) b=(11.3, 30.7) c=(20.0, 20.0) 344s Exp3: slope=(720.9, 720.6) r^2=1.000 344s a=(2640.2, 2640.2) b=(11.3, 30.7) c=(20.0, 20.0) 344s Par1: slope=(76.0, 76.0) r^2=1.000 344s a=(302.5, 295.2) b=(74.9, 72.6) c=(11.5, 11.5) 344s Par2: slope=(76.0, 76.0) r^2=1.000 344s a=(1302.5, 1295.2) b=(74.9, 72.6) c=(11.5, 11.5) 344s Par3: slope=(76.0, 76.0) r^2=1.000 344s a=(2302.5, 2295.2) b=(74.9, 72.6) c=(11.5, 11.5) 344s Sig1: slope=(-6.5, -6.5) r^2=1.000 344s a=(542.4, 385.0) b=(-157.4, 157.4) c=(0.1, 0.1) d=(6.1, -6.1) 344s Sig2: slope=(-6.5, -6.5) r^2=1.000 344s a=(1542.4, 1385.0) b=(-157.4, 157.4) c=(0.1, 0.1) d=(6.1, -6.1) 344s Sig3: slope=(-6.5, -6.5) r^2=1.000 344s a=(2542.4, 2385.0) b=(-157.4, 157.4) c=(0.1, 0.1) d=(6.1, -6.1) 344s Exp1: slope=(-761.8, -761.8) r^2=1.000 344s a=(513.6, 513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 344s Exp2: slope=(-761.8, -761.8) r^2=1.000 344s a=(1513.6, 1513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 344s Exp3: slope=(-761.8, -761.8) r^2=1.000 344s a=(2513.6, 2513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 344s Par1: slope=(-103.0, -103.0) r^2=1.000 344s a=(453.9, 464.2) b=(-102.7, -102.3) c=(-2.1, -2.1) 344s Par2: slope=(-103.0, -103.0) r^2=1.000 344s a=(1453.9, 1464.2) b=(-102.7, -102.3) c=(-2.1, -2.1) 344s Par3: slope=(-103.0, -103.0) r^2=1.000 344s a=(2453.9, 2464.2) b=(-102.7, -102.3) c=(-2.1, -2.1) 344s Sig1: slope=(0.5, 0.5) r^2=1.000 344s a=(545.9, 550.5) b=(4.5, -4.5) c=(0.2, 0.2) d=(2.4, -2.4) 344s Sig2: slope=(0.5, 0.5) r^2=1.000 344s a=(1545.9, 1550.5) b=(4.5, -4.5) c=(0.2, 0.2) d=(2.4, -2.4) 344s Sig3: slope=(0.5, 0.5) r^2=1.000 344s a=(2545.9, 2550.5) b=(4.5, -4.5) c=(0.2, 0.2) d=(2.4, -2.4) 344s Exp1: slope=(880.7, 880.4) r^2=1.000 344s a=(555.9, 555.8) b=(17.6, 43.1) c=(17.9, 17.9) 344s Exp2: slope=(880.7, 880.4) r^2=1.000 344s a=(1555.9, 1555.8) b=(17.6, 43.1) c=(17.9, 17.9) 344s Exp3: slope=(880.7, 880.4) r^2=1.000 344s a=(2555.9, 2555.8) b=(17.6, 43.1) c=(17.9, 17.9) 344s Par1: slope=(-130.3, -130.3) r^2=1.000 344s a=(307.3, 320.2) b=(-129.3, -127.5) c=(-9.5, -9.5) 344s Par2: slope=(-130.3, -130.3) r^2=1.000 344s a=(1307.3, 1320.2) b=(-129.3, -127.5) c=(-9.5, -9.5) 344s Par3: slope=(-130.3, -130.3) r^2=1.000 344s a=(2307.3, 2320.2) b=(-129.3, -127.5) c=(-9.5, -9.5) 344s Sig1: slope=(-17.7, -17.7) r^2=1.000 344s a=(377.3, 238.0) b=(-139.2, 139.2) c=(0.2, 0.2) d=(2.0, -2.0) 344s Sig2: slope=(-17.7, -17.7) r^2=1.000 344s a=(1377.3, 1238.0) b=(-139.2, 139.2) c=(0.2, 0.2) d=(2.0, -2.0) 344s Sig3: slope=(-17.7, -17.7) r^2=1.000 344s a=(2377.3, 2238.0) b=(-139.2, 139.2) c=(0.2, 0.2) d=(2.0, -2.0) 344s Exp1: slope=(-110.7, -110.7) r^2=1.000 344s a=(363.2, 363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 344s Exp2: slope=(-110.7, -110.7) r^2=1.000 344s a=(1363.2, 1363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 344s Exp3: slope=(-110.7, -110.7) r^2=1.000 344s a=(2363.2, 2363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 344s Par1: slope=(-33.5, -33.5) r^2=1.000 344s a=(571.1, 574.7) b=(-34.9, -37.8) c=(14.5, 14.5) 344s Par2: slope=(-33.5, -33.5) r^2=1.000 344s a=(1571.1, 1574.7) b=(-34.9, -37.8) c=(14.5, 14.5) 344s Par3: slope=(-33.5, -33.5) r^2=1.000 344s a=(2571.1, 2574.7) b=(-34.9, -37.8) c=(14.5, 14.5) 344s Sig1: slope=(-13.5, -13.5) r^2=1.000 344s a=(553.9, 423.3) b=(-130.6, 130.6) c=(0.1, 0.1) d=(2.4, -2.4) 344s Sig2: slope=(-13.5, -13.5) r^2=1.000 344s a=(1553.9, 1423.3) b=(-130.6, 130.6) c=(0.1, 0.1) d=(2.4, -2.4) 344s Sig3: slope=(-13.5, -13.5) r^2=1.000 344s a=(2553.9, 2423.3) b=(-130.6, 130.6) c=(0.1, 0.1) d=(2.4, -2.4) 344s Exp1: slope=(-370.9, -370.9) r^2=1.000 344s a=(319.4, 319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 344s Exp2: slope=(-370.9, -370.9) r^2=1.000 344s a=(1319.4, 1319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 344s Exp3: slope=(-370.9, -370.9) r^2=1.000 344s a=(2319.4, 2319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 344s Par1: slope=(74.5, 74.5) r^2=1.000 344s a=(570.1, 562.3) b=(76.3, 79.9) c=(-18.2, -18.2) 344s Par2: slope=(74.5, 74.5) r^2=1.000 344s a=(1570.1, 1562.3) b=(76.3, 79.9) c=(-18.2, -18.2) 344s Par3: slope=(74.5, 74.5) r^2=1.000 344s a=(2570.1, 2562.3) b=(76.3, 79.9) c=(-18.2, -18.2) 344s Sig1: slope=(1.6, 1.6) r^2=1.000 344s a=(689.8, 745.3) b=(55.5, -55.5) c=(0.2, 0.2) d=(8.9, -8.9) 344s Sig2: slope=(1.6, 1.6) r^2=1.000 344s a=(1689.8, 1745.3) b=(55.5, -55.5) c=(0.2, 0.2) d=(8.9, -8.9) 344s Sig3: slope=(1.6, 1.6) r^2=1.000 344s a=(2689.8, 2745.3) b=(55.5, -55.5) c=(0.2, 0.2) d=(8.9, -8.9) 344s Exp1: slope=(129.1, 129.1) r^2=1.000 344s a=(548.3, 548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 344s Exp2: slope=(129.1, 129.1) r^2=1.000 344s a=(1548.3, 1548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 344s Exp3: slope=(129.1, 129.1) r^2=1.000 344s a=(2548.3, 2548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 344s Par1: slope=(19.0, 19.0) r^2=1.000 344s a=(377.8, 376.2) b=(17.9, 15.5) c=(11.9, 11.9) 344s Par2: slope=(19.0, 19.0) r^2=1.000 344s a=(1377.8, 1376.2) b=(17.9, 15.5) c=(11.9, 11.9) 344s Par3: slope=(19.0, 19.0) r^2=1.000 344s a=(2377.8, 2376.2) b=(17.9, 15.5) c=(11.9, 11.9) 344s Sig1: slope=(-1.4, -1.4) r^2=1.000 344s a=(357.8, 316.6) b=(-41.2, 41.2) c=(0.2, 0.2) d=(7.4, -7.4) 344s Sig2: slope=(-1.4, -1.4) r^2=1.000 344s a=(1357.8, 1316.6) b=(-41.2, 41.2) c=(0.2, 0.2) d=(7.4, -7.4) 344s Sig3: slope=(-1.4, -1.4) r^2=1.000 344s a=(2357.8, 2316.6) b=(-41.2, 41.2) c=(0.2, 0.2) d=(7.4, -7.4) 344s Exp1: slope=(3358.5, 3358.4) r^2=1.000 344s a=(422.3, 422.2) b=(195.7, 322.6) c=(10.0, 10.0) 344s Exp2: slope=(3358.5, 3358.4) r^2=1.000 344s a=(1422.3, 1422.2) b=(195.7, 322.6) c=(10.0, 10.0) 344s Exp3: slope=(3358.5, 3358.4) r^2=1.000 344s a=(2422.3, 2422.2) b=(195.7, 322.6) c=(10.0, 10.0) 344s Par1: slope=(190.0, 190.0) r^2=1.000 344s a=(525.1, 506.1) b=(189.9, 189.5) c=(1.9, 1.9) 344s Par2: slope=(190.0, 190.0) r^2=1.000 344s a=(1525.1, 1506.1) b=(189.9, 189.5) c=(1.9, 1.9) 344s Par3: slope=(190.0, 190.0) r^2=1.000 344s a=(2525.1, 2506.1) b=(189.9, 189.5) c=(1.9, 1.9) 344s Sig1: slope=(10.5, 10.5) r^2=1.000 344s a=(351.9, 492.9) b=(141.0, -141.0) c=(0.1, 0.1) d=(3.4, -3.4) 344s Sig2: slope=(10.5, 10.5) r^2=1.000 344s a=(1351.9, 1492.9) b=(141.0, -141.0) c=(0.1, 0.1) d=(3.4, -3.4) 344s Sig3: slope=(10.5, 10.5) r^2=1.000 344s a=(2351.9, 2492.9) b=(141.0, -141.0) c=(0.1, 0.1) d=(3.4, -3.4) 344s Exp1: slope=(745.3, 745.3) r^2=1.000 344s a=(512.6, 512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 344s Exp2: slope=(745.3, 745.3) r^2=1.000 344s a=(1512.6, 1512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 344s Exp3: slope=(745.3, 745.3) r^2=1.000 344s a=(2512.6, 2512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 344s Par1: slope=(129.6, 129.6) r^2=1.000 344s a=(342.4, 329.8) b=(128.0, 124.8) c=(16.0, 16.0) 344s Par2: slope=(129.6, 129.6) r^2=1.000 344s a=(1342.4, 1329.8) b=(128.0, 124.8) c=(16.0, 16.0) 344s Par3: slope=(129.6, 129.6) r^2=1.000 344s a=(2342.4, 2329.8) b=(128.0, 124.8) c=(16.0, 16.0) 344s Sig1: slope=(-1.2, -1.2) r^2=1.000 344s a=(384.5, 345.0) b=(-39.5, 39.5) c=(0.2, 0.2) d=(7.9, -7.9) 344s Sig2: slope=(-1.2, -1.2) r^2=1.000 344s a=(1384.5, 1345.0) b=(-39.5, 39.5) c=(0.2, 0.2) d=(7.9, -7.9) 344s Sig3: slope=(-1.2, -1.2) r^2=1.000 344s a=(2384.5, 2345.0) b=(-39.5, 39.5) c=(0.2, 0.2) d=(7.9, -7.9) 344s test_Formant_slopes.praat OK 344s ### executing test_GaussianMixture.praat: 344s test_GaussianMixture.praat 344s Interface 344s Drawing 344s GaussianMixture and TableOfReal 344s test_GaussianMixture.praat OK 344s ### executing test_HMM.praat: 344s test_HMM 344s test_HMM OK 344s ### executing test_KlattGrid.praat: 344s test_KlattGrid.praat 344s ... pitch 344s ... voicing amplitude 344s ... flutter 344s ... power1 344s ... power2 344s ... open phase 344s ... collision phase 344s ... double pulsing 344s ... spectral tilt 344s ... aspiration amplitude 344s ... breathiness amplitude 344s ... oral formant frequency 1 2 3 4 5 6 7 8 344s ... nasal formant frequency 1 2 3 344s ... nasal antiformant frequency 1 2 3 4 344s ... tracheal formant frequency 1 2 3 4 344s ... tracheal antiformant frequency 1 2 344s ... delta formant frequency 1 2 344s ... frication formant frequency 1 2 3 4 5 6 344s ... oral formant bandwidth 1 2 3 4 5 6 7 8 344s ... nasal formant bandwidth 1 2 3 344s ... nasal antiformant bandwidth 1 2 3 4 344s ... tracheal formant bandwidth 1 2 3 4 344s ... tracheal antiformant bandwidth 1 2 344s ... delta formant bandwidth 1 2 344s ... frication formant bandwidth 1 2 3 4 5 6 344s test_KlattGrid.praat OK 344s ### executing test_KruskalWallis.praat: 344s test_KruskalWallis.praat 344s 13.84438424492604 139 200 327 344s test_KruskalWallis.praat OK 344s ### executing test_LPC.praat: 344s test_LPC 344s Test corner cases 344s Test corner cases OK 344s test LPC interface 344s Query 344s Modify 344s Extract 344s Analyse 344s test_LPC OK 344s ### executing test_LineSpectralFrequencies.praat: 344s test_LineSpectralFrequencies 344s sampling frequency = 8000 344s lpc order = 8 344s lpc order = 9 344s lpc order = 10 344s lpc order = 11 344s lpc order = 12 344s lpc order = 13 344s lpc order = 14 344s lpc order = 15 344s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 10000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 12000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 14000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 16000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 18000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 20000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 22000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 345s lpc order = 15 345s lpc order = 16 345s lpc order = 17 345s lpc order = 18 345s lpc order = 19 345s lpc order = 20 345s sampling frequency = 24000 345s lpc order = 8 345s lpc order = 9 345s lpc order = 10 345s lpc order = 11 345s lpc order = 12 345s lpc order = 13 345s lpc order = 14 346s lpc order = 15 346s lpc order = 16 346s lpc order = 17 346s lpc order = 18 346s lpc order = 19 346s lpc order = 20 346s test_LineSpectralFrequencies OK 346s ### executing test_Ltas_reportSpectralTilt.praat: 346s test_Ltas_reportSpectralTilt 346s Slope difference = -0.08120324607257182 (slope [1] = 0) 346s Rel. offset diff = 0.004458301953384192 (Offset [1] = 30.8) 346s Slope difference = 0.49527317893399925 (slope [2] = -20) 346s Rel. offset diff = 0.010809911436720204 (Offset [2] = 95) 346s Slope difference = -0.01051467435090446 (slope [1] = 0) 346s Rel. offset diff = -0.006061033710823718 (Offset [1] = 30.8) 346s Slope difference = 0.5712801584315059 (slope [2] = -20) 346s Rel. offset diff = 0.01718414885785931 (Offset [2] = 95) 346s Slope difference = -0.1785189209342626 (slope [1] = 0) 346s Rel. offset diff = 0.009379518554437074 (Offset [1] = 30.8) 346s Slope difference = 0.5029697473432471 (slope [2] = -20) 346s Rel. offset diff = 0.017987264090296908 (Offset [2] = 95) 346s Slope difference = -0.12115724379887109 (slope [1] = 0) 346s Rel. offset diff = 0.006531524973637498 (Offset [1] = 30.8) 346s Slope difference = 0.5504000585341622 (slope [2] = -20) 346s Rel. offset diff = 0.007712757679375903 (Offset [2] = 95) 346s Slope difference = 0.02748814575282048 (slope [1] = 0) 346s Rel. offset diff = -0.010454310453715202 (Offset [1] = 30.8) 346s Slope difference = 0.6565941001572035 (slope [2] = -20) 346s Rel. offset diff = 8.659975680322854e-05 (Offset [2] = 95) 346s Slope difference = 0.11809419992480717 (slope [1] = 0) 346s Rel. offset diff = -0.021864985518967962 (Offset [1] = 30.8) 346s Slope difference = 0.6513780123550568 (slope [2] = -20) 346s Rel. offset diff = 0.008392444118328995 (Offset [2] = 95) 346s Slope difference = 0.17917896704964725 (slope [1] = 0) 346s Rel. offset diff = -0.028634649783154654 (Offset [1] = 30.8) 346s Slope difference = 0.7277993891606336 (slope [2] = -20) 346s Rel. offset diff = 0.005762154760302335 (Offset [2] = 95) 346s Slope difference = -0.08050276576043344 (slope [1] = 0) 346s Rel. offset diff = 0.0014096129334986672 (Offset [1] = 30.8) 346s Slope difference = 0.5165434947027627 (slope [2] = -20) 346s Rel. offset diff = 0.01728373216261605 (Offset [2] = 95) 346s Slope difference = -0.14624503885923262 (slope [1] = 0) 346s Rel. offset diff = 0.008708980050651582 (Offset [1] = 30.8) 346s Slope difference = 0.7070524715589315 (slope [2] = -20) 346s Rel. offset diff = 0.011002904902183423 (Offset [2] = 95) 346s Slope difference = -0.15350694837474058 (slope [1] = 0) 346s Rel. offset diff = 0.01075515297655399 (Offset [1] = 30.8) 346s Slope difference = 0.274235561986405 (slope [2] = -20) 346s Rel. offset diff = 0.02764835500834559 (Offset [2] = 95) 346s test_Ltas_reportSpectralTilt OK 346s ### executing test_MDS.praat: 346s test_MDS.praat 346s test Dissimilarity letter R 346s test Dissimilarity letter R OK 346s test interface 346s Query 346s Modify: skipped 346s Synthesize: skipped 346s Extract part 346s Extract 346s Convert 346s test interface OK 346s Dissimilarity to Configuration 346s Current 1: minimum = 0.07742470267198612 346s Minimizer_minimize: minimum 0.07348894183960535 reached 346s after 6 iterations and 11 function calls. 346s Current 1: minimum = 0.07348894183960535 346s Current 1: minimum = 0.10710797897087289 346s Minimizer_minimize: minimum 0.10576566866429234 reached 346s after 5 iterations and 8 function calls. 346s Current 1: minimum = 0.10576566866429234 346s Current 1: minimum = 0.08279249431480928 346s Minimizer_minimize: minimum 0.07932604772046903 reached 346s after 8 iterations and 13 function calls. 346s Current 1: minimum = 0.07932604772046903 346s Current 1: minimum = 0.07238894723216935 346s Minimizer_minimize: minimum 0.06751844157465475 reached 346s after 8 iterations and 11 function calls. 346s Current 1: minimum = 0.06751844157465475 346s Current 1: minimum = 0.07756036740019955 346s Minimizer_minimize: minimum 0.07436851061770733 reached 346s after 6 iterations and 11 function calls. 346s Current 1: minimum = 0.07436851061770733 346s Dissimilarity to Configuration OK 346s INDSCAL Carroll Wish example 346s INDSCAL Carroll Wish example OK 346s Procrustes: Configuration & Configuration 346s Procrustes: Configuration & Configuration OK 346s test_MDS.praat OK 346s ### executing test_Matrix_solve.praat: 346s test_Matrix_solve.praat 346s underdetermined system 346s Solve 3x3: 346s A[3x3] * X[3x2] = B[3x2] 346s Solve 3x3: OK 346s Solve sparse systems 346s Sparse 100x100: solve for 3 non zero elements. 346s Number of iterations: 10 Difference squared: 1.6805297755710381e-21 346s Sparse 100x100: solve for 9 non zero elements. 346s Number of iterations: 10 Difference squared: 9.271118173273086e-22 346s Sparse 100x100: solve for 5 non zero elements. 346s Number of iterations: 10 Difference squared: 1.1598836377429682e-21 346s Sparse 100x100: solve for 7 non zero elements. 346s Number of iterations: 10 Difference squared: 1.1200412263184555e-21 346s Sparse 100x100: solve for 5 non zero elements. 346s Number of iterations: 10 Difference squared: 1.3916550278694308e-21 346s Sparse 100x100: solve for 5 non zero elements. 346s Number of iterations: 10 Difference squared: 6.81850703710046e-22 346s Sparse 100x100: solve for 3 non zero elements. 346s Number of iterations: 10 Difference squared: 1.5591352046062654e-22 346s Sparse 100x100: solve for 3 non zero elements. 346s Number of iterations: 10 Difference squared: 3.288852065462978e-22 346s Sparse 100x100: solve for 2 non zero elements. 346s Number of iterations: 10 Difference squared: 4.055590800454859e-22 346s Sparse 100x100: solve for 5 non zero elements. 346s Number of iterations: 10 Difference squared: 3.848585187241422e-22 346s Sparse 100x100: solve for 5 non zero elements. 346s Number of iterations: 10 Difference squared: 4.539515379857039e-22 346s Sparse 100x100: solve for 3 non zero elements. 347s Number of iterations: 10 Difference squared: 2.0990771056962204e-22 347s Sparse 100x100: solve for 5 non zero elements. 347s Number of iterations: 10 Difference squared: 5.999287000030248e-22 347s Sparse 100x100: solve for 3 non zero elements. 347s Number of iterations: 10 Difference squared: 2.3810754110437516e-22 347s Sparse 100x100: solve for 3 non zero elements. 347s Number of iterations: 10 Difference squared: 4.054276344316597e-22 347s Sparse 100x100: solve for 4 non zero elements. 347s Number of iterations: 10 Difference squared: 1.166172366375414e-22 347s Sparse 100x100: solve for 5 non zero elements. 347s Number of iterations: 10 Difference squared: 2.804901696991179e-22 347s Sparse 100x100: solve for 5 non zero elements. 347s Number of iterations: 10 Difference squared: 1.1679035687363004e-21 347s Sparse 100x100: solve for 4 non zero elements. 347s Number of iterations: 10 Difference squared: 3.732544353177632e-22 347s Sparse 100x100: solve for 5 non zero elements. 347s Number of iterations: 10 Difference squared: 6.922262297889097e-22 347s Sparse 100x100: solve for 7 non zero elements. 347s Number of iterations: 10 Difference squared: 5.815226284866838e-22 347s Sparse 100x100: solve for 4 non zero elements. 347s Number of iterations: 10 Difference squared: 2.841322711019365e-22 347s Sparse 100x100: solve for 1 non zero elements. 347s Number of iterations: 10 Difference squared: 1.9362274753102222e-22 347s Sparse 100x100: solve for 8 non zero elements. 347s Number of iterations: 10 Difference squared: 1.3577500264848275e-21 347s Sparse 100x100: solve for 6 non zero elements. 347s Number of iterations: 10 Difference squared: 2.4093752435357477e-21 347s Sparse 100x100: solve for 7 non zero elements. 347s Number of iterations: 10 Difference squared: 8.72135195141914e-22 347s Sparse 100x100: solve for 6 non zero elements. 347s Number of iterations: 10 Difference squared: 1.1167511155130588e-21 347s Sparse 100x100: solve for 6 non zero elements. 347s Number of iterations: 10 Difference squared: 6.178376676469637e-22 347s Sparse 100x100: solve for 6 non zero elements. 347s Number of iterations: 10 Difference squared: 9.728652681365642e-22 347s Sparse 100x100: solve for 3 non zero elements. 347s Number of iterations: 10 Difference squared: 2.5664263275509434e-22 347s Sparse 100x100: solve for 4 non zero elements. 348s Number of iterations: 10 Difference squared: 3.4439208895705035e-22 348s Sparse 100x100: solve for 8 non zero elements. 348s Number of iterations: 10 Difference squared: 1.0829146497808364e-21 348s Sparse 100x100: solve for 7 non zero elements. 348s Number of iterations: 10 Difference squared: 3.8575500505292914e-21 348s Sparse 100x100: solve for 6 non zero elements. 348s Number of iterations: 10 Difference squared: 3.203466497838697e-22 348s Sparse 100x100: solve for 4 non zero elements. 348s Number of iterations: 10 Difference squared: 1.0525899166704604e-21 348s Sparse 100x100: solve for 6 non zero elements. 348s Number of iterations: 10 Difference squared: 8.904640211777413e-22 348s Sparse 100x100: solve for 6 non zero elements. 348s Number of iterations: 10 Difference squared: 4.0339588134291278e-22 348s Sparse 100x100: solve for 9 non zero elements. 348s Number of iterations: 10 Difference squared: 1.1850844657414949e-21 348s Sparse 100x100: solve for 4 non zero elements. 348s Number of iterations: 10 Difference squared: 4.0324352564987257e-22 348s Sparse 100x100: solve for 5 non zero elements. 348s Number of iterations: 10 Difference squared: 4.1508160794558845e-22 348s Sparse 100x100: solve for 7 non zero elements. 348s Number of iterations: 10 Difference squared: 4.291372311491093e-22 348s Sparse 100x100: solve for 3 non zero elements. 348s Number of iterations: 10 Difference squared: 3.945049822966314e-22 348s Sparse 100x100: solve for 2 non zero elements. 348s Number of iterations: 10 Difference squared: 1.6623885133048877e-23 348s Sparse 100x100: solve for 3 non zero elements. 348s Number of iterations: 10 Difference squared: 1.9607589854371222e-22 348s Sparse 100x100: solve for 6 non zero elements. 348s Number of iterations: 10 Difference squared: 4.28665742575589e-22 348s Sparse 100x100: solve for 1 non zero elements. 348s Number of iterations: 10 Difference squared: 1.4737517018784813e-22 348s Sparse 100x100: solve for 7 non zero elements. 348s Number of iterations: 10 Difference squared: 2.7618572635174064e-20 348s Sparse 100x100: solve for 6 non zero elements. 348s Number of iterations: 10 Difference squared: 1.9224701869424305e-21 348s Sparse 100x100: solve for 3 non zero elements. 349s Number of iterations: 10 Difference squared: 6.694848587468533e-22 349s Sparse 100x100: solve for 3 non zero elements. 349s Number of iterations: 10 Difference squared: 3.148631457334636e-22 349s Sparse 100x100: solve for 2 non zero elements. 349s Number of iterations: 10 Difference squared: 5.897992802866076e-23 349s Sparse 100x100: solve for 9 non zero elements. 349s Number of iterations: 10 Difference squared: 1.4580049327772009e-21 349s Sparse 100x100: solve for 9 non zero elements. 349s Number of iterations: 10 Difference squared: 2.837750243235638e-20 349s Sparse 100x100: solve for 6 non zero elements. 349s Number of iterations: 10 Difference squared: 7.140814533571868e-22 349s Sparse 100x100: solve for 9 non zero elements. 349s Number of iterations: 10 Difference squared: 5.455111222287934e-22 349s Sparse 100x100: solve for 4 non zero elements. 349s Number of iterations: 10 Difference squared: 2.295275665371871e-22 349s Sparse 100x100: solve for 7 non zero elements. 349s Number of iterations: 10 Difference squared: 6.293624970079342e-22 349s Sparse 100x100: solve for 8 non zero elements. 349s Number of iterations: 10 Difference squared: 1.1003447012527362e-21 349s Sparse 100x100: solve for 7 non zero elements. 349s Number of iterations: 10 Difference squared: 6.921142302894506e-21 349s Sparse 100x100: solve for 6 non zero elements. 349s Number of iterations: 10 Difference squared: 8.922464201458864e-22 349s Sparse 100x100: solve for 5 non zero elements. 349s Number of iterations: 10 Difference squared: 1.9663555598748404e-22 349s Sparse 100x100: solve for 5 non zero elements. 349s Number of iterations: 10 Difference squared: 2.3973925017302015e-22 349s Sparse 100x100: solve for 6 non zero elements. 349s Number of iterations: 10 Difference squared: 8.932529737756774e-22 349s Sparse 100x100: solve for 2 non zero elements. 349s Number of iterations: 10 Difference squared: 9.801556833584514e-24 349s Sparse 100x100: solve for 3 non zero elements. 349s Number of iterations: 10 Difference squared: 4.4797738768338566e-23 349s Sparse 100x100: solve for 5 non zero elements. 349s Number of iterations: 10 Difference squared: 5.775235368668953e-22 349s Sparse 100x100: solve for 8 non zero elements. 349s Number of iterations: 10 Difference squared: 5.8611694595379306e-21 349s Sparse 100x100: solve for 6 non zero elements. 350s Number of iterations: 10 Difference squared: 1.6384413536016052e-20 350s Sparse 100x100: solve for 4 non zero elements. 350s Number of iterations: 10 Difference squared: 1.932767772970519e-22 350s Sparse 100x100: solve for 4 non zero elements. 350s Number of iterations: 10 Difference squared: 2.3318423719380027e-22 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 4.480305878972924e-22 350s Sparse 100x100: solve for 4 non zero elements. 350s Number of iterations: 10 Difference squared: 2.86304689106043e-21 350s Sparse 100x100: solve for 2 non zero elements. 350s Number of iterations: 10 Difference squared: 9.996668983900462e-23 350s Sparse 100x100: solve for 4 non zero elements. 350s Number of iterations: 10 Difference squared: 6.196175029313202e-22 350s Sparse 100x100: solve for 12 non zero elements. 350s Number of iterations: 10 Difference squared: 7.575131879065856e-21 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 1.1127792473983646e-21 350s Sparse 100x100: solve for 8 non zero elements. 350s Number of iterations: 10 Difference squared: 9.74750236693184e-22 350s Sparse 100x100: solve for 4 non zero elements. 350s Number of iterations: 10 Difference squared: 8.171787268017354e-22 350s Sparse 100x100: solve for 2 non zero elements. 350s Number of iterations: 10 Difference squared: 1.8570211353284425e-22 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 1.8529552461194945e-20 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 6.567943167247296e-22 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 6.211183908477957e-22 350s Sparse 100x100: solve for 5 non zero elements. 350s Number of iterations: 10 Difference squared: 2.132935209081331e-22 350s Sparse 100x100: solve for 8 non zero elements. 350s Number of iterations: 10 Difference squared: 8.962833141401733e-22 350s Sparse 100x100: solve for 3 non zero elements. 350s Number of iterations: 10 Difference squared: 2.9983702676098536e-22 350s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 2.5787165878445025e-22 351s Sparse 100x100: solve for 4 non zero elements. 351s Number of iterations: 10 Difference squared: 2.387428311807943e-22 351s Sparse 100x100: solve for 9 non zero elements. 351s Number of iterations: 10 Difference squared: 4.8343042213536836e-20 351s Sparse 100x100: solve for 6 non zero elements. 351s Number of iterations: 10 Difference squared: 4.939282758772007e-21 351s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 7.553494741714506e-22 351s Sparse 100x100: solve for 6 non zero elements. 351s Number of iterations: 10 Difference squared: 5.361525718234198e-22 351s Sparse 100x100: solve for 9 non zero elements. 351s Number of iterations: 10 Difference squared: 3.953113889550853e-21 351s Sparse 100x100: solve for 6 non zero elements. 351s Number of iterations: 10 Difference squared: 3.835853105657694e-22 351s Sparse 100x100: solve for 6 non zero elements. 351s Number of iterations: 10 Difference squared: 6.353527087991637e-22 351s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 3.217450347928213e-21 351s Sparse 100x100: solve for 8 non zero elements. 351s Number of iterations: 10 Difference squared: 6.623952986686614e-22 351s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 3.76433179574311e-22 351s Sparse 100x100: solve for 4 non zero elements. 351s Number of iterations: 10 Difference squared: 2.443664615556577e-22 351s Sparse 100x100: solve for 10 non zero elements. 351s Number of iterations: 10 Difference squared: 7.039143108717585e-21 351s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 4.002156859542528e-22 351s Sparse 100x100: solve for 3 non zero elements. 351s Number of iterations: 10 Difference squared: 5.535382482217442e-22 351s Sparse 100x100: solve for 5 non zero elements. 351s Number of iterations: 10 Difference squared: 4.886110667771511e-22 351s Sparse 100x100: solve for 9 non zero elements. 352s Number of iterations: 10 Difference squared: 3.628502837040823e-21 352s Sparse 100x100: solve for 4 non zero elements. 352s Number of iterations: 10 Difference squared: 2.130339262569787e-22 352s Sparse 100x100: solve for 5 non zero elements. 352s Number of iterations: 10 Difference squared: 4.786137637623323e-22 352s Sparse 100x100: solve for 8 non zero elements. 352s Number of iterations: 10 Difference squared: 8.054866815515866e-22 352s Sparse 100x100: solve for 9 non zero elements. 352s Number of iterations: 10 Difference squared: 6.2587705492460416e-21 352s Sparse 100x100: solve for 6 non zero elements. 352s Number of iterations: 10 Difference squared: 1.1901457333586856e-21 352s Sparse 100x100: solve for 3 non zero elements. 352s Number of iterations: 10 Difference squared: 2.5233104882051276e-22 352s Sparse 100x100: solve for 4 non zero elements. 352s Number of iterations: 10 Difference squared: 3.254596024749869e-22 352s Sparse 100x100: solve for 5 non zero elements. 352s Number of iterations: 10 Difference squared: 2.7161612560259316e-22 352s Sparse 100x100: solve for 7 non zero elements. 352s Number of iterations: 10 Difference squared: 5.308784253894657e-22 352s Sparse 100x100: solve for 4 non zero elements. 352s Number of iterations: 10 Difference squared: 4.350053868117545e-22 352s Sparse 100x100: solve for 6 non zero elements. 352s Number of iterations: 10 Difference squared: 7.01062973074327e-22 352s Sparse 100x100: solve for 4 non zero elements. 352s Number of iterations: 10 Difference squared: 6.552706598860248e-22 352s Sparse 100x100: solve for 3 non zero elements. 352s Number of iterations: 10 Difference squared: 2.412437175305554e-22 352s Sparse 100x100: solve for 6 non zero elements. 352s Number of iterations: 10 Difference squared: 9.850738927250636e-22 352s Sparse 100x100: solve for 8 non zero elements. 352s Number of iterations: 10 Difference squared: 1.953493629234805e-20 352s Sparse 100x100: solve for 3 non zero elements. 352s Number of iterations: 10 Difference squared: 2.802586371691607e-22 352s Sparse 100x100: solve for 2 non zero elements. 352s Number of iterations: 10 Difference squared: 2.9139868076175604e-22 352s Sparse 100x100: solve for 7 non zero elements. 352s Number of iterations: 10 Difference squared: 7.996662272114025e-22 352s Sparse 100x100: solve for 1 non zero elements. 353s Number of iterations: 10 Difference squared: 1.5995119931174496e-22 353s Sparse 100x100: solve for 6 non zero elements. 353s Number of iterations: 10 Difference squared: 4.9433910368921465e-22 353s Sparse 100x100: solve for 4 non zero elements. 353s Number of iterations: 10 Difference squared: 1.815262438554053e-22 353s Sparse 100x100: solve for 3 non zero elements. 353s Number of iterations: 10 Difference squared: 8.054769128988092e-23 353s Sparse 100x100: solve for 11 non zero elements. 353s Number of iterations: 10 Difference squared: 6.479902198156254e-21 353s Sparse 100x100: solve for 6 non zero elements. 353s Number of iterations: 10 Difference squared: 5.30818056668394e-21 353s Sparse 100x100: solve for 7 non zero elements. 353s Number of iterations: 10 Difference squared: 2.9568467211728792e-22 353s Sparse 100x100: solve for 4 non zero elements. 353s Number of iterations: 10 Difference squared: 6.488115446288298e-22 353s Sparse 100x100: solve for 8 non zero elements. 353s Number of iterations: 10 Difference squared: 4.957505277896989e-22 353s Sparse 100x100: solve for 4 non zero elements. 353s Number of iterations: 10 Difference squared: 1.7209384001176368e-22 353s Sparse 100x100: solve for 4 non zero elements. 353s Number of iterations: 10 Difference squared: 2.8769398350927655e-22 353s Sparse 100x100: solve for 3 non zero elements. 353s Number of iterations: 10 Difference squared: 2.4676927504904177e-22 353s Sparse 100x100: solve for 5 non zero elements. 353s Number of iterations: 10 Difference squared: 5.126871314630209e-22 353s Sparse 100x100: solve for 1 non zero elements. 353s Number of iterations: 10 Difference squared: 1.211965898132669e-22 353s Sparse 100x100: solve for 6 non zero elements. 353s Number of iterations: 10 Difference squared: 4.77675781009721e-22 353s Sparse 100x100: solve for 5 non zero elements. 353s Number of iterations: 10 Difference squared: 3.5127609461239205e-22 353s Sparse 100x100: solve for 7 non zero elements. 353s Number of iterations: 10 Difference squared: 6.686938025481503e-21 353s Sparse 100x100: solve for 5 non zero elements. 353s Number of iterations: 10 Difference squared: 5.721136243174936e-22 353s Sparse 100x100: solve for 5 non zero elements. 353s Number of iterations: 10 Difference squared: 3.5329367567579424e-22 353s Sparse 100x100: solve for 6 non zero elements. 354s Number of iterations: 10 Difference squared: 2.6691217211297258e-21 354s Sparse 100x100: solve for 4 non zero elements. 354s Number of iterations: 10 Difference squared: 2.163899004261436e-22 354s Sparse 100x100: solve for 5 non zero elements. 354s Number of iterations: 10 Difference squared: 4.1356137127082405e-22 354s Sparse 100x100: solve for 7 non zero elements. 354s Number of iterations: 10 Difference squared: 2.581453763580479e-21 354s Sparse 100x100: solve for 5 non zero elements. 354s Number of iterations: 10 Difference squared: 3.7549862436579756e-22 354s Sparse 100x100: solve for 3 non zero elements. 354s Number of iterations: 10 Difference squared: 8.538802813402424e-22 354s Sparse 100x100: solve for 3 non zero elements. 354s Number of iterations: 10 Difference squared: 2.5801763145177005e-22 354s Sparse 100x100: solve for 8 non zero elements. 354s Number of iterations: 10 Difference squared: 9.627777829381948e-21 354s Sparse 100x100: solve for 8 non zero elements. 354s Number of iterations: 10 Difference squared: 3.244213494382211e-22 354s Sparse 100x100: solve for 6 non zero elements. 354s Number of iterations: 10 Difference squared: 1.10308323069958e-21 354s Sparse 100x100: solve for 4 non zero elements. 354s Number of iterations: 10 Difference squared: 5.896270479785833e-22 354s Sparse 100x100: solve for 5 non zero elements. 354s Number of iterations: 10 Difference squared: 1.1788849140537555e-21 354s Sparse 100x100: solve for 6 non zero elements. 354s Number of iterations: 10 Difference squared: 6.387298776462896e-22 354s Sparse 100x100: solve for 6 non zero elements. 354s Number of iterations: 10 Difference squared: 1.0898382597849496e-21 354s Sparse 100x100: solve for 8 non zero elements. 354s Number of iterations: 10 Difference squared: 8.039566195758676e-22 354s Sparse 100x100: solve for 3 non zero elements. 354s Number of iterations: 10 Difference squared: 4.0851623799916883e-22 354s Sparse 100x100: solve for 4 non zero elements. 354s Number of iterations: 10 Difference squared: 4.423736616861425e-22 354s Sparse 100x100: solve for 3 non zero elements. 354s Number of iterations: 10 Difference squared: 3.708645601685235e-22 354s Sparse 100x100: solve for 5 non zero elements. 355s Number of iterations: 10 Difference squared: 1.4614446474932693e-21 355s Sparse 100x100: solve for 2 non zero elements. 355s Number of iterations: 10 Difference squared: 8.906615202374173e-23 355s Sparse 100x100: solve for 6 non zero elements. 355s Number of iterations: 10 Difference squared: 1.1336229256776832e-21 355s Sparse 100x100: solve for 6 non zero elements. 355s Number of iterations: 10 Difference squared: 1.4521428052855023e-21 355s Sparse 100x100: solve for 3 non zero elements. 355s Number of iterations: 10 Difference squared: 5.498274118299426e-22 355s Sparse 100x100: solve for 5 non zero elements. 355s Number of iterations: 10 Difference squared: 2.6375622349411734e-22 355s Sparse 100x100: solve for 7 non zero elements. 355s Number of iterations: 10 Difference squared: 8.471576336812663e-22 355s Sparse 100x100: solve for 7 non zero elements. 355s Number of iterations: 10 Difference squared: 5.173286393995914e-22 355s Sparse 100x100: solve for 9 non zero elements. 355s Number of iterations: 10 Difference squared: 7.779084201013643e-20 355s Sparse 100x100: solve for 2 non zero elements. 355s Number of iterations: 10 Difference squared: 8.16363269757983e-23 355s Sparse 100x100: solve for 5 non zero elements. 355s Number of iterations: 10 Difference squared: 6.040709603155142e-22 355s Sparse 100x100: solve for 2 non zero elements. 355s Number of iterations: 10 Difference squared: 6.068735174331949e-23 355s Sparse 100x100: solve for 3 non zero elements. 355s Number of iterations: 10 Difference squared: 2.794871246706903e-22 355s Sparse 100x100: solve for 6 non zero elements. 355s Number of iterations: 10 Difference squared: 8.347274717589272e-22 355s Sparse 100x100: solve for 8 non zero elements. 355s Number of iterations: 10 Difference squared: 1.3273301094765438e-21 355s Sparse 100x100: solve for 4 non zero elements. 355s Number of iterations: 10 Difference squared: 3.8758418345542347e-22 355s Sparse 100x100: solve for 11 non zero elements. 355s Number of iterations: 10 Difference squared: 1.838491416946724e-20 355s Sparse 100x100: solve for 3 non zero elements. 355s Number of iterations: 10 Difference squared: 2.380156256561485e-21 355s Sparse 100x100: solve for 10 non zero elements. 356s Number of iterations: 10 Difference squared: 3.1383648649725333e-21 356s Sparse 100x100: solve for 4 non zero elements. 356s Number of iterations: 10 Difference squared: 2.460351818408079e-22 356s Sparse 100x100: solve for 1 non zero elements. 356s Number of iterations: 10 Difference squared: 9.9714376109491e-23 356s Sparse 100x100: solve for 3 non zero elements. 356s Number of iterations: 10 Difference squared: 8.35525412462492e-22 356s Sparse 100x100: solve for 4 non zero elements. 356s Number of iterations: 10 Difference squared: 5.180602986515358e-22 356s Sparse 100x100: solve for 3 non zero elements. 356s Number of iterations: 10 Difference squared: 3.0176417299272835e-22 356s Sparse 100x100: solve for 4 non zero elements. 356s Number of iterations: 10 Difference squared: 2.6811339392080047e-22 356s Sparse 100x100: solve for 4 non zero elements. 356s Number of iterations: 10 Difference squared: 2.631023862297405e-22 356s Sparse 100x100: solve for 2 non zero elements. 356s Number of iterations: 10 Difference squared: 2.221651406674656e-22 356s Sparse 100x100: solve for 5 non zero elements. 356s Number of iterations: 10 Difference squared: 1.6992909031642126e-22 356s Sparse 100x100: solve for 5 non zero elements. 356s Number of iterations: 10 Difference squared: 5.2939494681534055e-22 356s Sparse 100x100: solve for 8 non zero elements. 356s Number of iterations: 10 Difference squared: 1.0682581886098169e-21 356s Sparse 100x100: solve for 2 non zero elements. 356s Number of iterations: 10 Difference squared: 2.4016513936247437e-22 356s Sparse 100x100: solve for 7 non zero elements. 356s Number of iterations: 10 Difference squared: 7.200087546030488e-22 356s Sparse 100x100: solve for 5 non zero elements. 356s Number of iterations: 10 Difference squared: 6.687243708048829e-22 356s Sparse 100x100: solve for 5 non zero elements. 356s Number of iterations: 10 Difference squared: 7.876534776899234e-22 356s Sparse 100x100: solve for 3 non zero elements. 356s Number of iterations: 10 Difference squared: 3.156967754625006e-22 356s Sparse 100x100: solve for 3 non zero elements. 356s Number of iterations: 10 Difference squared: 3.2326928477674375e-22 356s Sparse 100x100: solve for 6 non zero elements. 356s Number of iterations: 10 Difference squared: 7.409491465740046e-22 356s Sparse 100x100: solve for 7 non zero elements. 357s Number of iterations: 10 Difference squared: 8.546272082107237e-22 357s Sparse 100x100: solve for 5 non zero elements. 357s Number of iterations: 10 Difference squared: 7.447695879846816e-22 357s Sparse 100x100: solve for 7 non zero elements. 357s Number of iterations: 10 Difference squared: 1.26805050272635e-21 357s Sparse 100x100: solve for 9 non zero elements. 357s Number of iterations: 10 Difference squared: 9.250157192201974e-22 357s Solve sparse systems: OK 357s Solve 2x3: 357s nrow = 2, ncol = 3 357s Solve 2x3: OK 357s Solve equation: 357s nrow = 1, ncol = 1 357s nrow = 2, ncol = 1 357s nrow = 3, ncol = 1 357s nrow = 4, ncol = 1 357s Solve equation: OK 357s Solve equation: 357s nrow = 10, ncol = 10 357s nrow = 20, ncol = 10 357s nrow = 30, ncol = 10 357s nrow = 40, ncol = 10 357s Solve equation: OK 357s Solve equation: 357s nrow = 100, ncol = 100 357s nrow = 200, ncol = 100 357s nrow = 300, ncol = 100 357s nrow = 400, ncol = 100 357s Solve equation: OK 357s test_Matrix_solve.praat OK 357s ### executing test_MixingMatrix.praat: 357s test_MixingMatrix 357s Mix 357s Mix part... 357s test_MixingMatrix OK 357s ### executing test_MultiSampledSpectropgram.praat: 357s test_MultiSampledSpectrogram.praat 357s GaborSpectrogram: windows: 357s rectangular 357s triangular 357s parabolic 357s Hanning 357s Hamming 357s Gaussian1 357s Kaiser1 357s GaborSpectrogram: bandwidth, stepSize 357s 149.571 58.675 357s 341.342 66.819 357s 407.287 154.639 357s 132.981 80.246 357s 88.809 38.534 357s 261.861 61.674 357s 30.084 15.789 357s 309.688 97.264 357s 363.964 244.370 357s 19.907 2.669 357s GaborSpectrogram: oversampling 357s 2.776 357s 3.053 357s 1.963 357s 4.572 357s 3.598 357s ConstantQLog2FSpectrogram: windows: 357s rectangular 357s triangular 358s parabolic 358s Hanning 358s Hamming 358s Gaussian1 358s Kaiser1 358s ConstantQLog2FSpectrogram: numberOfFrequencyBins, frequencyResolution 358s 42 2.291 358s 16 1.280 358s 15 1.581 358s 5 4.144 358s 36 3.578 358s 8 3.830 358s 24 4.148 358s 35 2.079 358s 50 4.800 358s 16 1.442 358s ConstantQLog2FSpectrogram: oversampling 358s 1.192 358s 2.503 358s 2.121 358s 2.539 358s 2.047 358s test_MultiSampledSpectrogram.praat OK 358s ### executing test_NMF.praat: 358s test_NMF.praat 358s Simple interface test 358s Iteration: 1, dnorm: 0.05651370481622178, delta: 0.00013936148985757964 358s Iteration: 2, dnorm: 0.05651362974669349, delta: 0.00013901143232589964 358s Iteration: 3, dnorm: 0.056513555027550955, delta: 0.00013866318107609547 358s Iteration: 4, dnorm: 0.05651348065644845, delta: 0.00013831667965643317 358s Iteration: 5, dnorm: 0.05651340663106289, delta: 0.00013797187253793207 358s Iteration: 6, dnorm: 0.05651333294909466, delta: 0.00013762870512126052 358s Iteration: 7, dnorm: 0.05651325960826609, delta: 0.00013728712374316406 358s Iteration: 8, dnorm: 0.05651318660632176, delta: 0.00013694707568283497 358s Iteration: 9, dnorm: 0.056513113941027524, delta: 0.00013660850916816624 358s Iteration: 10, dnorm: 0.056513041610170275, delta: 0.00013627137338151774 358s 95x10, aprox = 4 2-norm=53.68737633134606 358s Iteration: 1, dnorm: 0.15279070616472096, delta: 2.4794047400444276e-11 358s Iteration: 2, dnorm: 0.15279070616472096, delta: 7.451026144919993e-12 358s 23x10, aprox = 1 2-norm=35.14186241788583 358s Iteration: 1, dnorm: 0.11942359448034118, delta: 2.1994460140378746e-06 358s Iteration: 2, dnorm: 0.11942359445954946, delta: 2.1807932847563976e-06 358s Iteration: 3, dnorm: 0.11942359443910572, delta: 2.162303132137841e-06 358s Iteration: 4, dnorm: 0.11942359441900405, delta: 2.143974066210904e-06 358s Iteration: 5, dnorm: 0.11942359439923862, delta: 2.1258046118779208e-06 358s Iteration: 6, dnorm: 0.11942359437980364, delta: 2.1077933087184138e-06 358s Iteration: 7, dnorm: 0.11942359436069365, delta: 2.0899387108359255e-06 358s Iteration: 8, dnorm: 0.11942359434190303, delta: 2.0722393867035318e-06 358s Iteration: 9, dnorm: 0.11942359432342656, delta: 2.0546939189870527e-06 358s Iteration: 10, dnorm: 0.11942359430525876, delta: 2.0373009043997414e-06 358s 27x10, aprox = 2 2-norm=32.24437045782393 358s Iteration: 1, dnorm: 2.1738623753571142e-06, delta: 2.208909730956087e-07 358s Iteration: 2, dnorm: 2.134578728305709e-06, delta: 2.1691063554701036e-07 358s Iteration: 3, dnorm: 2.0960844334852075e-06, delta: 2.130019276474166e-07 358s Iteration: 4, dnorm: 2.058147607317661e-06, delta: 2.091635630747382e-07 358s Iteration: 5, dnorm: 2.0210457616764923e-06, delta: 2.0539427847175613e-07 358s Iteration: 6, dnorm: 1.984575114304882e-06, delta: 2.0169283302677996e-07 358s Iteration: 7, dnorm: 1.9486617172944943e-06, delta: 1.9805800826395782e-07 358s Iteration: 8, dnorm: 1.913485489198127e-06, delta: 1.9448860745621623e-07 358s Iteration: 9, dnorm: 1.8789743865856146e-06, delta: 1.909834552758058e-07 358s Iteration: 10, dnorm: 1.845050201763258e-06, delta: 1.8754139755666194e-07 358s 4x10, aprox = 5 2-norm=7.28116808415505e-05 358s Iteration: 1, dnorm: 0.06051779982405462, delta: 0.0012975539319585846 358s Iteration: 2, dnorm: 0.06051695216284287, delta: 0.0012548568484084316 358s Iteration: 3, dnorm: 0.06051612615441729, delta: 0.0012114939508830302 358s Iteration: 4, dnorm: 0.060515320710685376, delta: 0.0011678515474915865 358s Iteration: 5, dnorm: 0.06051453472349808, delta: 0.0011242791425114535 358s Iteration: 6, dnorm: 0.060513767086776686, delta: 0.0010810873754818226 358s Iteration: 7, dnorm: 0.06051301671466658, delta: 0.0010385472504128663 358s Iteration: 8, dnorm: 0.06051228255585122, delta: 0.000996890470410683 358s Iteration: 9, dnorm: 0.06051156360429865, delta: 0.0009563106810116432 358s Iteration: 10, dnorm: 0.06051085890680217, delta: 0.0009169654259386039 358s 62x10, aprox = 5 2-norm=37.516578959108934 358s Iteration: 1, dnorm: 2.384185791015625e-08, delta: 2.4066497256767335e-09 358s Iteration: 2, dnorm: 0, delta: 2.240910143473664e-09 358s 2x10, aprox = 2 2-norm=2.2072895686895357e-07 358s Iteration: 1, dnorm: 0.13524383499519393, delta: 8.212208830583318e-12 358s Iteration: 2, dnorm: 0.1352438349951939, delta: 6.345833725661478e-12 358s 35x10, aprox = 1 2-norm=47.33534224831789 358s Iteration: 1, dnorm: 0.05545753399296788, delta: 0.0012008852028969773 358s Iteration: 2, dnorm: 0.05545691686722885, delta: 0.0011880918205184462 358s Iteration: 3, dnorm: 0.05545630797835044, delta: 0.001174273569855033 358s Iteration: 4, dnorm: 0.05545570725815966, delta: 0.0011595318813412553 358s Iteration: 5, dnorm: 0.05545511462828296, delta: 0.0011439687393989127 358s Iteration: 6, dnorm: 0.05545453000123642, delta: 0.001127685628967871 358s Iteration: 7, dnorm: 0.0554539532815412, delta: 0.001110782565940476 358s Iteration: 8, dnorm: 0.055453384366841774, delta: 0.001093357221999879 358s Iteration: 9, dnorm: 0.05545282314900325, delta: 0.001075504151195264 358s Iteration: 10, dnorm: 0.05545226951517082, delta: 0.0010573141225532282 358s 93x10, aprox = 5 2-norm=51.57032488640047 358s Iteration: 1, dnorm: 0.12051480251404931, delta: 0.00012229974005543295 358s Iteration: 2, dnorm: 0.12051477027719297, delta: 0.00012150338814985958 358s Iteration: 3, dnorm: 0.12051473832365991, delta: 0.00012071365200969299 358s Iteration: 4, dnorm: 0.12051470664876063, delta: 0.00011993047142666771 358s Iteration: 5, dnorm: 0.12051467524788997, delta: 0.00011915378666490532 358s Iteration: 6, dnorm: 0.12051464411652556, delta: 0.00011838353845945601 358s Iteration: 7, dnorm: 0.12051461325022608, delta: 0.00011761966801425638 358s Iteration: 8, dnorm: 0.12051458264462961, delta: 0.00011686211700084604 358s Iteration: 9, dnorm: 0.12051455229545194, delta: 0.00011611082755618819 358s Iteration: 10, dnorm: 0.12051452219848413, delta: 0.00011536574228136518 358s 23x10, aprox = 3 2-norm=27.71833623425199 358s Iteration: 1, dnorm: 0.14683876645741128, delta: 2.127332346670647e-11 358s Iteration: 2, dnorm: 0.14683876645741128, delta: 1.0135187778680734e-11 358s 24x10, aprox = 1 2-norm=35.24130394977873 358s Diagonals 358s 2x2, aprox = 1 2-norm=8.668802303324147 358s 3x3, aprox = 2 2-norm=3.8563247304946815 358s 4x4, aprox = 3 2-norm=0.19782502504035349 358s 5x5, aprox = 4 2-norm=2.7886182300806297 358s 6x6, aprox = 5 2-norm=0.40792648624561223 358s 7x7, aprox = 6 2-norm=1.0498391897536952 358s 8x8, aprox = 7 2-norm=0.3851799113667942 358s 9x9, aprox = 8 2-norm=0.022797357580209843 358s 10x10, aprox = 9 2-norm=1.3546730710345722 358s 11x11, aprox = 10 2-norm=1.0098540599306605 358s test_NMF.praat OK 358s ### executing test_OnewayAnova.praat: 358s test_OnewayAnova.praat 358s test_OnewayAnova.praat OK 358s ### executing test_PCA.praat: 358s test_PCA.praat 358s test_pca_simple 358s Eigenvalues 358s Fraction variance accounted for 358s Eigenvectors should be orthogonal 358s test_pca_simple OK 358s test PCA & TableOfReal projections 358s PCA & TableOfReal: Project rows 358s PCA & TableOfReal: To Configuration 358s PCA & TableOfReal: Z-scores 358s TableOfReal reconstruction from PCA+ Configuration 358s test PCA & TableOfReal projections OK 358s test_PCA.praat OK 358s ### executing test_PatternList.praat: 358s test_PatternList.praat 358s Read old format from disk 358s Read old format OK 358s test_PatternList.praat OK 358s ### executing test_Permutation.praat: 358s test_Permutation.praat 358s Permute part 358s Permute part OK 358s test_600_12o.k. 358s Rotate 358s 1. o.k. 358s 2.. o.k. 358s 3... o.k. 358s 4.... o.k. 358s 5..... o.k. 358s 6...... o.k. 358s 7....... o.k. 358s 8........ o.k. 358s 9......... o.k. 358s 10.......... o.k. 358s 11........... o.k. 358s 12............ o.k. 358s 13............. o.k. 358s 14.............. o.k. 358s 15............... o.k. 358s 16................ o.k. 358s 17................. o.k. 358s 18.................. o.k. 358s 19................... o.k. 358s 20.................... o.k. 358s Sequences.......................o.k. 358s Swap positions....................................................................................................o.k. 358s Invert....................o.k. 358s Multiply......o.k. 358s Jump..o.k. 359s p = 1 for chiSquare = 0.11572 with 81 degrees of freedom. 359s Realized## - expected (=1000): 359s 57 24 27 -87 -8 46 -42 -9 -6 -2 359s -33 -40 -33 19 46 -17 34 21 21 -18 359s 2 -74 35 55 29 -44 0 -14 12 -1 359s -23 31 15 -23 14 -45 11 -16 21 15 359s 11 9 43 -23 -42 -20 31 -13 -12 16 359s -21 45 34 28 -66 -16 -34 65 -16 -19 359s 37 -32 9 12 -1 54 0 -15 -38 -26 359s -9 -24 -22 32 4 -22 42 -14 -22 35 359s 16 60 -35 -1 -45 24 45 -16 -25 -23 359s -37 1 -73 -12 69 40 -87 11 65 23 359s test_Permutation OK 359s ### executing test_Polygon_getLocationOfPoint.praat: 359s ... x left 359s ... x right 359s ... y top 359s ... y bottom 359s ... vertices 359s ... edges 359s ... inside 359s ... outside 359s ### executing test_Polygon_simplify.praat: 359s test_Polygon_simplify 359s test_Polygon_simplify OK 359s ### executing test_Polynomial.praat: 359s test_Polynomial.praat 359s Test roots of polynomial with random coefficients: 359s 1: 17 random roots in [-2,1.9467549593609639] 359s 2: 4 random roots in [-2,1.094091936192707] 359s 3: 19 random roots in [-2,1.7477442140126986] 359s 4: 12 random roots in [-2,1.2057903909053078] 359s 5: 3 random roots in [-2,1.702116912789482] 359s 6: 5 random roots in [-2,1.751491727689347] 359s 7: 20 random roots in [-2,1.860345573940453] 359s 8: 11 random roots in [-2,1.0308180319426188] 359s 9: 10 random roots in [-2,1.9853527590929754] 359s 10: 13 random roots in [-2,1.8058162783002925] 359s 11: 6 random roots in [-2,1.3922958017658762] 359s 12: 8 random roots in [-2,1.8310988275707725] 359s 13: 8 random roots in [-2,1.0600486279099728] 359s 14: 18 random roots in [-2,1.721133622268722] 359s 15: 20 random roots in [-2,1.1323042064284863] 359s 16: 14 random roots in [-2,1.7135695494113725] 359s 17: 3 random roots in [-2,1.358491204537446] 359s 18: 20 random roots in [-2,1.6381895347781907] 359s 19: 3 random roots in [-2,1.034193361791075] 359s 20: 16 random roots in [-2,1.35154137427473] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 17 random roots in [-2,1.3873641888343857] 359s 2: 10 random roots in [-2,1.9828334948563797] 359s 3: 15 random roots in [-2,1.8357041900275455] 359s 4: 19 random roots in [-2,1.3299415361581506] 359s 5: 17 random roots in [-2,1.1410596941139621] 359s 6: 6 random roots in [-2,1.4126977307136799] 359s 7: 11 random roots in [-2,1.1076508668905907] 359s 8: 17 random roots in [-2,1.5180132790552463] 359s 9: 4 random roots in [-2,1.04392649975438] 359s 10: 2 random roots in [-2,1.7341110409305194] 359s 11: 16 random roots in [-2,1.2542689057176255] 359s 12: 7 random roots in [-2,1.0023981767750834] 359s 13: 8 random roots in [-2,1.0753328005243237] 359s 14: 17 random roots in [-2,1.8435864498471268] 359s 15: 12 random roots in [-2,1.0359084894261668] 359s 16: 12 random roots in [-2,1.6534509317635897] 359s 17: 16 random roots in [-2,1.3395206708756597] 359s 18: 12 random roots in [-2,1.5455084233674756] 359s 19: 15 random roots in [-2,1.061774665395315] 359s 20: 6 random roots in [-2,1.501206250649454] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 16 random roots in [-2,1.7744922719961544] 359s 2: 11 random roots in [-2,1.3966194682215274] 359s 3: 19 random roots in [-2,1.1158629977557393] 359s 4: 19 random roots in [-2,1.2060900766882985] 359s 5: 5 random roots in [-2,1.1174460433257571] 359s 6: 20 random roots in [-2,1.2990874559255117] 359s 7: 9 random roots in [-2,1.4750842823891852] 359s 8: 4 random roots in [-2,1.6013875756661333] 359s 9: 9 random roots in [-2,1.6383103862633008] 359s 10: 13 random roots in [-2,1.940400029535435] 359s 11: 9 random roots in [-2,1.3724099168595685] 359s 12: 12 random roots in [-2,1.3749720421434555] 359s 13: 9 random roots in [-2,1.335950031670951] 359s 14: 9 random roots in [-2,1.6673551565744484] 359s 15: 13 random roots in [-2,1.3512767837104978] 359s 16: 20 random roots in [-2,1.577872004670305] 359s 17: 4 random roots in [-2,1.2240397980534476] 359s 18: 10 random roots in [-2,1.6773876233760732] 359s 19: 8 random roots in [-2,1.4573624469842343] 359s 20: 10 random roots in [-2,1.0626974312467188] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 12 random roots in [-2,1.4419241353241659] 359s 2: 14 random roots in [-2,1.9219510592598494] 359s 3: 11 random roots in [-2,1.976963675879394] 359s 4: 19 random roots in [-2,1.012878156461781] 359s 5: 11 random roots in [-2,1.4333297553906883] 359s 6: 20 random roots in [-2,1.6342560139128846] 359s 7: 11 random roots in [-2,1.7765799047200463] 359s 8: 8 random roots in [-2,1.484731327749768] 359s 9: 18 random roots in [-2,1.6051421546671487] 359s 10: 10 random roots in [-2,1.5080178355372138] 359s 11: 9 random roots in [-2,1.2753748315021118] 359s 12: 16 random roots in [-2,1.024033984090147] 359s 13: 6 random roots in [-2,1.6676215032983728] 359s 14: 13 random roots in [-2,1.36490250195162] 359s 15: 12 random roots in [-2,1.8379290075616326] 359s 16: 15 random roots in [-2,1.5518120710979435] 359s 17: 16 random roots in [-2,1.635163567851066] 359s 18: 9 random roots in [-2,1.787228085709815] 359s 19: 2 random roots in [-2,1.1192007389801881] 359s 20: 10 random roots in [-2,1.845128969915542] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 8 random roots in [-2,1.0810064205198417] 359s 2: 17 random roots in [-2,1.812297007773851] 359s 3: 11 random roots in [-2,1.0109318966956629] 359s 4: 4 random roots in [-2,1.7843535697828958] 359s 5: 13 random roots in [-2,1.5447342827434698] 359s 6: 15 random roots in [-2,1.8090978406000837] 359s 7: 16 random roots in [-2,1.1489164226442887] 359s 8: 7 random roots in [-2,1.1574793757984052] 359s 9: 7 random roots in [-2,1.7514490641285163] 359s 10: 20 random roots in [-2,1.067851689272771] 359s 11: 7 random roots in [-2,1.5705835647043247] 359s 12: 17 random roots in [-2,1.3326533553561304] 359s 13: 16 random roots in [-2,1.9337891286762534] 359s 14: 7 random roots in [-2,1.262710705691525] 359s 15: 15 random roots in [-2,1.4430133560673883] 359s 16: 17 random roots in [-2,1.1323677035124136] 359s 17: 12 random roots in [-2,1.4448620468804476] 359s 18: 13 random roots in [-2,1.9889394512775134] 359s 19: 11 random roots in [-2,1.2191586481037886] 359s 20: 8 random roots in [-2,1.4849480527919983] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 2 random roots in [-2,1.5563211904467051] 359s 2: 10 random roots in [-2,1.8619545232968404] 359s 3: 9 random roots in [-2,1.3465230785211004] 359s 4: 18 random roots in [-2,1.427345095688215] 359s 5: 20 random roots in [-2,1.5549775872437313] 359s 6: 11 random roots in [-2,1.5715296809874006] 359s 7: 4 random roots in [-2,1.9256712188105132] 359s 8: 12 random roots in [-2,1.9858354176006952] 359s 9: 10 random roots in [-2,1.2205928606921974] 359s 10: 12 random roots in [-2,1.8911302315416085] 359s 11: 19 random roots in [-2,1.5071217139665753] 359s 12: 19 random roots in [-2,1.4644247543761986] 359s 13: 4 random roots in [-2,1.4996310657665126] 359s 14: 20 random roots in [-2,1.274337103130926] 359s 15: 3 random roots in [-2,1.8608500606323464] 359s 16: 3 random roots in [-2,1.1834822124333058] 359s 17: 18 random roots in [-2,1.1363215844995538] 359s 18: 12 random roots in [-2,1.6094555665670713] 359s 19: 15 random roots in [-2,1.591944502206136] 359s 20: 10 random roots in [-2,1.1158235454688197] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 15 random roots in [-2,1.7038404209869065] 359s 2: 3 random roots in [-2,1.350385241029513] 359s 3: 2 random roots in [-2,1.3900497850575042] 359s 4: 20 random roots in [-2,1.7697042175203896] 359s 5: 20 random roots in [-2,1.8791576597788873] 359s 6: 4 random roots in [-2,1.4113552574927923] 359s 7: 7 random roots in [-2,1.8197746745276344] 359s 8: 12 random roots in [-2,1.0970461650959267] 359s 9: 18 random roots in [-2,1.706097979270457] 359s 10: 11 random roots in [-2,1.2140908004617397] 359s 11: 15 random roots in [-2,1.1980032470121655] 359s 12: 3 random roots in [-2,1.677117698536096] 359s 13: 4 random roots in [-2,1.056854323229846] 359s 14: 9 random roots in [-2,1.9421396086007336] 359s 15: 13 random roots in [-2,1.6621214517776977] 359s 16: 15 random roots in [-2,1.0178246642500381] 359s 17: 9 random roots in [-2,1.6642302196040544] 359s 18: 12 random roots in [-2,1.3406456830744364] 359s 19: 6 random roots in [-2,1.527250120578814] 359s 20: 2 random roots in [-2,1.2099013215400225] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 13 random roots in [-2,1.285663846025559] 359s 2: 9 random roots in [-2,1.180265773820932] 359s 3: 5 random roots in [-2,1.088623258406952] 359s 4: 15 random roots in [-2,1.1515545392616584] 359s 5: 11 random roots in [-2,1.2659903298787782] 359s 6: 20 random roots in [-2,1.4602134832373372] 359s 7: 20 random roots in [-2,1.9676744025894948] 359s 8: 8 random roots in [-2,1.404529269396868] 359s 9: 9 random roots in [-2,1.435933941021365] 359s 10: 10 random roots in [-2,1.6552140422190211] 359s 11: 8 random roots in [-2,1.2108486137321555] 359s 12: 17 random roots in [-2,1.786970072945303] 359s 13: 7 random roots in [-2,1.8668802303324148] 359s 14: 17 random roots in [-2,1.285978834852696] 359s 15: 5 random roots in [-2,1.0101577446680323] 359s 16: 20 random roots in [-2,1.5163736461828554] 359s 17: 16 random roots in [-2,1.8666336285915581] 359s 18: 17 random roots in [-2,1.3619937036687195] 359s 19: 10 random roots in [-2,1.4158333424618665] 359s 20: 7 random roots in [-2,1.7506607834797805] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 4 random roots in [-2,1.9849554245819325] 359s 2: 4 random roots in [-2,1.6891305335894367] 359s 3: 3 random roots in [-2,1.7528467271373387] 359s 4: 5 random roots in [-2,1.0551307214904053] 359s 5: 9 random roots in [-2,1.165224691863548] 359s 6: 16 random roots in [-2,1.418103288787277] 359s 7: 16 random roots in [-2,1.1642699685602738] 359s 8: 5 random roots in [-2,1.4682505029657673] 359s 9: 19 random roots in [-2,1.392720365136338] 359s Possible precision problem for 19 roots: -1.5403973083799223 -1.4800513604492174 -1.4127203340348853 -1.270287389008725 -1.0960379884711693 -1.0893859306454357 -1.0732979277710384 -1.063743068123442 -1.0496628892704023 -0.6649998074032148 -0.31533868299898415 -0.29216135381498876 0.2886743655110591 0.5390158955636464 0.6371403307870702 0.7045041033833463 0.7787737134828805 0.8474031285988821 1.0897394022638864 359s 0.00019116206696567772(= abs(root-rootFound):-1.0960379884711693--1.096229150538135) for 5th root) 359s Possible precision problem for 19 roots: -1.5403973083799223 -1.4800513604492174 -1.4127203340348853 -1.270287389008725 -1.0960379884711693 -1.0893859306454357 -1.0732979277710384 -1.063743068123442 -1.0496628892704023 -0.6649998074032148 -0.31533868299898415 -0.29216135381498876 0.2886743655110591 0.5390158955636464 0.6371403307870702 0.7045041033833463 0.7787737134828805 0.8474031285988821 1.0897394022638864 359s 0.00036783973975107465(= abs(root-rootFound):-1.0893859306454357--1.0890180909056846) for 6th root) 359s Possible precision problem for 19 roots: -1.5403973083799223 -1.4800513604492174 -1.4127203340348853 -1.270287389008725 -1.0960379884711693 -1.0893859306454357 -1.0732979277710384 -1.063743068123442 -1.0496628892704023 -0.6649998074032148 -0.31533868299898415 -0.29216135381498876 0.2886743655110591 0.5390158955636464 0.6371403307870702 0.7045041033833463 0.7787737134828805 0.8474031285988821 1.0897394022638864 359s 0.00037891904869846726(= abs(root-rootFound):-1.0732979277710384--1.0736768468197369) for 7th root) 359s Possible precision problem for 19 roots: -1.5403973083799223 -1.4800513604492174 -1.4127203340348853 -1.270287389008725 -1.0960379884711693 -1.0893859306454357 -1.0732979277710384 -1.063743068123442 -1.0496628892704023 -0.6649998074032148 -0.31533868299898415 -0.29216135381498876 0.2886743655110591 0.5390158955636464 0.6371403307870702 0.7045041033833463 0.7787737134828805 0.8474031285988821 1.0897394022638864 359s 0.000238513005268004(= abs(root-rootFound):-1.063743068123442--1.063504555118174) for 8th root) 359s Possible precision problem for 19 roots: -1.5403973083799223 -1.4800513604492174 -1.4127203340348853 -1.270287389008725 -1.0960379884711693 -1.0893859306454357 -1.0732979277710384 -1.063743068123442 -1.0496628892704023 -0.6649998074032148 -0.31533868299898415 -0.29216135381498876 0.2886743655110591 0.5390158955636464 0.6371403307870702 0.7045041033833463 0.7787737134828805 0.8474031285988821 1.0897394022638864 359s 3.647568539388857e-05(= abs(root-rootFound):-1.0496628892704023--1.0496993649557962) for 9th root) 359s 10: 19 random roots in [-2,1.1492088446208522] 359s 11: 15 random roots in [-2,1.8565247901936512] 359s 12: 3 random roots in [-2,1.8479441178735065] 359s 13: 4 random roots in [-2,1.7477366292117198] 359s 14: 6 random roots in [-2,1.9543292951289861] 359s 15: 16 random roots in [-2,1.1391704817103876] 359s 16: 10 random roots in [-2,1.5854023360552378] 359s 17: 10 random roots in [-2,1.3723809809067196] 359s 18: 8 random roots in [-2,1.0217941577765117] 359s 19: 15 random roots in [-2,1.2480536754238063] 359s 20: 19 random roots in [-2,1.9447401461937996] 359s Test roots of polynomial with random coefficients: OK 359s Test roots of polynomial with random coefficients: 359s 1: 16 random roots in [-2,1.9756859505556545] 359s 2: 4 random roots in [-2,1.5229682334935504] 359s 3: 19 random roots in [-2,1.5000351759087018] 359s 4: 20 random roots in [-2,1.0132125437518797] 359s 5: 9 random roots in [-2,1.332214341313808] 359s 6: 2 random roots in [-2,1.7519359329627449] 359s 7: 4 random roots in [-2,1.931233452262989] 359s 8: 16 random roots in [-2,1.3347826333522281] 359s Possible precision problem for 16 roots: -1.9315037184172776 -1.881065986503336 -1.8426416340555103 -1.7997134521374354 -1.7574834281272427 -1.6374495339712563 -1.4924121100193162 -1.3420076385891895 -0.9841943087519027 -0.3416509228386946 -0.1283528551533779 0.027404856420248702 0.3889639498880122 0.5450957000329293 0.5639252378284252 0.8518069628294764 359s 3.522707061032193e-05(= abs(root-rootFound):-1.8426416340555103--1.8426064069849) for 3th root) 359s Possible precision problem for 16 roots: -1.9315037184172776 -1.881065986503336 -1.8426416340555103 -1.7997134521374354 -1.7574834281272427 -1.6374495339712563 -1.4924121100193162 -1.3420076385891895 -0.9841943087519027 -0.3416509228386946 -0.1283528551533779 0.027404856420248702 0.3889639498880122 0.5450957000329293 0.5639252378284252 0.8518069628294764 359s 3.379781110157687e-05(= abs(root-rootFound):-1.7997134521374354--1.799747249948537) for 4th root) 359s 9: 18 random roots in [-2,1.947484464738391] 359s 10: 8 random roots in [-2,1.5558302342015011] 359s 11: 4 random roots in [-2,1.2685877718513903] 359s 12: 12 random roots in [-2,1.3840901976225906] 359s 13: 13 random roots in [-2,1.2561525451039974] 359s 14: 4 random roots in [-2,1.2588266777274648] 359s 15: 18 random roots in [-2,1.013288862165358] 359s 16: 13 random roots in [-2,1.072001793209949] 359s 17: 15 random roots in [-2,1.5630967462258345] 359s 18: 13 random roots in [-2,1.5256497764804222] 359s 19: 5 random roots in [-2,1.9418027600211873] 359s 20: 5 random roots in [-2,1.8623613133753671] 359s Test roots of polynomial with random coefficients: OK 359s Test product terms: OK 359s test_Polynomial.praat OK 359s ### executing test_PowerCepstrum.praat: 359s test_PowerCepstrum.praat 378s CPPS from Cepstrogram: 27.039711153454927 dB 382s test prominence before and after subtracting trend 382s test prominence before and after subtracting trend OK 382s old Slope: -9.973185801709661 (exponential, robust) 382s old Intercept: 52.533796397182485 dB (straight, robust) 382s old Rhamonics-to-noise-ratio: 164.9385602779821 382s test PowerCepstrogram and PowerCepstrum smoothing 383s test PowerCepstrogram and PowerCepstrum smoothing OK 383s test smoothing PowerCepstrogram of noisy sound: Old smoothing (square) 383s 22.86 / 25.79 dB min / max; 15.78 / 18.31dB min / max after smoothing 383s test smoothing of PowerCepstrogram OK 383s test smoothing PowerCepstrogram of noisy sound: Gaussian smoothing (4 sigmas) 384s 23.05 / 25.05 dB min / max; 17.85 / 19.69dB min / max after smoothing 384s test smoothing of PowerCepstrogram OK 384s test smoothing PowerCepstrogram of noisy sound: Default smoothing (integration) 384s 22.05 / 25.80 dB min / max; 15.58 / 18.33dB min / max after smoothing 384s test smoothing of PowerCepstrogram OK 384s test_PowerCepstrum.praat OK 384s ### executing test_Procrustes.praat: 384s test_Procrustes.praat 384s Example in Borg & Groenen section 19.4 384s Orthognal Procrustes transform (example 12.4.1 Golub & van Loan) 384s 12 randomly generated configurations of dimension 2^k x 2 384s 2 rows 384s 4 rows 384s 8 rows 384s 16 rows 384s 32 rows 384s 64 rows 384s 128 rows 384s 256 rows 384s 512 rows 384s 1024 rows 384s 2048 rows 384s 4096 rows 384s test_Procrustes.praat OK 384s ### executing test_SSCP.praat: 384s test_SSCP.praat 384s test_SSCP.praat OK 384s ### executing test_SVD.praat: 384s test_SVD.praat 384s Hilbert matrix order 4 384s UDV' test equality of U 384s UDV' test equality of V 384s reconstruct 6x2 matrix 384s reconstruct 2x6 matrix 384s reconstruct 30x500 matrix 384s test_SVD.praat OK 384s ### executing test_Sound_draw_where.praat: 384s test_Sound_draw_where.praat 384s test_Sound_draw_where.praat 384s Top: sawtooth in black with parts above 0.5 in red 384s Interpolation between 3 sample points: parts above 0.5 in red 384s Stereo, interpolation between sample points: three sample points, parts above 0.5 in Red 384s Random amplitudes: parts > 0.5 in red only in the first half of every 0.001 s 384s test_Sound_draw_where.praat End 384s ### executing test_Sound_levelCrossings.praat: 384s test_Sound_levelCrossings.praat 384s test_Sound_levelCrossings.praat OK 384s ### executing test_Sound_noiseReduction.praat: 384s test_Sound_noiseReduction.praat 384s test_reduction 385s db=-0 69.62309721257776 -0.030461036880178854 1.0070385680403282 385s db=-10 36.36652105001871 -33.28703719943922 2131.590224747974 385s db=-20 22.006879943099726 -47.64667830635821 58165.81673769294 386s db=-30 17.945764809457597 -51.70779344000033 148176.50398387815 386s db=-40 16.688978270522124 -52.96457997893582 197905.56107371184 387s db=-50 16.299178323488654 -53.35437992596928 216490.07585081065 387s db=-60 16.177527218575992 -53.47603103088194 222639.95373982206 388s db=-70 16.13921019257792 -53.51434805688001 224612.9571929131 388s db=-80 16.127101112820593 -53.52645713663734 225240.10113098848 388s db=-90 16.12327269876465 -53.530285550693286 225438.74343286065 388s test_reduction OK 388s test_numberOfBands 388s Fmax = 14957.086475692371 windowLength = 0.042191417017850216 388s Fmax = 40728.73395719965 windowLength = 0.01880396085315886 388s Fmax = 8880.888777456901 windowLength = 0.03327013956019236 388s Fmax = 3008.424302314579 windowLength = 0.038638426167431975 388s Fmax = 36396.37504623913 windowLength = 0.006111960059737679 388s Fmax = 20412.536478440445 windowLength = 0.015854249779559567 388s Fmax = 19908.567134105146 windowLength = 0.038702945497309536 388s Fmax = 22377.72532255967 windowLength = 0.018054498149019053 389s Fmax = 26442.186081883254 windowLength = 0.02250282632995359 389s Fmax = 34527.21522571557 windowLength = 0.009960836538660443 389s test_numberOfBands OK 389s test_Sound_noiseReduction.praat OK 389s ### executing test_Sound_paint_where.praat: 389s ### executing test_Sound_to_Spectrum_resampled.praat: 389s test_Sound_to_Spectrum_resampled.praat 389s test_Sound_to_Spectrum_resampled.praat OK 389s ### executing test_Sound_voiceActivity.praat: 389s ### executing test_SpeechSynthesizer.praat: 389s test_SpeechSynthesizer.praat 389s Languages: 389s Afrikaans: Travis Robert Pedro 389s Albanian: RicishayMax2 Klatt6 Grandma 389s Amharic: Tweaky Lee Female5 389s Arabic: Henrique Antonio Marco 389s Aragonese: Male7 Robosoft7 Kaukovalta 389s Armenian (East Armenia): Mike Female1 Lee 389s Armenian (West Armenia): Ed Iven2 Nguyen 389s Assamese: Pedro Robosoft8 David 389s Azerbaijani: Gustave Sandro Male8 389s Bashkir: Marcelo John RicishayMax2 389s Basque: Denis Sandro RicishayMax3 389s Belarusian: Quincy Male3 Gene 389s Bengali: UniversalRobot Robert Klatt6 389s Bishnupriya Manipuri: Ian Norbert Pedro 389s Bosnian: Rob Grandpa Female3 389s Bulgarian: Victor Linda Ed 389s Catalan: Grandpa Ian Fast_test 389s Cherokee /: Norbert Male6 AnxiousAndy 389s Chinese (Cantonese): Caleb Linda Henrique 389s Chinese (Cantonese, latin as Jyutping): Croak Auntie Rob 389s Chinese (Mandarin, latin as English): Fast_test Adam Steph2 389s Chinese (Mandarin, latin as Pinyin): Female1 Mr_Serious Mario 389s Chuvash: Pablo Quincy Steph 389s Croatian: Male7 Male5 Mario 389s Czech: Denis Annie Robosoft 389s Danish: Robosoft Robosoft8 Adam 389s Dutch: RicishayMax2 Jacky Belinda 389s English (America): Iven4 RicishayMax Robosoft3 389s English (America, New York City): Klatt2 Kaukovalta Antonio 389s English (Caribbean): AnxiousAndy Diogo Male7 389s English (Great Britain): Robosoft5 Andy RicishayMax 389s English (Lancaster): Max Alex Auntie 389s English (Received Pronunciation): Victor Female4 Marcelo 389s English (Scotland): Andy Travis AnikaRobot 389s English (West Midlands): Male4 Andrea Female2 389s Esperanto: Diogo Pedro Nguyen 389s Estonian: Hugo Diogo Denis 389s Faroese: Iven3 Klatt5 Pedro 389s Finnish: John Robosoft2 Edward 389s French (Belgium): Fast_test Miguel Iven3 389s French (France): AnikaRobot Andrea Klatt4 389s French (Switzerland): Half-LifeAnnouncementSystem Male8 Gustave 389s Gaelic (Irish): Edward Male2 Female4 389s Gaelic (Scottish): Antonio Robosoft6 Edward 389s Georgian: Mario Belinda Female2 389s German: Storm Pedro Belinda 389s Greek: Mike2 Female5 Hugo 389s Greek (Ancient): Robosoft6 Male4 Mike 389s Greenlandic: Female_whisper Robert Alex 389s Guarani: Marcelo Diogo Demonic 389s Gujarati: Linda Denis Paul 389s Haitian Creole: Rob Robosoft8 Reed 389s Hakka Chinese: Denis AnikaRobot Tweaky 389s Hawaiian: Iven4 Female2 Croak 389s Hebrew: AnikaRobot Fast_test Norbert 389s Hindi: Auntie Marco Klatt 389s Hungarian: RicishayMax3 Mike Ian 389s Icelandic: Robosoft3 Robosoft4 Gene2 389s Ido: Male4 Reed Denis 389s Indonesian: RicishayMax Ed Lee 389s Interlingua: Robosoft2 Iven3 Male3 389s Italian: Reed Benjamin Kaukovalta 390s Japanese: Miguel Marco Male5 390s K'iche': Andrea Henrique Croak 390s Kannada: Robosoft6 Tweaky Mike 390s Karakalpak: Henrique Iven3 Mike 390s Kazakh: Pedro Female5 Zac 390s Klingon: Sandro Iven Marcelo 390s Konkani: Steph3 Male5 Gene2 390s Korean: Fast_test Antonio Grandpa 390s Kurdish: Female4 Tweaky Robosoft8 390s Kyrgyz: Boris Steph RicishayMax3 390s Lang Belta: Mike2 Gene Robosoft3 390s Latgalian: Male1 Benjamin Quincy 390s Latin: Robert Robosoft8 Robert 390s Latvian: Alicia Gustave Female2 390s Lingua Franca Nova: Sandro UniversalRobot Klatt5 390s Lithuanian: Annie Anika Pedro 390s Lojban: Robosoft Gene Klatt4 390s Lule Saami: Grandma Whisper Robosoft7 390s Luxembourgish: Rob Klatt2 Robert 390s Macedonian: RicishayMax2 Michael Male3 390s Malay: Robosoft2 Female3 Male7 390s Malayalam: Storm Quincy Edward 390s Maltese: AnikaRobot Robosoft4 Andrea 390s Marathi: Klatt6 Robosoft3 Whisper 390s Myanmar (Burmese): Half-LifeAnnouncementSystem Reed Male6 390s Māori: Male7 Mario Demonic 390s Nahuatl (Classical): Ed Male3 Victor 390s Nepali: AnikaRobot Miguel Female4 390s Nogai: Male3 Auntie Caleb 390s Norwegian Bokmål: Mike Female_whisper Robosoft 390s Oriya: Male8 John Alex 390s Oromo: Male8 Mario Boris 390s Papiamento: Zac Grandpa Fast_test 390s Persian: Gene Robosoft5 Croak 390s Persian (Pinglish): Reed Whisper Klatt4 390s Polish: Mike Pablo Nguyen 390s Portuguese (Brazil): Lee Mr_Serious Pablo 390s Portuguese (Portugal): RicishayMax3 Female_whisper Male4 390s Punjabi: Robosoft Male7 Boris 390s Pyash: Gustave Whisper Robert 390s Quechua: Ian Lee Male3 390s Quenya: Shelby Pedro Denis 390s Romanian: Quincy Denis Caleb 390s Russian: Female5 Annie Denis 390s Russian (Classic): Travis Mike2 Anika 390s Russian (Latvia): Robert Max Female2 390s Serbian: Belinda Steph Female_whisper 390s Setswana: Max Caleb Michel 390s Shan (Tai Yai): Nguyen Jacky Robosoft3 390s Sindarin: Female2 Robosoft3 RicishayMax2 390s Sindhi: Alicia Klatt6 Steph3 390s Sinhala: Klatt2 Ian Ian 390s Slovak: Male1 Adam Lee 390s Slovenian: Mike2 Female1 Marco 390s Spanish (Latin America): Male2 Robosoft5 Male3 390s Spanish (Spain): Benjamin Alicia Denis 390s Swahili: Male8 Male7 Miguel 390s Swedish: Auntie Klatt Female5 390s Tamil: Iven Grandma Iven2 390s Tatar: Edward2 Marco Male2 390s Telugu: Storm Male7 Jacky 390s Thai: Jacky Rob Auntie 390s Tigrinya: David Andrea Steph 390s Totontepe: Robosoft7 Male5 Male2 390s Turkish: Female4 Mike2 Female4 390s Turkmen: Half-LifeAnnouncementSystem Robosoft3 Grandpa 390s Ukrainian: Male6 Edward2 Gene2 390s Urdu: Rob Andrea Max 390s Uyghur: Steph Edward Klatt3 390s Uzbek: Gustave David Iven3 390s Vietnamese (Central): Miguel Michel Jacky 390s Vietnamese (Northern): Klatt2 Male4 Edward2 390s Vietnamese (Southern): Robert Tweaky Klatt6 390s Welsh: Female3 Robosoft2 Victor 390s xextan-test: AnikaRobot Ian Annie 390s 137 languages, 411 sounds created/removed 390s Languages: OK 390s Writing and reading: 390s Writing and reading: OK 390s Compatibility: 390s Compatibility: OK 390s Get phonemes from text: 390s Get phonemes from text: OK 390s test_SpeechSynthesizer.praat OK 390s ### executing test_SpeechSynthesizer_alignment.praat: 390s test_SpeechSynthesizer_alignment.praat 390s test_SpeechSynthesizer_alignment.praat OK 390s ### executing test_String_extensions.praat: 390s test_String_extensions 390s test_String_extensions OK 390s ### executing test_StringsIndex.praat: 390s test_StringsIndex.praat 390s test_StringsIndex.praat OK 390s ### executing test_Strings_and_Permutation.praat: 390s test_Strings_and_Permutation 390s test_Strings_and_Permutation OK 390s ### executing test_TableOfReal_and_Permutation.praat: 390s test_TableOfReal_and_Permutation.praat 390s test_TableOfReal_and_Permutation.praat OK 390s ### executing test_TableOfReal_extensions.praat: 390s test_TableOfReal_extensions.praat 390s means_by_row_labels 390s centre_rows 390s centre_columns 390s normalize 390s test_TableOfReal_extensions.praat OK 390s ### executing test_Table_drawWhere.praat: 390s test_TableDrawWhere.praat 390s test_TableDrawWhere.praat OK 390s ### executing test_Table_extractMahalanobisWhere.praat: 390s Table_extractMahalanobisWhere test 390s Table_extractMahalanobisWhere test OK 390s ### executing test_Table_getMedianAbsoluteDeviation.praat: 390s test_Table_getMedianAbsoluteDeviation ok 390s ### executing test_TextGridNavigator.praat: 390s test_TextGridNavigator.praat 390s test topic 390s test topic OK 390s test topic + before 390s test topic + before OK 390s test before + topic + after 390s Check lists of labels, times, domains 390s Check lists of labels, times, domains OK 390s test before + topic + after OK 390s test two navigation contexts 390s From small to large 390s From small to large OK 390s From large to small 390s From large to small OK 390s test two navigation contexts OK 390s test three navigation contexts 390s test three navigation contexts OK 390s 1000 navigator creations + matches (3 tiers) took 0.179 s. 390s 10000 navigator matches (3 tiers) took 0.106 s. 390s test_TextGridNavigator.praat OK 390s ### executing test_TextGrid_extensions.praat: 390s test_TextGrid_extensions 390s test_TextGrid_extensions OK 390s ### executing test_angle_between_planes.praat: 390s test_angle_between_planes.praat 390s 200 times: angle=randomUniform(0.001,90), numberOfRows = randomInteger (10,1000) 390s 85.2080 0.00000000000006 (802) 390s test_angle_between_planes.praat OK 390s ### executing test_bss_twoSoundsMixed.praat: 390s ### executing test_detectSilences.praat: 390s test_detectSilences.praat 390s +-, +-+-, ..., +-+-+-+-+- 390s -+, -+-+, ..., -+-+-+-+-+ 390s silence is +3dB or -3dB w.r.t threshold 390s minimum sounding/silent interval exceeds largest interval 390s test_detectSilences.praat OK 390s ### executing test_gammatonefilter.praat: 390s test_gammatonefilter.praat 390s Filter pulses of duration i * 0.2 391s Compare incomplete gamma with Gamma[n,z] 391s test_gammatonefilter.praat OK 391s ### executing test_gsl.praat: 391s test_gsl.praat 391s besselI: 391s besselK: 391s erfc: 391s erf: 391s lnGamma: 391s incompleteBeta: 391s incompleteBeta (a,b,0) = 0 & incompleteBeta (a,b,1) = 1: 391s incompleteBeta(i, 1, 0.1)=10^(-i) & incompleteBeta(a,b,x)=1-incompleteBeta(b,a,1-x): 391s incompleteGammaP: 391s incompleteGammaP(a,0)=0 & incompleteGammaP(a,inf)=1: 391s incompleteGammaP(1,x)=1-exp(-x): 391s incompleteGammaP(2,x)=(1-(1+x)*exp(-x)): 391s incompleteGammaP(3,x)=(1-(1+x+0.5*x^2)*exp(-x))/2: 391s sincpi: 391s test_gsl.praat OK 391s ### executing test_henzeZirklerMultivariateNormalityTest.praat: 391s test_henzeZirklerMultivariateNormalityTest 391s 1.276083424420824 391s henzeZirklerMultivariateNormalityTest : end 391s ### executing test_randomFunctions.praat: 391s test_randomFunctions.praat 391s randomBinomial (0.16666666666666666,100) 391s 100000 runs with randomBinomial (0.16666666666666666,100) 391s We expect values between 0 and 100 with a mean near n * p = 16.666666666666664 391s Bin 1 counts number of times randomBinomial return 0, bin 2 number of times randomBinomial returns 1, etc. 391s The probability q of the values in bin i equals binomialP (p, i - 1 , n) - binomialP (p, i - 2 , n) 391s In bin i we expect numberOfRuns * q (=100000 * q values 392s bin = 2, diff = 0 (expected = 0 q = 2.414934694439097e-07 392s bin = 3, diff = 0 (expected = 0 q = 2.390785347583524e-06 392s bin = 4, diff = -2 (expected = 2 q = 1.5619797603894092e-05 392s bin = 5, diff = -2 (expected = 8 q = 7.575601837894741e-05 392s bin = 6, diff = 1 (expected = 29 q = 0.0002909031105753357 392s bin = 7, diff = -4 (expected = 92 q = 0.000921193183488378 392s bin = 8, diff = -10 (expected = 247 q = 0.0024740616927976244 392s bin = 9, diff = 1 (expected = 575 q = 0.0057521934357542825 392s bin = 10, diff = 0 (expected = 1176 q = 0.01176003991309782 392s bin = 11, diff = -6 (expected = 2140 q = 0.021403272641837945 392s bin = 12, diff = 21 (expected = 3502 q = 0.03502353705028027 392s bin = 13, diff = -135 (expected = 5195 q = 0.05195157995791566 392s bin = 14, diff = -8 (expected = 7033 q = 0.07033444671225486 392s bin = 15, diff = 60 (expected = 8742 q = 0.08741566948523227 392s bin = 16, diff = 118 (expected = 10024 q = 0.10023663434306473 392s bin = 17, diff = -31 (expected = 10650 q = 0.10650142398950391 392s bin = 18, diff = 78 (expected = 10525 q = 0.1052484660602202 392s bin = 19, diff = -43 (expected = 9706 q = 0.09706247425554293 392s bin = 20, diff = -63 (expected = 8378 q = 0.08378024093635017 392s bin = 21, diff = 69 (expected = 6786 q = 0.06786199515845492 392s bin = 22, diff = -12 (expected = 5170 q = 0.05170437726357269 392s bin = 23, diff = 51 (expected = 3713 q = 0.03713314367111509 392s bin = 24, diff = 47 (expected = 2519 q = 0.02518595831606074 392s bin = 25, diff = -39 (expected = 1616 q = 0.016160989919472346 392s bin = 26, diff = -14 (expected = 983 q = 0.009825881871038056 392s bin = 27, diff = -22 (expected = 567 q = 0.005668778002522967 392s bin = 28, diff = -7 (expected = 311 q = 0.003107330164345501 392s bin = 29, diff = -31 (expected = 162 q = 0.0016202507285517642 392s bin = 30, diff = -13 (expected = 80 q = 0.0008045382927980294 392s bin = 31, diff = 0 (expected = 38 q = 0.000380814791924422 392s bin = 32, diff = 4 (expected = 17 q = 0.00017198087377234827 392s bin = 33, diff = -3 (expected = 7 q = 7.416675181437515e-05 392s bin = 34, diff = -1 (expected = 3 q = 3.05656916567143e-05 392s bin = 35, diff = -1 (expected = 1 q = 1.2046478476523959e-05 392s bin = 36, diff = 0 (expected = 0 q = 4.543243311116996e-06 392s bin = 37, diff = 0 (expected = 0 q = 1.6406156402304362e-06 392s bin = 38, diff = 0 (expected = 0 q = 5.675643295344202e-07 392s bin = 39, diff = 0 (expected = 0 q = 1.8819238289946583e-07 392s bin = 40, diff = 0 (expected = 0 q = 5.983552697763628e-08 392s randomBinomial (0.1,50) 393s randomGamma (3,0.02) 393s randomGamma (5,0.02) 395s test_randomFunctions.praat OK 395s ### executing test_readAudioFiles.praat: 395s test_readAudioFiles.praat 395s Read vorbis audio from ogg file 395s Read opus audio from ogg file 395s test_readAudioFiles.praat OK 395s ### executing test_regex.praat: 395s test_regex 395s ---- # match characters 395s ---- # special characters # backslash \ 395s ---- # special characters # caret ^ 395s ---- # special characters # dollar $ 395s ---- # special characters # quantifier brackets {} 395s ---- # special characters # open and close brackets [] 395s ---- # special characters # grouping characters () 395s ---- # special characters # dot . 396s ---- # special characters # star * 396s ---- # special characters # plus + 396s ---- # special characters # question mark ? 396s ---- # quantifiers # * 396s ---- # non greedy ? 396s ---- # anchors 396s --- # empty string 396s ---- # replaced string much longer than original 396s --------- PREVIOUS BUGS < 5.0.4 396s ---- # replace by empty string "" 396s --------- PREVIOUS BUGS < 5.0.5 396s --------- PREVIOUS BUGS --- END 396s --------- BUG in 5.0.40 396s --------- PREVIOUS BUGS --- END 396s test_regex OK 396s ### executing test_robustStatistics.praat: 396s test_robustStatistics.praat 396s test_robustStatistics.praat OK 396s ### executing test_sigma_ellipse.praat: 396s nsigma=3, p=0.9888910034617577 396s nsigma=4, p=0.9996645373720975 396s ### executing test_solves.praat: 396s test_solves.praat 396s solveWeaklyConstrained# (f##, phi#, alpha, delta) 396s Example J. ten Berge (1991), page 606 396s 0.5833333333333331; -0.056338028169014086 -6.171746329642162e-17 0.7616819283108669 396s Force norm to be one alpha = 1e30, delta=1.0 396s norm(result)=1 396s Random size matrices, randomUniform (-1,1) data 396s 95x77 alpha=7.01114078346872; delta=0.056099257099860966 396s 84x12 alpha=2.2988487358959944; delta=0.0667146239124804 396s 97x23 alpha=0.16965943089186086; delta=0.3389523683404727 396s 86x49 alpha=3.9143586195191427; delta=0.11398431909333229 396s 30x7 alpha=1.2456723142207027; delta=0.41886272311603134 396s 72x20 alpha=0.3886780138250423; delta=0.629792031268942 396s 8x2 alpha=9.228895461895416; delta=0.16093796777411462 396s 72x17 alpha=9.719116363709192; delta=0.22644001885194354 396s 83x83 alpha=9.422238561684264; delta=0.8071002551824435 396s 59x55 alpha=6.399805637322799; delta=0.6478825752991275 396s solveNonnegative# (m##, v#, maximumnumberOfIterations, tolerance, info) 396s Iteration: 1, error: 2.7083144168962345 396s Iteration: 2, error: 0.22835187182198863 396s Iteration: 3, error: 0.019415103584264275 396s Iteration: 4, error: 0.01135674859203216 396s Iteration: 5, error: 0.011337876032770117 396s Iteration: 6, error: 0.011337868483746441 396s Iteration: 7, error: 0.011337868480726812 396s Iteration: 8, error: 0.011337868480725618 396s Iteration: 9, error: 0.011337868480725613 396s Number of iterations: 9; Minimum: 0.011337868480725613 396s Iteration: 1, error: 2.7083144168962345 396s Iteration: 2, error: 0.22835187182198863 396s Iteration: 3, error: 0.019415103584264275 396s Number of iterations: 3; Minimum: 0.019415103584264275 396s Number of iterations: 6; Minimum: 0.011337868480725613 396s Example fromR with library (nnls) 396s Number of iterations: 8; Minimum: 13.429489618952099 396s test_solves.praat OK 396s ### executing test_spectrogramTypes.praat: 396s test_spectrogramTypes.praat 396s read old type "MelFilter" and convert 396s test test_spectrogramTypes.praat OK 396s ### executing test_textGrid_and_DurationTier.praat: 396s test_TextGrid_and_DurationTier.praat 396s test_TextGrid_and_DurationTier.praat OK 396s ### executing test_twowayAnova.praat: 396s two-way anova test 396s Two-way anova test OK 396s ALL PRAAT TESTS WENT OK 396s 396s ###### ##### ##### 396s ############## ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ######### 396s ##### ##### ####### 396s ##### ##### ##### 396s ##### ##### ####### 396s ##### ##### ######### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ##### ##### ##### ##### 396s ############## ##### ##### 396s ###### ##### ##### 396s autopkgtest [02:42:45]: test run-tests: -----------------------] 397s run-tests PASS 397s autopkgtest [02:42:46]: test run-tests: - - - - - - - - - - results - - - - - - - - - - 397s autopkgtest [02:42:46]: @@@@@@@@@@@@@@@@@@@@ summary 397s run-tests PASS 415s nova [W] Skipping flock for amd64 415s Creating nova instance adt-questing-amd64-praat-20250503-023608-juju-7f2275-prod-proposed-migration-environment-15-a6b9785a-c366-4acb-a079-6cf9a2b35479 from image adt/ubuntu-questing-amd64-server-20250502.img (UUID 9956ea44-e870-4bd8-8ad1-dc5f8a09f1f9)... 415s nova [W] Timed out waiting for 0de3a0af-81cd-4196-a7a2-a6f72994f141 to get deleted.