0s autopkgtest [01:53:47]: starting date and time: 2024-05-21 01:53:47+0000 0s autopkgtest [01:53:47]: git checkout: d60bd36 autopkgtest-build-lxd: Add missing remote prefix in get_boot_id(). 0s autopkgtest [01:53:47]: host juju-7f2275-prod-proposed-migration-environment-9; command line: /home/ubuntu/autopkgtest/runner/autopkgtest --output-dir /tmp/autopkgtest-work.ll653u8n/out --timeout-copy=6000 --setup-commands 'ln -s /dev/null /etc/systemd/system/bluetooth.service; printf "http_proxy=http://squid.internal:3128\nhttps_proxy=http://squid.internal:3128\nno_proxy=127.0.0.1,127.0.1.1,login.ubuntu.com,localhost,localdomain,novalocal,internal,archive.ubuntu.com,ports.ubuntu.com,security.ubuntu.com,ddebs.ubuntu.com,changelogs.ubuntu.com,keyserver.ubuntu.com,launchpadlibrarian.net,launchpadcontent.net,launchpad.net,10.24.0.0/24,keystone.ps5.canonical.com,objectstorage.prodstack5.canonical.com\n" >> /etc/environment' --apt-pocket=proposed=src:glib2.0 --apt-upgrade praat --timeout-short=300 --timeout-copy=20000 --timeout-build=20000 --env=ADT_TEST_TRIGGERS=glib2.0/2.80.2-1ubuntu1 -- lxd -r lxd-armhf-10.145.243.252 lxd-armhf-10.145.243.252:autopkgtest/ubuntu/oracular/armhf 22s autopkgtest [01:54:09]: testbed dpkg architecture: armhf 24s autopkgtest [01:54:11]: testbed apt version: 2.7.14build2 24s autopkgtest [01:54:11]: @@@@@@@@@@@@@@@@@@@@ test bed setup 32s Get:1 http://ftpmaster.internal/ubuntu noble-proposed InRelease [256 kB] 32s Get:2 http://ftpmaster.internal/ubuntu noble-proposed/main Sources [24.9 kB] 32s Get:3 http://ftpmaster.internal/ubuntu noble-proposed/universe Sources [10.9 kB] 32s Get:4 http://ftpmaster.internal/ubuntu noble-proposed/restricted Sources [3836 B] 32s Get:5 http://ftpmaster.internal/ubuntu noble-proposed/main armhf Packages [66.6 kB] 32s Get:6 http://ftpmaster.internal/ubuntu noble-proposed/main armhf c-n-f Metadata [2492 B] 32s Get:7 http://ftpmaster.internal/ubuntu noble-proposed/restricted armhf c-n-f Metadata [116 B] 32s Get:8 http://ftpmaster.internal/ubuntu noble-proposed/universe armhf Packages [52.2 kB] 32s Get:9 http://ftpmaster.internal/ubuntu noble-proposed/universe armhf c-n-f Metadata [7776 B] 32s Get:10 http://ftpmaster.internal/ubuntu noble-proposed/multiverse armhf c-n-f Metadata [116 B] 34s Fetched 425 kB in 1s (604 kB/s) 34s Reading package lists... 51s tee: /proc/self/fd/2: Permission denied 67s Hit:1 http://ftpmaster.internal/ubuntu noble-proposed InRelease 67s Hit:2 http://ftpmaster.internal/ubuntu noble InRelease 68s Hit:3 http://ftpmaster.internal/ubuntu noble-updates InRelease 68s Hit:4 http://ftpmaster.internal/ubuntu noble-security InRelease 69s Reading package lists... 69s Reading package lists... 69s Building dependency tree... 69s Reading state information... 69s Calculating upgrade... 69s The following packages will be upgraded: 69s apport apport-core-dump-handler distro-info-data gir1.2-glib-2.0 69s libglib2.0-0t64 libglib2.0-data libnghttp2-14 python3-apport 69s python3-problem-report 70s 9 upgraded, 0 newly installed, 0 to remove and 0 not upgraded. 70s Need to get 1941 kB of archives. 70s After this operation, 233 kB of additional disk space will be used. 70s Get:1 http://ftpmaster.internal/ubuntu noble-updates/main armhf python3-problem-report all 2.28.1-0ubuntu3 [23.9 kB] 70s Get:2 http://ftpmaster.internal/ubuntu noble-updates/main armhf python3-apport all 2.28.1-0ubuntu3 [92.1 kB] 70s Get:3 http://ftpmaster.internal/ubuntu noble-updates/main armhf gir1.2-glib-2.0 armhf 2.80.0-6ubuntu3.1 [182 kB] 70s Get:4 http://ftpmaster.internal/ubuntu noble-updates/main armhf libglib2.0-0t64 armhf 2.80.0-6ubuntu3.1 [1419 kB] 70s Get:5 http://ftpmaster.internal/ubuntu noble-updates/main armhf apport-core-dump-handler all 2.28.1-0ubuntu3 [16.9 kB] 70s Get:6 http://ftpmaster.internal/ubuntu noble-updates/main armhf apport all 2.28.1-0ubuntu3 [83.5 kB] 70s Get:7 http://ftpmaster.internal/ubuntu noble-updates/main armhf distro-info-data all 0.60ubuntu0.1 [6514 B] 70s Get:8 http://ftpmaster.internal/ubuntu noble-updates/main armhf libglib2.0-data all 2.80.0-6ubuntu3.1 [48.4 kB] 70s Get:9 http://ftpmaster.internal/ubuntu noble-updates/main armhf libnghttp2-14 armhf 1.59.0-1ubuntu0.1 [68.6 kB] 71s Fetched 1941 kB in 1s (2340 kB/s) 71s (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 ... 57872 files and directories currently installed.) 71s Preparing to unpack .../0-python3-problem-report_2.28.1-0ubuntu3_all.deb ... 71s Unpacking python3-problem-report (2.28.1-0ubuntu3) over (2.28.1-0ubuntu2) ... 71s Preparing to unpack .../1-python3-apport_2.28.1-0ubuntu3_all.deb ... 71s Unpacking python3-apport (2.28.1-0ubuntu3) over (2.28.1-0ubuntu2) ... 71s Preparing to unpack .../2-gir1.2-glib-2.0_2.80.0-6ubuntu3.1_armhf.deb ... 71s Unpacking gir1.2-glib-2.0:armhf (2.80.0-6ubuntu3.1) over (2.80.0-6ubuntu1) ... 71s Preparing to unpack .../3-libglib2.0-0t64_2.80.0-6ubuntu3.1_armhf.deb ... 71s Unpacking libglib2.0-0t64:armhf (2.80.0-6ubuntu3.1) over (2.80.0-6ubuntu1) ... 71s Preparing to unpack .../4-apport-core-dump-handler_2.28.1-0ubuntu3_all.deb ... 71s Unpacking apport-core-dump-handler (2.28.1-0ubuntu3) over (2.28.1-0ubuntu2) ... 71s Preparing to unpack .../5-apport_2.28.1-0ubuntu3_all.deb ... 71s Unpacking apport (2.28.1-0ubuntu3) over (2.28.1-0ubuntu2) ... 71s Preparing to unpack .../6-distro-info-data_0.60ubuntu0.1_all.deb ... 71s Unpacking distro-info-data (0.60ubuntu0.1) over (0.60) ... 71s Preparing to unpack .../7-libglib2.0-data_2.80.0-6ubuntu3.1_all.deb ... 71s Unpacking libglib2.0-data (2.80.0-6ubuntu3.1) over (2.80.0-6ubuntu1) ... 71s Preparing to unpack .../8-libnghttp2-14_1.59.0-1ubuntu0.1_armhf.deb ... 71s Unpacking libnghttp2-14:armhf (1.59.0-1ubuntu0.1) over (1.59.0-1build4) ... 71s Setting up python3-problem-report (2.28.1-0ubuntu3) ... 71s Setting up distro-info-data (0.60ubuntu0.1) ... 71s Setting up libnghttp2-14:armhf (1.59.0-1ubuntu0.1) ... 71s Setting up python3-apport (2.28.1-0ubuntu3) ... 72s Setting up libglib2.0-0t64:armhf (2.80.0-6ubuntu3.1) ... 72s No schema files found: doing nothing. 72s Setting up libglib2.0-data (2.80.0-6ubuntu3.1) ... 72s Setting up gir1.2-glib-2.0:armhf (2.80.0-6ubuntu3.1) ... 72s Setting up apport-core-dump-handler (2.28.1-0ubuntu3) ... 72s Setting up apport (2.28.1-0ubuntu3) ... 73s apport-autoreport.service is a disabled or a static unit not running, not starting it. 73s Processing triggers for libc-bin (2.39-0ubuntu8.1) ... 73s Processing triggers for man-db (2.12.0-4build2) ... 74s Reading package lists... 74s Building dependency tree... 74s Reading state information... 74s 0 upgraded, 0 newly installed, 0 to remove and 0 not upgraded. 76s autopkgtest [01:55:03]: rebooting testbed after setup commands that affected boot 115s autopkgtest [01:55:42]: testbed running kernel: Linux 5.15.0-107-generic #117-Ubuntu SMP Mon Apr 29 14:37:09 UTC 2024 141s autopkgtest [01:56:08]: @@@@@@@@@@@@@@@@@@@@ apt-source praat 154s Get:1 http://ftpmaster.internal/ubuntu noble/universe praat 6.4.06+dfsg-1build2 (dsc) [2168 B] 154s Get:2 http://ftpmaster.internal/ubuntu noble/universe praat 6.4.06+dfsg-1build2 (tar) [36.3 MB] 154s Get:3 http://ftpmaster.internal/ubuntu noble/universe praat 6.4.06+dfsg-1build2 (diff) [27.9 kB] 155s gpgv: Signature made Mon Apr 1 07:15:16 2024 UTC 155s gpgv: using RSA key A089FB36AAFBDAD5ACC1325069F790171A210984 155s gpgv: Can't check signature: No public key 155s dpkg-source: warning: cannot verify inline signature for ./praat_6.4.06+dfsg-1build2.dsc: no acceptable signature found 156s autopkgtest [01:56:23]: testing package praat version 6.4.06+dfsg-1build2 158s autopkgtest [01:56:25]: build not needed 166s autopkgtest [01:56:33]: test run-tests: preparing testbed 181s Reading package lists... 181s Building dependency tree... 181s Reading state information... 182s Starting pkgProblemResolver with broken count: 0 182s Starting 2 pkgProblemResolver with broken count: 0 182s Done 182s The following additional packages will be installed: 182s adwaita-icon-theme at-spi2-common dconf-gsettings-backend dconf-service 182s fontconfig fontconfig-config fonts-dejavu-core fonts-dejavu-mono 182s gtk-update-icon-cache hicolor-icon-theme humanity-icon-theme libasound2-data 182s libasound2t64 libasyncns0 libatk-bridge2.0-0t64 libatk1.0-0t64 182s libatspi2.0-0t64 libavahi-client3 libavahi-common-data libavahi-common3 182s libcairo-gobject2 libcairo2 libcolord2 libcups2t64 libdatrie1 libdconf1 182s libdeflate0 libepoxy0 libflac12t64 libfontconfig1 libfreetype6 182s libgdk-pixbuf-2.0-0 libgdk-pixbuf2.0-common libgraphite2-3 libgtk-3-0t64 182s libgtk-3-common libharfbuzz0b libjbig0 libjpeg-turbo8 libjpeg8 liblcms2-2 182s liblerc4 libmp3lame0 libmpg123-0t64 libogg0 libopus0 libpango-1.0-0 182s libpangocairo-1.0-0 libpangoft2-1.0-0 libpixman-1-0 libpulse0 libsharpyuv0 182s libsndfile1 libthai-data libthai0 libtiff6 libvorbis0a libvorbisenc2 182s libwayland-client0 libwayland-cursor0 libwayland-egl1 libwebp7 libx11-xcb1 182s libxcb-render0 libxcb-shm0 libxcomposite1 libxcursor1 libxdamage1 libxfixes3 182s libxi6 libxinerama1 libxrandr2 libxrender1 oss-compat praat ubuntu-mono 182s Suggested packages: 182s alsa-utils libasound2-plugins colord cups-common gvfs liblcms2-utils 182s opus-tools pulseaudio 182s Recommended packages: 182s librsvg2-common alsa-ucm-conf alsa-topology-conf at-spi2-core 182s libgdk-pixbuf2.0-bin libgtk-3-bin osspd 182s The following NEW packages will be installed: 182s adwaita-icon-theme at-spi2-common autopkgtest-satdep dconf-gsettings-backend 182s dconf-service fontconfig fontconfig-config fonts-dejavu-core 182s fonts-dejavu-mono gtk-update-icon-cache hicolor-icon-theme 182s humanity-icon-theme libasound2-data libasound2t64 libasyncns0 182s libatk-bridge2.0-0t64 libatk1.0-0t64 libatspi2.0-0t64 libavahi-client3 182s libavahi-common-data libavahi-common3 libcairo-gobject2 libcairo2 libcolord2 182s libcups2t64 libdatrie1 libdconf1 libdeflate0 libepoxy0 libflac12t64 182s libfontconfig1 libfreetype6 libgdk-pixbuf-2.0-0 libgdk-pixbuf2.0-common 182s libgraphite2-3 libgtk-3-0t64 libgtk-3-common libharfbuzz0b libjbig0 182s libjpeg-turbo8 libjpeg8 liblcms2-2 liblerc4 libmp3lame0 libmpg123-0t64 182s libogg0 libopus0 libpango-1.0-0 libpangocairo-1.0-0 libpangoft2-1.0-0 182s libpixman-1-0 libpulse0 libsharpyuv0 libsndfile1 libthai-data libthai0 182s libtiff6 libvorbis0a libvorbisenc2 libwayland-client0 libwayland-cursor0 182s libwayland-egl1 libwebp7 libx11-xcb1 libxcb-render0 libxcb-shm0 182s libxcomposite1 libxcursor1 libxdamage1 libxfixes3 libxi6 libxinerama1 182s libxrandr2 libxrender1 oss-compat praat ubuntu-mono 182s 0 upgraded, 77 newly installed, 0 to remove and 0 not upgraded. 182s Need to get 40.7 MB/40.7 MB of archives. 182s After this operation, 154 MB of additional disk space will be used. 182s Get:1 /tmp/autopkgtest.7rFphw/1-autopkgtest-satdep.deb autopkgtest-satdep armhf 0 [700 B] 183s Get:2 http://ftpmaster.internal/ubuntu noble/main armhf libgdk-pixbuf2.0-common all 2.42.10+dfsg-3ubuntu3 [7852 B] 183s Get:3 http://ftpmaster.internal/ubuntu noble/main armhf libjpeg-turbo8 armhf 2.1.5-2ubuntu2 [125 kB] 183s Get:4 http://ftpmaster.internal/ubuntu noble/main armhf libjpeg8 armhf 8c-2ubuntu11 [2148 B] 183s Get:5 http://ftpmaster.internal/ubuntu noble/main armhf libdeflate0 armhf 1.19-1build1 [41.5 kB] 183s Get:6 http://ftpmaster.internal/ubuntu noble/main armhf libjbig0 armhf 2.1-6.1ubuntu2 [24.9 kB] 183s Get:7 http://ftpmaster.internal/ubuntu noble/main armhf liblerc4 armhf 4.0.0+ds-4ubuntu2 [151 kB] 183s Get:8 http://ftpmaster.internal/ubuntu noble/main armhf libsharpyuv0 armhf 1.3.2-0.4build3 [13.6 kB] 183s Get:9 http://ftpmaster.internal/ubuntu noble/main armhf libwebp7 armhf 1.3.2-0.4build3 [183 kB] 183s Get:10 http://ftpmaster.internal/ubuntu noble/main armhf libtiff6 armhf 4.5.1+git230720-4ubuntu2 [178 kB] 183s Get:11 http://ftpmaster.internal/ubuntu noble/main armhf libgdk-pixbuf-2.0-0 armhf 2.42.10+dfsg-3ubuntu3 [135 kB] 183s Get:12 http://ftpmaster.internal/ubuntu noble/main armhf gtk-update-icon-cache armhf 3.24.41-4ubuntu1 [51.0 kB] 183s Get:13 http://ftpmaster.internal/ubuntu noble/main armhf hicolor-icon-theme all 0.17-2 [9976 B] 183s Get:14 http://ftpmaster.internal/ubuntu noble/main armhf humanity-icon-theme all 0.6.16 [1282 kB] 183s Get:15 http://ftpmaster.internal/ubuntu noble/main armhf ubuntu-mono all 24.04-0ubuntu1 [151 kB] 183s Get:16 http://ftpmaster.internal/ubuntu noble/main armhf adwaita-icon-theme all 46.0-1 [723 kB] 183s Get:17 http://ftpmaster.internal/ubuntu noble/main armhf at-spi2-common all 2.52.0-1build1 [8674 B] 183s Get:18 http://ftpmaster.internal/ubuntu noble/main armhf libdconf1 armhf 0.40.0-4build2 [38.4 kB] 183s Get:19 http://ftpmaster.internal/ubuntu noble/main armhf dconf-service armhf 0.40.0-4build2 [27.4 kB] 183s Get:20 http://ftpmaster.internal/ubuntu noble/main armhf dconf-gsettings-backend armhf 0.40.0-4build2 [23.6 kB] 183s Get:21 http://ftpmaster.internal/ubuntu noble/main armhf libfreetype6 armhf 2.13.2+dfsg-1build3 [331 kB] 183s Get:22 http://ftpmaster.internal/ubuntu noble/main armhf fonts-dejavu-mono all 2.37-8 [502 kB] 183s Get:23 http://ftpmaster.internal/ubuntu noble/main armhf fonts-dejavu-core all 2.37-8 [835 kB] 183s Get:24 http://ftpmaster.internal/ubuntu noble/main armhf fontconfig-config armhf 2.15.0-1.1ubuntu2 [37.4 kB] 183s Get:25 http://ftpmaster.internal/ubuntu noble/main armhf libfontconfig1 armhf 2.15.0-1.1ubuntu2 [113 kB] 183s Get:26 http://ftpmaster.internal/ubuntu noble/main armhf fontconfig armhf 2.15.0-1.1ubuntu2 [189 kB] 183s Get:27 http://ftpmaster.internal/ubuntu noble/main armhf libasound2-data all 1.2.11-1build2 [21.0 kB] 183s Get:28 http://ftpmaster.internal/ubuntu noble/main armhf libasound2t64 armhf 1.2.11-1build2 [346 kB] 183s Get:29 http://ftpmaster.internal/ubuntu noble/main armhf libasyncns0 armhf 0.8-6build4 [10.1 kB] 183s Get:30 http://ftpmaster.internal/ubuntu noble/main armhf libatk1.0-0t64 armhf 2.52.0-1build1 [48.0 kB] 183s Get:31 http://ftpmaster.internal/ubuntu noble/main armhf libxi6 armhf 2:1.8.1-1build1 [26.6 kB] 183s Get:32 http://ftpmaster.internal/ubuntu noble/main armhf libatspi2.0-0t64 armhf 2.52.0-1build1 [70.7 kB] 183s Get:33 http://ftpmaster.internal/ubuntu noble/main armhf libatk-bridge2.0-0t64 armhf 2.52.0-1build1 [59.1 kB] 183s Get:34 http://ftpmaster.internal/ubuntu noble/main armhf libavahi-common-data armhf 0.8-13ubuntu6 [29.7 kB] 183s Get:35 http://ftpmaster.internal/ubuntu noble/main armhf libavahi-common3 armhf 0.8-13ubuntu6 [20.2 kB] 183s Get:36 http://ftpmaster.internal/ubuntu noble/main armhf libavahi-client3 armhf 0.8-13ubuntu6 [24.2 kB] 183s Get:37 http://ftpmaster.internal/ubuntu noble/main armhf libpixman-1-0 armhf 0.42.2-1build1 [193 kB] 183s Get:38 http://ftpmaster.internal/ubuntu noble/main armhf libxcb-render0 armhf 1.15-1ubuntu2 [15.3 kB] 183s Get:39 http://ftpmaster.internal/ubuntu noble/main armhf libxcb-shm0 armhf 1.15-1ubuntu2 [5772 B] 183s Get:40 http://ftpmaster.internal/ubuntu noble/main armhf libxrender1 armhf 1:0.9.10-1.1build1 [16.0 kB] 183s Get:41 http://ftpmaster.internal/ubuntu noble/main armhf libcairo2 armhf 1.18.0-3build1 [482 kB] 183s Get:42 http://ftpmaster.internal/ubuntu noble/main armhf libcairo-gobject2 armhf 1.18.0-3build1 [125 kB] 183s Get:43 http://ftpmaster.internal/ubuntu noble/main armhf liblcms2-2 armhf 2.14-2build1 [132 kB] 183s Get:44 http://ftpmaster.internal/ubuntu noble/main armhf libcolord2 armhf 1.4.7-1build2 [133 kB] 183s Get:45 http://ftpmaster.internal/ubuntu noble/main armhf libcups2t64 armhf 2.4.7-1.2ubuntu7 [240 kB] 183s Get:46 http://ftpmaster.internal/ubuntu noble/main armhf libdatrie1 armhf 0.2.13-3build1 [15.7 kB] 183s Get:47 http://ftpmaster.internal/ubuntu noble/main armhf libepoxy0 armhf 1.5.10-1build1 [194 kB] 183s Get:48 http://ftpmaster.internal/ubuntu noble/main armhf libogg0 armhf 1.3.5-3build1 [20.5 kB] 183s Get:49 http://ftpmaster.internal/ubuntu noble/main armhf libflac12t64 armhf 1.4.3+ds-2.1ubuntu2 [144 kB] 183s Get:50 http://ftpmaster.internal/ubuntu noble/main armhf libgraphite2-3 armhf 1.3.14-2build1 [64.6 kB] 183s Get:51 http://ftpmaster.internal/ubuntu noble/main armhf libharfbuzz0b armhf 8.3.0-2build2 [446 kB] 184s Get:52 http://ftpmaster.internal/ubuntu noble/main armhf libthai-data all 0.1.29-2build1 [158 kB] 184s Get:53 http://ftpmaster.internal/ubuntu noble/main armhf libthai0 armhf 0.1.29-2build1 [15.2 kB] 184s Get:54 http://ftpmaster.internal/ubuntu noble/main armhf libpango-1.0-0 armhf 1.52.1+ds-1build1 [207 kB] 184s Get:55 http://ftpmaster.internal/ubuntu noble/main armhf libpangoft2-1.0-0 armhf 1.52.1+ds-1build1 [36.5 kB] 184s Get:56 http://ftpmaster.internal/ubuntu noble/main armhf libpangocairo-1.0-0 armhf 1.52.1+ds-1build1 [25.0 kB] 184s Get:57 http://ftpmaster.internal/ubuntu noble/main armhf libwayland-client0 armhf 1.22.0-2.1build1 [22.0 kB] 184s Get:58 http://ftpmaster.internal/ubuntu noble/main armhf libwayland-cursor0 armhf 1.22.0-2.1build1 [9368 B] 184s Get:59 http://ftpmaster.internal/ubuntu noble/main armhf libwayland-egl1 armhf 1.22.0-2.1build1 [5322 B] 184s Get:60 http://ftpmaster.internal/ubuntu noble/main armhf libxcomposite1 armhf 1:0.4.5-1build3 [5750 B] 184s Get:61 http://ftpmaster.internal/ubuntu noble/main armhf libxfixes3 armhf 1:6.0.0-2build1 [9038 B] 184s Get:62 http://ftpmaster.internal/ubuntu noble/main armhf libxcursor1 armhf 1:1.2.1-1build1 [17.5 kB] 184s Get:63 http://ftpmaster.internal/ubuntu noble/main armhf libxdamage1 armhf 1:1.1.6-1build1 [5462 B] 184s Get:64 http://ftpmaster.internal/ubuntu noble/main armhf libxinerama1 armhf 2:1.1.4-3build1 [5866 B] 184s Get:65 http://ftpmaster.internal/ubuntu noble/main armhf libxrandr2 armhf 2:1.5.2-2build1 [15.9 kB] 184s Get:66 http://ftpmaster.internal/ubuntu noble/main armhf libgtk-3-common all 3.24.41-4ubuntu1 [1202 kB] 184s Get:67 http://ftpmaster.internal/ubuntu noble/main armhf libgtk-3-0t64 armhf 3.24.41-4ubuntu1 [2591 kB] 184s Get:68 http://ftpmaster.internal/ubuntu noble/main armhf libmp3lame0 armhf 3.100-6build1 [126 kB] 184s Get:69 http://ftpmaster.internal/ubuntu noble/main armhf libmpg123-0t64 armhf 1.32.5-1ubuntu1 [148 kB] 184s Get:70 http://ftpmaster.internal/ubuntu noble/main armhf libopus0 armhf 1.4-1build1 [187 kB] 184s Get:71 http://ftpmaster.internal/ubuntu noble/main armhf libvorbis0a armhf 1.3.7-1build3 [85.8 kB] 184s Get:72 http://ftpmaster.internal/ubuntu noble/main armhf libvorbisenc2 armhf 1.3.7-1build3 [72.9 kB] 184s Get:73 http://ftpmaster.internal/ubuntu noble/main armhf libsndfile1 armhf 1.2.2-1ubuntu5 [200 kB] 184s Get:74 http://ftpmaster.internal/ubuntu noble/main armhf libx11-xcb1 armhf 2:1.8.7-1build1 [7748 B] 184s Get:75 http://ftpmaster.internal/ubuntu noble/main armhf libpulse0 armhf 1:16.1+dfsg1-2ubuntu10 [271 kB] 184s Get:76 http://ftpmaster.internal/ubuntu noble/universe armhf oss-compat armhf 8 [3884 B] 184s Get:77 http://ftpmaster.internal/ubuntu noble/universe armhf praat armhf 6.4.06+dfsg-1build2 [27.2 MB] 185s Fetched 40.7 MB in 2s (17.4 MB/s) 185s Selecting previously unselected package libgdk-pixbuf2.0-common. 185s (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 ... 57874 files and directories currently installed.) 185s Preparing to unpack .../00-libgdk-pixbuf2.0-common_2.42.10+dfsg-3ubuntu3_all.deb ... 185s Unpacking libgdk-pixbuf2.0-common (2.42.10+dfsg-3ubuntu3) ... 185s Selecting previously unselected package libjpeg-turbo8:armhf. 185s Preparing to unpack .../01-libjpeg-turbo8_2.1.5-2ubuntu2_armhf.deb ... 185s Unpacking libjpeg-turbo8:armhf (2.1.5-2ubuntu2) ... 185s Selecting previously unselected package libjpeg8:armhf. 185s Preparing to unpack .../02-libjpeg8_8c-2ubuntu11_armhf.deb ... 185s Unpacking libjpeg8:armhf (8c-2ubuntu11) ... 185s Selecting previously unselected package libdeflate0:armhf. 185s Preparing to unpack .../03-libdeflate0_1.19-1build1_armhf.deb ... 185s Unpacking libdeflate0:armhf (1.19-1build1) ... 185s Selecting previously unselected package libjbig0:armhf. 185s Preparing to unpack .../04-libjbig0_2.1-6.1ubuntu2_armhf.deb ... 185s Unpacking libjbig0:armhf (2.1-6.1ubuntu2) ... 185s Selecting previously unselected package liblerc4:armhf. 185s Preparing to unpack .../05-liblerc4_4.0.0+ds-4ubuntu2_armhf.deb ... 185s Unpacking liblerc4:armhf (4.0.0+ds-4ubuntu2) ... 185s Selecting previously unselected package libsharpyuv0:armhf. 185s Preparing to unpack .../06-libsharpyuv0_1.3.2-0.4build3_armhf.deb ... 185s Unpacking libsharpyuv0:armhf (1.3.2-0.4build3) ... 185s Selecting previously unselected package libwebp7:armhf. 185s Preparing to unpack .../07-libwebp7_1.3.2-0.4build3_armhf.deb ... 185s Unpacking libwebp7:armhf (1.3.2-0.4build3) ... 185s Selecting previously unselected package libtiff6:armhf. 185s Preparing to unpack .../08-libtiff6_4.5.1+git230720-4ubuntu2_armhf.deb ... 185s Unpacking libtiff6:armhf (4.5.1+git230720-4ubuntu2) ... 185s Selecting previously unselected package libgdk-pixbuf-2.0-0:armhf. 185s Preparing to unpack .../09-libgdk-pixbuf-2.0-0_2.42.10+dfsg-3ubuntu3_armhf.deb ... 185s Unpacking libgdk-pixbuf-2.0-0:armhf (2.42.10+dfsg-3ubuntu3) ... 185s Selecting previously unselected package gtk-update-icon-cache. 185s Preparing to unpack .../10-gtk-update-icon-cache_3.24.41-4ubuntu1_armhf.deb ... 185s Unpacking gtk-update-icon-cache (3.24.41-4ubuntu1) ... 185s Selecting previously unselected package hicolor-icon-theme. 185s Preparing to unpack .../11-hicolor-icon-theme_0.17-2_all.deb ... 185s Unpacking hicolor-icon-theme (0.17-2) ... 186s Selecting previously unselected package humanity-icon-theme. 186s Preparing to unpack .../12-humanity-icon-theme_0.6.16_all.deb ... 186s Unpacking humanity-icon-theme (0.6.16) ... 186s Selecting previously unselected package ubuntu-mono. 186s Preparing to unpack .../13-ubuntu-mono_24.04-0ubuntu1_all.deb ... 186s Unpacking ubuntu-mono (24.04-0ubuntu1) ... 188s Selecting previously unselected package adwaita-icon-theme. 188s Preparing to unpack .../14-adwaita-icon-theme_46.0-1_all.deb ... 188s Unpacking adwaita-icon-theme (46.0-1) ... 188s Selecting previously unselected package at-spi2-common. 188s Preparing to unpack .../15-at-spi2-common_2.52.0-1build1_all.deb ... 188s Unpacking at-spi2-common (2.52.0-1build1) ... 188s Selecting previously unselected package libdconf1:armhf. 188s Preparing to unpack .../16-libdconf1_0.40.0-4build2_armhf.deb ... 188s Unpacking libdconf1:armhf (0.40.0-4build2) ... 188s Selecting previously unselected package dconf-service. 188s Preparing to unpack .../17-dconf-service_0.40.0-4build2_armhf.deb ... 188s Unpacking dconf-service (0.40.0-4build2) ... 188s Selecting previously unselected package dconf-gsettings-backend:armhf. 188s Preparing to unpack .../18-dconf-gsettings-backend_0.40.0-4build2_armhf.deb ... 188s Unpacking dconf-gsettings-backend:armhf (0.40.0-4build2) ... 188s Selecting previously unselected package libfreetype6:armhf. 188s Preparing to unpack .../19-libfreetype6_2.13.2+dfsg-1build3_armhf.deb ... 188s Unpacking libfreetype6:armhf (2.13.2+dfsg-1build3) ... 188s Selecting previously unselected package fonts-dejavu-mono. 188s Preparing to unpack .../20-fonts-dejavu-mono_2.37-8_all.deb ... 188s Unpacking fonts-dejavu-mono (2.37-8) ... 188s Selecting previously unselected package fonts-dejavu-core. 188s Preparing to unpack .../21-fonts-dejavu-core_2.37-8_all.deb ... 188s Unpacking fonts-dejavu-core (2.37-8) ... 188s Selecting previously unselected package fontconfig-config. 188s Preparing to unpack .../22-fontconfig-config_2.15.0-1.1ubuntu2_armhf.deb ... 188s Unpacking fontconfig-config (2.15.0-1.1ubuntu2) ... 188s Selecting previously unselected package libfontconfig1:armhf. 188s Preparing to unpack .../23-libfontconfig1_2.15.0-1.1ubuntu2_armhf.deb ... 188s Unpacking libfontconfig1:armhf (2.15.0-1.1ubuntu2) ... 188s Selecting previously unselected package fontconfig. 188s Preparing to unpack .../24-fontconfig_2.15.0-1.1ubuntu2_armhf.deb ... 188s Unpacking fontconfig (2.15.0-1.1ubuntu2) ... 188s Selecting previously unselected package libasound2-data. 188s Preparing to unpack .../25-libasound2-data_1.2.11-1build2_all.deb ... 188s Unpacking libasound2-data (1.2.11-1build2) ... 188s Selecting previously unselected package libasound2t64:armhf. 188s Preparing to unpack .../26-libasound2t64_1.2.11-1build2_armhf.deb ... 188s Unpacking libasound2t64:armhf (1.2.11-1build2) ... 188s Selecting previously unselected package libasyncns0:armhf. 188s Preparing to unpack .../27-libasyncns0_0.8-6build4_armhf.deb ... 188s Unpacking libasyncns0:armhf (0.8-6build4) ... 188s Selecting previously unselected package libatk1.0-0t64:armhf. 188s Preparing to unpack .../28-libatk1.0-0t64_2.52.0-1build1_armhf.deb ... 188s Unpacking libatk1.0-0t64:armhf (2.52.0-1build1) ... 188s Selecting previously unselected package libxi6:armhf. 188s Preparing to unpack .../29-libxi6_2%3a1.8.1-1build1_armhf.deb ... 188s Unpacking libxi6:armhf (2:1.8.1-1build1) ... 188s Selecting previously unselected package libatspi2.0-0t64:armhf. 188s Preparing to unpack .../30-libatspi2.0-0t64_2.52.0-1build1_armhf.deb ... 188s Unpacking libatspi2.0-0t64:armhf (2.52.0-1build1) ... 188s Selecting previously unselected package libatk-bridge2.0-0t64:armhf. 188s Preparing to unpack .../31-libatk-bridge2.0-0t64_2.52.0-1build1_armhf.deb ... 188s Unpacking libatk-bridge2.0-0t64:armhf (2.52.0-1build1) ... 188s Selecting previously unselected package libavahi-common-data:armhf. 188s Preparing to unpack .../32-libavahi-common-data_0.8-13ubuntu6_armhf.deb ... 188s Unpacking libavahi-common-data:armhf (0.8-13ubuntu6) ... 188s Selecting previously unselected package libavahi-common3:armhf. 188s Preparing to unpack .../33-libavahi-common3_0.8-13ubuntu6_armhf.deb ... 188s Unpacking libavahi-common3:armhf (0.8-13ubuntu6) ... 188s Selecting previously unselected package libavahi-client3:armhf. 188s Preparing to unpack .../34-libavahi-client3_0.8-13ubuntu6_armhf.deb ... 188s Unpacking libavahi-client3:armhf (0.8-13ubuntu6) ... 188s Selecting previously unselected package libpixman-1-0:armhf. 188s Preparing to unpack .../35-libpixman-1-0_0.42.2-1build1_armhf.deb ... 188s Unpacking libpixman-1-0:armhf (0.42.2-1build1) ... 188s Selecting previously unselected package libxcb-render0:armhf. 188s Preparing to unpack .../36-libxcb-render0_1.15-1ubuntu2_armhf.deb ... 188s Unpacking libxcb-render0:armhf (1.15-1ubuntu2) ... 188s Selecting previously unselected package libxcb-shm0:armhf. 188s Preparing to unpack .../37-libxcb-shm0_1.15-1ubuntu2_armhf.deb ... 188s Unpacking libxcb-shm0:armhf (1.15-1ubuntu2) ... 188s Selecting previously unselected package libxrender1:armhf. 188s Preparing to unpack .../38-libxrender1_1%3a0.9.10-1.1build1_armhf.deb ... 188s Unpacking libxrender1:armhf (1:0.9.10-1.1build1) ... 188s Selecting previously unselected package libcairo2:armhf. 188s Preparing to unpack .../39-libcairo2_1.18.0-3build1_armhf.deb ... 188s Unpacking libcairo2:armhf (1.18.0-3build1) ... 188s Selecting previously unselected package libcairo-gobject2:armhf. 188s Preparing to unpack .../40-libcairo-gobject2_1.18.0-3build1_armhf.deb ... 188s Unpacking libcairo-gobject2:armhf (1.18.0-3build1) ... 188s Selecting previously unselected package liblcms2-2:armhf. 188s Preparing to unpack .../41-liblcms2-2_2.14-2build1_armhf.deb ... 188s Unpacking liblcms2-2:armhf (2.14-2build1) ... 188s Selecting previously unselected package libcolord2:armhf. 188s Preparing to unpack .../42-libcolord2_1.4.7-1build2_armhf.deb ... 188s Unpacking libcolord2:armhf (1.4.7-1build2) ... 188s Selecting previously unselected package libcups2t64:armhf. 188s Preparing to unpack .../43-libcups2t64_2.4.7-1.2ubuntu7_armhf.deb ... 188s Unpacking libcups2t64:armhf (2.4.7-1.2ubuntu7) ... 188s Selecting previously unselected package libdatrie1:armhf. 188s Preparing to unpack .../44-libdatrie1_0.2.13-3build1_armhf.deb ... 188s Unpacking libdatrie1:armhf (0.2.13-3build1) ... 188s Selecting previously unselected package libepoxy0:armhf. 188s Preparing to unpack .../45-libepoxy0_1.5.10-1build1_armhf.deb ... 188s Unpacking libepoxy0:armhf (1.5.10-1build1) ... 188s Selecting previously unselected package libogg0:armhf. 188s Preparing to unpack .../46-libogg0_1.3.5-3build1_armhf.deb ... 188s Unpacking libogg0:armhf (1.3.5-3build1) ... 188s Selecting previously unselected package libflac12t64:armhf. 188s Preparing to unpack .../47-libflac12t64_1.4.3+ds-2.1ubuntu2_armhf.deb ... 188s Unpacking libflac12t64:armhf (1.4.3+ds-2.1ubuntu2) ... 188s Selecting previously unselected package libgraphite2-3:armhf. 188s Preparing to unpack .../48-libgraphite2-3_1.3.14-2build1_armhf.deb ... 188s Unpacking libgraphite2-3:armhf (1.3.14-2build1) ... 188s Selecting previously unselected package libharfbuzz0b:armhf. 188s Preparing to unpack .../49-libharfbuzz0b_8.3.0-2build2_armhf.deb ... 188s Unpacking libharfbuzz0b:armhf (8.3.0-2build2) ... 188s Selecting previously unselected package libthai-data. 188s Preparing to unpack .../50-libthai-data_0.1.29-2build1_all.deb ... 188s Unpacking libthai-data (0.1.29-2build1) ... 188s Selecting previously unselected package libthai0:armhf. 188s Preparing to unpack .../51-libthai0_0.1.29-2build1_armhf.deb ... 188s Unpacking libthai0:armhf (0.1.29-2build1) ... 188s Selecting previously unselected package libpango-1.0-0:armhf. 188s Preparing to unpack .../52-libpango-1.0-0_1.52.1+ds-1build1_armhf.deb ... 188s Unpacking libpango-1.0-0:armhf (1.52.1+ds-1build1) ... 188s Selecting previously unselected package libpangoft2-1.0-0:armhf. 188s Preparing to unpack .../53-libpangoft2-1.0-0_1.52.1+ds-1build1_armhf.deb ... 188s Unpacking libpangoft2-1.0-0:armhf (1.52.1+ds-1build1) ... 188s Selecting previously unselected package libpangocairo-1.0-0:armhf. 188s Preparing to unpack .../54-libpangocairo-1.0-0_1.52.1+ds-1build1_armhf.deb ... 188s Unpacking libpangocairo-1.0-0:armhf (1.52.1+ds-1build1) ... 188s Selecting previously unselected package libwayland-client0:armhf. 188s Preparing to unpack .../55-libwayland-client0_1.22.0-2.1build1_armhf.deb ... 188s Unpacking libwayland-client0:armhf (1.22.0-2.1build1) ... 188s Selecting previously unselected package libwayland-cursor0:armhf. 188s Preparing to unpack .../56-libwayland-cursor0_1.22.0-2.1build1_armhf.deb ... 188s Unpacking libwayland-cursor0:armhf (1.22.0-2.1build1) ... 188s Selecting previously unselected package libwayland-egl1:armhf. 188s Preparing to unpack .../57-libwayland-egl1_1.22.0-2.1build1_armhf.deb ... 188s Unpacking libwayland-egl1:armhf (1.22.0-2.1build1) ... 188s Selecting previously unselected package libxcomposite1:armhf. 188s Preparing to unpack .../58-libxcomposite1_1%3a0.4.5-1build3_armhf.deb ... 188s Unpacking libxcomposite1:armhf (1:0.4.5-1build3) ... 188s Selecting previously unselected package libxfixes3:armhf. 189s Preparing to unpack .../59-libxfixes3_1%3a6.0.0-2build1_armhf.deb ... 189s Unpacking libxfixes3:armhf (1:6.0.0-2build1) ... 189s Selecting previously unselected package libxcursor1:armhf. 189s Preparing to unpack .../60-libxcursor1_1%3a1.2.1-1build1_armhf.deb ... 189s Unpacking libxcursor1:armhf (1:1.2.1-1build1) ... 189s Selecting previously unselected package libxdamage1:armhf. 189s Preparing to unpack .../61-libxdamage1_1%3a1.1.6-1build1_armhf.deb ... 189s Unpacking libxdamage1:armhf (1:1.1.6-1build1) ... 189s Selecting previously unselected package libxinerama1:armhf. 189s Preparing to unpack .../62-libxinerama1_2%3a1.1.4-3build1_armhf.deb ... 189s Unpacking libxinerama1:armhf (2:1.1.4-3build1) ... 189s Selecting previously unselected package libxrandr2:armhf. 189s Preparing to unpack .../63-libxrandr2_2%3a1.5.2-2build1_armhf.deb ... 189s Unpacking libxrandr2:armhf (2:1.5.2-2build1) ... 189s Selecting previously unselected package libgtk-3-common. 189s Preparing to unpack .../64-libgtk-3-common_3.24.41-4ubuntu1_all.deb ... 189s Unpacking libgtk-3-common (3.24.41-4ubuntu1) ... 189s Selecting previously unselected package libgtk-3-0t64:armhf. 189s Preparing to unpack .../65-libgtk-3-0t64_3.24.41-4ubuntu1_armhf.deb ... 189s Unpacking libgtk-3-0t64:armhf (3.24.41-4ubuntu1) ... 189s Selecting previously unselected package libmp3lame0:armhf. 189s Preparing to unpack .../66-libmp3lame0_3.100-6build1_armhf.deb ... 189s Unpacking libmp3lame0:armhf (3.100-6build1) ... 189s Selecting previously unselected package libmpg123-0t64:armhf. 189s Preparing to unpack .../67-libmpg123-0t64_1.32.5-1ubuntu1_armhf.deb ... 189s Unpacking libmpg123-0t64:armhf (1.32.5-1ubuntu1) ... 189s Selecting previously unselected package libopus0:armhf. 189s Preparing to unpack .../68-libopus0_1.4-1build1_armhf.deb ... 189s Unpacking libopus0:armhf (1.4-1build1) ... 189s Selecting previously unselected package libvorbis0a:armhf. 189s Preparing to unpack .../69-libvorbis0a_1.3.7-1build3_armhf.deb ... 189s Unpacking libvorbis0a:armhf (1.3.7-1build3) ... 189s Selecting previously unselected package libvorbisenc2:armhf. 189s Preparing to unpack .../70-libvorbisenc2_1.3.7-1build3_armhf.deb ... 189s Unpacking libvorbisenc2:armhf (1.3.7-1build3) ... 189s Selecting previously unselected package libsndfile1:armhf. 189s Preparing to unpack .../71-libsndfile1_1.2.2-1ubuntu5_armhf.deb ... 189s Unpacking libsndfile1:armhf (1.2.2-1ubuntu5) ... 189s Selecting previously unselected package libx11-xcb1:armhf. 189s Preparing to unpack .../72-libx11-xcb1_2%3a1.8.7-1build1_armhf.deb ... 189s Unpacking libx11-xcb1:armhf (2:1.8.7-1build1) ... 189s Selecting previously unselected package libpulse0:armhf. 189s Preparing to unpack .../73-libpulse0_1%3a16.1+dfsg1-2ubuntu10_armhf.deb ... 189s Unpacking libpulse0:armhf (1:16.1+dfsg1-2ubuntu10) ... 189s Selecting previously unselected package oss-compat. 189s Preparing to unpack .../74-oss-compat_8_armhf.deb ... 189s Unpacking oss-compat (8) ... 189s Selecting previously unselected package praat. 189s Preparing to unpack .../75-praat_6.4.06+dfsg-1build2_armhf.deb ... 189s Unpacking praat (6.4.06+dfsg-1build2) ... 190s Selecting previously unselected package autopkgtest-satdep. 190s Preparing to unpack .../76-1-autopkgtest-satdep.deb ... 190s Unpacking autopkgtest-satdep (0) ... 190s Setting up libgraphite2-3:armhf (1.3.14-2build1) ... 190s Setting up liblcms2-2:armhf (2.14-2build1) ... 190s Setting up libpixman-1-0:armhf (0.42.2-1build1) ... 190s Setting up libsharpyuv0:armhf (1.3.2-0.4build3) ... 190s Setting up libx11-xcb1:armhf (2:1.8.7-1build1) ... 190s Setting up libxdamage1:armhf (1:1.1.6-1build1) ... 190s Setting up libogg0:armhf (1.3.5-3build1) ... 190s Setting up liblerc4:armhf (4.0.0+ds-4ubuntu2) ... 190s Setting up hicolor-icon-theme (0.17-2) ... 190s Setting up libxi6:armhf (2:1.8.1-1build1) ... 190s Setting up libxrender1:armhf (1:0.9.10-1.1build1) ... 190s Setting up libdatrie1:armhf (0.2.13-3build1) ... 190s Setting up libxcb-render0:armhf (1.15-1ubuntu2) ... 190s Setting up libgdk-pixbuf2.0-common (2.42.10+dfsg-3ubuntu3) ... 190s Setting up libdeflate0:armhf (1.19-1build1) ... 190s Setting up libxcb-shm0:armhf (1.15-1ubuntu2) ... 190s Setting up libmpg123-0t64:armhf (1.32.5-1ubuntu1) ... 190s Setting up libjbig0:armhf (2.1-6.1ubuntu2) ... 190s Setting up oss-compat (8) ... 190s Setting up libcolord2:armhf (1.4.7-1build2) ... 190s Setting up libdconf1:armhf (0.40.0-4build2) ... 190s Setting up libasound2-data (1.2.11-1build2) ... 190s Setting up libasound2t64:armhf (1.2.11-1build2) ... 190s Setting up libfreetype6:armhf (2.13.2+dfsg-1build3) ... 190s Setting up libepoxy0:armhf (1.5.10-1build1) ... 190s Setting up libxfixes3:armhf (1:6.0.0-2build1) ... 190s Setting up libavahi-common-data:armhf (0.8-13ubuntu6) ... 190s Setting up libatspi2.0-0t64:armhf (2.52.0-1build1) ... 190s Setting up libopus0:armhf (1.4-1build1) ... 190s Setting up libxinerama1:armhf (2:1.1.4-3build1) ... 190s Setting up fonts-dejavu-mono (2.37-8) ... 190s Setting up libvorbis0a:armhf (1.3.7-1build3) ... 190s Setting up libxrandr2:armhf (2:1.5.2-2build1) ... 190s Setting up fonts-dejavu-core (2.37-8) ... 190s Setting up libjpeg-turbo8:armhf (2.1.5-2ubuntu2) ... 190s Setting up libwebp7:armhf (1.3.2-0.4build3) ... 190s Setting up libasyncns0:armhf (0.8-6build4) ... 190s Setting up at-spi2-common (2.52.0-1build1) ... 190s Setting up libharfbuzz0b:armhf (8.3.0-2build2) ... 190s Setting up libthai-data (0.1.29-2build1) ... 190s Setting up libflac12t64:armhf (1.4.3+ds-2.1ubuntu2) ... 190s Setting up libwayland-egl1:armhf (1.22.0-2.1build1) ... 190s Setting up libxcomposite1:armhf (1:0.4.5-1build3) ... 190s Setting up libmp3lame0:armhf (3.100-6build1) ... 190s Setting up libvorbisenc2:armhf (1.3.7-1build3) ... 190s Setting up libwayland-client0:armhf (1.22.0-2.1build1) ... 190s Setting up libjpeg8:armhf (8c-2ubuntu11) ... 190s Setting up libatk1.0-0t64:armhf (2.52.0-1build1) ... 190s Setting up fontconfig-config (2.15.0-1.1ubuntu2) ... 190s Setting up libxcursor1:armhf (1:1.2.1-1build1) ... 190s Setting up libavahi-common3:armhf (0.8-13ubuntu6) ... 190s Setting up dconf-service (0.40.0-4build2) ... 190s Setting up libthai0:armhf (0.1.29-2build1) ... 190s Setting up libtiff6:armhf (4.5.1+git230720-4ubuntu2) ... 190s Setting up libwayland-cursor0:armhf (1.22.0-2.1build1) ... 190s Setting up libgdk-pixbuf-2.0-0:armhf (2.42.10+dfsg-3ubuntu3) ... 190s Setting up libfontconfig1:armhf (2.15.0-1.1ubuntu2) ... 190s Setting up libsndfile1:armhf (1.2.2-1ubuntu5) ... 190s Setting up libavahi-client3:armhf (0.8-13ubuntu6) ... 190s Setting up libatk-bridge2.0-0t64:armhf (2.52.0-1build1) ... 190s Setting up gtk-update-icon-cache (3.24.41-4ubuntu1) ... 190s Setting up fontconfig (2.15.0-1.1ubuntu2) ... 192s Regenerating fonts cache... done. 192s Setting up dconf-gsettings-backend:armhf (0.40.0-4build2) ... 192s Setting up libpulse0:armhf (1:16.1+dfsg1-2ubuntu10) ... 192s Setting up libpango-1.0-0:armhf (1.52.1+ds-1build1) ... 192s Setting up libcairo2:armhf (1.18.0-3build1) ... 192s Setting up libcairo-gobject2:armhf (1.18.0-3build1) ... 192s Setting up libpangoft2-1.0-0:armhf (1.52.1+ds-1build1) ... 192s Setting up libcups2t64:armhf (2.4.7-1.2ubuntu7) ... 192s Setting up libgtk-3-common (3.24.41-4ubuntu1) ... 192s Setting up libpangocairo-1.0-0:armhf (1.52.1+ds-1build1) ... 192s Setting up adwaita-icon-theme (46.0-1) ... 192s update-alternatives: using /usr/share/icons/Adwaita/cursor.theme to provide /usr/share/icons/default/index.theme (x-cursor-theme) in auto mode 192s Setting up humanity-icon-theme (0.6.16) ... 193s Setting up ubuntu-mono (24.04-0ubuntu1) ... 193s Processing triggers for man-db (2.12.0-4build2) ... 193s Processing triggers for libglib2.0-0t64:armhf (2.80.0-6ubuntu3.1) ... 193s Setting up libgtk-3-0t64:armhf (3.24.41-4ubuntu1) ... 193s Processing triggers for libc-bin (2.39-0ubuntu8.1) ... 193s Setting up praat (6.4.06+dfsg-1build2) ... 193s Setting up autopkgtest-satdep (0) ... 210s (Reading database ... 71197 files and directories currently installed.) 210s Removing autopkgtest-satdep (0) ... 215s autopkgtest [01:57:22]: test run-tests: [----------------------- 217s Running all tests... 217s ### executing ./LPC/Sound_to_LPC.praat: 217s ### executing ./dwsys/regex.praat: 217s ### executing ./dwtools/CPPS.praat: 217s CPPS 218s cpps = 29.06956759614835 dB 218s WARNING: should have been 29.06952 dB 218s 4.087786275711853 218s 3.803501356833503 218s 4.161155528984203 218s 3.9115766691496994 218s 4.190531653558314 218s 4.033085947651692 219s 4.343994001829278 219s 4.115745890670273 219s 3.8368204745173298 219s 4.086113525999513 219s CPPS OK 219s ### executing ./dwtools/Discriminant.praat: 219s test discriminant analysis 219s OK 219s ### executing ./dwtools/Discriminant2.praat: 219s Discriminant2 219s Computed correct: 0.74 219s Old format correct: 0.74 219s New format correct: 0.74 219s ***** before lower Cholesky inverse: 219s 0.0027557296451229184 0.0004085953302678135 0.00017904957182782115 219s 0.0004085953302678135 0.0015343525607554676 0.0005605650325854304 219s 0.00017904957182782115 0.0005605650325854304 0.0011899574103556906 219s ***** after lower Cholesky inverse: 219s 19.049417310674418 0.0004085953302678135 0.00017904957182782115 219s -3.8622642787495676 26.048648581649946 0.0005605650325854304 219s -0.35841754537213394 -11.546391421886275 31.865496316449242 219s ***** before normalizing priors: 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 219s ***** after normalizing priors: 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.0833333333333333Computed correct: 0.74 219s Old format correct: 0.74 219s New format correct: 0.74 219s New format correct: 0.74 219s Old format correct: 0.74 219s Computed correct: 0.74 219s New format correct: 0.74 219s Old format correct: 0.74 219s Computed correct: 0.74 219s Discriminant2 OK 219s ### executing ./dwtools/Discriminant3.praat: 219s Discriminant3 219s 3 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 0.08333333333333333 219s 219s ***** Mahalanobis distance (squared): 1 1 63.954481559355145 219s ***** Mahalanobis distance (squared): 1 2 24.687434443493263 219s ***** Mahalanobis distance (squared): 1 3 163.4081247147859 219s ***** Mahalanobis distance (squared): 1 4 197.94545441697986 219s ***** Mahalanobis distance (squared): 1 5 129.58976161561975 219s ***** Mahalanobis distance (squared): 1 6 122.618833524049 219s ***** Mahalanobis distance (squared): 1 7 114.20975094604098 219s ***** Mahalanobis distance (squared): 1 8 201.03735862085392 219s ***** Mahalanobis distance (squared): 1 9 232.6594738536683 219s ***** Mahalanobis distance (squared): 1 10 29.14341754124768 219s ***** Mahalanobis distance (squared): 1 11 14.36768050993504 219s ***** Mahalanobis distance (squared): 1 12 183.2224001366028 219s ***** Mahalanobis distance (squared): 2 1 10.073069638829622 219s ***** Mahalanobis distance (squared): 2 2 37.987935972366756 219s ***** Mahalanobis distance (squared): 2 3 21.168104882158012 219s ***** Mahalanobis distance (squared): 2 4 72.76217610602916 219s ***** Mahalanobis distance (squared): 2 5 31.966967833411033 219s ***** Mahalanobis distance (squared): 2 6 31.20856569582905 219s ***** Mahalanobis distance (squared): 2 7 0.3137993750245259 219s ***** Mahalanobis distance (squared): 2 8 68.68124214684856 219s ***** Mahalanobis distance (squared): 2 9 124.97642745181416 219s ***** Mahalanobis distance (squared): 2 10 30.040678632909632 219s ***** Mahalanobis distance (squared): 2 11 67.33490189211325 219s ***** Mahalanobis distance (squared): 2 12 92.56703446765802 219s ***** Mahalanobis distance (squared): 3 1 6.8813596550422975 219s ***** Mahalanobis distance (squared): 3 2 4.6638842086976275 219s ***** Mahalanobis distance (squared): 3 3 52.6040476693711 219s ***** Mahalanobis distance (squared): 3 4 93.50921802045056 219s ***** Mahalanobis distance (squared): 3 5 41.45408744461281 219s ***** Mahalanobis distance (squared): 3 6 38.35507527951753 219s ***** Mahalanobis distance (squared): 3 7 23.33838239798672 219s ***** Mahalanobis distance (squared): 3 8 92.81719635203132 219s ***** Mahalanobis distance (squared): 3 9 136.43363278684043 219s ***** Mahalanobis distance (squared): 3 10 0.42223952782707863 219s ***** Mahalanobis distance (squared): 3 11 11.984445295713474 219s ***** Mahalanobis distance (squared): 3 12 95.25468196571364 219s ***** Mahalanobis distance (squared): 4 1 1.5771244661793045 219s ***** Mahalanobis distance (squared): 4 2 16.75702569841215 219s ***** Mahalanobis distance (squared): 4 3 41.78873440601008 219s ***** Mahalanobis distance (squared): 4 4 99.44576134800465 219s ***** Mahalanobis distance (squared): 4 5 45.42084200208224 219s ***** Mahalanobis distance (squared): 4 6 43.636885881858504 219s ***** Mahalanobis distance (squared): 4 7 5.148558314325858 219s ***** Mahalanobis distance (squared): 4 8 96.1374872632238 219s ***** Mahalanobis distance (squared): 4 9 154.57258915255608 219s ***** Mahalanobis distance (squared): 4 10 13.223072454266127 219s ***** Mahalanobis distance (squared): 4 11 43.77739590152082 219s ***** Mahalanobis distance (squared): 4 12 113.36005461759426 219s ***** Mahalanobis distance (squared): 5 1 59.15260571417785 219s ***** Mahalanobis distance (squared): 5 2 82.93048443136942 219s ***** Mahalanobis distance (squared): 5 3 6.810666058674568 219s ***** Mahalanobis distance (squared): 5 4 9.204016569338107 219s ***** Mahalanobis distance (squared): 5 5 0.5702987543619417 219s ***** Mahalanobis distance (squared): 5 6 1.1289242571771174 219s ***** Mahalanobis distance (squared): 5 7 42.65227749867479 219s ***** Mahalanobis distance (squared): 5 8 8.504304882771082 219s ***** Mahalanobis distance (squared): 5 9 31.06250843183595 219s ***** Mahalanobis distance (squared): 5 10 59.12577769912121 219s ***** Mahalanobis distance (squared): 5 11 70.20068463889854 219s ***** Mahalanobis distance (squared): 5 12 11.651352510380399 219s ***** Mahalanobis distance (squared): 6 1 169.3049147134438 219s ***** Mahalanobis distance (squared): 6 2 192.4177624916491 219s ***** Mahalanobis distance (squared): 6 3 56.79380795711458 219s ***** Mahalanobis distance (squared): 6 4 11.679920285822195 219s ***** Mahalanobis distance (squared): 6 5 46.58913195854948 219s ***** Mahalanobis distance (squared): 6 6 45.314093845333446 219s ***** Mahalanobis distance (squared): 6 7 143.57240878128292 219s ***** Mahalanobis distance (squared): 6 8 14.080945427490676 219s ***** Mahalanobis distance (squared): 6 9 0.4417507287478321 219s ***** Mahalanobis distance (squared): 6 10 160.61755979727943 219s ***** Mahalanobis distance (squared): 6 11 157.9630341551636 219s ***** Mahalanobis distance (squared): 6 12 15.20207889623402 219s ***** Mahalanobis distance (squared): 7 1 106.8007991934887 219s ***** Mahalanobis distance (squared): 7 2 127.10389559262876 219s ***** Mahalanobis distance (squared): 7 3 27.705941263654175 219s ***** Mahalanobis distance (squared): 7 4 7.598433633660271 219s ***** Mahalanobis distance (squared): 7 5 12.113134727602173 219s ***** Mahalanobis distance (squared): 7 6 13.318903890086299 219s ***** Mahalanobis distance (squared): 7 7 88.69274553633026 219s ***** Mahalanobis distance (squared): 7 8 8.581171792471606 219s ***** Mahalanobis distance (squared): 7 9 15.653334427883625 219s ***** Mahalanobis distance (squared): 7 10 95.98759064022423 219s ***** Mahalanobis distance (squared): 7 11 93.4755936333515 219s ***** Mahalanobis distance (squared): 7 12 0.44358198749087807 219s ***** Mahalanobis distance (squared): 8 1 91.05069228503413 219s ***** Mahalanobis distance (squared): 8 2 121.10361403730607 219s ***** Mahalanobis distance (squared): 8 3 12.236550012301715 219s ***** Mahalanobis distance (squared): 8 4 0.6188816631865539 219s ***** Mahalanobis distance (squared): 8 5 12.004564220212632 219s ***** Mahalanobis distance (squared): 8 6 11.577488517196004 219s ***** Mahalanobis distance (squared): 8 7 65.82962401507216 219s ***** Mahalanobis distance (squared): 8 8 0.2877508989929489 219s ***** Mahalanobis distance (squared): 8 9 12.079122887804056 219s ***** Mahalanobis distance (squared): 8 10 95.80909617555562 219s ***** Mahalanobis distance (squared): 8 11 110.07533929651144 219s ***** Mahalanobis distance (squared): 8 12 11.43221031319386 219s ***** Mahalanobis distance (squared): 9 1 51.92308151740548 219s ***** Mahalanobis distance (squared): 9 2 71.62924968115418 219s ***** Mahalanobis distance (squared): 9 3 7.602674135339382 219s ***** Mahalanobis distance (squared): 9 4 10.071672716417856 219s ***** Mahalanobis distance (squared): 9 5 0.6905083282317516 219s ***** Mahalanobis distance (squared): 9 6 0.27649093336165664 219s ***** Mahalanobis distance (squared): 9 7 39.370809314756215 219s ***** Mahalanobis distance (squared): 9 8 9.761569333020862 219s ***** Mahalanobis distance (squared): 9 9 30.874568719068215 219s ***** Mahalanobis distance (squared): 9 10 50.28933928873363 219s ***** Mahalanobis distance (squared): 9 11 60.260967699002435 219s ***** Mahalanobis distance (squared): 9 12 13.428749967953872 219s ***** Mahalanobis distance (squared): 10 1 38.774795394230544 219s ***** Mahalanobis distance (squared): 10 2 70.27554615425666 219s ***** Mahalanobis distance (squared): 10 3 1.6945373706702853 219s ***** Mahalanobis distance (squared): 10 4 21.350217489090326 219s ***** Mahalanobis distance (squared): 10 5 10.695072018593326 219s ***** Mahalanobis distance (squared): 10 6 9.60607569124467 219s ***** Mahalanobis distance (squared): 10 7 18.922010562262535 219s ***** Mahalanobis distance (squared): 10 8 18.965764243561175 219s ***** Mahalanobis distance (squared): 10 9 52.33476374140731 219s ***** Mahalanobis distance (squared): 10 10 54.67749050294409 219s ***** Mahalanobis distance (squared): 10 11 84.03037437929916 219s ***** Mahalanobis distance (squared): 10 12 41.27922412295012 219s ***** Mahalanobis distance (squared): 11 1 4.697162159801852 219s ***** Mahalanobis distance (squared): 11 2 5.4243093083590965 219s ***** Mahalanobis distance (squared): 11 3 45.413197591470784 219s ***** Mahalanobis distance (squared): 11 4 85.5560513799688 219s ***** Mahalanobis distance (squared): 11 5 37.389598153661616 219s ***** Mahalanobis distance (squared): 11 6 34.0867288432764 219s ***** Mahalanobis distance (squared): 11 7 18.263236552858558 219s ***** Mahalanobis distance (squared): 11 8 84.66331305547133 219s ***** Mahalanobis distance (squared): 11 9 127.69292297434771 219s ***** Mahalanobis distance (squared): 11 10 1.3822236531274115 219s ***** Mahalanobis distance (squared): 11 11 15.952161206279225 219s ***** Mahalanobis distance (squared): 11 12 90.85775779838448 219s ***** Mahalanobis distance (squared): 12 1 113.66790178980129 219s ***** Mahalanobis distance (squared): 12 2 139.74429141797867 219s ***** Mahalanobis distance (squared): 12 3 24.13200924534037 219s ***** Mahalanobis distance (squared): 12 4 0.6993985907240312 219s ***** Mahalanobis distance (squared): 12 5 17.27098925916229 219s ***** Mahalanobis distance (squared): 12 6 17.112986896061116 219s ***** Mahalanobis distance (squared): 12 7 89.62482225717368 219s ***** Mahalanobis distance (squared): 12 8 1.4421178591964239 219s ***** Mahalanobis distance (squared): 12 9 4.860558273355448 219s ***** Mahalanobis distance (squared): 12 10 110.84406427172996 219s ***** Mahalanobis distance (squared): 12 11 116.16591675251362 219s ***** Mahalanobis distance (squared): 12 12 4.83514247215761 219s ***** Mahalanobis distance (squared): 13 1 21.50921726795385 219s ***** Mahalanobis distance (squared): 13 2 2.6758816267326875 219s ***** Mahalanobis distance (squared): 13 3 99.58809732912252 219s ***** Mahalanobis distance (squared): 13 4 142.81889636678648 219s ***** Mahalanobis distance (squared): 13 5 81.14649675103728 219s ***** Mahalanobis distance (squared): 13 6 75.69098604507884 219s ***** Mahalanobis distance (squared): 13 7 54.302203527798866 219s ***** Mahalanobis distance (squared): 13 8 143.52530078449217 219s ***** Mahalanobis distance (squared): 13 9 184.68625221973318 219s ***** Mahalanobis distance (squared): 13 10 5.167493344734165 219s ***** Mahalanobis distance (squared): 13 11 8.588988050097905 219s ***** Mahalanobis distance (squared): 13 12 140.89870960311245 219s ***** Mahalanobis distance (squared): 14 1 11.185798642349273 219s ***** Mahalanobis distance (squared): 14 2 40.00119947291061 219s ***** Mahalanobis distance (squared): 14 3 40.75556102568157 219s ***** Mahalanobis distance (squared): 14 4 104.71310449737089 219s ***** Mahalanobis distance (squared): 14 5 59.384058828500116 219s ***** Mahalanobis distance (squared): 14 6 57.0935290019511 219s ***** Mahalanobis distance (squared): 14 7 3.4020941781215814 219s ***** Mahalanobis distance (squared): 14 8 99.84339571893834 219s ***** Mahalanobis distance (squared): 14 9 163.11357439234183 219s ***** Mahalanobis distance (squared): 14 10 38.9114794299292 219s ***** Mahalanobis distance (squared): 14 11 85.94793929932902 219s ***** Mahalanobis distance (squared): 14 12 134.47053083651792 219s ***** Mahalanobis distance (squared): 15 1 22.888306471320004 219s ***** Mahalanobis distance (squared): 15 2 3.613637212574756 219s ***** Mahalanobis distance (squared): 15 3 118.14397018379017 219s ***** Mahalanobis distance (squared): 15 4 172.59442305863084 219s ***** Mahalanobis distance (squared): 15 5 103.38266246627227 219s ***** Mahalanobis distance (squared): 15 6 97.28687394996918 219s ***** Mahalanobis distance (squared): 15 7 58.5568800380575 219s ***** Mahalanobis distance (squared): 15 8 172.66425817821394 219s ***** Mahalanobis distance (squared): 15 9 220.9973146276681 219s ***** Mahalanobis distance (squared): 15 10 10.57476883403166 219s ***** Mahalanobis distance (squared): 15 11 19.615300806827868 219s ***** Mahalanobis distance (squared): 15 12 174.98161844820606 219s ***** Mahalanobis distance (squared): 16 1 2.910714317594468 219s ***** Mahalanobis distance (squared): 16 2 17.18181530521297 219s ***** Mahalanobis distance (squared): 16 3 59.139067673894296 219s ***** Mahalanobis distance (squared): 16 4 126.84154847012866 219s ***** Mahalanobis distance (squared): 16 5 65.4096508180707 219s ***** Mahalanobis distance (squared): 16 6 63.116170188154285 219s ***** Mahalanobis distance (squared): 16 7 9.529293991778484 219s ***** Mahalanobis distance (squared): 16 8 123.00550278053686 219s ***** Mahalanobis distance (squared): 16 9 187.90468999763021 219s ***** Mahalanobis distance (squared): 16 10 17.512809085995777 219s ***** Mahalanobis distance (squared): 16 11 52.44568264553794 219s ***** Mahalanobis distance (squared): 16 12 143.8381954398876 219s ***** Mahalanobis distance (squared): 17 1 44.513381520040845 219s ***** Mahalanobis distance (squared): 17 2 66.850232557068 219s ***** Mahalanobis distance (squared): 17 3 5.018975146072799 219s ***** Mahalanobis distance (squared): 17 4 14.656596170617206 219s ***** Mahalanobis distance (squared): 17 5 0.184769289612327 219s ***** Mahalanobis distance (squared): 17 6 0.3073820184532562 219s ***** Mahalanobis distance (squared): 17 7 30.954160999757555 219s ***** Mahalanobis distance (squared): 17 8 13.647535172099797 219s ***** Mahalanobis distance (squared): 17 9 40.72605987673478 219s ***** Mahalanobis distance (squared): 17 10 46.02006944116982 219s ***** Mahalanobis distance (squared): 17 11 59.708573706127304 219s ***** Mahalanobis distance (squared): 17 12 18.93313641992591 219s ***** Mahalanobis distance (squared): 18 1 154.94594001919575 219s ***** Mahalanobis distance (squared): 18 2 180.91667612387707 219s ***** Mahalanobis distance (squared): 18 3 48.7881937953518 219s ***** Mahalanobis distance (squared): 18 4 10.183083323485164 219s ***** Mahalanobis distance (squared): 18 5 45.10022073169479 219s ***** Mahalanobis distance (squared): 18 6 42.93620737153312 219s ***** Mahalanobis distance (squared): 18 7 128.03371404408722 219s ***** Mahalanobis distance (squared): 18 8 11.964452840051889 219s ***** Mahalanobis distance (squared): 18 9 2.064899943126595 219s ***** Mahalanobis distance (squared): 18 10 152.85182171217488 219s ***** Mahalanobis distance (squared): 18 11 157.77052070489333 219s ***** Mahalanobis distance (squared): 18 12 21.521789821157597 219s ***** Mahalanobis distance (squared): 19 1 96.40037216623597 219s ***** Mahalanobis distance (squared): 19 2 117.55345264868191 219s ***** Mahalanobis distance (squared): 19 3 23.85528752731482 219s ***** Mahalanobis distance (squared): 19 4 10.180715790791748 219s ***** Mahalanobis distance (squared): 19 5 8.738277491733133 219s ***** Mahalanobis distance (squared): 19 6 10.435702968664273 219s ***** Mahalanobis distance (squared): 19 7 78.80078613879672 219s ***** Mahalanobis distance (squared): 19 8 10.667476822015844 219s ***** Mahalanobis distance (squared): 19 9 22.997746581395415 219s ***** Mahalanobis distance (squared): 19 10 86.91581711708209 219s ***** Mahalanobis distance (squared): 19 11 86.3052205318161 219s ***** Mahalanobis distance (squared): 19 12 2.4182819582699713 219s ***** Mahalanobis distance (squared): 20 1 111.824399728631 219s ***** Mahalanobis distance (squared): 20 2 146.55922295199193 219s ***** Mahalanobis distance (squared): 20 3 18.280145835534995 219s ***** Mahalanobis distance (squared): 20 4 1.447526586643462 219s ***** Mahalanobis distance (squared): 20 5 20.184330857317132 219s ***** Mahalanobis distance (squared): 20 6 20.112911435574446 219s ***** Mahalanobis distance (squared): 20 7 81.07119570009971 219s ***** Mahalanobis distance (squared): 20 8 1.0197699962586095 219s ***** Mahalanobis distance (squared): 20 9 9.86895368700299 219s ***** Mahalanobis distance (squared): 20 10 118.91421993922349 219s ***** Mahalanobis distance (squared): 20 11 134.5777394563568 219s ***** Mahalanobis distance (squared): 20 12 14.085458089407108 219s ***** Mahalanobis distance (squared): 21 1 23.80146978910316 219s ***** Mahalanobis distance (squared): 21 2 45.74861140675261 219s ***** Mahalanobis distance (squared): 21 3 6.406163862581689 219s ***** Mahalanobis distance (squared): 21 4 31.345997092958704 219s ***** Mahalanobis distance (squared): 21 5 5.183191752898456 219s ***** Mahalanobis distance (squared): 21 6 4.9554778432146485 219s ***** Mahalanobis distance (squared): 21 7 13.89967570095046 219s ***** Mahalanobis distance (squared): 21 8 29.429011037602677 219s ***** Mahalanobis distance (squared): 21 9 66.95439351091213 219s ***** Mahalanobis distance (squared): 21 10 29.7590998341807 219s ***** Mahalanobis distance (squared): 21 11 49.87953084535454 219s ***** Mahalanobis distance (squared): 21 12 39.20231215398963 219s ***** Mahalanobis distance (squared): 22 1 31.851573356951192 219s ***** Mahalanobis distance (squared): 22 2 69.99019455569487 219s ***** Mahalanobis distance (squared): 22 3 6.522303928157248 219s ***** Mahalanobis distance (squared): 22 4 43.16229573298922 219s ***** Mahalanobis distance (squared): 22 5 22.257447971519046 219s ***** Mahalanobis distance (squared): 22 6 21.966567804500027 219s ***** Mahalanobis distance (squared): 22 7 9.293791402002524 219s ***** Mahalanobis distance 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Mahalanobis distance (squared): 599 4 127.31073335134441 220s ***** Mahalanobis distance (squared): 599 5 71.88070288426329 220s ***** Mahalanobis distance (squared): 599 6 66.5415164029397 220s ***** Mahalanobis distance (squared): 599 7 60.98053022941939 220s ***** Mahalanobis distance (squared): 599 8 128.90295458501896 220s ***** Mahalanobis distance (squared): 599 9 162.30306880704975 220s ***** Mahalanobis distance (squared): 599 10 6.398043704863624 220s ***** Mahalanobis distance (squared): 599 11 3.089688963430146 220s ***** Mahalanobis distance (squared): 599 12 120.98852922397563 220s ***** Mahalanobis distance (squared): 600 1 93.0836177632483 220s ***** Mahalanobis distance (squared): 600 2 116.70995865989386 220s ***** Mahalanobis distance (squared): 600 3 17.786915689292258 220s ***** Mahalanobis distance (squared): 600 4 3.4752995451798867 220s ***** Mahalanobis distance (squared): 600 5 7.582932558401998 220s ***** Mahalanobis distance (squared): 600 6 8.361357390519323 220s ***** Mahalanobis distance (squared): 600 7 73.15089178032926 220s ***** Mahalanobis distance (squared): 600 8 3.823628157004312 220s ***** Mahalanobis distance (squared): 600 9 14.734038953947715 220s ***** Mahalanobis distance (squared): 600 10 88.02659295678627 220s ***** Mahalanobis distance (squared): 600 11 91.98735927255011 220s ***** Mahalanobis distance (squared): 600 12 2.2601627967388414 220s ### executing ./fon/FormantGrid.praat: 220s ### executing ./fon/Harmonicity.praat: 220s --undefined-- 220s ### executing ./fon/LongSound.praat: 220s Testing `LongSound: Save as stereo WAV file`... 220s 27 seconds... 220s 60 seconds... 222s 110 seconds... 225s 120 seconds... 228s 180 seconds... 233s 205 seconds... 239s OK 239s ### executing ./fon/PitchTier.praat: 239s PitchTier test 239s OK 239s ### executing ./fon/PointProcess.praat: 239s ### executing ./fon/RealTier.praat: 239s RealTier 239s OK 239s ### executing ./fon/Sound_concatenate.praat: 239s ### executing ./fon/Sound_to_Formant.praat: 239s ### executing ./fon/Sound_to_LPC.praat: 239s Sound_to_LPC: 239s 1 0.016162777187620436 0.0032543230661922578 success 239s 2 0.007928425215183008 0.006890285922737294 failure 239s 3 0.0023670959384544093 0.004897586089879771 failure 239s 4 0.0023969411530281514 0.001615943657006594 failure 239s 5 0.0140321467667355 0.007603353040979806 failure 239s 6 0.009527309705186733 0.003577935337265066 success 239s 7 0.007941792561590643 0.008523743915989675 failure 239s 8 0.017290070802038482 0.0077579456440132425 success 239s 9 0.012144314899949686 0.001380089192482884 success 239s 10 0.016752124721428254 0.005567813927459181 success 239s 11 0.004714726453616371 0.0028838843049959657 failure 239s 12 0.0046135889767707685 0.002253349311864287 success 239s 13 0.0042168410797686195 0.0035873063883581505 failure 239s 14 0.016544077388759924 0.003732888695733996 success 239s 15 0.012383062550137929 0.00521611570272757 success 239s 16 0.01611960266209927 0.002596812440549471 success 239s 17 0.008370749025976804 0.005325849865916999 failure 239s 18 0.0029743144891944784 0.0025307694965294105 failure 239s 19 0.003170384291546812 0.002902544553882631 failure 239s 20 0.006942828285865378 0.0038313253277926537 failure 239s 21 0.016049863507277495 0.005588286597068435 success 239s 22 0.006367020506124145 0.006646827289779111 failure 239s 23 0.015736148875253188 0.0029018444948829703 success 239s 24 0.006592490153724396 0.003953999333593742 failure 239s 25 0.01866700493594109 0.005935316996697463 success 239s 26 0.007158979947923612 0.004983178060185446 failure 239s 27 0.012344066330239222 0.008423342358252213 failure 239s 28 0.019036547525953143 0.005697060857379523 success 239s 29 0.00591933318948145 0.005585447993838235 failure 239s 30 0.018463835287415922 0.004905149007696664 success 239s 16 failures 239s OK 239s ### executing ./fon/Spectrum.praat: 239s 269 270 239s ### executing ./fon/Spectrum_draw.praat: 239s ### executing ./fon/TextGrid.praat: 239s ### executing ./fon/TextGrid_Sound_extractIntervals.praat: 239s ### executing ./fon/TextGrid_wordBoundaries.praat: 239s ### executing ./fon/data.praat: 239s Data test 239s Sound 239s Pitch 239s Formant 239s PointProcess 239s PitchTier 239s Manipulation 240s Matrix 240s Speaker 240s OTGrammar 240s Table 240s TableOfReal 240s FFNet 240s Discriminant 240s DTW 240s TextGrid 240s Network 240s text Collection 241s short text Collection 242s binary Collection 242s OK (2.836 seconds) 242s ### executing ./fon/endian.praat: 242s Endian... 242s Optimized: 243s 0.09 0.09 0.16 0.09 243s 0.09 0.09 0.16 0.09 243s Portable: 244s 0.09 0.09 0.17 0.09 244s 0.09 0.13 0.17 0.09 244s Native: 245s 0.09 0.09 0.08 0.09 245s 0.09 0.09 0.08 0.09 245s OK 245s ### executing ./fon/fftSpeed.praat: 245s FFT speed: 246s 1.152 seconds 246s ### executing ./fon/fourier.praat: 246s Fourier test 246s Low sampling frequencies: 246s .................................................. 246s Random sampling frequencies: 249s .................................................. 249s Fourier test SUCCEEDED. 249s ### executing ./fon/manual_Script.cpp.praat: 249s fon/manual_Script.cpp.praat OK 249s ### executing ./fon/pitch.praat: 249s Pitch test 249s 76.1 -0.030968 -0.030966 0.041% 249s 77.1 -0.047458 -0.047367 0.062% 249s 78.1 0.040053 0.040641 0.052% 249s 79.1 -0.015903 -0.015589 0.020% 249s 80.1 0.022426 0.024583 0.031% 249s 81.1 0.005643 0.006241 0.008% 249s 82.1 -0.013728 -0.009367 0.017% 249s 83.1 0.009296 0.012789 0.015% 249s 84.1 0.001694 0.002225 0.003% 249s 85.1 -0.003761 -0.002840 0.004% 249s 86.1 -0.004314 -0.003166 0.005% 249s 87.1 0.000121 0.000188 0.0002% 249s 88.1 0.002196 0.003188 0.004% 249s 89.1 0.000396 0.000629 0.0007% 249s 90.1 -0.001931 -0.001375 0.002% 249s 91.1 -0.004069 -0.002710 0.004% 249s 92.1 0.000748 0.001198 0.001% 249s 93.1 0.000022 0.000047 0.00005% 249s 94.1 0.000845 0.001288 0.001% 249s 95.1 0.000185 0.000213 0.0002% 249s 96.1 0.000284 0.000439 0.0005% 249s 97.1 -0.001070 -0.000714 0.001% 249s 98.1 -0.000582 -0.000391 0.0006% 249s 99.1 -0.000015 -0.000010 0.00002% 249s 100.1 0.000486 0.000710 0.0007% 249s 101.1 -0.000676 -0.000480 0.0007% 249s 102.1 0.001185 0.001643 0.002% 249s 103.1 0.000243 0.000285 0.0003% 249s 104.1 -0.000218 -0.000166 0.0002% 249s 105.1 -0.000332 -0.000254 0.0003% 249s 106.1 -0.000159 -0.000125 0.0001% 249s 107.1 0.000355 0.000424 0.0004% 249s 108.1 0.001469 0.001744 0.002% 249s 109.1 -0.000527 -0.000457 0.0005% 249s 110.1 0.000551 0.000614 0.0006% 249s 111.1 0.000153 0.000156 0.0001% 249s 112.1 -0.000628 -0.000603 0.0006% 249s 113.1 0.001344 0.001353 0.001% 249s 114.1 0.000520 0.000537 0.0005% 249s 115.1 -0.000355 -0.000332 0.0003% 249s 116.1 0.000804 0.000835 0.0007% 249s 117.1 0.000573 0.000660 0.0006% 249s 118.1 -0.000650 -0.000559 0.0006% 249s 119.1 -0.000196 -0.000161 0.0002% 249s 120.1 -0.000494 -0.000390 0.0004% 249s 121.1 -0.000911 -0.000703 0.0008% 249s 122.1 -0.000473 -0.000352 0.0004% 249s 123.1 -0.000383 -0.000285 0.0003% 249s 124.1 -0.000729 -0.000517 0.0006% 249s 125.1 0.000473 0.000655 0.0005% 249s 126.1 0.000144 0.000204 0.0002% 249s 127.1 0.000059 0.000080 0.00006% 249s 128.1 -0.000291 -0.000201 0.0002% 249s 129.1 -0.000382 -0.000254 0.0003% 249s 130.1 0.000060 0.000090 0.00007% 249s 131.1 0.000205 0.000305 0.0002% 249s 132.1 0.000692 0.000804 0.0006% 249s 133.1 -0.000736 -0.000497 0.0006% 249s 134.1 0.000276 0.000404 0.0003% 249s 135.1 0.000308 0.000447 0.0003% 249s 136.1 -0.002046 -0.001442 0.002% 249s 137.1 -0.000107 -0.000074 0.00008% 249s 138.1 -0.000718 -0.000518 0.0005% 249s 139.1 -0.000111 -0.000082 0.00008% 249s 140.1 0.000475 0.000519 0.0004% 249s 141.1 0.000517 0.000668 0.0005% 249s 142.1 0.000109 0.000138 0.00010% 249s 143.1 -0.000781 -0.000639 0.0005% 249s 144.1 -0.001783 -0.001512 0.001% 249s 145.1 0.001292 0.001508 0.001% 249s 146.1 0.000804 0.000911 0.0006% 249s 147.1 0.000518 0.000574 0.0004% 249s 148.1 0.000418 0.000425 0.0003% 249s 149.1 0.000414 0.000434 0.0003% 249s 150.1 0.000582 0.000597 0.0004% 249s 151.1 0.000925 0.000926 0.0006% 249s 152.1 0.001465 0.001506 0.0010% 249s 153.1 -0.001570 -0.001532 0.001% 249s 154.1 -0.000720 -0.000667 0.0005% 249s 155.1 0.000081 0.000088 0.00006% 249s 156.1 0.000528 0.000598 0.0004% 249s 157.1 0.000543 0.000626 0.0004% 249s 158.1 0.000145 0.000171 0.0001% 249s 159.1 -0.000471 -0.000392 0.0003% 249s 160.1 -0.000668 -0.000552 0.0004% 249s 161.1 0.000224 0.000278 0.0002% 249s 162.1 -0.001682 -0.001367 0.001% 249s 163.1 0.000252 0.000316 0.0002% 249s 164.1 0.000491 0.000586 0.0004% 249s 165.1 -0.000308 -0.000241 0.0002% 249s 166.1 -0.000621 -0.000481 0.0004% 249s 167.1 0.001122 0.001443 0.0009% 249s 168.1 0.000122 0.000155 0.00009% 249s 169.1 0.000431 0.000482 0.0003% 249s 170.1 -0.000631 -0.000488 0.0004% 249s 171.1 0.000216 0.000282 0.0002% 249s 172.1 -0.000335 -0.000258 0.0002% 249s 173.1 0.000458 0.000588 0.0003% 249s 174.1 -0.000681 -0.000537 0.0004% 249s 175.1 0.000791 0.000997 0.0006% 249s 176.1 0.000364 0.000452 0.0003% 249s 177.1 -0.000032 -0.000029 0.00002% 249s 178.1 -0.000320 -0.000267 0.0002% 249s 179.1 -0.000405 -0.000336 0.0002% 249s 180.1 0.000307 0.000363 0.0002% 249s 181.1 -0.000578 -0.000510 0.0003% 249s 182.1 -0.000740 -0.000646 0.0004% 249s 183.1 0.000340 0.000383 0.0002% 249s 184.1 -0.000508 -0.000463 0.0003% 249s 185.1 -0.000279 -0.000275 0.0002% 249s 186.1 0.000077 0.000081 0.00004% 249s 187.1 0.000038 0.000040 0.00002% 249s 188.1 0.000469 0.000476 0.0003% 249s 189.1 -0.000487 -0.000483 0.0003% 249s 190.1 0.001749 0.001769 0.0009% 249s 191.1 0.000507 0.000533 0.0003% 249s 192.1 -0.000443 -0.000418 0.0002% 249s 193.1 0.000269 0.000295 0.0002% 249s 194.1 -0.000499 -0.000446 0.0003% 249s 195.1 -0.001717 -0.001511 0.0009% 249s 196.1 0.000266 0.000309 0.0002% 249s 197.1 0.000210 0.000248 0.0001% 249s 198.1 0.000598 0.000717 0.0004% 249s 199.1 -0.000634 -0.000528 0.0003% 249s 200.1 0.000288 0.000354 0.0002% 249s 201.1 -0.000635 -0.000542 0.0003% 249s 202.1 -0.000528 -0.000422 0.0003% 249s 203.1 -0.000374 -0.000295 0.0002% 249s 204.1 -0.001521 -0.001209 0.0007% 249s 205.1 -0.000050 -0.000039 0.00002% 249s 206.1 0.001539 0.001717 0.0008% 249s 207.1 0.000135 0.000172 0.00008% 249s 208.1 0.001131 0.001436 0.0007% 249s 209.1 0.000216 0.000275 0.0001% 249s 210.1 0.001029 0.001294 0.0006% 249s 211.1 0.000214 0.000268 0.0001% 249s 212.1 0.001166 0.001445 0.0007% 249s 213.1 0.000124 0.000158 0.00007% 249s 214.1 0.001669 0.001797 0.0008% 249s 215.1 -0.000061 -0.000049 0.00003% 249s 216.1 -0.001463 -0.001245 0.0007% 249s 217.1 -0.000358 -0.000304 0.0002% 249s 218.1 -0.000543 -0.000482 0.0002% 249s 219.1 -0.000633 -0.000557 0.0003% 249s 220.1 0.000228 0.000258 0.0001% 249s 221.1 -0.000665 -0.000603 0.0003% 249s 222.1 0.000662 0.000672 0.0003% 249s 223.1 -0.000126 -0.000118 0.00006% 249s 224.1 0.000486 0.000508 0.0002% 249s 225.1 0.001227 0.001257 0.0006% 249s 277 -0.000512 -0.000440 0.0002% 249s 377 0.000039 0.000067 0.00002% 249s 477 0.000438 0.000517 0.0001% 249s 577 0.000402 0.000580 0.0001% 249s 677 -0.000336 -0.000284 0.00005% 249s 777 0.000370 0.000695 0.00009% 249s 877 -0.000453 0.000608 0.00007% 249s 977 -0.000404 -0.000173 0.00004% 249s 1077 0.000005 0.000243 0.00002% 249s 1177 -0.001799 0.000103 0.0002% 249s 1277 -0.000806 0.001731 0.0001% 249s 1377 -0.006175 0.002768 0.0004% 249s 1477 -0.001705 0.002807 0.0002% 249s 1577 -0.003271 0.007148 0.0005% 249s 1677 -0.008989 0.007691 0.0005% 249s 1777 -0.000073 0.001251 0.00007% 249s 1877 -0.009516 0.002685 0.0005% 249s 1977 -0.007073 0.014438 0.0007% 249s 2077 -0.001261 -0.000297 0.00006% 249s 2177 -0.020960 0.022265 0.001% 249s 2277 -0.013772 0.018964 0.0008% 249s 2377 -0.002429 0.004167 0.0002% 249s 2477 -0.046733 0.041489 0.002% 249s 2577 -0.007858 0.009608 0.0004% 249s 2677 -0.010074 0.016721 0.0006% 249s 2777 -0.086859 0.090618 0.003% 249s 2877 -0.033094 0.034163 0.001% 249s 2977 -0.015869 0.016680 0.0006% 249s 3077 -0.131856 0.017159 0.004% 249s 3177 -0.093060 0.097354 0.003% 249s 3277 -0.115599 0.114183 0.004% 249s 3377 -0.046378 0.045693 0.001% 249s 3477 -0.032264 0.039193 0.001% 249s 3577 -0.441111 0.422623 0.012% 249s 3677 -1.506309 1.482227 0.041% 249s 3777 -0.237804 0.239773 0.006% 249s 3877 -0.606608 1.350343 0.035% 249s 3977 -0.405180 0.397330 0.010% 249s 4077 -0.065345 0.067721 0.002% 249s 4177 -2.146165 2.083171 0.051% 250s 4277 -1.191269 2.467021 0.058% 250s 4377 -0.837043 0.832550 0.019% 250s 4477 -3.397693 3.380153 0.076% 250s 4577 -1.913115 1.847347 0.042% 250s 4677 -0.891150 0.890912 0.019% 250s 4777 -1.541146 1.534168 0.032% 250s 4877 -0.530696 0.497298 0.011% 250s 4977 -0.633131 0.592435 0.013% 250s 5077 -1.548355 1.457153 0.030% 250s 5177 -0.700773 0.690725 0.014% 250s 5277 -1.348457 1.566630 0.030% 250s 5377 -2.326134 1.935269 0.043% 250s 5477 -0.480195 0.436538 0.009% 250s 5577 -1.999131 2.006512 0.036% 250s 5677 -2.180628 2.083389 0.038% 250s 5777 -0.027835 0.036728 0.0006% 250s 5877 -1.838811 1.855825 0.032% 250s 5977 -1.631807 1.523916 0.027% 250s 6077 -0.297181 0.250942 0.005% 250s 6177 -1.877602 1.770475 0.030% 250s 6277 -1.484825 1.424548 0.024% 250s 6377 -0.740710 0.707182 0.012% 250s 6477 -2.543737 2.565398 0.040% 250s 6577 -1.631668 1.395204 0.025% 250s 6677 -1.483657 1.490892 0.022% 250s 6777 -3.359955 3.380583 0.050% 250s 6877 -1.521745 1.516560 0.022% 250s 6977 -2.344598 2.294827 0.034% 250s 7077 -3.867664 3.846764 0.055% 250s 7177 -1.063489 1.063056 0.015% 250s 7277 -3.060096 2.998655 0.042% 250s 7377 1.657024 3.922040 0.053% 250s 7477 -0.420587 0.400445 0.006% 250s 7577 -3.596863 3.341001 0.047% 250s 7677 -3.352028 3.996881 0.052% 250s 7777 -0.356913 0.325001 0.005% 250s 7877 -4.591389 4.486194 0.058% 250s 7977 -3.886376 3.772215 0.049% 250s 8077 -1.309275 1.198425 0.016% 250s 8177 -4.259032 5.056868 0.062% 250s 8277 -3.706427 3.345915 0.045% 250s 8377 -2.456178 2.368979 0.029% 250s 8477 -6.390805 6.326928 0.075% 250s 8577 -2.571469 3.172576 0.037% 250s 8677 -3.821541 3.255711 0.044% 250s 8777 -7.155729 7.030205 0.082% 250s 8877 -2.328426 2.510667 0.028% 250s 8977 -5.264408 5.279153 0.059% 250s 9077 -7.056117 7.536050 0.083% 250s 9177 -1.397612 1.382786 0.015% 250s 9277 -6.642588 6.533891 0.072% 250s 9377 -7.211824 7.472133 0.080% 250s 9477 -0.017703 0.015418 0.0002% 250s 9577 -7.757210 7.763945 0.081% 250s 9677 -7.132262 -3.033072 0.074% 250s 9777 -1.478343 1.491612 0.015% 250s 9877 -7.765086 8.536294 0.086% 250s 9977 -6.223911 6.215246 0.062% 250s 10077 -3.005295 2.783627 0.030% 250s 10177 -8.949159 7.715439 0.088% 250s 10277 -4.934147 5.032856 0.049% 250s 10377 -4.209896 4.168217 0.041% 250s 10477 -8.961699 8.749626 0.086% 250s 10577 -3.659140 3.123442 0.035% 250s 10677 -5.546912 5.243017 0.052% 250s 10777 -8.895560 8.252249 0.083% 250s 10799.9 -1.186995 0.902639 0.011% 251s 10809.9 -7.475930 5.656251 0.069% 251s 10819.9 -8.339223 8.423830 0.078% 251s 10829.9 -4.371464 4.502614 0.042% 251s 10839.9 -1.080332 0.902624 0.010% 251s 10849.9 -8.302639 7.740214 0.077% 251s 10859.9 -8.396559 7.623856 0.077% 251s 10869.9 -3.299588 1.627617 0.030% 251s 10879.9 -4.440333 3.790089 0.041% 251s 10889.9 -8.666902 8.031287 0.080% 251s 10899.9 -5.724554 7.159827 0.066% 251s 10909.9 -0.926111 1.724824 0.016% 251s 10919.9 -5.217378 5.278584 0.048% 251s 10929.9 6.470612 7.892947 0.072% 251s 10939.9 -7.682956 4.869377 0.070% 251s 10949.9 -1.899307 -1.312932 0.017% 251s 76.1 -0.028509 -0.028007 0.037% 251s 77.1 -0.001066 -0.000461 0.001% 251s 78.1 0.006637 0.019937 0.026% 251s 79.1 -0.042609 -0.005903 0.054% 251s 80.1 0.004647 0.005198 0.006% 251s 81.1 -0.002469 -0.001738 0.003% 251s 82.1 -0.002523 0.001215 0.003% 251s 83.1 0.002241 0.003443 0.004% 251s 84.1 0.002406 0.004056 0.005% 251s 85.1 -0.000562 0.007148 0.008% 251s 86.1 -0.000662 0.002528 0.003% 251s 87.1 0.001646 0.005291 0.006% 251s 88.1 0.001454 0.004297 0.005% 251s 89.1 -0.001926 0.005016 0.006% 251s 90.1 -0.003303 0.000904 0.004% 251s 91.1 -0.000447 0.002128 0.002% 251s 92.1 -0.000755 0.002332 0.003% 251s 93.1 -0.005546 0.031868 0.034% 251s 94.1 0.000203 0.004588 0.005% 251s 95.1 -0.005055 0.002751 0.005% 251s 96.1 -0.017436 0.003576 0.018% 251s 97.1 -0.000289 0.002548 0.003% 251s 98.1 -0.004164 -0.000686 0.004% 251s 99.1 -0.002140 0.001713 0.002% 251s 100.1 0.001210 0.005128 0.005% 251s 101.1 0.000611 0.004850 0.005% 251s 102.1 -0.000508 0.000601 0.0006% 251s 103.1 -0.000963 -0.000109 0.0009% 251s 104.1 -0.045640 -0.000729 0.044% 251s 105.1 -0.001811 0.000808 0.002% 251s 106.1 -0.002847 0.005835 0.005% 251s 107.1 -0.001937 0.007254 0.007% 251s 108.1 -0.000664 0.016005 0.015% 251s 109.1 -0.000200 0.049616 0.045% 251s 110.1 0.000262 0.012337 0.011% 251s 111.1 -0.010383 0.004759 0.009% 251s 112.1 -0.004743 -0.001517 0.004% 251s 113.1 -0.001988 0.002967 0.003% 251s 114.1 -0.000899 0.006521 0.006% 251s 115.1 -0.002068 0.001086 0.002% 251s 116.1 -0.004654 0.075272 0.065% 251s 117.1 0.000068 0.011660 0.010% 251s 118.1 -0.003922 0.000077 0.003% 251s 119.1 -0.000168 0.007003 0.006% 251s 120.1 -0.011047 -0.000555 0.009% 251s 121.1 0.000520 0.005769 0.005% 251s 122.1 -0.020674 0.008446 0.017% 251s 123.1 -0.000065 0.007918 0.006% 251s 124.1 -0.003362 0.014913 0.012% 251s 125.1 0.001588 0.010392 0.008% 251s 126.1 -0.003882 0.002072 0.003% 251s 127.1 -0.020708 0.001943 0.016% 251s 128.1 -0.009400 0.008230 0.007% 251s 129.1 -0.018387 -0.001367 0.014% 251s 130.1 -0.006766 0.003980 0.005% 251s 131.1 0.002002 0.008398 0.006% 251s 132.1 -0.005906 0.010018 0.008% 251s 133.1 -0.010712 0.003060 0.008% 251s 134.1 -0.005035 0.015005 0.011% 251s 135.1 0.000522 0.015711 0.012% 252s 136.1 -0.001857 0.007591 0.006% 252s 137.1 -0.113516 -0.000170 0.083% 252s 138.1 -0.061469 -0.001287 0.045% 252s 139.1 -0.003649 0.011009 0.008% 252s 140.1 -0.002069 0.002281 0.002% 252s 141.1 0.001047 0.056380 0.040% 252s 142.1 -0.004309 0.006590 0.005% 252s 143.1 -0.000934 0.153323 0.107% 252s 144.1 -0.000445 0.012023 0.008% 252s 145.1 -0.000794 0.141621 0.098% 252s 146.1 -0.017108 -0.001129 0.012% 252s 147.1 -0.026910 0.002124 0.018% 252s 148.1 -0.002998 -0.002398 0.002% 252s 149.1 -0.003612 0.004267 0.003% 252s 150.1 -0.002628 -0.001041 0.002% 252s 151.1 -0.000826 0.001425 0.0009% 252s 152.1 -0.006106 -0.000733 0.004% 252s 153.1 -0.012450 0.002272 0.008% 252s 154.1 0.001684 0.004071 0.003% 252s 155.1 -0.004335 0.011304 0.007% 252s 156.1 -0.005432 0.006010 0.004% 252s 157.1 0.001044 0.011223 0.007% 252s 158.1 0.000213 0.000613 0.0004% 252s 159.1 -0.016486 0.004534 0.010% 252s 160.1 -0.005709 0.000486 0.004% 252s 161.1 -0.006990 0.000055 0.004% 252s 162.1 -0.002266 0.003718 0.002% 252s 163.1 -0.001895 0.013007 0.008% 252s 164.1 0.000947 0.013943 0.008% 252s 165.1 -0.024976 0.000342 0.015% 252s 166.1 -0.011208 -0.003783 0.007% 252s 167.1 -0.007858 0.014826 0.009% 252s 168.1 -0.000613 0.050720 0.030% 252s 169.1 -0.008590 0.029818 0.018% 252s 170.1 -0.007029 0.011871 0.007% 252s 171.1 -0.006155 0.002652 0.004% 252s 172.1 -0.009601 0.002800 0.006% 252s 173.1 -0.043722 0.005155 0.025% 252s 174.1 -0.010788 -0.000974 0.006% 252s 175.1 -0.004447 0.007794 0.004% 252s 176.1 0.002506 0.006259 0.004% 252s 177.1 -0.006459 0.009092 0.005% 252s 178.1 -0.023877 -0.001016 0.013% 252s 179.1 -0.000340 0.005671 0.003% 252s 180.1 -0.007002 0.028056 0.016% 252s 181.1 -0.015407 0.003991 0.009% 252s 182.1 -0.013445 0.114441 0.063% 252s 183.1 -0.006626 0.021095 0.012% 252s 184.1 -0.007243 -0.001997 0.004% 252s 185.1 -0.099022 0.012591 0.053% 252s 186.1 -0.003252 0.004906 0.003% 252s 187.1 -0.007365 0.001128 0.004% 252s 188.1 -0.006972 0.011690 0.006% 252s 189.1 -0.014363 -0.001498 0.008% 252s 190.1 -0.007549 0.020752 0.011% 252s 191.1 -0.007185 0.010928 0.006% 253s 192.1 -0.014817 0.003556 0.008% 253s 193.1 0.003016 0.037920 0.020% 253s 194.1 -0.006003 0.001355 0.003% 253s 195.1 -0.005350 0.006169 0.003% 253s 196.1 -0.005988 0.023997 0.012% 253s 197.1 -0.006590 0.002105 0.003% 253s 198.1 -0.002737 0.027272 0.014% 253s 199.1 -0.023504 -0.005206 0.012% 253s 200.1 -0.002643 0.029214 0.015% 253s 201.1 -0.023309 0.005761 0.012% 253s 202.1 0.000068 0.009225 0.005% 253s 203.1 -0.008118 0.019171 0.009% 253s 204.1 -0.022630 0.010178 0.011% 253s 205.1 -0.004477 0.043217 0.021% 253s 206.1 -0.163062 0.013848 0.079% 253s 207.1 -0.002705 0.013726 0.007% 253s 208.1 -0.003666 0.002227 0.002% 253s 209.1 -0.001972 0.009870 0.005% 253s 210.1 -0.127636 0.170941 0.081% 253s 211.1 -0.011582 0.019383 0.009% 253s 212.1 -0.026836 0.003220 0.013% 253s 213.1 -0.004125 0.008531 0.004% 253s 214.1 -0.004748 0.013585 0.006% 253s 215.1 -0.034898 0.017868 0.016% 253s 216.1 -0.003173 0.007755 0.004% 253s 217.1 -0.031882 0.007101 0.015% 253s 218.1 -0.027016 0.069957 0.032% 253s 219.1 -0.038498 0.004599 0.018% 253s 220.1 0.007841 0.044101 0.020% 253s 221.1 -0.003302 0.009181 0.004% 253s 222.1 0.003921 0.005715 0.003% 253s 223.1 -0.014038 -0.002644 0.006% 253s 224.1 0.004224 0.019953 0.009% 253s 225.1 -0.004848 0.000798 0.002% 253s 277 -0.010902 0.000346 0.004% 253s 377 -0.097467 0.043785 0.026% 253s 477 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269s 5177 -2.469471 3.338865 0.064% 269s 5277 -4.575477 3.892109 0.087% 270s 5377 -3.029772 2.590056 0.056% 270s 219 -0.018531 -0.007030 0.008% 270s 220 0.009421 0.030620 0.014% 270s 75.1 -0.043200 0.037204 0.058% 270s 76.1 -0.048218 0.031290 0.063% 270s 77.1 -0.050455 0.029586 0.065% 270s 78.1 -0.046590 0.022246 0.060% 270s 79.1 -0.021701 0.013144 0.027% 270s 80.1 -0.034935 0.005651 0.044% 270s 81.1 -0.024266 -0.002311 0.030% 270s 82.1 -0.016958 -0.008168 0.021% 270s 83.1 -0.012415 -0.006010 0.015% 270s 84.1 -0.016434 0.002816 0.020% 270s 85.1 -0.019399 0.010228 0.023% 270s 86.1 -0.020031 0.016869 0.023% 270s 87.1 -0.020020 0.023254 0.027% 270s 88.1 -0.014625 0.027595 0.031% 270s 89.1 -0.015603 0.031809 0.036% 270s 90.1 -0.013957 0.017877 0.020% 270s 91.1 -0.010729 0.032471 0.036% 270s 92.1 -0.005775 0.032471 0.035% 270s 93.1 -0.001442 0.029703 0.032% 270s 94.1 0.004093 0.028360 0.030% 270s 95.1 0.004965 0.009187 0.010% 270s 96.1 0.007526 0.022270 0.023% 270s 97.1 0.008129 0.017623 0.018% 270s 98.1 0.009873 0.015599 0.016% 270s 99.1 0.011176 0.013690 0.014% 270s 100.1 0.011279 0.012106 0.012% 270s 101.1 0.008991 0.009106 0.009% 270s 102.1 0.009634 0.009760 0.010% 270s 103.1 0.007056 0.007543 0.007% 270s 104.1 0.004638 0.006541 0.006% 270s 105.1 0.002453 0.006112 0.006% 270s 106.1 0.000557 0.005951 0.006% 270s 107.1 -0.000537 0.006137 0.006% 270s 108.1 -0.001403 0.007699 0.007% 270s 109.1 -0.004903 0.005800 0.005% 270s 110.1 -0.004858 0.006814 0.006% 270s 111.1 -0.005995 -0.002611 0.005% 270s 112.1 -0.006193 0.005807 0.006% 270s 113.1 -0.004188 0.007374 0.007% 270s 114.1 -0.005069 0.006273 0.005% 270s 115.1 -0.005122 0.004767 0.004% 270s 116.1 -0.002752 0.002639 0.002% 270s 117.1 -0.001733 0.004907 0.004% 270s 118.1 -0.001467 0.002994 0.003% 270s 119.1 -0.000115 0.002978 0.003% 270s 120.1 0.000823 0.002331 0.002% 270s 121.1 0.001404 0.001546 0.001% 270s 122.1 0.001759 0.002664 0.002% 270s 123.1 0.001678 0.003225 0.003% 270s 124.1 0.001426 0.003321 0.003% 270s 125.1 0.002758 0.004399 0.004% 270s 126.1 0.002536 0.003882 0.003% 270s 127.1 0.003011 0.003478 0.003% 270s 128.1 0.002511 0.002735 0.002% 270s 129.1 0.001742 0.003044 0.002% 270s 130.1 0.001434 0.003830 0.003% 270s 131.1 0.000940 0.004237 0.003% 270s 132.1 0.000505 0.001559 0.001% 270s 133.1 -0.001674 0.003588 0.003% 270s 134.1 -0.001370 0.004555 0.003% 270s 135.1 -0.001779 0.004324 0.003% 270s 136.1 -0.003910 0.001537 0.003% 270s 137.1 -0.002655 0.003074 0.002% 270s 138.1 -0.003212 0.002298 0.002% 270s 139.1 -0.002493 0.002211 0.002% 270s 140.1 -0.001304 0.001848 0.001% 270s 141.1 -0.001052 0.001579 0.001% 270s 142.1 -0.001030 0.000445 0.0007% 270s 143.1 -0.001324 -0.001027 0.0009% 270s 144.1 -0.002452 -0.001767 0.002% 270s 145.1 0.000118 0.001848 0.001% 270s 146.1 -0.000780 0.001773 0.001% 270s 147.1 -0.001261 0.001828 0.001% 270s 148.1 0.001096 0.001951 0.001% 270s 149.1 -0.001517 0.001904 0.001% 270s 150.1 -0.001184 0.002272 0.002% 270s 151.1 -0.000562 0.002670 0.002% 270s 152.1 0.000416 0.003039 0.002% 270s 153.1 -0.001627 -0.000256 0.001% 270s 154.1 -0.000984 0.000294 0.0006% 270s 155.1 0.000267 0.000698 0.0005% 270s 156.1 0.000830 0.001169 0.0007% 270s 157.1 0.000489 0.001586 0.001% 270s 158.1 -0.000317 0.001491 0.0009% 270s 159.1 -0.001213 0.001119 0.0008% 270s 160.1 -0.001617 0.001088 0.001% 270s 161.1 -0.000927 0.001973 0.001% 270s 162.1 -0.002598 0.000084 0.002% 270s 163.1 -0.000919 0.001776 0.001% 270s 164.1 -0.000657 0.000947 0.0006% 270s 165.1 -0.001349 0.000566 0.0008% 270s 166.1 -0.001413 -0.000029 0.0009% 270s 167.1 0.000696 0.001408 0.0008% 270s 168.1 -0.000206 -0.000167 0.0001% 270s 169.1 0.000236 0.000402 0.0002% 270s 170.1 -0.001623 -0.000360 0.0010% 270s 171.1 -0.001115 0.000690 0.0007% 270s 172.1 -0.001880 0.000354 0.001% 270s 173.1 -0.001115 0.001244 0.0007% 270s 174.1 -0.002440 0.000290 0.001% 270s 175.1 -0.001004 0.001825 0.001% 270s 176.1 -0.001406 0.001315 0.0008% 270s 177.1 -0.001508 0.000646 0.0009% 270s 178.1 -0.001742 0.000396 0.0010% 270s 179.1 -0.001555 0.000174 0.0009% 270s 180.1 -0.000509 0.000689 0.0004% 270s 181.1 -0.001079 -0.000436 0.0006% 270s 182.1 -0.000968 -0.000733 0.0005% 270s 183.1 0.000122 0.000364 0.0002% 270s 184.1 -0.000891 -0.000246 0.0005% 270s 185.1 -0.000797 -0.000579 0.0004% 270s 186.1 -0.000464 0.000689 0.0004% 270s 187.1 -0.000624 0.000726 0.0004% 270s 188.1 -0.000237 0.001179 0.0006% 270s 189.1 -0.001147 0.000152 0.0006% 270s 190.1 0.001183 0.001992 0.001% 270s 191.1 0.000040 0.000963 0.0005% 270s 192.1 -0.000737 -0.000187 0.0004% 270s 193.1 0.000074 0.000354 0.0002% 270s 194.1 -0.000612 -0.000526 0.0003% 270s 195.1 -0.001966 -0.001511 0.001% 270s 196.1 -0.000250 0.000531 0.0003% 270s 197.1 -0.000491 0.000587 0.0003% 270s 198.1 -0.000206 0.001105 0.0006% 270s 199.1 -0.001535 -0.000145 0.0008% 270s 200.1 -0.000697 0.000813 0.0004% 270s 201.1 -0.001067 -0.000072 0.0005% 270s 202.1 -0.001427 0.000019 0.0007% 270s 203.1 -0.001269 0.000091 0.0006% 270s 204.1 -0.002195 -0.001092 0.001% 270s 205.1 -0.000734 0.000138 0.0004% 270s 206.1 0.001623 0.001797 0.0009% 270s 207.1 -0.000207 0.000133 0.00010% 270s 208.1 0.001086 0.001148 0.0006% 270s 209.1 0.000009 0.000194 0.00009% 270s 210.1 0.000855 0.001231 0.0006% 270s 211.1 -0.000138 0.000438 0.0002% 270s 212.1 0.000889 0.001606 0.0008% 270s 213.1 -0.000281 0.000498 0.0002% 270s 214.1 0.001371 0.002059 0.0010% 270s 215.1 -0.000406 0.000323 0.0002% 270s 216.1 -0.001644 -0.001012 0.0008% 270s 217.1 -0.000548 -0.000068 0.0003% 270s 218.1 -0.000614 -0.000326 0.0003% 270s 219.1 -0.000631 -0.000471 0.0003% 270s 220.1 0.000274 0.000299 0.0001% 270s 221.1 -0.000694 -0.000490 0.0003% 270s 222.1 0.000785 0.000857 0.0004% 270s 223.1 -0.000354 0.000113 0.0002% 270s 224.1 0.000204 0.000802 0.0004% 270s 225.1 0.000913 0.001575 0.0007% 270s 277 -0.000510 -0.000337 0.0002% 270s 377 0.000014 0.000096 0.00003% 270s 477 0.000486 0.000522 0.0001% 270s 577 0.000508 0.000520 0.00009% 270s 677 -0.000278 -0.000273 0.00004% 270s 777 0.000539 0.000540 0.00007% 270s 877 0.000100 0.000103 0.00001% 270s 977 -0.000258 -0.000257 0.00003% 270s 1077 0.000127 0.000128 0.00001% 270s 1177 -0.000819 -0.000818 0.00007% 270s 1277 0.000462 0.000462 0.00004% 270s 1377 -0.002054 -0.002054 0.0001% 270s 1477 0.000576 0.000577 0.00004% 270s 1577 0.001922 0.001922 0.0001% 270s 1677 -0.000439 -0.000439 0.00003% 270s 1777 0.000595 0.000595 0.00003% 270s 1877 -0.000552 -0.000552 0.00003% 270s 1977 -0.000552 -0.000552 0.00003% 270s 2077 -0.000822 -0.000822 0.00004% 270s 2177 -0.000205 -0.000205 0.000009% 270s 2277 -0.000282 -0.000282 0.00001% 270s 2377 0.000951 0.000951 0.00004% 270s 2477 0.000386 0.000386 0.00002% 270s 2577 -0.000231 -0.000231 0.000009% 270s 2677 0.001406 0.001406 0.00005% 270s 2777 0.000680 0.000680 0.00002% 270s 2877 -0.000170 -0.000170 0.000006% 270s 2977 0.000663 0.000663 0.00002% 270s 3077 0.000747 0.000747 0.00002% 270s 3177 0.002218 0.002218 0.00007% 270s 3277 -0.000574 -0.000574 0.00002% 270s 3377 -0.000598 -0.000598 0.00002% 270s 3477 0.000099 0.000099 0.000003% 270s 3577 -0.000576 -0.000576 0.00002% 270s 3677 0.001264 0.001264 0.00003% 270s 3777 0.000852 0.000852 0.00002% 270s 3877 0.0000006 0.0000006 0.00000002% 270s 3977 -0.001507 -0.001507 0.00004% 270s 4077 0.001232 0.001232 0.00003% 270s 4177 -0.000286 -0.000286 0.000007% 270s 4277 0.000917 0.000917 0.00002% 270s 4377 -0.002211 -0.002211 0.00005% 271s 4477 0.002692 0.002692 0.00006% 271s 4577 -0.001231 -0.001231 0.00003% 271s 4677 -0.000870 -0.000870 0.00002% 271s 4777 -0.000094 -0.000094 0.000002% 271s 4877 0.002107 0.002107 0.00004% 271s 4977 -0.000611 -0.000611 0.00001% 271s 5077 -0.002506 -0.002506 0.00005% 271s 5177 0.001398 0.001398 0.00003% 271s 5277 0.001138 0.001138 0.00002% 271s 5377 -0.003928 -0.003928 0.00007% 271s 5477 -0.003101 -0.003101 0.00006% 271s 5577 0.000267 0.000267 0.000005% 271s 5677 0.004662 0.004662 0.00008% 271s 5777 0.001500 0.001500 0.00003% 271s 5877 -0.003775 -0.003775 0.00006% 271s 5977 -0.003191 -0.003191 0.00005% 271s 6077 0.002984 0.002984 0.00005% 271s 6177 -0.002049 -0.002049 0.00003% 271s 6277 -0.0000002 -0.0000002 0.000000004% 271s 6377 -0.000021 -0.000021 0.0000003% 271s 6477 0.003158 0.003158 0.00005% 271s 6577 0.000007 0.000007 0.0000001% 271s 6677 0.003308 0.003308 0.00005% 271s 6777 -0.000510 -0.000510 0.000008% 271s 6877 -0.000888 -0.000888 0.00001% 271s 6977 0.004775 0.004775 0.00007% 271s 7077 -0.002302 -0.002302 0.00003% 271s 7177 -0.000002 -0.000002 0.00000002% 271s 7277 -0.000231 -0.000231 0.000003% 271s 7377 0.000654 0.000654 0.000009% 271s 7477 0.000001 0.000001 0.00000001% 271s 7577 0.005089 0.005089 0.00007% 271s 7677 -0.005683 -0.005683 0.00007% 271s 7777 -0.003389 -0.003389 0.00004% 271s 7877 0.002700 0.002700 0.00003% 271s 7977 -0.000057 -0.000057 0.0000007% 271s 8077 0.005586 0.005586 0.00007% 271s 8177 -0.000073 -0.000073 0.0000009% 271s 8277 -0.000061 -0.000061 0.0000007% 271s 8377 -0.000047 -0.000047 0.0000006% 271s 8477 -0.000036 -0.000036 0.0000004% 271s 8577 0.000048 0.000048 0.0000006% 271s 8677 0.000522 0.000522 0.000006% 271s 8777 0.001497 0.001497 0.00002% 271s 8877 -0.001889 -0.001889 0.00002% 271s 8977 -0.000686 -0.000686 0.000008% 271s 9077 -0.000122 -0.000122 0.000001% 271s 9177 0.000015 0.000015 0.0000002% 271s 9277 0.000018 0.000018 0.0000002% 271s 9377 0.000016 0.000016 0.0000002% 271s 9477 0.000025 0.000025 0.0000003% 271s 9577 0.000014 0.000014 0.0000001% 271s 9677 -0.000057 -0.000057 0.0000006% 271s 9777 -0.006938 -0.006938 0.00007% 271s 9877 -0.000254 -0.000254 0.000003% 271s 9977 -0.006065 -0.006065 0.00006% 271s 10077 0.000223 0.000224 0.000002% 271s 10177 -0.001650 -0.001649 0.00002% 271s 10277 -0.002336 -0.002333 0.00002% 271s 10377 -0.003508 -0.003504 0.00003% 271s 10477 -0.002951 -0.002943 0.00003% 271s 10577 -0.009052 -0.009033 0.00009% 271s 10677 -0.016155 -0.016103 0.0002% 272s 10777 -0.033930 -0.033734 0.0003% 272s 10799.9 0.030906 0.031052 0.0003% 272s 10809.9 -0.004739 -0.004710 0.00004% 272s 10819.9 -0.053332 -0.052962 0.0005% 272s 10829.9 -0.045349 -0.044697 0.0004% 272s 10839.9 0.018358 0.018483 0.0002% 272s 10849.9 0.050201 0.050582 0.0005% 272s 10859.9 -0.008830 -0.008772 0.00008% 272s 10869.9 -0.095472 -0.094388 0.0009% 272s 10879.9 -0.084825 -0.082611 0.0008% 272s 10889.9 0.032440 0.034361 0.0003% 272s 10899.9 0.097921 0.099154 0.0009% 272s 10909.9 -0.021315 -0.021265 0.0002% 272s 10919.9 -0.215293 -0.209307 0.002% 272s 10929.9 -0.201141 -0.198197 0.002% 272s 10939.9 0.089269 0.101825 0.0009% 272s 10949.9 0.272332 0.280210 0.003% 272s 75.1 -0.000571 -0.000453 0.0008% 272s 76.1 -0.000782 -0.000734 0.001% 272s 77.1 -0.000073 -0.000008 0.00009% 272s 78.1 0.000067 0.002518 0.003% 272s 79.1 -0.001408 -0.001088 0.002% 272s 80.1 0.000932 0.001048 0.001% 272s 81.1 -0.000609 -0.000499 0.0008% 272s 82.1 -0.001398 0.000083 0.002% 272s 83.1 0.000829 0.000941 0.001% 272s 84.1 0.000557 0.002564 0.003% 272s 85.1 0.000690 0.000780 0.0009% 272s 86.1 0.000462 0.001418 0.002% 272s 87.1 0.001023 0.001081 0.001% 272s 88.1 0.000286 0.003375 0.004% 272s 89.1 0.000136 0.000194 0.0002% 272s 90.1 -0.001764 -0.001508 0.002% 272s 91.1 0.000228 0.000555 0.0006% 272s 92.1 0.000601 0.000670 0.0007% 272s 93.1 -0.001445 -0.001392 0.002% 272s 94.1 0.000185 0.003724 0.004% 272s 95.1 -0.000857 -0.000757 0.0009% 272s 96.1 0.000329 0.000445 0.0005% 272s 97.1 0.000752 0.000834 0.0009% 272s 98.1 -0.001970 -0.001918 0.002% 272s 99.1 -0.000991 0.000906 0.0010% 272s 100.1 0.000804 0.004638 0.005% 272s 101.1 0.001017 0.002355 0.002% 272s 102.1 -0.000347 -0.000219 0.0003% 272s 103.1 -0.000899 -0.000788 0.0009% 272s 104.1 -0.001120 -0.001041 0.001% 272s 105.1 -0.001143 -0.001115 0.001% 272s 106.1 -0.001083 -0.001042 0.001% 272s 107.1 -0.000825 -0.000753 0.0008% 272s 108.1 -0.000265 -0.000147 0.0002% 272s 109.1 0.000581 0.003207 0.003% 272s 110.1 0.000715 0.005629 0.005% 272s 111.1 -0.000252 0.001639 0.001% 272s 112.1 -0.002628 -0.002526 0.002% 272s 113.1 -0.000576 -0.000563 0.0005% 272s 114.1 0.001906 0.001983 0.002% 272s 115.1 -0.000713 -0.000695 0.0006% 272s 116.1 -0.000697 -0.000554 0.0006% 272s 117.1 0.001277 0.006273 0.005% 272s 118.1 -0.002958 -0.002829 0.003% 272s 119.1 0.001701 0.001745 0.001% 272s 120.1 -0.000981 -0.000943 0.0008% 272s 121.1 0.000493 0.002994 0.002% 272s 122.1 -0.001975 -0.001781 0.002% 272s 123.1 0.001664 0.001701 0.001% 272s 124.1 -0.001471 -0.001452 0.001% 272s 125.1 0.001169 0.007399 0.006% 272s 126.1 -0.002353 -0.002323 0.002% 272s 127.1 0.000174 0.000194 0.0002% 272s 128.1 0.000777 0.006194 0.005% 272s 129.1 -0.003208 -0.003163 0.002% 272s 130.1 0.000176 0.000202 0.0002% 272s 131.1 0.001114 0.008173 0.006% 273s 132.1 -0.001569 -0.001554 0.001% 273s 133.1 -0.001549 -0.001529 0.001% 273s 134.1 0.000994 0.003077 0.002% 273s 135.1 0.002566 0.002637 0.002% 273s 136.1 0.000093 0.000369 0.0003% 273s 137.1 -0.003227 -0.003182 0.002% 273s 138.1 -0.001634 -0.001611 0.001% 273s 139.1 -0.000810 -0.000489 0.0006% 273s 140.1 0.001559 0.001609 0.001% 273s 141.1 0.002297 0.009646 0.007% 273s 142.1 0.002608 0.002699 0.002% 273s 143.1 0.000613 0.005343 0.004% 273s 144.1 0.000393 0.000416 0.0003% 273s 145.1 -0.000621 -0.000301 0.0004% 273s 146.1 -0.001801 -0.001781 0.001% 273s 147.1 -0.000993 -0.000893 0.0007% 273s 148.1 -0.002708 -0.002693 0.002% 273s 149.1 -0.001073 -0.000988 0.0007% 273s 150.1 -0.002415 -0.002387 0.002% 273s 151.1 -0.000799 -0.000628 0.0005% 273s 152.1 -0.000762 -0.000741 0.0005% 273s 153.1 0.000149 0.000968 0.0006% 273s 154.1 0.001956 0.001988 0.001% 273s 155.1 0.001861 0.011470 0.007% 273s 156.1 0.003215 0.003282 0.002% 273s 157.1 0.003924 0.007286 0.005% 273s 158.1 0.000501 0.000530 0.0003% 273s 159.1 -0.003490 -0.003336 0.002% 273s 160.1 -0.001995 -0.001966 0.001% 273s 161.1 -0.003555 -0.003530 0.002% 273s 162.1 0.000194 0.001555 0.0010% 273s 163.1 0.003430 0.003494 0.002% 273s 164.1 0.004580 0.006916 0.004% 273s 165.1 -0.000901 -0.000869 0.0005% 273s 166.1 -0.005864 -0.005831 0.004% 273s 167.1 -0.000821 -0.000368 0.0005% 273s 168.1 0.003511 0.003538 0.002% 273s 169.1 0.004519 0.005336 0.003% 273s 170.1 -0.001768 -0.001727 0.001% 273s 171.1 -0.003981 -0.003960 0.002% 273s 172.1 0.002120 0.003017 0.002% 273s 173.1 0.002193 0.002228 0.001% 273s 174.1 -0.005835 -0.005706 0.003% 273s 175.1 -0.000834 -0.000634 0.0005% 273s 176.1 0.003966 0.003997 0.002% 273s 177.1 -0.000438 -0.000227 0.0002% 273s 178.1 -0.001766 -0.001731 0.0010% 273s 179.1 0.003098 0.003107 0.002% 273s 180.1 0.003161 0.003957 0.002% 273s 181.1 -0.002061 -0.002025 0.001% 273s 182.1 0.002558 0.002584 0.001% 273s 183.1 0.003639 0.004476 0.002% 273s 184.1 -0.001990 -0.001959 0.001% 273s 185.1 0.003432 0.003450 0.002% 273s 186.1 0.000529 0.001055 0.0006% 273s 187.1 -0.001401 -0.001362 0.0007% 273s 188.1 0.004344 0.004410 0.002% 274s 189.1 -0.005518 -0.005361 0.003% 274s 190.1 -0.000343 -0.000008 0.0002% 274s 191.1 0.002434 0.002456 0.001% 274s 192.1 -0.007463 -0.007448 0.004% 274s 193.1 0.005606 0.019787 0.010% 274s 194.1 -0.001645 -0.001598 0.0008% 274s 195.1 0.000676 0.000714 0.0004% 274s 196.1 0.003642 0.004168 0.002% 274s 197.1 -0.001259 -0.001133 0.0006% 274s 198.1 0.003969 0.004005 0.002% 274s 199.1 -0.008543 -0.008539 0.004% 274s 200.1 0.006572 0.020882 0.010% 274s 201.1 -0.002057 -0.002003 0.001% 274s 202.1 0.003472 0.003495 0.002% 274s 203.1 -0.004514 -0.004337 0.002% 274s 204.1 0.000307 0.004654 0.002% 274s 205.1 -0.000211 -0.000168 0.0001% 274s 206.1 -0.000601 -0.000560 0.0003% 274s 207.1 0.002048 0.002384 0.001% 274s 208.1 -0.000729 -0.000259 0.0004% 274s 209.1 0.001040 0.001074 0.0005% 274s 210.1 -0.002329 -0.002289 0.001% 274s 211.1 0.003760 0.003956 0.002% 274s 212.1 -0.000728 -0.000242 0.0003% 274s 213.1 0.000569 0.000604 0.0003% 274s 214.1 -0.000525 -0.000488 0.0002% 274s 215.1 -0.000928 -0.000678 0.0004% 274s 216.1 0.000370 0.005739 0.003% 274s 217.1 -0.001232 -0.001189 0.0006% 274s 218.1 0.003795 0.003811 0.002% 274s 219.1 -0.009134 -0.009097 0.004% 274s 220.1 0.009455 0.024934 0.011% 274s 221.1 -0.002073 -0.002004 0.0009% 274s 222.1 0.004898 0.004936 0.002% 274s 223.1 -0.008294 -0.008284 0.004% 274s 224.1 0.009252 0.010354 0.005% 274s 225.1 -0.000680 -0.000213 0.0003% 274s 277 -0.001175 -0.001124 0.0004% 274s 377 0.003626 0.003712 0.0010% 274s 477 0.138599 0.139427 0.029% 274s 577 0.222087 0.222401 0.039% 275s 677 -0.022868 -0.022863 0.003% 275s 777 0.135605 0.135696 0.017% 275s 877 0.003293 0.003333 0.0004% 275s 977 0.004824 0.004842 0.0005% 275s 1077 0.002097 0.002126 0.0002% 275s 1177 -0.007319 -0.007305 0.0006% 275s 1277 0.003115 0.003195 0.0003% 275s 1377 0.049295 0.551415 0.040% 275s 1477 0.003617 0.003624 0.0002% 276s 1577 -0.000564 0.001370 0.00009% 276s 1677 -0.004037 -0.003975 0.0002% 276s 1777 -0.035997 -0.035883 0.002% 276s 1877 -0.000447 0.000154 0.00002% 276s 1977 0.002206 0.002278 0.0001% 277s 2077 0.014618 0.014706 0.0007% 277s 2177 2.871234 2.872151 0.132% 277s 2187 3.781050 3.784491 0.173% 277s 2197 2.757086 2.849181 0.130% 277s 2207 -0.016427 0.001951 0.0007% 278s 2217 -0.001978 0.001762 0.00009% 278s 2227 -0.001517 0.000592 0.00007% 278s 2237 -0.002307 -0.000889 0.0001% 278s 2247 -0.002171 -0.001112 0.00010% 278s 2257 -0.002216 -0.001374 0.00010% 279s 2267 -0.000576 0.000110 0.00003% 279s 2277 0.000143 0.000724 0.00003% 279s 2377 -0.000872 -0.000727 0.00004% 279s 2477 -0.005484 -0.005468 0.0002% 280s 2577 -0.001438 -0.001294 0.00006% 280s 2677 -0.373947 -0.373647 0.014% 280s 2777 -0.005046 -0.000225 0.0002% 280s 2877 -0.002037 -0.001315 0.00007% 281s 2977 0.000699 0.000998 0.00003% 281s 3077 0.000846 0.000959 0.00003% 281s 3177 0.003580 0.003590 0.0001% 282s 3277 0.002514 0.002625 0.00008% 282s 3377 0.002577 0.002791 0.00008% 282s 3477 -0.059187 -0.058842 0.002% 283s 3577 -0.672627 -0.672143 0.019% 283s 3677 -0.223554 -0.002088 0.006% 283s 3777 -0.001923 0.000691 0.00005% 284s 3877 -0.003615 -0.002413 0.00009% 284s 3977 -0.000783 -0.000078 0.00002% 285s 4077 -0.000642 -0.000200 0.00002% 285s 4177 0.005943 0.006212 0.0001% 285s 4277 -0.004712 -0.004567 0.0001% 286s 4377 -0.003559 -0.003511 0.00008% 286s 4477 -0.001605 -0.001569 0.00004% 287s 4577 0.010146 0.010256 0.0002% 287s 4677 -0.008751 -0.008571 0.0002% 288s 4777 -0.005237 -0.004991 0.0001% 288s 4877 0.004215 0.004536 0.00009% 289s 4977 0.021748 0.022155 0.0004% 289s 5077 0.002018 0.002525 0.00005% 290s 5177 -0.180347 -0.179704 0.003% 290s 5277 0.613001 0.613820 0.012% 291s 5377 -0.848438 -0.847558 0.016% 291s 219 -0.010309 -0.010301 0.005% 291s 220 0.012839 0.022749 0.010% 291s Pitch test finished OK 41.85730504989624 291s ### executing ./fon/resample11_8.praat: 291s static double filter_11_8 [8] [400] = { 291s { 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, 0.000254731856, -0.000036198175, -0.000236433106, 0.000316478061, -0.000112371866, -0.000213430823, 0.000371695142, -0.000202178970, -0.000167375830, 0.000414331867, -0.000301800899, -0.000096351629, 0.000438093910, -0.000405872117, 0, 0.000436889382, -0.000507629466, 0.000120189402, 0.000405322317, -0.000599186340, 0.000260685045, 0.000339204138, -0.000671926636, 0.000415840056, 0.000236048993, -0.000717004604, 0.000577958334, 0.000095516695, -0.000725928201, 0.000737511577, -0.000080232927, -0.000691195805, 0.000883509612, 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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, }; 291s ### executing ./fon/resample22_8.praat: 292s static double filter_11_4 [4] [400] = { 292s { -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, 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-0.000024469752, 0.000003531641, 0.000022112659, 0.000017215063, -0.000001155566, -0.000013581216, -0.000010974600, 0, 0.000007312092, 0.000005981307, 0.000000330770, -0.000003113798, -0.000002418629, -0.000000218042, 0.000000761317, 0.000000420471, 0.000000023886, -0.000000001136, }, 292s { -0.000000012122, 0.000000169416, 0.000000676600, 0.000000492927, -0.000001285212, -0.000003179366, -0.000001931892, 0.000003233437, 0.000007616850, 0.000004679783, -0.000005730447, -0.000014039846, -0.000009081966, 0.000008453379, 0.000022451649, 0.000015472775, -0.000011042922, -0.000032805323, -0.000024169813, 0.000013106621, 0.000045001449, 0.000035468218, -0.000014222684, -0.000058886389, -0.000049634984, 0.000013944270, 0.000074251099, 0.000066903370, -0.000011804215, -0.000090830494, -0.000087467464, 0.000007320153, 0.000108303405, 0.000111476963, 0, -0.000126293112, -0.000139032216, -0.000010652257, 0.000144368472, 0.000170179582, 0.000025130521, -0.000162045633, -0.000204907158, 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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, }, 292s }; 292s ### executing ./fon/resample24_8.praat: 292s 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, }; 292s ### executing ./fon/resample32_8.praat: 293s 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, }; 293s ### executing ./fon/resample44_8.praat: 294s static double filter_11_2 [2] [400] = { 294s { 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, }, 294s { 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, }, 294s }; 294s ### executing ./fon/resample48_8.praat: 294s 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, }; 294s ### executing ./fon/resample96_8.praat: 295s 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, -0.015023849552, -0.015833647103, -0.015804534328, -0.014840251128, -0.012876789068, -0.009886707109, -0.005881999932, -0.000915347683, 0.004920353103, 0.011494200683, 0.018641185209, 0.026167637378, 0.033858021177, 0.041482798766, 0.048807042888, 0.055599433968, 0.061641257263, 0.066735011229, 0.070712251985, 0.073440329918, 0.074827721652, 0.074827721652, 0.073440329918, 0.070712251985, 0.066735011229, 0.061641257263, 0.055599433968, 0.048807042888, 0.041482798766, 0.033858021177, 0.026167637378, 0.018641185209, 0.011494200683, 0.004920353103, -0.000915347683, -0.005881999932, -0.009886707109, -0.012876789068, -0.014840251128, -0.015804534328, -0.015833647103, -0.015023849552, -0.013498122932, -0.011399706482, -0.008885018791, -0.006116300439, -0.003254317892, -0.000451455782, 0.002154503221, 0.004445653122, 0.006328088498, 0.007734732955, 0.008626793419, 0.008993829217, 0.008852491075, 0.008244046595, 0.007230862577, 0.005892058340, 0.004318576090, 0.002607933129, 0.000858925829, -0.000833453086, -0.002382643425, -0.003714484240, -0.004770351461, -0.005509347771, -0.005909478457, -0.005967800739, -0.005699586490, -0.005136586580, -0.004324527141, -0.003320001759, -0.002186947659, -0.000992907368, 0.000194720128, 0.001312242858, 0.002302876050, 0.003119427613, 0.003726350865, 0.004101084643, 0.004234641797, 0.004131448333, 0.003808474993, 0.003293738728, 0.002624281719, 0.001843758823, 0.000999779636, 0.000141158317, -0.000684777248, -0.001434674956, -0.002071321491, -0.002565376523, -0.002896603235, -0.003054550672, -0.003038674927, -0.002857917127, -0.002529784871, -0.002079008761, -0.001535865735, -0.000934275145, -0.000309781419, 0.000302461559, 0.000869594192, 0.001362743760, 0.001758422408, 0.002039566855, 0.002196178566, 0.002225546936, 0.002132061725, 0.001926643401, 0.001625839877, 0.001250654462, 0.000825181872, 0.000375136408, -0.000073641330, -0.000496615470, -0.000871847075, -0.001181082149, -0.001410584343, -0.001551677816, -0.001600983462, -0.001560349596, -0.001436495270, -0.001240399636, -0.000986483493, -0.000691638672, -0.000374166904, -0.000052691999, 0.000254892307, 0.000532381468, 0.000766076772, 0.000945420559, 0.001063423138, 0.001116867681, 0.001106292608, 0.001035763654, 0.000912459183, 0.000746101753, 0.000548276100, 0.000331678135, 0.000109341274, -0.000106114647, -0.000303170261, -0.000471993531, -0.000604898422, -0.000696656041, -0.000744648445, -0.000748864932, -0.000711749736, -0.000637918207, -0.000533765219, -0.000406994573, -0.000266101111, -0.000119838314, 0.000023296885, 0.000155533116, 0.000270222825, 0.000362150768, 0.000427740114, 0.000465150344, 0.000474267847, 0.000456596455, 0.000415060658, 0.000353738677, 0.000277545706, 0.000191889385, 0.000102319825, 0.000014195464, -0.000067616298, -0.000138988055, -0.000196719375, -0.000238654799, -0.000263730506, -0.000271951848, -0.000264308056, -0.000242633890, -0.000209430605, -0.000167660299, -0.000120528392, -0.000071268665, -0.000022944124, 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, }; 295s ### executing ./fon/soundFiles.praat: 295s Sound files... 295s Testing WAV files... 295s 1 channels: 0.0111 seconds 295s 2 channels: 0.0005 seconds 295s 3 channels: 0.0005 seconds 295s 4 channels: 0.0005 seconds 295s 5 channels: 0.0026 seconds 295s 6 channels: 0.0025 seconds 295s 7 channels: 0.0026 seconds 296s 8 channels: 0.0027 seconds 296s Testing WAV files... 296s 1 channels: 0.0004 seconds 296s 2 channels: 0.0005 seconds 296s 3 channels: 0.0005 seconds 296s 4 channels: 0.0005 seconds 296s 5 channels: 0.0026 seconds 296s 6 channels: 0.0026 seconds 296s 7 channels: 0.0025 seconds 296s 8 channels: 0.0026 seconds 296s Testing AIFF files... 296s 1 channels: 0.0004 seconds 296s 2 channels: 0.0005 seconds 296s 3 channels: 0.0005 seconds 296s 4 channels: 0.0006 seconds 296s 5 channels: 0.0033 seconds 296s 6 channels: 0.0027 seconds 296s 7 channels: 0.0026 seconds 296s 8 channels: 0.0027 seconds 296s Testing AIFC files... 296s 1 channels: 0.0005 seconds 296s 2 channels: 0.0005 seconds 296s 3 channels: 0.0005 seconds 296s 4 channels: 0.0005 seconds 296s 5 channels: 0.0026 seconds 296s 6 channels: 0.0025 seconds 297s 7 channels: 0.0027 seconds 297s 8 channels: 0.0027 seconds 297s Testing NeXT/Sun files... 297s 1 channels: 0.0005 seconds 297s 2 channels: 0.0005 seconds 297s 3 channels: 0.0005 seconds 297s 4 channels: 0.0005 seconds 297s 5 channels: 0.0027 seconds 297s 6 channels: 0.0026 seconds 297s 7 channels: 0.0026 seconds 297s 8 channels: 0.0027 seconds 297s Testing NIST files... 297s 1 channels: 0.0005 seconds 297s 2 channels: 0.0006 seconds 297s 3 channels: 0.0006 seconds 297s 4 channels: 0.0006 seconds 297s 5 channels: 0.0026 seconds 297s 6 channels: 0.0026 seconds 297s 7 channels: 0.0026 seconds 297s 8 channels: 0.0026 seconds 297s Testing Kay sound files... 297s 1 channels: 0.0046 seconds 297s 2 channels: 0.0046 seconds 297s 3 channels: 0.0049 seconds 297s 4 channels: 0.0046 seconds 297s 5 channels: 0.0046 seconds 297s 6 channels: 0.0046 seconds 298s 7 channels: 0.0046 seconds 298s 8 channels: 0.0047 seconds 298s Testing FLAC files... 298s 1 channels: 0.0014 seconds 298s 2 channels: 0.0014 seconds 298s 3 channels: 0.0014 seconds 298s 4 channels: 0.0014 seconds 298s 5 channels: 0.0013 seconds 298s 6 channels: 0.0014 seconds 298s 7 channels: 0.0013 seconds 298s 8 channels: 0.0014 seconds 298s Testing WAV files... 298s 1 channels: 0.0049 seconds 299s 2 channels: 0.0054 seconds 299s 3 channels: 0.0051 seconds 299s 4 channels: 0.0050 seconds 300s 5 channels: 0.0494 seconds 300s 6 channels: 0.0529 seconds 301s 7 channels: 0.0539 seconds 301s 8 channels: 0.0487 seconds 301s Testing WAV files... 302s 1 channels: 0.0059 seconds 302s 2 channels: 0.0057 seconds 302s 3 channels: 0.0054 seconds 303s 4 channels: 0.0053 seconds 303s 5 channels: 0.0506 seconds 304s 6 channels: 0.0475 seconds 304s 7 channels: 0.0509 seconds 305s 8 channels: 0.0457 seconds 305s Testing 24-bit WAV files... 305s 1 channels: 0.0005 seconds 305s 2 channels: 0.0007 seconds 305s 3 channels: 0.0026 seconds 305s 4 channels: 0.0028 seconds 305s 5 channels: 0.0030 seconds 305s 6 channels: 0.0027 seconds 305s 7 channels: 0.0027 seconds 305s 8 channels: 0.0029 seconds 305s Testing 32-bit WAV files... 305s 1 channels: 0.0005 seconds 305s 2 channels: 0.0006 seconds 305s 3 channels: 0.0028 seconds 305s 4 channels: 0.0028 seconds 305s 5 channels: 0.0029 seconds 305s 6 channels: 0.0028 seconds 305s 7 channels: 0.0029 seconds 305s 8 channels: 0.0029 seconds 305s Testing 32-bit WAV files... 305s 1 channels: 0.0005 seconds 305s 2 channels: 0.0005 seconds 305s 3 channels: 0.0027 seconds 305s 4 channels: 0.0027 seconds 306s 5 channels: 0.0028 seconds 306s 6 channels: 0.0027 seconds 306s 7 channels: 0.0029 seconds 306s 8 channels: 0.0029 seconds 306s Optimized: 306s Portable: 306s OK 306s ### executing ./fon/stereoFormula.praat: 306s Stereo formulas 306s -0.23965461029823842 306s -0.723470691998612 306s 0.24416147140213518 306s -0.23965461029823842 -0.23965461029823842 306s -0.23965461029823842 -0.23965461029823842 306s -0.723470691998612 -0.723470691998612 306s 0.24416147140213518 0.24416147140213518 306s 0.01093665932276816 306s -0.42345794565325345 306s by hand: -0.42345794565325345 306s 0.4453312642987898 306s 0.01093665932276816 0.01093665932276816 306s 0.01093665932276816 0.01093665932276816 306s -0.42345794565325345 -0.42345794565325345 306s 0.4453312642987898 0.4453312642987898 306s OK 306s ### executing ./fon/texio.praat: 306s texio 306s OK 306s ### executing ./fon/textioSpeed.praat: 306s Text I/O speed: 319s writing: 13.434 seconds 325s reading: 5.038 seconds 325s OK 325s ### executing ./gram/DBN.praat: 325s Training a DBN with a three-peaked distribution 325s Trained in 0.05198979377746582 seconds 325s -0.04646481060689529 -0.04854687247755403 -0.033505916714008745 -0.029137250869716053 -0.030557072261331284 -0.015760895746414653 -0.038144366949608814 -0.020981450891864335 -0.011800080532939483 -0.03759875884237791 -0.02830225792601567 -0.027837702145387628 -0.020325781906118442 -0.0344700452660682 -0.05939912325128887 -0.04204178100215625 -0.0498504755311153 -0.06723887582498478 -0.021565197949419784 -0.04959315501307266 325s -0.05734769591727056 -0.03670804739808334 -0.02297553024370973 -0.010083873232724949 -0.009831244120538499 -0.03724203728021799 -0.029196264764383882 -0.04455478958824869 -0.0178662680151123 -0.03953639255680271 -0.028555579331322398 -0.003792513223949222 -0.021951460529762875 0.0018049881573549047 -0.07590227995379087 -0.0706162130010174 -0.06032595728873044 -0.08899853735151621 -0.002445092989746783 -0.03589647862346426 325s -0.08207244499173226 -0.006542711762105172 0.001530763018717401 0.03301616161083244 0.032851960319752994 -0.08428203017831644 -0.005788527760280372 -0.09735293689378924 -0.031361463802682656 -0.04570657355528497 -0.03761816608736613 0.048279460732851213 -0.027724352632495154 0.07749932470598458 -0.11195973193490961 -0.12067762439282571 -0.08321297171618192 -0.11910529736267796 0.03867634697459912 -8.203318122375206e-06 325s -0.12587978819259613 0.05260996103751979 0.046444155342749024 0.10649838146764841 0.10332517659928774 -0.16141960741974562 0.04353628380179963 -0.18367306877335884 -0.05383319227784322 -0.06255913617200921 -0.06756342266636153 0.13412020716939274 -0.042623921875856605 0.1931461423775587 -0.1748199367430827 -0.17841357798875127 -0.12447438007137256 -0.1352727361856652 0.10910547228221877 0.06816586534461722 325s -0.18740511959712622 0.1440012190858185 0.11058303293717422 0.20209409686541685 0.19644044944772424 -0.2485624679779466 0.1210156484841935 -0.27791164769473825 -0.08172081625803627 -0.09970369995308725 -0.12620636037362407 0.23916510414674916 -0.07063107472630338 0.3079637776222416 -0.26147842428958945 -0.20324896249512492 -0.18471083366512905 -0.10054954857109194 0.20439861173058965 0.16365230459022745 325s -0.2568452121171011 0.25573653531428225 0.1796665293275798 0.2927816132814593 0.2921591540256318 -0.29707185564606764 0.2067582333833924 -0.3190551259777089 -0.10629741039737733 -0.1628601141024685 -0.20393869580503243 0.32799705968811266 -0.10907925766927133 0.34581346237819266 -0.3537841192973594 -0.1486023600666765 -0.2540051430687909 0.005730117613387188 0.3041116846702255 0.2587165450308321 325s -0.31901607991514136 0.3594825661222692 0.2297626124476501 0.3420604201785505 0.3597791890197555 -0.25925447348800296 0.2645282242470594 -0.24590782421296772 -0.1190363360984942 -0.24327721182436848 -0.2704369779144623 0.3648767908706134 -0.1458758222862975 0.2535659951190781 -0.42244936348873563 -0.007440978773901765 -0.3125172635163637 0.15656264609968085 0.3774605464793474 0.3138712312522656 325s -0.3582818532982388 0.4185430623974113 0.24036352674426967 0.3278662967641262 0.37112078619262967 -0.1326641785245978 0.26752032308961454 -0.05952376767725782 -0.11698955656553497 -0.3166624577490603 -0.2877727531131471 0.3392537594594325 -0.16588018466296314 0.059972941410801874 -0.43724303089663485 0.16331797296097333 -0.3388241836414081 0.2851934692666186 0.3953767526537643 0.303944421004505 325s -0.3632171288703504 0.40285631503631814 0.20468366504257174 0.2640666689404238 0.3165920486090595 0.030154125644748165 0.21927414420379182 0.15494237945686518 -0.1029446533626228 -0.35639622543733895 -0.2328975427963425 0.27310695463083295 -0.16406437601849225 -0.14123403492528175 -0.3785863221039017 0.2798924232076669 -0.3210397692944325 0.3318528017583438 0.3436693587217368 0.23722670399357135 325s -0.32866619020584 0.3034814698710853 0.1279104591951257 0.19525940688401772 0.21131344602945018 0.16240695014893772 0.14995822185862487 0.2931293048916224 -0.08434116009678268 -0.3473212452151122 -0.11491138944480538 0.20745990478957518 -0.15285361904358719 -0.2725291657932164 -0.2474532009970981 0.2996988957078063 -0.26096791457969465 0.2836171703426608 0.23166413673647335 0.15092422996591726 325s -0.2523287524614076 0.13844666945993706 0.021739258949057923 0.16772674713524002 0.08475031207245896 0.2285052631818037 0.09600473263013465 0.3211497647250277 -0.07361413958680191 -0.28620063087424374 0.029598811197866247 0.1816485785244103 -0.1553886940493428 -0.3271837211963583 -0.06764611468091908 0.24684440244708541 -0.1671026893815172 0.1703801790760149 0.08755585562749914 0.08916020903295446 325s -0.13172809145041436 -0.05542124299015513 -0.0950259576591472 0.20149805621224176 -0.036990201949861926 0.22666804679284794 0.08277498838333099 0.28876393861731475 -0.08366854633423618 -0.17325792738713194 0.16162881194601214 0.2117302556119936 -0.1891592604587763 -0.34578884404641247 0.1225593506725649 0.1773737650245328 -0.046303308063661154 0.030522039320331006 -0.058718088843119166 0.08117447878584702 325s 0.02716419300935907 -0.2410166828979441 -0.19111158172430096 0.275993693941966 -0.14169636086390414 0.16312682573798515 0.11874034911277076 0.26575578743720013 -0.11709997260254637 -0.014046426880489635 0.25871461926188993 0.27049383291299767 -0.24751539331953393 -0.35226631522011376 0.28273652960865137 0.1365823342419068 0.0925335138710222 -0.1125399226014198 -0.18786415342610244 0.13056010172123902 325s 0.19389734146441373 -0.39373559864166563 -0.22420584482558514 0.33210469685250155 -0.2285195087265435 0.043959508822448035 0.19623199520104032 0.28559460679741155 -0.15911428860423224 0.16299939505051655 0.31368170882235874 0.28990392960037803 -0.289121438351652 -0.32090777606186144 0.38079027837012647 0.14699800202955227 0.22539576990885693 -0.24514813377600267 -0.28853124288241444 0.21613518677375368 325s 0.3145315013068458 -0.498745150049255 -0.1630991177595225 0.30059473088774163 -0.2974595572557746 -0.10962129694442892 0.2890166017512056 0.33947976768948745 -0.18239492745773994 0.3019375982212999 0.32760151892266254 0.20802237971598023 -0.25601891089331097 -0.20964297947585975 0.401816476713528 0.21046639912561796 0.3116914533527182 -0.34587596745153565 -0.3507244486274788 0.29873196357436876 325s 0.3441843441150458 -0.5442582551238414 -0.01750474757857099 0.15462779944282853 -0.34264022188417764 -0.25306641391867424 0.34936087556013845 0.3950235560545821 -0.16166834495419202 0.3508849691837321 0.3091698936696379 0.0314433779364578 -0.12484266140847146 -0.02358474281085397 0.35346404136325926 0.30237740165283533 0.31919564488102503 -0.38001208530688896 -0.3684336416663743 0.3310391215393817 325s 0.2854077839411571 -0.5240310759842074 0.1634367448559794 -0.05466964713784702 -0.3578218179061744 -0.33252137305504526 0.3246418017736933 0.4124517348391502 -0.08980438292677853 0.30363674015339 0.276974733037721 -0.15874819161449022 0.05786499731223309 0.16778431956576104 0.2646346829418093 0.37237037075297624 0.2557234021303364 -0.31726832201077676 -0.34932637094269964 0.27752811883723855 325s 0.18953021206639292 -0.4413838036123486 0.32898132880356945 -0.23112723458444448 -0.3448092920853619 -0.31054864055984155 0.19520194854690137 0.35807498929468395 0.01468834217590394 0.2067526497144283 0.255296550072039 -0.2770250869871266 0.2106482094906201 0.287170699758788 0.17607420839341129 0.36704142467021195 0.1696590087791592 -0.16024948655501992 -0.3162568242781214 0.14115171966683288 325s 0.11863206155846502 -0.30163771079391843 0.44936876170115636 -0.3161193850145643 -0.30566321187039175 -0.18676945165791242 -0.003107497458206303 0.2185210421170638 0.11779883310123337 0.12559248288665673 0.25724349435478583 -0.3031413268193611 0.28891316923026167 0.3148602395162711 0.12429859094100097 0.2596474267665338 0.11506863879456969 0.04524334085057681 -0.287204552066134 -0.03271227393894547 325s 0.10886356037475708 -0.10794763149095417 0.49144578566590486 -0.32811932448745407 -0.2263768304409021 -0.0016638113666013468 -0.19993534830143242 0.013235183938940253 0.19274682043402722 0.10299289414646297 0.26543264084801554 -0.27879232117271024 0.3084824151339225 0.28885586267386587 0.1267065801056303 0.06764976770300933 0.11790871031699984 0.23235783955164122 -0.2482617239903451 -0.188443935916637 325s 0.16034277759827198 0.11811633271074894 0.40202106604541 -0.31783409010184593 -0.08884157782783839 0.18125751193907422 -0.3347221618999265 -0.203071439881027 0.23451665369821395 0.14124482974076624 0.2353785167690309 -0.2525641387288644 0.30810719012522986 0.253520134603782 0.17459939260495155 -0.1495448417320553 0.16891550992090282 0.34964432092903414 -0.15983316153944738 -0.29385958947727986 325s 0.2432138988881555 0.319059792396532 0.1617349730544108 -0.30746396117992064 0.08765559450415698 0.3072907899507697 -0.3844083974757481 -0.36098983060342077 0.2525400950824323 0.20914569649011067 0.13306423964937603 -0.24018887476064044 0.30824192686080476 0.2225629469350879 0.23554189893692765 -0.3172982102924507 0.23464483644126602 0.3808439919805657 -0.006373262350299089 -0.3427768185572979 325s 0.31059342258192196 0.4293430015526267 -0.14764641788880295 -0.28499028429708473 0.23589307145341262 0.3526907712674296 -0.3611023143278502 -0.4151203761369795 0.2526753081408772 0.2616746415559957 -0.02254610570861166 -0.22914269518944907 0.3015447447225078 0.1828898187148886 0.2682727702990112 -0.3860832796255466 0.2747394495543123 0.33845824932489954 0.1647291433333105 -0.3399906304427746 325s 0.32237267132229863 0.42496881055084035 -0.37892424281514286 -0.23872604451288354 0.29233887960442867 0.32347239080139883 -0.29452372934719717 -0.3698507028849437 0.2316738757554048 0.2638063449827223 -0.1632210456028623 -0.2055654996238512 0.27002042873525367 0.12059490563401663 0.2475601418309005 -0.3557242982699745 0.26317305403376046 0.248732926579753 0.2728678464450152 -0.29555158608434295 325s 0.27032962361825086 0.3360308268640577 -0.4409945658811552 -0.17789425307384207 0.2517514456052992 0.24469682761088177 -0.2156074587685242 -0.26930789596874694 0.18807358819424766 0.21017468662728092 -0.22769941591799217 -0.16919547991652195 0.20902329985806636 0.042616457871598734 0.18028337910783115 -0.2665670760503346 0.20332631886126412 0.14233760755216024 0.27584876156931576 -0.2276043099616209 325s 0.1806573342681773 0.2156349998393959 -0.36227566821584556 -0.12182404864483805 0.16155177731151205 0.15097728051919623 -0.14653671174470204 -0.1640391126607832 0.13095303799530472 0.1263251971318526 -0.21011286537223545 -0.1287603756260887 0.13464479527453263 -0.02584627527502435 0.09677536178126044 -0.16943857637952206 0.12266648935391168 0.04769690187000351 0.200348213014567 -0.1585949567757293 325s 0.09056065989026113 0.10615776361491239 -0.23599396714252086 -0.08198852277257956 0.07421170684015177 0.07320716803826803 -0.0972398932704612 -0.08486562898234717 0.0758143273889302 0.04764795266369935 -0.15079668847933753 -0.09316916477397674 0.06913131232556458 -0.06462268419127294 0.026900408002843768 -0.0975094544328249 0.05100076049517322 -0.01684005469364641 0.10555954486757767 -0.10522686491237614 325s 0.02388300487423138 0.027621211817335414 -0.13401504127873293 -0.05828883392502598 0.01460658500601004 0.025409636500478963 -0.06761703651126487 -0.038606121912292804 0.0346070321234371 -0.0044969246745488285 -0.09291579457444969 -0.0674583654975503 0.024381625672009414 -0.07424404118808176 -0.0166684357416034 -0.05713951844355654 0.0027741240730070355 -0.04841433708853164 0.03355554853509349 -0.07303940229459346 325s -0.014895985021956727 -0.018425001510817707 -0.07619515426220042 -0.045776883237043896 -0.017869514873372985 0.003696379579343334 -0.052547218852219336 -0.01771487919341498 0.010078483014696974 -0.02924186678990978 -0.05590641966805521 -0.052079967568074564 -0.00055388602620254 -0.0688215676221803 -0.03782456835088392 -0.03850150759075424 -0.023640142494183915 -0.05712657822093668 -0.006236744406283547 -0.05837297979954708 325s -0.032853277269467546 -0.04052965771234833 -0.05094521587155654 -0.039900196853818695 -0.03292519312155948 -0.003397628217025169 -0.0461150613707653 -0.011027721451713325 -0.0019481830875739262 -0.03692475967835129 -0.03853110510018662 -0.044382067125363786 -0.012375072613188303 -0.06104403688979851 -0.04631479988676756 -0.030549991856769307 -0.036143419222821216 -0.056241539301551534 -0.023293911223650363 -0.053797699497511876 325s 325s Test pattern #1: 325s Energy in reflection: 1.1558766673171572 325s Test pattern #2: 325s Energy in reflection: 1.1206406005570482 325s Test pattern #3: 325s Energy in reflection: 1.259819762888395 325s Test pattern #4: 325s Energy in reflection: 1.210427286785667 325s Test pattern #5: 325s Energy in reflection: 1.210427286785667 325s Test pattern #6: 325s Energy in reflection: 1.201613144822399 325s Test pattern #7: 325s Energy in reflection: 1.1710230328055589 325s Test pattern #8: 325s Energy in reflection: 1.254872664618801 325s Test pattern #9: 325s Energy in reflection: 1.2177509703392633 325s Test pattern #10: 325s Energy in reflection: 1.203164090203676 325s Test pattern #11: 325s Energy in reflection: 1.230626836257153 325s Test pattern #12: 325s Energy in reflection: 1.1594102950336225 325s Test pattern #13: 325s Energy in reflection: 1.2083104337681472 325s Test pattern #14: 325s Energy in reflection: 1.2180204734709705 325s Test pattern #15: 325s Energy in reflection: 1.2519769952392932 325s ### executing ./gram/OTGrammar.praat: 325s ### executing ./kar/MacRoman.praat: 325s MacRoman 325s OK 325s ### executing ./kar/cjk.praat: 325s ### executing ./kar/unicode.praat: 325s Unicode 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s OK 325s ### executing ./kar/unicode16.praat: 325s Unicode 325s 19 kanweg_abcåbçéü.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 19 kanweg_abcåbçéü.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 19 kanweg_abcåbçéü.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s 19 kanweg_abcåbçéü.txt 325s 21 kanweg_abcåbçéü𝄐𝄑.txt 325s OK 325s ### executing ./melder/VEC.cpp.praat: 325s melder/VEC.cpp.praat OK 325s ### executing ./melder/melder_ftoa.cpp.praat: 325s melder/melder_ftoa.cpp.praat OK 325s ### executing ./num/alloc.praat: 325s alloc versus zero 327s 1 0.0288316666 0.00783232642 0.440578151 0.0516622612 0.0180172806 328s 2 0.0576448679 0.0156200455 0.687748664 0.107826328 0.0360516893 329s 3 0.0828895732 0.0234820548 0.832682214 0.158073988 0.0537586493 330s 4 0.110080652 0.0310046127 0.936270369 0.208419871 0.07147465 330s 5 0.138370161 0.0371339354 1.0219292 0.255104705 0.072313716 331s 6 0.164430213 0.0444905994 1.06581514 0.3009732 0.0950321809 331s 7 0.193330387 0.0518598173 1.10199489 0.343426545 0.110876792 332s 8 0.207492951 0.0447349481 1.14168 0.381373171 0.072716278 332s 9 0.234003581 0.0518625209 1.19417578 0.425761431 0.0879808776 332s 10 0.258082428 0.059493505 1.19149594 0.461937928 0.101336903 333s 11 0.284287996 0.0671457539 1.20435876 0.498324756 0.118851013 333s 12 0.29465958 0.0715437483 1.22960403 0.530709374 0.123882504 333s 13 0.32108489 0.0718081522 1.25686968 0.564691126 0.120249421 333s 14 0.342786375 0.0786088283 1.2156686 0.595518991 0.129594892 334s 15 0.370940622 0.0868065145 1.22147469 0.624858442 0.150662191 334s 16 0.378407268 0.0939220239 1.22379249 0.652789641 0.161863495 334s 17 0.400540691 0.101121366 1.28679304 0.680407161 0.151737106 334s 18 0.422718732 0.0959431749 1.31396253 0.717231794 0.156016464 334s 19 0.451859745 0.101976852 1.32848654 0.753611059 0.165717672 335s 20 0.45400762 0.106142186 1.32752144 0.778756382 0.170543838 335s 21 0.480843285 0.111872458 1.32550637 0.812109088 0.183149199 335s 22 0.504358991 0.119743395 1.28019406 0.837737393 0.200072496 335s 23 0.513704944 0.12589063 1.34204656 0.857992867 0.20680006 335s 24 0.521873496 0.130193392 1.32857057 0.874449555 0.210181467 336s 25 0.535288172 0.134954471 1.29557793 0.890491497 0.221303772 336s 26 0.56309908 0.140926602 1.28655557 0.926732762 0.227105602 336s 27 0.590912906 0.146014134 1.33891969 0.956750794 0.240845472 336s 28 0.583610777 0.15212536 1.35693754 0.963563127 0.244461188 336s 29 0.600042471 0.155515972 1.36595352 0.989898013 0.255745131 336s 30 0.628124269 0.162208249 1.37816252 1.00785751 0.265119707 336s 31 0.648589041 0.168256403 1.38124732 1.00558514 0.276761682 337s 32 0.637752064 0.171508297 1.35610721 1.0527343 0.28293628 337s 33 0.669791253 0.178654175 1.39754092 1.07739528 0.291556302 337s 34 0.689601587 0.184389731 1.3922508 1.09061698 0.300459524 337s 35 0.699015017 0.187402812 1.39151344 1.10635431 0.306177854 337s 36 0.699515053 0.191817117 1.38151919 1.10057524 0.309958192 337s 37 0.708867786 0.215634148 1.36533197 1.13537432 0.359658358 337s 38 0.728985286 0.217576618 1.38819413 1.14326321 0.376176231 337s 39 0.752394756 0.200341033 1.37409901 1.15475464 0.31684027 337s 40 0.736165687 0.203313863 1.40315268 1.19051517 0.324445682 338s 41 0.759313598 0.216608384 1.38466754 1.19105394 0.361751919 338s 42 0.784905553 0.225558198 1.37974927 1.20845333 0.36721238 338s 43 0.784553503 0.214790575 1.40507905 1.19823491 0.339781878 338s 44 0.787527099 0.216596895 1.37108646 1.23183958 0.33728363 338s 45 0.796532238 0.222506913 1.37757408 1.23820624 0.35080249 338s 46 0.818990906 0.228853963 1.41737569 1.27157742 0.360276083 338s 47 0.846031371 0.234835818 1.39590812 1.2800333 0.364001938 338s 48 0.822976021 0.234406023 1.41819012 1.30188946 0.370760056 338s 49 0.857535319 0.242931834 1.37558329 1.2600009 0.37387271 338s 50 0.856417356 0.258451376 1.37315567 1.29071393 0.405090207 338s 51 0.881469174 0.250144313 1.40197706 1.30969392 0.388216843 339s 52 0.871069947 0.252455092 1.38471076 1.32424743 0.390355232 339s 53 0.895452294 0.25537308 1.38916257 1.33203079 0.38573583 339s 54 0.895567281 0.287767648 1.34960416 1.34644146 0.465232079 339s 55 0.916386237 0.296910049 1.38953116 1.36974619 0.48207018 339s 56 0.896753171 0.287252862 1.36653111 1.37639679 0.455426287 339s 57 0.92915304 0.301119229 1.36586223 1.3832497 0.489318308 339s 58 0.947304342 0.313165241 1.40183312 1.40610973 0.515597766 339s 59 0.961265785 0.304108221 1.40615898 1.4128852 0.487889796 339s 60 0.945575044 0.307030864 1.36479475 1.40310013 0.491450843 339s 61 0.955637524 0.298528324 1.43468209 1.44262678 0.46744529 339s 62 0.985524945 0.310663251 1.42813702 1.43453575 0.484469606 339s 63 0.986847632 0.33362232 1.42600204 1.45041144 0.549164634 340s 64 0.983239721 0.305734029 1.39931407 0.296457051 0.477792789 340s 65 0.459583819 0.316467334 1.43336061 0.53708349 0.492820864 340s 66 0.470466148 0.315583932 1.36213945 0.535615749 0.492196278 340s 67 0.478242623 0.328615462 1.4450589 0.548638105 0.495538031 340s 68 0.470105415 0.325668182 1.41036367 0.549932543 0.49771339 340s 69 0.470734165 0.327981145 1.41288435 0.538627004 0.497867942 340s 70 0.487714951 0.334446998 1.41474679 0.566950501 0.514562249 340s 71 0.493493729 0.338692639 1.40696451 0.566966112 0.521990978 340s 72 0.500803233 0.345905501 1.34444888 0.579472121 0.523486328 340s 73 0.503885771 0.345681736 1.26269524 0.583067321 0.537833529 341s 74 0.514120738 0.355859279 1.35632512 0.599399758 0.549315671 341s 75 0.522692477 0.360334494 1.35970873 0.602022896 0.554023923 341s 76 0.521273869 0.359206423 1.36040797 0.599164853 0.558826701 341s 77 0.527870396 0.365245771 1.34286348 0.610879669 0.560158634 341s 78 0.534428252 0.371755992 1.42189294 0.621166092 0.573203204 341s 79 0.54473483 0.37754807 1.44765636 0.624392588 0.586090041 341s 80 0.544644072 0.380180559 1.36938979 0.637170766 0.576417783 341s 81 0.549507017 0.385911318 1.37458695 0.646038716 0.585114624 341s 82 0.555469739 0.393144035 1.44895721 0.652636104 0.596399171 341s 83 0.56467974 0.391578134 1.41026586 0.65007311 0.594864654 342s 84 0.559842255 0.394822858 1.38819163 0.661496103 0.59666015 342s 85 0.570808642 0.398940601 1.43120928 0.655369912 0.607781757 342s 86 0.576496665 0.407213736 1.45554605 0.677122755 0.610933301 342s 87 0.586875903 0.406986882 1.45650058 0.690633236 0.625807154 342s 88 0.590445771 0.410866598 1.45211556 0.690770694 0.623250751 342s 89 0.597629513 0.418090455 1.43154492 0.70028441 0.630207568 342s 90 0.60118678 0.423666647 1.37086541 0.710524945 0.630987454 342s 91 0.607024981 0.426055138 1.42672964 0.711815187 0.649725011 342s 92 0.60182211 0.421150389 1.41097989 0.705798612 0.633691732 342s 93 0.602737524 0.42895403 1.38192139 0.563677728 0.634850925 342s 94 0.614517371 0.431114043 1.39878786 0.716747909 0.647582975 342s 95 0.619560062 0.438500142 1.45393015 0.739070273 0.666788183 342s 96 0.621171938 0.435841507 1.45811825 0.743929967 0.666075458 342s 97 0.631382225 0.439499138 1.35390817 0.74967329 0.669754746 342s 98 0.635649619 0.455760252 1.40271912 0.751728729 0.678937217 343s 99 0.647678285 0.455931887 1.39183667 0.76683849 0.690772214 343s 100 0.639785228 0.457763517 1.35724816 0.754493353 0.679933211 343s 100 0.644930268 0.461378977 1.45413396 0.768454957 0.690954978 343s 200 1.03064282 0.75533577 1.4369468 1.26942405 1.06378817 343s 300 1.23764704 0.988210555 1.45654329 1.64184689 1.33443481 343s 400 1.38645511 1.11803385 1.43576627 1.73871575 1.43803065 343s 500 1.41046642 1.19615115 1.35404959 1.71511102 1.48834463 343s 600 1.55933235 1.32688039 1.35675484 1.87087886 1.58736516 343s 700 1.61143977 1.42845757 1.39891741 1.94144067 1.64551722 343s 800 1.63456898 1.43817858 1.38430443 1.98999099 1.62293143 343s 900 1.66604253 1.50100635 1.3847019 1.98808459 1.71089621 343s 1000 1.70875255 1.58168188 1.37109084 2.02437569 1.75215306 343s 1100 1.74912815 1.63148081 1.38773852 2.09411523 1.75190466 343s 1200 1.76031907 1.58054576 1.40215841 2.13844706 1.76714259 343s 1300 1.80307649 1.66150467 1.40998327 2.15393192 1.78481477 343s 1400 1.80502741 1.7206748 1.41191148 2.16733885 1.8090763 343s 1500 1.8029683 1.649577 1.36351017 2.16525612 1.83531774 343s 1600 1.81390996 1.75802833 1.37762071 2.15490341 1.77109366 343s 1700 1.84143499 1.82484982 1.39323401 2.17782342 1.89057534 343s 1800 1.85086922 1.71318814 1.39637896 2.20394375 1.92503652 343s 1900 1.86482512 1.7290589 1.40001942 2.23011547 1.93360296 345s 2000 1.84551591 1.86446657 1.40057568 2.22982669 1.97416172 345s 2100 1.91335816 1.8151353 1.40007582 2.21890422 1.8740256 345s 2200 1.90423382 1.73580753 1.39889412 2.16324577 1.81098738 345s 2300 1.91074274 1.85660206 1.39881486 2.26443495 1.92415669 345s 2400 1.85304799 1.8987743 1.39955711 2.23732016 1.9861859 345s 2500 1.94658375 1.8542458 1.39610026 2.23624653 1.92974649 345s 2600 1.92127175 1.80976752 1.37978624 2.19956798 1.83470526 345s 2700 1.92831521 1.85307427 1.39834842 2.25166832 1.88328337 345s 2800 1.91716603 1.78330598 1.42143461 2.26434895 1.86956165 345s 2900 1.93208111 1.8183258 1.39640689 2.2578565 1.87927072 345s 3000 1.94720242 1.7633218 1.42994462 2.70695448 1.88370669 345s 3100 1.9097579 1.83987338 1.44679827 2.18808987 2.01414834 345s 3200 1.95766814 1.942257 1.39114561 2.21136922 2.07813705 345s 3300 1.93453783 1.89135229 1.41289107 2.22558086 2.00712351 345s 3400 1.97376457 1.90387777 1.48688352 2.26595296 1.91247257 345s 3500 1.95720486 1.77160357 1.47617003 2.17942958 1.87403677 345s 3600 1.91493337 1.86477346 1.43831839 2.29836088 1.95238143 345s 3700 2.00182054 1.83767792 1.41576524 2.29626717 1.92155324 345s 3800 1.93065435 1.86132596 1.4817078 2.54313861 2.0802566 345s 3900 1.9523956 2.0059959 1.4464035 2.29037583 1.97911298 345s 4000 1.95593359 1.84787382 1.3679606 2.27173482 1.92425747 345s 4100 1.98207176 1.91466359 1.40501878 2.17375592 1.96259513 345s 4200 1.96615376 1.94978667 1.38192633 2.29506584 1.92684695 345s 4300 1.96056453 1.86557611 1.40524646 2.50403405 1.86740389 345s 4400 1.93437988 1.93375539 1.38089903 2.28536645 1.98944858 345s 4500 2.01058755 1.82160647 1.39959438 2.26427198 2.04032331 345s 4600 1.98896646 1.94351121 1.36475989 2.30081352 1.90656771 345s 4700 1.90669081 1.86670989 1.41991323 2.31708873 1.98720558 345s 4800 1.96634919 1.90377379 1.38371759 2.31858955 1.94980143 345s 4900 1.93297662 1.8875501 1.39917446 2.30617507 2.03367592 345s 5000 1.99008541 1.83968771 1.38585957 2.29560725 2.00838154 345s 5100 2.02591267 2.00173133 1.41973732 2.31918701 1.99944026 345s 5200 1.94379952 1.86946121 1.41789595 2.2690631 2.0960201 345s 5300 1.99151738 2.00169128 1.41558645 2.29904716 2.16054748 345s 5400 1.95914511 1.97334649 1.39969772 2.30997555 1.99077573 345s 5500 1.90969654 1.84354678 1.3887035 2.27261546 1.94422353 345s 5600 1.91313086 1.97133077 1.38741397 2.20815625 2.04758072 345s 5700 1.86862495 1.88882539 1.35866422 2.25985194 2.05005194 345s 5800 1.93252624 1.95340869 1.40257122 2.25931609 2.15207741 345s 5900 1.95051139 1.93074755 1.36923147 2.29700771 1.96920287 345s 6000 1.8958292 1.91339279 1.38718445 2.23857455 1.92251755 345s 6100 1.92226596 2.06054896 1.40037509 2.25319606 2.00613462 345s 6200 1.96491759 1.96142391 1.37315094 2.27341786 1.98266811 345s 6300 1.92583563 1.95802731 1.36582975 2.24925289 1.99254352 345s 6400 1.92868529 1.91058135 1.38559923 2.27100787 1.9512131 345s 6500 1.94428531 1.95982506 1.3849862 2.25129971 1.93415089 345s 6600 1.92539003 2.02134402 1.39225328 2.20847002 1.96646719 345s 6700 1.95395379 2.17739616 1.37414593 2.23639538 1.99790053 345s 6800 1.90860212 1.95069384 1.37743159 2.28008825 1.98740343 345s 6900 1.94856516 1.91878613 1.38596261 2.22090196 1.95994909 345s 7000 1.94697979 1.91724267 1.3613307 2.32381459 2.01500758 345s 7100 1.96272144 1.96290521 1.37681809 2.27532115 1.96428456 345s 7200 1.92329065 1.96882088 1.3695418 2.25234801 1.98194697 345s 7300 1.96441165 2.0079816 1.38567325 2.26882901 1.98911479 345s 7400 1.89335507 1.93780373 1.36657981 2.23483104 1.9789577 345s 7500 1.97981842 1.95663078 1.40519936 2.30906136 1.98478507 345s 7600 1.94631909 1.92974285 1.39252788 2.32864142 1.97056573 345s 7700 1.96302462 1.99820729 1.38942663 2.28473898 1.92092704 345s 7800 1.95330488 1.94704806 1.37193295 2.22217666 2.04302997 345s 7900 1.99970312 2.05077435 1.4825373 2.30877318 1.99979852 345s 8000 2.00569243 1.9043378 1.36577792 2.27345872 1.92655551 345s 8100 1.97102709 1.88277479 1.35513289 2.28691611 1.96511419 345s 8200 1.97008712 2.10120904 1.37609295 2.31095932 1.91606526 345s 8300 1.94273551 1.90105763 1.37822303 2.30021506 2.21161454 345s 8400 2.02239462 1.98129875 1.36527607 2.33507451 2.01008068 345s 8500 1.96412737 2.14379827 1.39679713 2.34960002 2.13865858 345s 8600 2.01764315 1.88931795 1.36418287 2.33130423 1.98280518 345s 8700 1.94803332 1.97734018 1.40071229 2.29099618 2.04384913 345s 8800 1.95713304 1.97641377 1.40223457 2.33097722 2.01594395 345s 8900 1.95162059 1.92438534 1.37883795 2.33920039 2.04971691 345s 9000 1.95373361 1.94467429 1.40413974 2.30382585 2.09233914 345s 9100 1.98233985 2.01804048 1.38417435 2.30914357 1.933234 345s 9200 1.96770109 1.93401007 1.36925764 2.31999835 1.96052071 345s 9300 1.97088523 1.86300667 1.374928 2.41352332 2.00691846 345s 9400 1.96236945 2.22536635 1.40922409 2.32628355 1.9990615 345s 9500 2.01295977 1.94885277 1.40132632 2.34873504 2.03041289 345s 9600 1.96053304 2.0555216 1.39437133 2.27064986 2.04369559 345s 9700 2.0130322 2.10727604 1.363084 2.34474548 2.03849255 345s 9800 1.9810179 2.06951295 1.41337186 2.3515768 1.91557832 345s 9900 2.022904 2.06686934 1.40479821 2.30572575 1.99348064 345s 10000 1.92452235 2.02018303 1.4141758 2.29610993 1.98424827 345s 10000 1.96224749 1.91180273 1.38179614 2.34712031 2.16636744 346s 20000 2.02966562 2.02966562 1.4075318 2.31678303 2.00569243 346s 30000 2.09066445 2.04415538 1.40485137 2.37278991 1.96561885 346s 40000 2.01030675 2.10009213 1.39105333 2.36179064 2.08734149 346s 50000 2.01474878 2.05784712 1.41824035 2.34017966 1.9639013 346s 60000 1.96904543 1.97509658 1.40813927 2.40696404 2.03206868 346s 70000 1.93877333 1.98956725 1.39777322 2.35265401 1.98842857 346s 80000 2.11214825 2.03695984 1.43483306 2.66694474 2.02907648 346s 90000 2.0241098 2.0213757 1.37304116 2.32732154 2.03344157 346s 100000 2.03409505 2.05562831 1.37410038 2.3783975 2.02672336 346s 110000 2.04459154 2.03357704 1.3849051 2.38162372 2.02366634 346s 120000 2.07919908 2.01705702 1.40529713 2.29900764 2.06012762 346s 130000 2.06681913 2.01849603 1.37090524 2.37967862 2.01721869 346s 140000 1.99738331 2.02611565 1.36922007 2.31374559 2.02493476 346s 150000 2.06718821 1.98611037 1.3905167 2.38203359 2.04197736 346s 160000 2.03748571 2.00692146 1.35089272 2.34964398 2.00305679 346s 170000 2.06222387 2.02684951 1.38587304 2.37923354 2.02575741 346s 180000 2.0660568 2.02851048 1.38002624 2.38367449 2.03447377 346s 190000 2.03955722 2.07717912 1.40774276 2.38983411 2.03725105 346s 200000 2.06870727 2.01688017 1.40701241 2.38950835 2.04960125 346s 210000 2.02256109 2.04302327 1.40474314 2.37631482 2.02543082 346s 220000 2.04580034 2.05146038 1.40462789 2.38162372 2.05684613 346s 230000 2.01611988 2.08095046 1.40444429 2.39820007 2.02765014 346s 240000 2.03832237 2.03260041 1.40285355 2.42206287 2.09056587 346s 250000 1.98293495 2.00915118 1.3868677 2.36966328 2.0489004 346s 260000 1.97463659 2.08690757 1.43315661 2.41913155 2.04297592 346s 270000 0.446345146 14.9167309 1.35518927 0.471556512 1.88387272 346s 280000 0.443449048 13.0035366 1.31744164 0.474731812 1.35505305 346s 290000 0.458933089 13.2381042 1.33049697 0.471640958 2.31763267 346s 300000 0.463081697 33.1658224 1.39177508 0.489526662 2.4821334 346s 310000 0.471088695 35.6228559 1.36203665 0.479818897 1.65233691 346s 320000 0.456542921 35.2605896 1.37381944 0.465184483 1.51846632 347s 330000 0.407034354 5.11941926 1.3196342 0.439738315 1.36536925 347s 340000 0.436376502 2.89343297 1.31059539 0.413728003 1.17511543 347s 350000 0.440592319 20.8968883 1.28470634 0.414294 1.22304746 347s 360000 0.418229925 2.55218698 1.31869048 0.418526177 1.40460413 347s 370000 0.425137197 3.57701016 1.30058966 0.436592552 1.46573957 347s 380000 0.42241036 3.7682753 1.29519373 0.453795785 1.59850808 347s 390000 0.433838281 5.40431664 1.30715883 0.441053322 1.30191538 347s 400000 0.431375179 4.22812903 1.30314547 0.450399897 1.57805185 347s 410000 0.414685121 3.4399026 1.29362937 0.463198933 2.3103421 347s 420000 0.457209333 21.3023011 1.31348192 0.466183918 1.90632242 347s 430000 0.461194372 46.1933926 1.33214511 0.47958456 2.38908406 347s 440000 0.466515716 46.9917393 1.34891069 0.484144748 2.71577677 347s 450000 0.471403867 46.0861372 1.36027025 0.474181612 2.62226774 347s 460000 0.458850711 40.4765001 1.30443246 0.480497333 1.90605338 347s 470000 0.460738116 51.5538985 1.35198499 0.48204777 2.64979712 347s 480000 0.466481903 48.9250527 1.33682996 0.47669881 2.66234583 347s 490000 0.466509808 52.9693031 1.33351217 0.478328223 2.65068545 348s 500000 0.467879302 54.4714805 1.33423591 0.478845557 2.60580517 348s 510000 0.466194147 52.7828646 1.31564178 0.478837929 2.63777296 348s 520000 0.459930339 47.962643 1.33071268 0.487560575 2.72952994 348s 530000 0.469032835 31.9853399 1.31823352 0.456922991 44.2139891 348s 540000 0.460766669 32.1012873 1.25945736 0.476525176 21.3225078 348s 550000 0.4609944 61.6077294 1.30045755 0.468404715 40.0034775 348s 560000 0.459010404 63.5824428 1.32038537 0.479004008 42.5690555 348s 570000 0.460875941 63.7034573 1.27980621 0.468883315 45.058543 348s 580000 0.465892026 60.1977255 1.30839779 0.478406356 47.8655526 348s 590000 0.461025229 60.1736015 1.29257736 0.463193338 23.3456543 348s 600000 0.463165795 65.1542369 1.31294243 0.474826868 29.0305107 348s 610000 0.467225245 65.4982513 1.30670349 0.472581266 47.2161558 348s 620000 0.462948492 68.6592338 1.30882339 0.475090727 12.7007008 348s 630000 0.441102783 66.7275636 1.30657215 0.455541068 44.5350256 348s 640000 0.457503248 53.1204728 1.2965391 0.466714403 46.4957487 348s 650000 0.464108587 34.4519495 1.29893797 0.470857722 31.5787367 348s 660000 0.45683554 70.859402 1.2877135 0.480714174 51.9694738 348s 670000 0.466276803 66.2332854 1.28318889 0.474195421 45.6410342 348s 680000 0.465979392 71.8161404 1.28997138 0.470781151 49.479274 348s 690000 0.454027686 71.4585126 1.29002091 0.474943753 54.0226355 349s 700000 0.460685233 73.6634036 1.27557656 0.468840442 45.4189825 349s 710000 0.45990074 69.254787 1.2879636 0.467890486 56.7229684 349s 720000 0.457080981 69.7312352 1.27223687 0.474700557 55.1386031 349s 730000 0.458022012 68.9843067 1.26049607 0.456933624 35.2871852 349s 740000 0.448399227 38.872066 1.22914688 0.465200951 33.5963401 349s 750000 0.452232317 74.6249343 1.25381604 0.459710467 54.7449317 349s 760000 0.450304517 68.2697257 1.27189845 0.457119636 47.7966823 349s 770000 0.45226356 60.8404536 1.25186927 0.461956385 32.5128934 349s 780000 0.443977217 23.7643374 1.21902454 0.451342639 29.9684622 349s 790000 0.441976812 43.408299 1.23140297 0.449562467 66.9393972 349s 800000 0.436987274 140.297277 1.24981589 0.448184219 63.2108609 349s 810000 0.429754228 107.568957 1.22314467 0.437140903 66.7244433 349s 820000 0.42704252 132.707239 1.2413737 0.429464328 73.307196 349s 830000 0.420608611 133.895089 1.23650341 0.425440386 65.6843834 349s 840000 0.418280581 120.733237 1.19929967 0.419748391 53.6777963 349s 850000 0.404342167 118.838613 1.21863032 0.413997513 69.6567361 349s 860000 0.404478382 100.450926 1.18527052 0.411820856 71.8806446 349s 870000 0.404224464 139.858848 1.21494913 0.408448804 75.4501678 349s 880000 0.404959781 107.694596 1.20642012 0.401694429 72.243528 350s 890000 0.384928391 128.721743 1.19432931 0.380107344 73.4565942 350s 900000 0.380629282 142.692816 1.19830341 0.389695456 62.8193791 350s 910000 0.387336781 140.841942 1.19145205 0.40709237 75.1341858 350s 920000 0.391644897 78.9112409 1.19167403 0.401164341 53.5195517 350s 930000 0.396997885 65.338404 1.17476892 0.405495314 65.1202457 350s 940000 0.394426291 82.8286924 1.1690573 0.401650937 45.6853506 350s 950000 0.402325225 23.874109 1.13731663 0.407376348 63.6515783 350s 960000 0.399322832 80.5306368 1.18917066 0.406609494 53.6870912 350s 970000 0.392323666 75.6222097 1.16285331 0.387599306 59.4806269 350s 980000 0.386815535 75.6983042 1.18647325 0.394401973 58.5529618 350s 990000 0.389231537 89.1064584 1.18961781 0.395135551 53.5788511 350s 1000000 0.391208611 93.0000887 1.18272679 0.395845901 67.6500645 350s ### executing ./num/assign.praat: 351s 0.9462347030639648 352s 1.0996475219726562 352s ### executing ./num/binomialQ.praat: 352s binomialQ 352s OK 352s ### executing ./num/fisherQ.praat: 352s fisherQ test: 5.932714539946133e-11 0.00000000005932714540 352s invFisherQ 352s stopped at invFisherQ (1e-300, 70, 2) 352s stopped at invFisherQ (1e-151, 1, 1) 352s stopped at invFisherQ (1e-151, 100000, 1) 353s WARNING: fisherQ (1, 1e19, 1e19) is still undefined 353s WARNING: GSL would still have computed invFisherQ (0.01, 1, 10000) as undefined 353s OK 353s ### executing ./num/gaussQ.praat: 353s gaussQ 353s OK 353s ### executing ./num/inner.praat: 353s inner... 353s 1 0.106966498 354s 2 0.207354469 354s 3 0.295795756 355s 4 0.393341255 355s 5 0.461626273 355s 6 0.537203011 355s 7 0.586917189 355s 8 0.674076145 355s 9 0.707078356 356s 10 0.797860352 356s 11 0.835905031 356s 12 0.888397829 356s 13 0.940827622 356s 14 0.964156818 356s 15 0.991650215 356s 16 1.03113436 356s 17 1.01987651 356s 18 1.09251977 356s 19 1.09583937 357s 20 1.16611775 357s 21 1.16928394 357s 22 1.20765063 357s 23 1.21022934 357s 24 1.27310356 357s 25 1.29260336 357s 26 1.32451537 357s 27 1.33712803 357s 28 1.34887612 357s 29 1.36307894 357s 30 1.40033707 357s 31 1.42579967 357s 32 1.60491004 358s 33 1.61428658 358s 34 1.62031675 358s 35 1.64359352 358s 36 1.67819774 358s 37 1.68481762 358s 38 1.70937869 358s 39 1.70919085 358s 40 1.66960066 358s 41 1.72752946 358s 42 1.70831382 358s 43 1.72974513 359s 44 1.76309023 359s 45 1.7629791 359s 46 1.80121271 359s 47 1.78191317 359s 48 1.74193606 359s 49 1.76084002 359s 50 1.7562322 359s 51 1.76748109 359s 52 1.75782856 359s 53 1.78952347 359s 54 1.7394793 359s 55 1.78364814 359s 56 1.83347103 359s 57 1.79842368 359s 58 1.84072014 359s 59 1.85065385 359s 60 1.86041354 359s 61 1.86687289 359s 62 1.84937275 359s 63 1.87468264 359s 64 1.66869729 359s 65 1.64782939 359s 66 1.66886935 359s 67 1.65031285 360s 68 1.69340907 360s 69 1.65862707 360s 70 1.68485816 360s 71 1.66929416 360s 72 1.69069151 360s 73 1.68860974 360s 74 1.72029503 360s 75 1.70876604 360s 76 1.74427557 360s 77 1.7356 360s 78 1.76163865 360s 79 1.73282437 360s 80 1.75855167 360s 81 1.74423141 360s 82 1.77164697 360s 83 1.72893931 360s 84 1.77026363 361s 85 1.76357883 361s 86 1.78208672 361s 87 1.77600531 361s 88 1.79437668 361s 89 1.78367848 361s 90 1.81007405 361s 91 1.04472089 361s 92 1.81972484 361s 93 1.8034186 361s 94 1.82002443 361s 95 1.82197757 361s 96 1.89602935 361s 97 1.8838174 361s 98 1.91391358 361s 99 1.88278724 361s 100 1.88783797 361s mean 1.49610189219 nanoseconds 361s OK 361s ### executing ./num/interpolation.praat: 361s Interpolation, especially cubic... 361s cubic: peak at 0.49995687700468916 s; peak height -0.3346374202984593; interpolated value -0.3346374202984593 361s sinc70: peak at 0.4999885769169487 s; peak height -0.1505758895608067; interpolated value -0.1505758895608067 361s sinc700: peak at 0.4999901218906482 s; peak height -0.10598947813330614; interpolated value -0.10598947813330614 362s OK 362s ### executing ./num/mathFunctions.praat: 362s sqrt 362s exp 362s pow 362s ln 362s lnGamma 362s OK 362s ### executing ./num/mean.praat: 362s Mean... 362s 1 0.118401921 363s 2 0.236434817 363s 3 0.341162305 363s 4 0.455107161 363s 5 0.549691296 364s 6 0.652610851 364s 7 0.738298607 364s 8 0.824136772 364s 9 0.905328176 364s 10 1.01723746 364s 11 1.07549013 364s 12 1.15217682 364s 13 1.22333907 364s 14 1.31625648 365s 15 1.36380158 365s 16 1.42156666 365s 17 1.46219394 365s 18 1.55009871 365s 19 1.58277388 365s 20 1.65647237 365s 21 1.67909147 365s 22 1.76513067 365s 23 1.79894144 365s 24 1.86499686 365s 25 1.90279138 365s 26 1.92798086 365s 27 1.98450138 365s 28 2.02300841 365s 29 2.06918642 365s 30 2.12356899 365s 31 2.17439717 365s 32 2.324912 365s 33 2.32222171 366s 34 2.39965177 366s 35 2.45522077 366s 36 2.47479235 366s 37 2.47528898 366s 38 2.50870416 366s 39 2.50835944 366s 40 2.49906396 366s 41 2.50888474 366s 42 2.55661345 366s 43 2.54602935 366s 44 2.54132443 366s 45 2.49574765 366s 46 2.62557523 366s 47 2.63213233 366s 48 2.60948488 366s 49 2.62050603 366s 50 2.67792753 366s 51 2.69133006 366s 52 2.73244429 366s 53 2.76594258 366s 54 2.77487187 366s 55 2.80810779 366s 56 2.82361006 366s 57 2.79685373 366s 58 2.83527119 366s 59 2.88436775 367s 60 2.8795353 367s 61 2.99411309 367s 62 2.98418611 367s 63 3.03185784 367s 64 2.60974508 367s 65 2.56021787 367s 66 2.62692281 367s 67 2.61664771 367s 68 2.70675305 367s 69 2.71512824 367s 70 2.75160744 367s 71 2.77781215 367s 72 2.75377439 367s 73 2.77133453 367s 74 2.82269766 367s 75 2.87665234 367s 76 2.85536482 367s 77 2.89805914 367s 78 2.92285929 367s 79 2.9931075 367s 80 2.9317676 367s 81 2.94475363 367s 82 2.98550301 367s 83 2.99565257 367s 84 2.99770816 367s 85 3.04647973 367s 86 3.03899655 367s 87 3.11099298 368s 88 3.06406134 368s 89 3.08486225 368s 90 3.10924075 368s 91 3.14582996 368s 92 3.09394164 368s 93 3.13473054 368s 94 3.175528 368s 95 3.20621145 368s 96 3.14363547 368s 97 3.16593998 368s 98 3.22524594 368s 99 3.24102212 368s 100 3.24981133 368s mean 2.35091705496 nanoseconds 368s 1 mean: -1.7763568394002505e-15 -1.7763568394002505e-15 -1.7763568394002505e-15 ; stdev: -8.881784197001252e-16 -8.881784197001252e-16 -8.881784197001252e-16 368s 2 mean: 1.4210854715202004e-14 0 0 ; stdev: 6.217248937900877e-15 6.217248937900877e-15 6.217248937900877e-15 368s 3 mean: 0 0 0 ; stdev: 0 0 0 368s 4 mean: 0 0 0 ; stdev: 0 0 0 368s 5 mean: 0 0 0 ; stdev: 0 0 0 368s 6 mean: 0 0 0 ; stdev: 0 0 0 368s 7 mean: 0 0 0 ; stdev: 0 0 0 368s 8 mean: 0 0 0 ; stdev: 0 0 0 368s 9 mean: 0 0 0 ; stdev: 0 0 0 368s 10 mean: 0 0 0 ; stdev: 0 0 0 368s 11 mean: 0 0 0 ; stdev: 0 0 0 368s 12 mean: 0 0 0 ; stdev: 0 0 0 368s 13 mean: 0 0 0 ; stdev: 0 0 0 368s 14 mean: 0.015625 0 0 ; stdev: 6.1034268551196647e-05 0 0 368s 15 mean: 0 0 0 ; stdev: 0 0 0 368s 16 mean: 0 0 0 ; stdev: 0.39045749756431025 0.39045749756431025 0.39045749756431025 368s 17 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 18 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 19 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 20 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 21 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 22 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 23 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 368s 24 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 369s 25 mean: -4 -4 -4 ; stdev: -2.0000014285586736 -2.0000014285586736 -2.0000014285586736 369s 369s OFFSET 369s 369s Pairwise base case 64 369s Power 1. Sawtooth: mean -1.7763568394002505e-15, stdev -8.881784197001252e-16. Line: mean -7.275957614183426e-12, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 369s Power 2. Sawtooth: mean 1.4210854715202004e-14, stdev 6.217248937900877e-15. Line: mean -7.275957614183426e-12, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 369s Power 3. Sawtooth: mean 0, stdev 0. Line: mean -7.275957614183426e-12, stdev -3.637978807091713e-12. Constant: mean 0, stdev 0 369s Power 4. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 5. Sawtooth: mean 0, stdev 0. Line: mean 1.4551915228366852e-11, stdev 0. Constant: mean 0, stdev 0 369s Power 6. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 7. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 8. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 9. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 10. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 11. Sawtooth: mean 0, stdev 0. Line: mean -1.52587890625e-05, stdev 0. Constant: mean 0, stdev 0 369s Power 12. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 13. Sawtooth: mean 0, stdev 0. Line: mean 0.001953125, stdev 6.184563972055912e-11. Constant: mean 0, stdev 0 369s Power 14. Sawtooth: mean 0.015625, stdev 6.1034268551196647e-05. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 15. Sawtooth: mean 0, stdev 0. Line: mean 0, stdev 0. Constant: mean 0, stdev 0 369s Power 16. Sawtooth: mean 0, stdev 0.39045749756431025. Line: mean 1, stdev 2.5981065846281126e-05. Constant: mean 0, stdev 0 369s Power 17. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean 15, stdev 0.004754452100314666. Constant: mean 0, stdev 0 369s Power 18. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -81, stdev 0.2254363480824395. Constant: mean 0, stdev 0 369s Power 19. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean 1199, stdev 35.98477122901022. Constant: mean 0, stdev 0 369s Power 20. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -849, stdev 739.8047302017658. Constant: mean 0, stdev 0 369s Power 21. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 369s Power 22. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 369s Power 23. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 369s Power 24. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 369s Power 25. Sawtooth: mean -4, stdev -2.0000014285586736. Line: mean -50001, stdev -28867.946471822343. Constant: mean 0, stdev 0 369s THIS PLATFORM SEEMS TO HAVE 64-BIT LONG DOUBLES. 369s THIS PLATFORM SEEMS TO HAVE 64-BIT LONG DOUBLES. 369s 369s TIMING 369s Baseline: 0.0009301637548286906 ns 369s Pairwise base case 64 mean: 0.28283279146229884 ns 370s Pairwise base case 64 stdev: 0.8540524499452967 ns 370s 370s ONE PEAK 370s Pairwise base case 64: -7.14689910620292e-05 -7.14689910620292e-05 370s 370s OK 370s ### executing ./num/min.praat: 370s min 370s OK 370s ### executing ./num/mul.praat: 370s 0.6409111022949219 373s 2.9483628273010254 374s 0.5523059368133545 374s ### executing ./num/norm.praat: 374s norm 374s OK 374s ### executing ./num/plusgets.praat: 375s 0.9168868064880371 5000005 375s ### executing ./num/sort.praat: 375s sort... 375s 1 0 375s 2 0.0296683945 376s 3 0.0465921127 376s 4 0.0552579737 376s 5 0.0616769608 377s 6 0.0674200458 377s 7 0.0715376039 378s 8 0.0753128651 378s 9 0.0790494994 378s 10 0.0829416951 379s 11 0.0851878513 379s 12 0.0874716786 380s 13 0.0913776191 380s 14 0.0943695006 380s 15 0.0941973803 381s 16 0.0965970991 381s 17 0.0917391818 382s 18 0.0927940023 382s 19 0.0944554883 383s 20 0.0961782803 383s 21 0.097497074 384s 22 0.0973821689 384s 23 0.0987985634 384s 24 0.0995801308 385s 25 0.100735197 385s 26 0.100637172 386s 27 0.100981815 386s 28 0.101024449 387s 29 0.0991289865 387s 30 0.103724848 388s 31 0.10376312 388s 32 0.10401678 389s 33 0.105068524 389s 34 0.104492548 390s 35 0.105185513 390s 36 0.106314682 391s 37 0.106823758 391s 38 0.107263187 392s 39 0.108046194 392s 40 0.107987193 393s 41 0.107216338 393s 42 0.108146574 394s 43 0.109638738 394s 44 0.10934465 395s 45 0.108742502 395s 46 0.11096789 396s 47 0.111317612 396s 48 0.111009981 397s 49 0.111394682 397s 50 0.111451582 398s 51 0.111454759 398s 52 0.111715166 399s 53 0.11254278 399s 54 0.112993902 400s 55 0.114324463 400s 56 0.113682044 401s 57 0.115048325 401s 58 0.115188819 402s 59 0.11364157 402s 60 0.115355101 404s 61 0.115825278 404s 62 0.117545229 404s 63 0.116740949 404s 64 0.115777385 405s 65 0.116734922 405s 66 0.110692154 406s 67 0.116981905 406s 68 0.116574265 407s 69 0.117708658 407s 70 0.117406157 408s 10 0.0825611975 408s 100 0.122977697 409s 1000 0.148624828 410s 10000 0.168835107 411s 100000 0.180828646 412s 1000000 0.19133192 413s 10000000 0.19802663 426s 100000000 0.199626646 426s mean 0.09927773594714286 nanoseconds 426s OK 426s ### executing ./num/stdev.praat: 426s 1.0006216994104777 426s 1 3.9722294953107196 426s 2 3.9722294953107196 426s 3 3.9722294953107298 426s 4 3.9722294953108257 426s 5 3.9722294953097577 426s 6 3.9722294953330923 426s 7 3.972229495055961 426s 8 3.9722295005944392 426s 9 3.9722294783690453 426s 10 3.9722296638112735 426s 11 3.972228634429055 426s 12 3.9722160775667663 426s 13 3.9716694824447822 426s 14 3.9730640103336285 426s 15 3.9830369485272583 426s 16 3.6514837167011076 426s 17 16 426s 18 0 426s 0.1 0.053104925283720926 426s 0.01 0.008845305192984501 426s 0.001 0.000397583907364199 426s 0.0001 0.00013148244231860458 426s 1e-05 8.594319973071413e-06 426s 1e-06 1.2517905146159229e-06 426s 1e-07 2.7568757136680223e-08 426s 1e-08 7.120841908092907e-09 426s 1e-09 8.193885616440845e-10 426s 1e-10 1.2473565133121698e-10 426s 1e-11 1.064024820300411e-11 426s 1e-12 4.202039613661483e-13 426s 1e-13 8.426292888960642e-14 426s 1e-14 1.3244112246441073e-14 426s 1e-15 7.39222918264492e-16 426s 1e-16 1.8129866073473578e-16 426s 1e-17 0 426s 1e-18 0 426s ### executing ./num/sum.praat: 426s sum... 426s 1 1 426s 3 1.5 426s 6 2 426s 10 2.5 426s 15 3 426s 21 3.5 426s 28 4 426s 36 4.5 426s 45 5 426s 55 5.5 427s 1 0.12880246 428s 2 0.268456589 428s 3 0.385127477 428s 4 0.508781609 428s 5 0.605012557 428s 6 0.721281744 429s 7 0.814785501 429s 8 0.907370935 429s 9 0.98263849 429s 10 1.09386473 429s 11 1.17667468 429s 12 1.25228145 429s 13 1.32186069 429s 14 1.41819716 429s 15 1.4949543 429s 16 1.35883992 429s 17 1.58979306 429s 18 1.66113664 429s 19 1.69089678 429s 20 1.78192123 430s 21 1.77401486 430s 22 1.88934292 430s 23 1.91632731 430s 24 1.97033129 430s 25 2.01908411 430s 26 2.11584503 430s 27 2.0996607 430s 28 2.15357534 430s 29 2.19477507 430s 30 2.26081197 430s 31 2.27302718 430s 32 2.53242525 430s 33 2.48107325 430s 34 2.55871898 430s 35 2.59296521 430s 36 2.67343763 430s 37 2.59886171 430s 38 2.68231075 430s 39 2.72521918 430s 40 2.69352548 430s 41 2.78206931 430s 42 2.79868372 430s 43 2.86505911 431s 44 2.85955092 431s 45 2.86120906 431s 46 2.9771329 431s 47 2.94239996 431s 48 2.95111614 431s 49 2.92843062 431s 50 2.95390163 431s 51 3.0000453 431s 52 3.03301949 431s 53 3.12380594 431s 54 3.10649923 431s 55 3.15921644 431s 56 3.13513075 431s 57 3.19201042 431s 58 3.25296013 431s 59 3.24064605 431s 60 2.97875981 431s 61 3.28210726 431s 62 3.29042395 431s 63 3.27454754 431s 64 2.73579628 431s 65 2.81564843 431s 66 2.88927489 431s 67 2.85972613 431s 68 2.96086584 431s 69 2.99593068 431s 70 3.00981869 431s 71 3.04805161 431s 72 3.08155265 431s 73 3.06957938 432s 74 3.13646676 432s 75 3.09467285 432s 76 3.19225397 432s 77 3.14908893 432s 78 3.19295916 432s 79 3.20146353 432s 80 3.1615039 432s 81 3.15702786 432s 82 3.18353194 432s 83 3.23649477 432s 84 3.22133216 432s 85 3.19193771 432s 86 3.25993804 432s 87 3.21560225 432s 88 3.2684483 432s 89 3.22425327 432s 90 3.27557133 432s 91 3.29287821 432s 92 3.34609928 432s 93 3.28959609 432s 94 3.34353772 432s 95 3.33704755 432s 96 3.33362581 432s 97 3.30554005 432s 98 3.27820808 432s 99 3.30971613 432s 100 3.27373088 432s mean 2.54295508012 nanoseconds 432s OK 432s ### executing ./script/RBM.praat: 432s Training two RBM's with a three-peaked distribution 433s Trained in 0.7075457572937012 seconds 433s Test pattern #1: 433s Energy in input layer: 1.4715207119576559 433s Energy in middle layer: 0.4031062785376473 433s Energy in output layer: 0.32579913006156985 433s Energy in middle layer: 0.26039753412217265 433s Test pattern #2: 433s Energy in input layer: 1.4715626713516774 433s Energy in middle layer: 0.41197287272433775 433s Energy in output layer: 0.4329651186196186 433s Energy in middle layer: 0.3207486150389479 433s Test pattern #3: 433s Energy in input layer: 1.4716170766210293 433s Energy in middle layer: 0.4100718659277811 433s Energy in output layer: 0.43049952132115576 433s Energy in middle layer: 0.3195749676568326 433s Test pattern #4: 433s Energy in input layer: 1.4717048214222637 433s Energy in middle layer: 0.41235530320490194 433s Energy in output layer: 0.4262610023261151 433s Energy in middle layer: 0.3179787202976675 433s Test pattern #5: 433s Energy in input layer: 1.4717262029358227 433s Energy in middle layer: 0.41726363805005146 433s Energy in output layer: 0.43668834228314013 433s Energy in middle layer: 0.2924561782284046 433s Test pattern #6: 433s Energy in input layer: 1.4718419320242166 433s Energy in middle layer: 0.41393674980631895 433s Energy in output layer: 0.42134740521248226 433s Energy in middle layer: 0.31615128208678667 433s Test pattern #7: 433s Energy in input layer: 1.4715793058364055 433s Energy in middle layer: 0.4104574274517329 433s Energy in output layer: 0.4324252135643642 433s Energy in middle layer: 0.32040152068529876 433s Test pattern #8: 433s Energy in input layer: 1.471520711904903 433s Energy in middle layer: 0.41302091813835473 433s Energy in output layer: 0.38472282270213054 433s Energy in middle layer: 0.2790940198487449 433s Test pattern #9: 433s Energy in input layer: 1.4716127171387245 433s Energy in middle layer: 0.4101915142692294 433s Energy in output layer: 0.4430064140978801 433s Energy in middle layer: 0.2951029866786578 433s Test pattern #10: 433s Energy in input layer: 1.471523345975673 433s Energy in middle layer: 0.41707277558614275 433s Energy in output layer: 0.42029835812853716 433s Energy in middle layer: 0.31883952885169903 433s Test pattern #11: 433s Energy in input layer: 1.472657776071998 433s Energy in middle layer: 0.42029321042087187 433s Energy in output layer: 0.4175911636887648 433s Energy in middle layer: 0.28426773964110125 433s Test pattern #12: 433s Energy in input layer: 1.4715207119045883 433s Energy in middle layer: 0.41994513540391915 433s Energy in output layer: 0.43775523280894557 433s Energy in middle layer: 0.29967581604508137 433s Test pattern #13: 433s Energy in input layer: 1.471520711904621 433s Energy in middle layer: 0.41831177843645584 433s Energy in output layer: 0.4441434075839122 433s Energy in middle layer: 0.3014468660263556 433s Test pattern #14: 433s Energy in input layer: 1.4715207119045874 433s Energy in middle layer: 0.4152067666604306 433s Energy in output layer: 0.43158283226318245 433s Energy in middle layer: 0.2959111405833893 433s Test pattern #15: 433s Energy in input layer: 1.471554005727326 433s Energy in middle layer: 0.4109591893306978 433s Energy in output layer: 0.4486016531634663 433s Energy in middle layer: 0.2976860124870122 433s ### executing ./script/RBMparallel.praat: 433s Training two RBM's with a three-peaked distribution 434s Trained in 0.5369172096252441 seconds 434s 0.04126057355284849 -0.008983621335717618 0.014041680058288293 -0.00398182626857466 0.02045728000417616 -0.058399629939390435 -0.017767752596345738 -0.0008654235775430703 0.008622611789993415 -0.06873173755320561 -0.07633157227856771 -0.02216872230471757 0.008577305014372283 -0.03447057852218986 0.013154240762728035 0.007674220038938437 -0.06192265122016837 -0.0010856010591869232 0.008221392018605406 -0.019710220742220105 -0.0745201871665146 -0.03983670568481843 -0.045283993659078044 -0.01921909783496263 0.020300389969408392 -0.024322408860022987 -0.011837587563394503 -0.002226585427732814 -0.059977675410847184 -0.06199451762506964 0.021023742627974483 0.008317200654893012 0.004854531693264341 0.0259642028883684 0.00621679855298413 0.015369742451172052 0.005151844761201122 -0.01853007917310503 0.019430969508609727 -0.009584543750819666 0.01682114017835261 0.003034740174201662 0.005085410370439627 -0.010015820908237586 -0.018845844603068863 -0.0073803578811275335 -0.01613229029201855 -0.10421605741147447 -0.04523742095239366 -0.02384587005573521 434s 0.07476513237149887 0.025667019667831106 0.037992503124993984 0.02739337495189973 0.06296805517973064 -0.12092805527436333 -0.02870843118812923 0.025907760327575392 0.04587849954623019 -0.04504135037261624 -0.1390703811625712 -0.0387855413608115 0.0875569627254334 -0.08764856059894019 0.03225782253263755 -0.007516732305402306 -0.10148561986530244 0.007556493143448067 0.04042089213646949 -0.05603977485092704 -0.07320804648702013 -0.09599705268497691 -0.04578641987088298 -0.025408125629057074 0.03419489916338493 -0.038824146230379095 -0.0015244935516414595 -0.003542314831252188 -0.1149532291489678 -0.10923439621820542 0.06793840914904987 0.03841765090807138 0.04472022045082023 0.05664585612804512 -0.021558861053482592 0.052445850416361024 -0.0025505577662085113 -0.024540944388253903 0.08451135254412874 0.020564006379853932 0.05695826641206146 0.004736992777913826 0.011371851344526241 -0.04275224886440243 -0.014178002839056418 0.028552684078353412 -0.04078722069537201 -0.12649616797394672 -0.029135275950279874 -0.05224358260945905 434s 0.11657706699175968 0.08180889406984027 0.08353262531442204 0.07528888335722957 0.12339757521673148 -0.229127384383345 -0.05673781946469435 0.05289856376545269 0.10719700832866098 0.01283731786587507 -0.214249322473625 -0.0672781049476192 0.20313653864591372 -0.14142447934975735 0.07828191686016185 -0.043242038903112616 -0.15706506354452024 0.022551210450838802 0.08668630927723864 -0.12194132362624177 -0.04987222485614815 -0.17171278128248388 -0.0530658378580296 -0.038958832717481184 0.03879729569305689 -0.06785807778784769 0.021289525921060017 -0.00513897064220528 -0.18818139603121745 -0.1639700953670096 0.1450511020400012 0.08465502528887547 0.09556495365985392 0.08754963355541252 -0.06879180665139477 0.10491319768470399 -0.02885748637659041 -0.04098508563902914 0.18441154621023226 0.07872086059063373 0.11435081316987887 -0.004323323715863409 -0.0016228495374754537 -0.11408654827866546 0.0032841769961760494 0.10423790026955458 -0.07854551091666707 -0.1501221247961175 0.011797501032170745 -0.08630135710989915 434s 0.14605846236660763 0.1458313374672338 0.14957761384868135 0.12295441874502257 0.17735506443849572 -0.3388795037116998 -0.12222267262166035 0.05665049858938974 0.17120873867508427 0.10407293969197003 -0.24903655203799044 -0.10261968704187865 0.30075547368681055 -0.14495525537765705 0.16004646631146324 -0.09848578522793344 -0.21161544953327696 0.04618085378721233 0.13026468417114748 -0.1913382647862379 0.012813712462189515 -0.22413200302274197 -0.08854296781610382 -0.061724254666601065 0.014814469685517024 -0.11539093464084063 0.05877834904832705 -0.018504816492210946 -0.2352555452468303 -0.17873015379060253 0.2305310205385855 0.13343339701584384 0.12039396141634899 0.08942431445514065 -0.12974929944411107 0.1539935826675956 -0.07903264809476851 -0.0724152138193266 0.28068565802616346 0.1787660986935229 0.17269050034719918 -0.0345617997053351 -0.05893067518469469 -0.21902553179401513 0.03372356212289815 0.21703483337185067 -0.12212358662627967 -0.15865818261442532 0.09639698908185945 -0.10511272548890925 434s 0.147817393538181 0.1870068321155649 0.21649071070752088 0.1464474045420869 0.19231803996496916 -0.3425400513044585 -0.23818287146654354 0.011652573830327074 0.19884926386220902 0.19765500453142282 -0.18148142969320213 -0.13488621339383225 0.28656676169004186 -0.05655165113698476 0.25399124770791653 -0.15125259717143683 -0.23595994480840243 0.08830732426567775 0.1406853723328298 -0.19898015086389312 0.10478902553047496 -0.19180222953357282 -0.17659375276988928 -0.09660343587187215 -0.0472081035278668 -0.17483706919277753 0.10302654957300847 -0.06866626517017492 -0.19188976703821156 -0.10264282753375026 0.2655005982324203 0.16199647947532347 0.07632044029632638 0.02783410920678649 -0.1807615517471328 0.17742816100087136 -0.14146832634192172 -0.10791554001902193 0.2956736412705836 0.31698472156097757 0.20945921221983296 -0.08490412899617733 -0.1615093926776862 -0.29968523977705347 0.06894207240219337 0.3157579247947296 -0.15415444251747543 -0.13817303500542502 0.2286040558677773 -0.08531756596348679 434s 0.140107642346794 0.17982517505166642 0.2402284362328275 0.14006601687618617 0.16406602504777354 -0.15664891530332706 -0.365271369454215 -0.08532871462220326 0.16866944662942748 0.2472854749478067 -0.007714464282394738 -0.158165470475035 0.11533586984734882 0.09764230327836168 0.2871113420098097 -0.16345521955019698 -0.20752986040978982 0.16304218870592058 0.09890336473196014 -0.09288200981217677 0.17352998931039815 -0.052249141285101615 -0.3008376899481509 -0.1475758307809616 -0.13387185756051068 -0.22264225622597622 0.14008608728580088 -0.17255200801030704 -0.04104645018103681 0.05390171370852669 0.18720451484854578 0.16400686037737583 -0.031347841023927604 -0.10255414983273844 -0.1909087419700738 0.1758974069249766 -0.19010005857019943 -0.115626972279704 0.1757045537077878 0.4296338696402948 0.21683328181981076 -0.13668223903878574 -0.24885257611981257 -0.26098765171369087 0.10598655528277223 0.3081741574674189 -0.15768724945252652 -0.09177800536781067 0.35515345951931804 -0.019196620540855906 434s 0.15980238786212245 0.127589791858472 0.1707780687515061 0.12417015035138604 0.132466072712943 0.14864093280462945 -0.3935588499974833 -0.1911307461966972 0.10384671465802739 0.22886400520251254 0.18702077068679088 -0.1677355855191856 -0.12618113898329184 0.2260863611538308 0.18342309790194672 -0.11210330614783993 -0.13827442572792653 0.25534412061094214 0.029639672726103836 0.08910640925028832 0.15683211654598705 0.13837092844945248 -0.37136798257840137 -0.2087557214201219 -0.21617140137022672 -0.22810870813304715 0.16231588794205307 -0.2962973793589525 0.1410490423689086 0.2054272427873424 0.00010207134845784485 0.16612052013522674 -0.1354995326490922 -0.24203081292171966 -0.15542077408187688 0.1748282251253833 -0.2029292221736034 -0.06410600807934133 -0.03221552231526924 0.39447677249274077 0.20918419774267696 -0.1724321140026657 -0.22743280811055294 -0.06826539960682503 0.15321209348445272 0.1434392981967861 -0.141571923375142 -0.037379063156662076 0.3615800534212745 0.08239416580460655 434s 0.19828262450734052 0.0578459777680629 0.004912417748891206 0.11670804877547822 0.14181253488024942 0.3687716060389089 -0.23158770855744837 -0.22369257924512548 0.05577036818836295 0.16334469849094302 0.2948593183127341 -0.14709559090865001 -0.27941678710457607 0.2534839239764067 -0.039787109657184 -0.026049041266921362 -0.08346801210500764 0.2930602599042695 -0.0029321041638914963 0.22908658390798486 0.045736425105490475 0.27858324271795193 -0.2848411339914549 -0.24668067240503372 -0.26337682114663347 -0.1822266514359357 0.1705555427091903 -0.3460304259727411 0.24477566204039172 0.272593728691953 -0.19532412738684288 0.199081610226323 -0.17175335598846575 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-0.07222909131111968 -0.4411005377367026 0.05620802188796853 -0.14036081444693235 -0.09356559245826 -0.17115566975802998 0.2904662811619778 -0.08106344115843787 434s -0.006310731406957792 0.5293393191551347 -0.12965397214119484 -0.05655448528868786 0.10297412739386223 -0.34795541507691424 -0.30315267861811346 0.6303421759803995 0.1911845501252559 0.5105739075824424 -0.3821094897716924 -0.2621083461379241 -0.2048728961930925 0.2439122254227561 -0.30904754849032984 0.32374900674885265 0.3857365151081587 -0.027027153810654125 -0.07019826211940189 -0.21769539174586994 434s 0.10589718735992713 -0.22000558704530626 0.01931206585790678 0.02720140269264813 -0.0477161747310513 0.05372626785822778 0.20582458737419973 -0.20681156740385104 -0.08007487410125252 -0.19647509203653624 0.0878128286902776 0.215104466637953 0.11409549025503553 -0.16583265036575368 0.05106257536495933 -0.08854392377770738 -0.09974271557602088 -0.04696094425346797 0.025577419642953785 0.08367736929966077 434s -0.41263546507869614 0.0009033736751051682 -0.0001654704984849346 0.06257956257311474 -0.22825599018146034 0.16594184374096294 -0.24775550052248815 -0.09265990265255018 -0.40146050805307404 -0.10093042051949729 -0.15688486670250423 -0.3183054081254993 0.507295274902611 0.21081156844851262 0.3720078293081953 -0.053664692038541226 -0.1940914759452932 0.22780297857845294 -0.25973260519976443 0.44073165133951975 434s -0.24607245566574854 0.018691338882043648 0.17372546743713646 0.19952761386331266 -0.11212249195928575 0.31052412126051865 -0.025116742754138267 -0.09634181578267785 -0.2882056705864617 -0.0673693309237221 0.11469252279690335 -0.07229637718393145 0.5474247227112682 0.15676098890270954 0.4700347920135758 0.057131886616147064 -0.14026386064952573 0.3026530323427503 -0.11881531959319565 0.4909490152690418 434s 0.1612503613761817 -0.10699504990722852 0.18318157197483712 0.10958220604766422 -0.017165204475852538 0.1888025344352584 0.22966074039939036 -0.1448040119312152 -0.02224847723176666 -0.10877871039303566 0.1468373913026859 0.26428290911150853 0.13885991050311858 -0.0797800616234437 0.18167431364117176 -0.06553394877338903 -0.09316045874103245 0.051596819664335276 0.09794761754283295 0.14457035680001268 434s -0.043839044012232396 0.43624889647356324 -0.19139213496119656 -0.09547842309706862 0.10780646592588311 -0.3403840417479078 -0.2880749612178228 0.6122349329022274 0.1759819091111182 0.48649511176606197 -0.380960770665674 -0.2501171814491254 -0.2642627471372912 0.1800985034023757 -0.3174178008769486 0.29538729068617936 0.36567628560476234 -0.072024988855256 -0.0734509159280213 -0.2546336874689898 434s Test pattern #1: 434s Energy in input layer: 1.4715220812455558 434s Energy in middle layer: 0.4169044555099853 434s Energy in output layer: 0.4302786893671096 434s Energy in middle layer: 0.29736474096597837 434s Energy in reflection: 1.0635659767146008 434s Test pattern #2: 434s Energy in input layer: 1.4715207119046054 434s Energy in middle layer: 0.41478844953364385 434s Energy in output layer: 0.43894782276635397 434s Energy in middle layer: 0.3087742293445914 434s Energy in reflection: 1.1030635302660927 434s Test pattern #3: 434s Energy in input layer: 1.471607988801092 434s Energy in middle layer: 0.4021717399896846 434s Energy in output layer: 0.42239273057585885 434s Energy in middle layer: 0.2935772988839431 434s Energy in reflection: 1.050167670518734 434s Test pattern #4: 434s Energy in input layer: 1.4715309430228962 434s Energy in middle layer: 0.4142533195119534 434s Energy in output layer: 0.45107071798237824 434s Energy in middle layer: 0.3159403507424865 434s Energy in reflection: 1.1121378735441583 434s Test pattern #5: 434s Energy in input layer: 1.4715207119045892 434s Energy in middle layer: 0.41234663825132317 434s Energy in output layer: 0.41694765565882325 434s Energy in middle layer: 0.2996163714570826 434s Energy in reflection: 1.0718424437939509 434s Test pattern #6: 434s Energy in input layer: 1.4715207119046345 434s Energy in middle layer: 0.42000103715931 434s Energy in output layer: 0.43029425407765054 434s Energy in middle layer: 0.30522620282778123 434s Energy in reflection: 1.0907071095888878 434s Test pattern #7: 434s Energy in input layer: 1.4715207119046252 434s Energy in middle layer: 0.4207819915368877 434s Energy in output layer: 0.4320766629665356 434s Energy in middle layer: 0.3059464370780456 434s Energy in reflection: 1.0931414471873337 434s Test pattern #8: 434s Energy in input layer: 1.4715207119045983 434s Energy in middle layer: 0.4108959781569992 434s Energy in output layer: 0.4140036147410341 434s Energy in middle layer: 0.2983139112453854 434s Energy in reflection: 1.0674712699729307 434s Test pattern #9: 434s Energy in input layer: 1.4715207119046354 434s Energy in middle layer: 0.41572226146674573 434s Energy in output layer: 0.4390207828492418 434s Energy in middle layer: 0.30876263848565566 434s Energy in reflection: 1.1029040532427954 434s Test pattern #10: 434s Energy in input layer: 1.475473688634378 434s Energy in middle layer: 0.3944435358435378 434s Energy in output layer: 0.36852613052678224 434s Energy in middle layer: 0.2668866862102299 434s Energy in reflection: 0.9622016194871645 434s Test pattern #11: 434s Energy in input layer: 1.471523090418973 434s Energy in middle layer: 0.41454617909698616 434s Energy in output layer: 0.4500657278543802 434s Energy in middle layer: 0.3158519063078928 434s Energy in reflection: 1.1119093326778209 434s Test pattern #12: 434s Energy in input layer: 1.471520714866707 434s Energy in middle layer: 0.39185320643163496 434s Energy in output layer: 0.3752944688670198 434s Energy in middle layer: 0.2694555745911594 434s Energy in reflection: 0.976548887142419 434s Test pattern #13: 434s Energy in input layer: 1.4715207963637165 434s Energy in middle layer: 0.40599854255860873 434s Energy in output layer: 0.42321785715143734 434s Energy in middle layer: 0.2934440586161237 434s Energy in reflection: 1.052005832118437 434s Test pattern #14: 434s Energy in input layer: 1.47152071303654 434s Energy in middle layer: 0.39258016759588876 434s Energy in output layer: 0.3555469642547942 434s Energy in middle layer: 0.2591653966263546 434s Energy in reflection: 0.9439834299098719 434s Test pattern #15: 434s Energy in input layer: 1.4715207168949114 434s Energy in middle layer: 0.40220852941882435 434s Energy in output layer: 0.4015933472845001 434s Energy in middle layer: 0.296484266156398 434s Energy in reflection: 1.0485915140965243 434s ### executing ./script/arithmetic.praat: 434s arithmetic 434s OK 434s ### executing ./script/commandReturns.praat: 434s 72 (value in column 8 of row 9) 434s 0 Pascal0 Pascal 434s 0 Pascal 434s 0 Pascal 434s ### executing ./script/extractNumber.praat: 434s ### executing ./script/fileNames-S-H-down.praat: 434s filenames$# 434s anything down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 434s anything down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 434s down-S-H1.txt down-S-H2.txt down-S-H3.txt 434s down-S-H4.TXT down-S-H5.TXT 434s down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 434s down-S-H1.txt down-S-H2.txt down-S-H3.txt down-S-H4.TXT down-S-H5.TXT 434s OK 434s ### executing ./script/fileNames-S-H.praat: 434s filenames$# 434s 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 procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 434s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt 434s fileNames-S-H4.TXT fileNames-S-H5.TXT 434s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 434s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 434s OK 434s ### executing ./script/fileReadable.praat: 434s Testing fileReadable() 434s OK 434s ### executing ./script/form1.praat: 434s Form1... 434s Form2... 434s Frequency: <<11025>> 434s Called from outside: <<1>> 434s Input file: <> 434s Output file: <> 434s Folder file: <> 434s fmin: <<75>> 434s fmax: <<600>> 434s word: <> 434s ttt: <> 434s Tekstje: <> 434s Tekst: <> 434s Numbers1: <<16 -17.6 5>> 434s Numbers2: <<6 7 8>> 434s Colour: <<3>> 434s Colour: <> 434s Texture: <<3>> 434s Texture: <> 434s OK manually/Form2 434s OK Form1 434s ### executing ./script/indexedVariables.praat: 434s arrays... 434s 3 434s 'a[3,5]', 0 434s 3 434s 434s 434s 434s OK 434s ### executing ./script/numberAwareSorting.praat: 434s pure Unicode sort: 15222 nanoseconds 434s number-aware sort: 25121 nanoseconds 434s 25121 nanoseconds; OK 434s ### executing ./script/procedures.praat: 434s Procedures 434s hoi1 434s hoi1 434s hoi1 434s hoi1 434s hoi1 434s hoi1 434s hoi2 434s hoi2 434s hoi2 434s hoi2 434s hoi2 434s ### executing ./script/rectify.praat: 434s rectify... 434s OK 434s ### executing ./script/regex.praat: 434s Title äße 10 434s 3.9124227656412556 434s ### executing ./script/rounding.praat: 434s Approximating one third in 64-bit IEEE floating point: 434s 1 0.500000000000000000000000000000000000000000000000000000000000 434s 2 0.250000000000000000000000000000000000000000000000000000000000 434s 3 0.375000000000000000000000000000000000000000000000000000000000 434s 4 0.312500000000000000000000000000000000000000000000000000000000 434s 5 0.343750000000000000000000000000000000000000000000000000000000 434s 6 0.328125000000000000000000000000000000000000000000000000000000 434s 7 0.335937500000000000000000000000000000000000000000000000000000 434s 8 0.332031250000000000000000000000000000000000000000000000000000 434s 9 0.333984375000000000000000000000000000000000000000000000000000 434s 10 0.333007812500000000000000000000000000000000000000000000000000 434s 11 0.333496093750000000000000000000000000000000000000000000000000 434s 12 0.333251953125000000000000000000000000000000000000000000000000 434s 13 0.333374023437500000000000000000000000000000000000000000000000 434s 14 0.333312988281250000000000000000000000000000000000000000000000 434s 15 0.333343505859375000000000000000000000000000000000000000000000 434s 16 0.333328247070312500000000000000000000000000000000000000000000 434s 17 0.333335876464843750000000000000000000000000000000000000000000 434s 18 0.333332061767578125000000000000000000000000000000000000000000 434s 19 0.333333969116210937500000000000000000000000000000000000000000 434s 20 0.333333015441894531250000000000000000000000000000000000000000 434s 21 0.333333492279052734375000000000000000000000000000000000000000 434s 22 0.333333253860473632812500000000000000000000000000000000000000 434s 23 0.333333373069763183593750000000000000000000000000000000000000 434s 24 0.333333313465118408203125000000000000000000000000000000000000 434s 25 0.333333343267440795898437500000000000000000000000000000000000 434s 26 0.333333328366279602050781250000000000000000000000000000000000 434s 27 0.333333335816860198974609375000000000000000000000000000000000 434s 28 0.333333332091569900512695312500000000000000000000000000000000 434s 29 0.333333333954215049743652343750000000000000000000000000000000 434s 30 0.333333333022892475128173828125000000000000000000000000000000 434s 31 0.333333333488553762435913085937500000000000000000000000000000 434s 32 0.333333333255723118782043457031250000000000000000000000000000 434s 33 0.333333333372138440608978271484375000000000000000000000000000 434s 34 0.333333333313930779695510864257812500000000000000000000000000 434s 35 0.333333333343034610152244567871093750000000000000000000000000 434s 36 0.333333333328482694923877716064453125000000000000000000000000 434s 37 0.333333333335758652538061141967773437500000000000000000000000 434s 38 0.333333333332120673730969429016113281250000000000000000000000 434s 39 0.333333333333939663134515285491943359375000000000000000000000 434s 40 0.333333333333030168432742357254028320312500000000000000000000 434s 41 0.333333333333484915783628821372985839843750000000000000000000 434s 42 0.333333333333257542108185589313507080078125000000000000000000 434s 43 0.333333333333371228945907205343246459960937500000000000000000 434s 44 0.333333333333314385527046397328376770019531250000000000000000 434s 45 0.333333333333342807236476801335811614990234375000000000000000 434s 46 0.333333333333328596381761599332094192504882812500000000000000 434s 47 0.333333333333335701809119200333952903747558593750000000000000 434s 48 0.333333333333332149095440399833023548126220703125000000000000 434s 49 0.333333333333333925452279800083488225936889648437500000000000 434s 50 0.333333333333333037273860099958255887031555175781250000000000 434s 51 0.333333333333333481363069950020872056484222412109375000000000 434s 52 0.333333333333333259318465024989563971757888793945312500000000 434s 53 0.333333333333333370340767487505218014121055603027343750000000 434s 54 0.333333333333333314829616256247390992939472198486328125000000 434s 55 0.333333333333333370340767487505218014121055603027343750000000 434s 56 0.333333333333333370340767487505218014121055603027343750000000 434s 57 0.333333333333333370340767487505218014121055603027343750000000 434s 58 0.333333333333333370340767487505218014121055603027343750000000 434s 59 0.333333333333333370340767487505218014121055603027343750000000 434s 60 0.333333333333333370340767487505218014121055603027343750000000 434s 61 0.333333333333333370340767487505218014121055603027343750000000 434s 62 0.333333333333333370340767487505218014121055603027343750000000 434s 63 0.333333333333333370340767487505218014121055603027343750000000 434s 64 0.333333333333333370340767487505218014121055603027343750000000 434s 65 0.333333333333333370340767487505218014121055603027343750000000 434s 1/3 -> 0.333333333333333314829616256247390992939472198486328125000000 434s ### executing ./script/script.praat: 434s script 434s OK 434s ### executing ./script/softmax.praat: 434s 0.24472847105479764 0.09003057317038046 0.6652409557748218 434s 0.24472847105479764 0.09003057317038046 0.6652409557748218 434s 0.09003057317038046 0.6652409557748218 0.24472847105479764 434s ### executing ./script/strvec.praat: 434s string vectors... 434s hello goodbye 434s <> 434s 0.021817684173583984 434s 0.017460346221923828 434s OK 434s ### executing ./script/tensor.praat: 434s vectors and matrices... 434s 20.40590461765344 21.30114805002416 18.55318238681136 434s 9.051831776866461 9.8563762351364 9.361313515087161 434s 9 7 8 434s 4.57 5.86 8.58 10 18.75 434s 471.5442657470703 ns 435s 227.28490829467773 ns 437s 0.8676085472106934 ns 437s mul##: 437s 237068591062965 237068797523690 237072144788515 237095224496490 237195595296665 237523674394090 238407402703815 240477877014890 244844142566365 253325339437290 268748396152715 295319463907690 339077284811265 408436687552490 514830403890415 673457399370090 904145911666565 437s 237076880124990 237077086604765 237080434178440 237103516015965 237203896077290 237532005446365 238415815297140 240486480649565 244853149073590 253335128499165 268759608290240 295333127740765 339094986150690 408460788639965 514864321858540 673505953750365 904215751529390 437s 237090695228365 237090901739890 237094249828315 237117335215090 237217730711665 237545890533490 238429836286015 240500820040690 244868159918965 253351443602290 268778295186115 295355900795890 339124488383065 408500957119090 514920851805415 673586877717490 904332151300765 437s 237110036373090 237110242929065 237113591738140 237136682093865 237237099199790 237565329655465 238449465670440 240520895188265 244889175102490 253374284746665 268804456840340 295387783073065 339165791508390 408557192989865 514999993731040 673700171271465 904495110980690 437s 237134903559165 237135110172290 237138459907915 237161556652290 237262001541665 237590322812290 238474703450415 240546706092290 244916194624165 253403651932290 268838093252915 295428774572290 339218895526665 408629496252290 515101747635415 673845834412290 904704630569165 437s 237165296786590 237165503469565 237168854337640 237191958890365 237292437737290 237620870003965 238505549625940 240578252752765 244949218483990 253439545159165 268879204423840 295478875293565 339283800437890 408717866906365 515226113518540 674023867139965 904960710066190 437s 237201216055365 237201422820890 237204775027315 237227888808090 237328407786665 237656971230490 238542004197015 240615535169690 244988246681965 253481964427290 268927790353115 295538085236890 339360506242065 408822304952090 515373091380415 674234269454490 905263349471765 437s 237242661365490 237242868226265 237246221976940 237269346405465 237369911689790 237698626491865 238584067163640 240658553343065 245033279218090 253530909736665 268983851040740 295606404402265 339449012939190 408942810389465 515542681221040 674477041355865 905612548785890 437s 237289632716965 237289839685690 237293195186515 237316331682490 237416949446665 237745835788090 238631738525815 240707307272890 245084316092365 253586381087290 269047386486715 295683832789690 339549320529265 409079383218490 515734883040415 674752182844090 906008308008565 437s 237342130109790 237342337199165 237345694656040 237368844639165 237469521057290 237798599119165 238685018283540 240761796959165 245141357304790 253648378479165 269118396691040 295770370399165 339661429012290 409232023439165 515949696838540 675059693919165 906450627139790 437s 237400153543965 237400360766690 237403720385515 237426885275490 237527626521665 237856916485090 238743906436815 240822022401890 245204402855365 253716901912290 269196881653715 295866017230690 339785338388265 409400731051490 516187122615415 675399574581090 906939506179565 437s 237463703019490 237463910388265 237467272374940 237490453591465 237591265839790 237920787885865 238808402985640 240887983601065 245273452744090 253791951386665 269282841374740 295970773284265 339921048657190 409585506055465 516447160371040 675771824829865 907474945127890 437s 237532778536365 237532986063890 237536350624315 237559549587090 237660439011665 237990213321490 238878507930015 240959680556690 245348506970965 253873526902290 269376275854115 296084638559890 340068559819065 409786348451090 516729810105415 676176444665490 908056943984765 437s 237607380094590 237607587793565 237610955133640 237634173262365 237735146037290 238065192791965 238954221269940 241037113268765 245429565535990 253961628459165 269477185091840 296207613057565 340227871873890 410003258238365 517035071818540 676613434087965 908685502750190 437s 237687507694165 237687715577290 237691085902915 237714324617290 237815386916665 238145726297290 239035543005415 241120281737290 245516628439165 254056256057290 269585569087915 296339696777290 340398984821665 410236235417290 517362945510415 677082793097290 909360621424165 437s 237773161335090 237773369415065 237776742932140 237800003651865 237901161649790 238231813837465 239122473136440 241209185962265 245609695680490 254157409696665 269701427842340 296480889719065 340581898662390 410485279987865 517713431181040 677584521693465 910082300006690 437s 237864341017365 237864549306890 237867926221315 237891210366090 237992470236665 238323455412490 239215011663015 241303825943690 245708767259965 254265089377290 269824761355115 296631191882890 340776613396065 410750391950090 518086528830415 678118619876490 910850538497765 437s 237961046740990 237961255252765 237964635770440 237987944759965 238089312677290 238420651022365 239313158585140 241404201681565 245813843177590 254379295099165 269955569626240 296790603268765 340983129022690 411031571303965 518482238458540 678685087646365 911665336897390 437s 238063278505965 238063487252690 238066871579515 238090206833490 238191688971665 238523400667090 239416913902815 241510313175890 245924923433365 254500026862290 270093852655715 296959123876690 341201445542265 411328818049490 518900560065415 679283925003090 912526695205565 437s 238171036312290 238171245306665 238174633648540 238197996586665 238299599119790 238631704346665 239526277616040 241622160426665 246042008027290 254627284666665 270239610443540 297136753706665 341431562954790 411642132186665 519341493651040 679915131946665 913434613422290 437s mul_fast## 437s 237068591062965 237068797523690 237072144788515 237095224496490 237195595296665 237523674394090 238407402703815 240477877014890 244844142566365 253325339437290 268748396152715 295319463907690 339077284811265 408436687552490 514830403890415 673457399370090 904145911666565 437s 237076880124990 237077086604765 237080434178440 237103516015965 237203896077290 237532005446365 238415815297140 240486480649565 244853149073590 253335128499165 268759608290240 295333127740765 339094986150690 408460788639965 514864321858540 673505953750365 904215751529390 437s 237090695228365 237090901739890 237094249828315 237117335215090 237217730711665 237545890533490 238429836286015 240500820040690 244868159918965 253351443602290 268778295186115 295355900795890 339124488383065 408500957119090 514920851805415 673586877717490 904332151300765 437s 237110036373090 237110242929065 237113591738140 237136682093865 237237099199790 237565329655465 238449465670440 240520895188265 244889175102490 253374284746665 268804456840340 295387783073065 339165791508390 408557192989865 514999993731040 673700171271465 904495110980690 437s 237134903559165 237135110172290 237138459907915 237161556652290 237262001541665 237590322812290 238474703450415 240546706092290 244916194624165 253403651932290 268838093252915 295428774572290 339218895526665 408629496252290 515101747635415 673845834412290 904704630569165 437s 237165296786590 237165503469565 237168854337640 237191958890365 237292437737290 237620870003965 238505549625940 240578252752765 244949218483990 253439545159165 268879204423840 295478875293565 339283800437890 408717866906365 515226113518540 674023867139965 904960710066190 437s 237201216055365 237201422820890 237204775027315 237227888808090 237328407786665 237656971230490 238542004197015 240615535169690 244988246681965 253481964427290 268927790353115 295538085236890 339360506242065 408822304952090 515373091380415 674234269454490 905263349471765 437s 237242661365490 237242868226265 237246221976940 237269346405465 237369911689790 237698626491865 238584067163640 240658553343065 245033279218090 253530909736665 268983851040740 295606404402265 339449012939190 408942810389465 515542681221040 674477041355865 905612548785890 437s 237289632716965 237289839685690 237293195186515 237316331682490 237416949446665 237745835788090 238631738525815 240707307272890 245084316092365 253586381087290 269047386486715 295683832789690 339549320529265 409079383218490 515734883040415 674752182844090 906008308008565 437s 237342130109790 237342337199165 237345694656040 237368844639165 237469521057290 237798599119165 238685018283540 240761796959165 245141357304790 253648378479165 269118396691040 295770370399165 339661429012290 409232023439165 515949696838540 675059693919165 906450627139790 437s 237400153543965 237400360766690 237403720385515 237426885275490 237527626521665 237856916485090 238743906436815 240822022401890 245204402855365 253716901912290 269196881653715 295866017230690 339785338388265 409400731051490 516187122615415 675399574581090 906939506179565 437s 237463703019490 237463910388265 237467272374940 237490453591465 237591265839790 237920787885865 238808402985640 240887983601065 245273452744090 253791951386665 269282841374740 295970773284265 339921048657190 409585506055465 516447160371040 675771824829865 907474945127890 437s 237532778536365 237532986063890 237536350624315 237559549587090 237660439011665 237990213321490 238878507930015 240959680556690 245348506970965 253873526902290 269376275854115 296084638559890 340068559819065 409786348451090 516729810105415 676176444665490 908056943984765 437s 237607380094590 237607587793565 237610955133640 237634173262365 237735146037290 238065192791965 238954221269940 241037113268765 245429565535990 253961628459165 269477185091840 296207613057565 340227871873890 410003258238365 517035071818540 676613434087965 908685502750190 437s 237687507694165 237687715577290 237691085902915 237714324617290 237815386916665 238145726297290 239035543005415 241120281737290 245516628439165 254056256057290 269585569087915 296339696777290 340398984821665 410236235417290 517362945510415 677082793097290 909360621424165 437s 237773161335090 237773369415065 237776742932140 237800003651865 237901161649790 238231813837465 239122473136440 241209185962265 245609695680490 254157409696665 269701427842340 296480889719065 340581898662390 410485279987865 517713431181040 677584521693465 910082300006690 437s 237864341017365 237864549306890 237867926221315 237891210366090 237992470236665 238323455412490 239215011663015 241303825943690 245708767259965 254265089377290 269824761355115 296631191882890 340776613396065 410750391950090 518086528830415 678118619876490 910850538497765 437s 237961046740990 237961255252765 237964635770440 237987944759965 238089312677290 238420651022365 239313158585140 241404201681565 245813843177590 254379295099165 269955569626240 296790603268765 340983129022690 411031571303965 518482238458540 678685087646365 911665336897390 437s 238063278505965 238063487252690 238066871579515 238090206833490 238191688971665 238523400667090 239416913902815 241510313175890 245924923433365 254500026862290 270093852655715 296959123876690 341201445542265 411328818049490 518900560065415 679283925003090 912526695205565 437s 238171036312290 238171245306665 238174633648540 238197996586665 238299599119790 238631704346665 239526277616040 241622160426665 246042008027290 254627284666665 270239610443540 297136753706665 341431562954790 411642132186665 519341493651040 679915131946665 913434613422290 437s 51 23 39 67 437s 103 19 52 50 437s OK 437s ### executing ./script/text100MB.praat: 437s Text 100 MB: 437s creating: 0.188 seconds 437s writing: 0.081 seconds 437s reading: 0.082 seconds 437s comparing: 0.064 seconds 437s ### executing ./script/undefined.praat: 437s ### executing ./script/up/fileNames-S-H-up.praat: 437s filenames$# 437s 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 procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 437s 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 procedures.praat rectify.praat regex.praat rounding.praat runScript_GUI_.praat script.praat softmax.praat strvec.praat tensor.praat text100MB.praat undefined.praat 437s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt 437s fileNames-S-H4.TXT fileNames-S-H5.TXT 437s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 437s fileNames-S-H1.txt fileNames-S-H2.txt fileNames-S-H3.txt fileNames-S-H4.TXT fileNames-S-H5.TXT 437s OK 437s ### executing ./stat/PairDistribution.praat: 437s PairDistribution 437s OK 437s ### executing ./stat/Table.cpp.praat: 437s stat/Table.cpp.praat OK 437s ### executing ./stat/Table.praat: 437s 0.280 298 437s OK 437s ### executing ./stat/TableOfReal.praat: 437s OK 437s ### executing ./stat/Table_addColumn.praat: 437s OK 437s ### executing ./stat/Table_removeColumn.praat: 437s OK 437s ### executing ./stat/Table_rowsToColumns.praat: 437s Table: Rows to columns 437s 4110 437s 4111 437s 4112 437s OK 437s ### executing ./stat/Table_undefined.praat: 437s ### executing ./stat/linearRegression.praat: 437s Linear regression 437s Spec & Dur table 437s OK 437s ### executing ./stat/logisticRegression.praat: 437s Logistic regression 437s Spec & Dur table: 437s OK 437s ### executing ./sys/Formula.cpp.praat: 437s 9981545732273788928 0 437s sys/Formula.cpp.praat OK 437s ### executing ./sys/Interpreter.cpp.praat: 437s sys/Interpreter.cpp.praat OK 437s ### executing ./sys/bits.praat: 437s This computer is 32-bits 437s ### executing ./sys/colour.praat: 437s ### executing ./sys/graphics.praat: 437s Polygon_salesperson: found 1 times the same shortest path. 438s ### executing ./sys/graphicsText.praat: 438s width 25.061333333333334 mm 438s width 149.86 mm 438s width 77.63157894736841 439s width 25.061333333333334 mm 439s OK 439s ### executing ./sys/graphicsTextSpeed.praat: 439s 0.023133039474487305 439s 0.022586822509765625 439s ### executing ./sys/localVariables.praat: 439s Local variables 439s OK 439s ### executing ./sys/localVariables2.praat: 439s Local variables 439s OK 439s ### executing ./sys/melder_ftoa.cpp.praat: 439s sys/melder_ftoa.cpp.praat OK 439s ### executing ./sys/object.praat: 439s object[]... 440s 19.9 ns: 0 441s 20.0 ns: 5 449s 174.4 ns: 1/2 * sin(2*pi*377*x) + randomGauss(0,0.1) 451s 44.1 ns: self + 5 453s 53.7 ns: Sound_sineWithNoise[] + 5 456s 53.6 ns: Object_4124[] + 5 457s 26.8 ns: self 459s 41.9 ns: self [col] 461s 59.2 ns: self [col] + 5 464s 59.6 ns: Sound_sineWithNoise [col] + 5 467s 59.6 ns: Object_4124 [col] + 5 469s 64.8 ns: object [x.Sound, col] + 5 471s 27.0 ns: self 474s 75.5 ns: Sound_sineWithNoise [row, col] + 5 477s 74.4 ns: Object_4124 [row, col] + 5 480s 74.4 ns: self [row, col] + 5 484s 82.7 ns: object [x.Sound, row, col] + 5 488s 82.7 ns: object ["Sound sineWithNoise", row, col] + 5 491s 82.9 ns: object [name$, row, col] + 5 491s OK 491s ### executing ./sys/praat_statistics.cpp.praat: 491s sys/praat_statistics.cpp.praat OK 491s ### executing ./sys/progress.praat: 491s progress… 492s With progress bar: 0.23442625999450684 492s Without progress bar: 0.24772310256958008 492s ALL PRAAT TESTS WENT OK 492s 492s ###### ##### ##### 492s ############## ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ######### 492s ##### ##### ####### 492s ##### ##### ##### 492s ##### ##### ####### 492s ##### ##### ######### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ##### ##### ##### ##### 492s ############## ##### ##### 492s ###### ##### ##### 492s Running all tests... 492s ### executing ba-da-continuum.praat: 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 492s 492s Warning: 492s Nasal formants: one or more are missing. 492s Nasal antiformants: one or more are missing. 492s Tracheal formants: one or more are missing. 492s Tracheal antiformants: one or more are missing. 493s 493s Warning: 493s Nasal formants: one or more are missing. 493s Nasal antiformants: one or more are missing. 493s Tracheal formants: one or more are missing. 493s Tracheal antiformants: one or more are missing. 493s 493s Warning: 493s Nasal formants: one or more are missing. 493s Nasal antiformants: one or more are missing. 493s Tracheal formants: one or more are missing. 493s Tracheal antiformants: one or more are missing. 493s ### executing discriminant_tableofreal_mahalanobis.praat: 493s For d=1 and 1-sigma: 7133 from 20000 overlap; diff = 306.1 (expect = 6826.9) 493s For d=1 and 2-sigma: 16547 from 20000 overlap; diff = 175.1 (expect = 16371.9) 493s For d=1 and 3-sigma: 19561 from 20000 overlap; diff = 43.0 (expect = 19518.0) 493s For d=1 and 4-sigma: 19983 from 20000 overlap; diff = 10.6 (expect = 19972.4) 493s For d=1 and 5-sigma: 19999 from 20000 overlap; diff = -0.4 (expect = 19999.4) 493s For d=2 and 1-sigma: 152 from 20000 overlap; diff = 152.0 (expect = 0) 493s For d=2 and 2-sigma: 9737 from 20000 overlap; diff = 192.0 (expect = 9545.0) 493s For d=2 and 3-sigma: 16942 from 20000 overlap; diff = 142.1 (expect = 16799.9) 493s For d=2 and 4-sigma: 19571 from 20000 overlap; diff = 26.6 (expect = 19544.4) 493s For d=2 and 5-sigma: 19979 from 20000 overlap; diff = 6.0 (expect = 19973.0) 493s For d=3 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 493s For d=3 and 2-sigma: 2873 from 20000 overlap; diff = 154.9 (expect = 2718.1) 493s For d=3 and 3-sigma: 10213 from 20000 overlap; diff = 240.0 (expect = 9973.0) 493s For d=3 and 4-sigma: 16984 from 20000 overlap; diff = 157.7 (expect = 16826.3) 493s For d=3 and 5-sigma: 19590 from 20000 overlap; diff = 45.0 (expect = 19545.0) 493s For d=4 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 493s For d=4 and 2-sigma: 8 from 20000 overlap; diff = 8.0 (expect = 0) 493s For d=4 and 3-sigma: 3223 from 20000 overlap; diff = 76.9 (expect = 3146.1) 493s For d=4 and 4-sigma: 10100 from 20000 overlap; diff = 100.6 (expect = 9999.4) 494s For d=4 and 5-sigma: 16806 from 20000 overlap; diff = -20.9 (expect = 16826.9) 494s For d=5 and 1-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 494s For d=5 and 2-sigma: 0 from 20000 overlap; diff = 0 (expect = 0) 494s For d=5 and 3-sigma: 449 from 20000 overlap; diff = 21.0 (expect = 428.0) 494s For d=5 and 4-sigma: 3251 from 20000 overlap; diff = 78.5 (expect = 3172.5) 494s For d=5 and 5-sigma: 10004 from 20000 overlap; diff = 4.0 (expect = 10000.0) 494s ### executing regexp_textgrid_test.praat: 494s ### executing speechsynthesizer_test.praat: 499s ### executing test_ActivationList.praat: 499s test_ActivationList.praat 499s Read old format from disk 499s Read old format OK 499s test_ActivationList.praat OK 499s ### executing test_Confusion.praat: 499s test_Confusion.praat 499s ...2 499s ...3 499s test_Confusion.praat OK 499s ### executing test_Correlation.praat: 499s test_Correlation 499s test_Correlation OK 499s ### executing test_Covariance.praat: 499s test_Covariance 499s Morrison_example_7.3 499s C^-1 = 0.9650537634408602 499s Morrison_example_3.5 499s Morrison_example_4.3 499s test_Covariance OK 499s ### executing test_CrossCorrelationTable.praat: 499s test_CrossCorrelationTable.praat 499s test_CrossCorrelationTable.praat OK 499s ### executing test_DTW.praat: 499s DTW_test start 499s Slope constraint 499s To Polygon... 499s To Matrix 499s test_DTW end O.K. 499s ### executing test_DataModeler.praat: 499s test_DataModeler.praat 499s Test interface 499s Test interface OK 499s Test exponential 499s Test exponential, parameter 1 fixed 499s Test exponential, parameter 1 fixed OK 499s Test exponential, parameter 2 fixed 499s Test exponential, parameter 2 fixed OK 499s Test exponential OK 499s Test exponential plus constant 499s Test with data from Jacquelin, page 18 499s Test with data from Jacquelin, page 18 OK 499s Test exponential plus constant, self 499s Test exponential plus constant, self OK 499s Test exponential plus constant, parameter 1 fixed 499s Test exponential plus constant, parameter 1 fixed OK 499s Test exponential plus constant, parameter 2 fixed 499s Test exponential plus constant, parameter 2 fixed OK 499s Test exponential plus constant, parameter 3 fixed 499s Test exponential plus constant, parameter 3 fixed OK 499s Test exponential plus constant, parameter 1 & 2 fixed 499s Test exponential plus constant, parameter 1 & 2 fixed OK 499s Test exponential plus constant, parameter 1 & 3 fixed 499s Test exponential plus constant, parameter 1 & 3 fixed OK 499s Test exponential plus constant, parameter 2 & 3 fixed 499s Test exponential plus constant, parameter 2 & 3 fixed OK 499s Test exponential plus constant, self OK 499s Test exponential plus constant OK 499s Test sigmoid 499s Test sigmoid, no noise 499s Test sigmoid, no noise OK 499s Test sigmoid, parameter 1 fixed 499s Test sigmoid, parameter 1 fixed OK 499s Test sigmoid, parameter 2 fixed 499s Test sigmoid, parameter 2 fixed OK 499s Test sigmoid, parameter 3 fixed 499s Test sigmoid, parameter 3 fixed OK 499s Test sigmoid, parameter 1 & 2 fixed 499s Test sigmoid, parameter 1 & 2 fixed OK 499s Test sigmoid, parameter 1 & 3 fixed 499s Test sigmoid, parameter 1 & 3 fixed OK 499s Test sigmoid, parameter 2 & 3 fixed 499s Test sigmoid, parameter 2 & 3 fixed OK 499s Test sigmoid, max noise fraction 0.25 499s Test sigmoid, max noise fraction 0.25 OK 499s Test sigmoid OK 499s Test sigmoid plus constant 499s Test sigmoid plus constant, no noise 499s Test sigmoid plus constant, no noise OK 499s Test sigmoid plus constant, parameter 1 fixed 499s Test sigmoid plus constant, parameter 1 fixed OK 499s Test sigmoid plus constant, parameter 2 fixed 499s Test sigmoid plus constant, parameter 2 fixed OK 499s Test sigmoid plus constant, parameter 3 fixed 499s Test sigmoid plus constant, parameter 3 fixed OK 499s Test sigmoid plus constant, parameter 4 fixed 499s Test sigmoid plus constant, parameter 4 fixed OK 499s Test sigmoid plus constant, parameter 2 & 3 fixed 499s Test sigmoid plus constant, parameter 2 & 3 fixed OK 499s Test sigmoid plus constant, parameter 2 & 4 fixed 499s Test sigmoid plus constant, parameter 2 & 4 fixed OK 499s Test sigmoid plus constant, parameter 3 & 4 fixed 499s Test sigmoid plus constant, parameter 3 & 4 fixed OK 499s Test sigmoid plus constant, parameter 2, 3 & 4 fixed 499s Test sigmoid plus constant, parameter 2, 3 & 4 fixed OK 499s Test sigmoid plus constant, max noise fraction 0.1 499s Test sigmoid plus constant, max noise fraction 0.1 OK 499s Test sigmoid plus constant OK 499s test_DataModeler.praat OK 499s ### executing test_Discriminant.praat: 499s test_Discriminant 499s Read Discriminant format 0 from disk 499s Query old and new Discriminant 499s Assert old and new Discriminant classify the same 499s test_Discriminant OK 499s ### executing test_EditCostTable.praat: 499s test_EditCostTable 499s Set values... 499s Get values... 499s test_EditCostTable OK 499s ### executing test_Eigen.praat: 499s test_Eigen.praat 499s interface test 499s Get number of eigenvalues 499s Get eigenvector dimension 499s Get eigenvalue: 1 499s Get eigenvalue: 2 499s Get eigenvalue: 3 499s Get eigenvalue: 4 499s Get eigenvalue: 5 499s Get eigenvalue: 6 499s Get eigenvalue: 7 499s Get eigenvalue: 8 499s Get eigenvalue: 9 499s Get eigenvalue: 10 499s Get eigenvalue: 11 499s Get eigenvalue: 12 499s Get sum of eigenvalues: 1, 1 499s Get sum of eigenvalues: 1, 2 499s Get sum of eigenvalues: 1, 3 499s Get sum of eigenvalues: 1, 4 499s Get sum of eigenvalues: 1, 5 499s Get sum of eigenvalues: 1, 6 499s Get sum of eigenvalues: 1, 7 499s Get sum of eigenvalues: 1, 8 499s Get sum of eigenvalues: 1, 9 499s Get sum of eigenvalues: 1, 10 499s Get sum of eigenvalues: 1, 11 499s Get sum of eigenvalues: 1, 12 499s Get sum of eigenvalues: 2, 2 499s Get sum of eigenvalues: 2, 3 499s Get sum of eigenvalues: 2, 4 499s Get sum of eigenvalues: 2, 5 499s Get sum of eigenvalues: 2, 6 499s Get sum of eigenvalues: 2, 7 499s Get sum of eigenvalues: 2, 8 499s Get sum of eigenvalues: 2, 9 499s Get sum of eigenvalues: 2, 10 499s Get sum of eigenvalues: 2, 11 499s Get sum of eigenvalues: 2, 12 499s Get sum of eigenvalues: 3, 3 499s Get sum of eigenvalues: 3, 4 499s Get sum of eigenvalues: 3, 5 499s Get sum of eigenvalues: 3, 6 499s Get sum of eigenvalues: 3, 7 499s Get sum of eigenvalues: 3, 8 499s Get sum of eigenvalues: 3, 9 499s Get sum of eigenvalues: 3, 10 499s Get sum of eigenvalues: 3, 11 499s Get sum of eigenvalues: 3, 12 499s Get sum of eigenvalues: 4, 4 499s Get sum of eigenvalues: 4, 5 499s Get sum of eigenvalues: 4, 6 499s Get sum of eigenvalues: 4, 7 499s Get sum of eigenvalues: 4, 8 499s Get sum of eigenvalues: 4, 9 499s Get sum of eigenvalues: 4, 10 499s Get sum of eigenvalues: 4, 11 499s Get sum of eigenvalues: 4, 12 499s Get sum of eigenvalues: 5, 5 499s Get sum of eigenvalues: 5, 6 499s Get sum of eigenvalues: 5, 7 499s Get sum of eigenvalues: 5, 8 499s Get sum of eigenvalues: 5, 9 499s Get sum of eigenvalues: 5, 10 499s Get sum of eigenvalues: 5, 11 499s Get sum of eigenvalues: 5, 12 499s Get sum of eigenvalues: 6, 6 499s Get sum of eigenvalues: 6, 7 499s Get sum of eigenvalues: 6, 8 499s Get sum of eigenvalues: 6, 9 499s Get sum of eigenvalues: 6, 10 499s Get sum of eigenvalues: 6, 11 499s Get sum of eigenvalues: 6, 12 499s Get sum of eigenvalues: 7, 7 499s Get sum of eigenvalues: 7, 8 499s Get sum of eigenvalues: 7, 9 499s Get sum of eigenvalues: 7, 10 499s Get sum of eigenvalues: 7, 11 499s Get sum of eigenvalues: 7, 12 499s Get sum of eigenvalues: 8, 8 499s Get sum of eigenvalues: 8, 9 499s Get sum of eigenvalues: 8, 10 499s Get sum of eigenvalues: 8, 11 499s Get sum of eigenvalues: 8, 12 499s Get sum of eigenvalues: 9, 9 499s Get sum of eigenvalues: 9, 10 499s Get sum of eigenvalues: 9, 11 499s Get sum of eigenvalues: 9, 12 499s Get sum of eigenvalues: 10, 10 499s Get sum of eigenvalues: 10, 11 499s Get sum of eigenvalues: 10, 12 499s Get sum of eigenvalues: 11, 11 499s Get sum of eigenvalues: 11, 12 499s Get sum of eigenvalues: 12, 12 499s Get eigenvector element: 1, 1 499s Get eigenvector element: 1, 2 499s Get eigenvector element: 1, 3 499s Get eigenvector element: 1, 4 499s Get eigenvector element: 1, 5 499s Get eigenvector element: 1, 6 499s Get eigenvector element: 1, 7 499s Get eigenvector element: 1, 8 499s Get eigenvector element: 1, 9 499s Get eigenvector element: 1, 10 499s Get eigenvector element: 1, 11 499s Get eigenvector element: 1, 12 499s Get eigenvector element: 2, 2 499s Get eigenvector element: 2, 3 499s Get eigenvector element: 2, 4 499s Get eigenvector element: 2, 5 499s Get eigenvector element: 2, 6 499s Get eigenvector element: 2, 7 499s Get eigenvector element: 2, 8 499s Get eigenvector element: 2, 9 499s Get eigenvector element: 2, 10 499s Get eigenvector element: 2, 11 499s Get eigenvector element: 2, 12 499s Get eigenvector element: 3, 3 499s Get eigenvector element: 3, 4 499s Get eigenvector element: 3, 5 499s Get eigenvector element: 3, 6 499s Get eigenvector element: 3, 7 499s Get eigenvector element: 3, 8 499s Get eigenvector element: 3, 9 499s Get eigenvector element: 3, 10 499s Get eigenvector element: 3, 11 499s Get eigenvector element: 3, 12 499s Get eigenvector element: 4, 4 499s Get eigenvector element: 4, 5 499s Get eigenvector element: 4, 6 499s Get eigenvector element: 4, 7 499s Get eigenvector element: 4, 8 499s Get eigenvector element: 4, 9 499s Get eigenvector element: 4, 10 499s Get eigenvector element: 4, 11 499s Get eigenvector element: 4, 12 499s Get eigenvector element: 5, 5 499s Get eigenvector element: 5, 6 499s Get eigenvector element: 5, 7 499s Get eigenvector element: 5, 8 499s Get eigenvector element: 5, 9 499s Get eigenvector element: 5, 10 499s Get eigenvector element: 5, 11 499s Get eigenvector element: 5, 12 499s Get eigenvector element: 6, 6 499s Get eigenvector element: 6, 7 499s Get eigenvector element: 6, 8 499s Get eigenvector element: 6, 9 499s Get eigenvector element: 6, 10 499s Get eigenvector element: 6, 11 499s Get eigenvector element: 6, 12 499s Get eigenvector element: 7, 7 499s Get eigenvector element: 7, 8 499s Get eigenvector element: 7, 9 499s Get eigenvector element: 7, 10 499s Get eigenvector element: 7, 11 499s Get eigenvector element: 7, 12 499s Get eigenvector element: 8, 8 499s Get eigenvector element: 8, 9 499s Get eigenvector element: 8, 10 499s Get eigenvector element: 8, 11 499s Get eigenvector element: 8, 12 499s Get eigenvector element: 9, 9 499s Get eigenvector element: 9, 10 499s Get eigenvector element: 9, 11 499s Get eigenvector element: 9, 12 499s Get eigenvector element: 10, 10 499s Get eigenvector element: 10, 11 499s Get eigenvector element: 10, 12 499s Get eigenvector element: 11, 11 499s Get eigenvector element: 11, 12 499s Get eigenvector element: 12, 12 499s Invert eigenvector: 1 499s Invert eigenvector: 2 499s Invert eigenvector: 3 499s Invert eigenvector: 4 499s Invert eigenvector: 5 499s Invert eigenvector: 6 499s Invert eigenvector: 7 499s Invert eigenvector: 8 499s Invert eigenvector: 9 499s Invert eigenvector: 10 499s Invert eigenvector: 11 499s Invert eigenvector: 12 499s interface test OK 499s 1x1 diagonal 499s 2x2 diagonal 499s 3x3 diagonal 499s 4x4 diagonal 499s 5x5 diagonal 499s 6x6 diagonal 499s 7x7 diagonal 499s 8x8 diagonal 499s 9x9 diagonal 499s 10x10 diagonal 499s 2x2 symmetrical 499s 3x3 symmetrical 499s 3x3 general 499s test_Eigen.praat OK 499s ### executing test_Electroglottogram.praat: 499s test_Electroglottogram.praat 500s test_Electroglottogram.praat OK 500s ### executing test_FFNet.praat: 500s test_FFNet.praat 500s interface test for topology 4-2 500s Query & Modify 500s number of layer(s): 1 500s Extract 500s interface test for topology 5-10-2 500s Query & Modify 500s number of layer(s): 2 500s Extract 500s interface test for topology 5-8-3-2 500s Query & Modify 500s number of layer(s): 3 500s Extract 500s test_FFNet.praat OK 500s ### executing test_FilterBank.praat: 500s test_FilterBank 500s test FormantFilter 501s test BarkFilter 501s test MelFilter 501s test_FilterBank OK 501s ### executing test_FormantPath.praat: 501s test_FormantPath.praat 501s Reading and writing old version 501s Reading and writing old version OK 501s test_FormantPath.praat OK 501s ### executing test_Formant_slopes.praat: 501s test_Formant_slopes.praat 501s Exp1: slope=(-897.1, -897.1) r^2=1.000 501s a=(424.4, 424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 501s Exp2: slope=(-897.1, -897.1) r^2=1.000 501s a=(1424.4, 1424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 501s Exp3: slope=(-897.1, -897.1) r^2=1.000 501s a=(2424.4, 2424.4) b=(143.3, 87.6) c=(-9.8, -9.8) 501s Par1: slope=(83.7, 83.7) r^2=1.000 501s a=(607.5, 611.7) b=(84.0, 83.7) c=(-3.0, -3.0) 501s Par2: slope=(83.7, 83.7) r^2=1.000 501s a=(1607.5, 1611.7) b=(84.0, 83.7) c=(-3.0, -3.0) 501s Par3: slope=(83.7, 83.7) r^2=1.000 501s a=(2607.5, 2611.7) b=(84.0, 83.7) c=(-3.0, -3.0) 501s Sig1: slope=(0.9, 0.9) r^2=1.000 501s a=(556.0, 0) b=(31.7, 1143.7) c=(0.2, 0.2) d=(9.1, 326.6) 501s Sig2: slope=(0.9, 0.9) r^2=1.000 501s a=(1556.0, 0) b=(31.7, 3143.7) c=(0.2, 0.2) d=(9.1, 897.9) 501s Sig3: slope=(0.9, 0.9) r^2=1.000 501s a=(2556.0, 0) b=(31.7, 5143.7) c=(0.2, 0.2) d=(9.1, 1469.1) 501s Exp1: slope=(-2146.4, -2146.2) r^2=1.000 501s a=(691.7, 691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 501s Exp2: slope=(-2146.4, -2146.2) r^2=1.000 501s a=(1691.7, 1691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 501s Exp3: slope=(-2146.4, -2146.2) r^2=1.000 501s a=(2691.7, 2691.8) b=(-107.0, -185.6) c=(11.0, 11.0) 501s Par1: slope=(110.2, 110.2) r^2=1.000 501s a=(579.9, 585.3) b=(108.3, 110.2) c=(18.9, 18.9) 501s Par2: slope=(110.2, 110.2) r^2=1.000 501s a=(1579.9, 1585.3) b=(108.3, 110.2) c=(18.9, 18.9) 501s Par3: slope=(110.2, 110.2) r^2=1.000 501s a=(2579.9, 2585.3) b=(108.3, 110.2) c=(18.9, 18.9) 501s Sig1: slope=(-16.2, -16.3) r^2=1.000 501s a=(610.1, 0) b=(-114.6, 1105.4) c=(0.1, 0.2) d=(1.8, -17.0) 501s Sig2: slope=(-16.2, -16.3) r^2=1.000 501s a=(1610.1, 0) b=(-114.6, 3105.4) c=(0.1, 0.2) d=(1.8, -47.8) 501s Sig3: slope=(-16.2, -16.3) r^2=1.000 501s a=(2610.1, 0) b=(-114.6, 5105.4) c=(0.1, 0.2) d=(1.8, -78.5) 501s Exp1: slope=(720.9, 720.6) r^2=1.000 501s a=(640.2, 640.2) b=(11.3, 30.7) c=(20.0, 20.0) 501s Exp2: slope=(720.9, 720.6) r^2=1.000 501s a=(1640.2, 1640.2) b=(11.3, 30.7) c=(20.0, 20.0) 501s Exp3: slope=(720.9, 720.6) r^2=1.000 501s a=(2640.2, 2640.2) b=(11.3, 30.7) c=(20.0, 20.0) 501s Par1: slope=(76.0, 76.0) r^2=1.000 501s a=(302.5, 306.3) b=(74.9, 76.0) c=(11.5, 11.5) 501s Par2: slope=(76.0, 76.0) r^2=1.000 501s a=(1302.5, 1306.3) b=(74.9, 76.0) c=(11.5, 11.5) 501s Par3: slope=(76.0, 76.0) r^2=1.000 501s a=(2302.5, 2306.3) b=(74.9, 76.0) c=(11.5, 11.5) 501s Sig1: slope=(-6.5, -6.5) r^2=1.000 501s a=(542.4, 0) b=(-157.4, 927.3) c=(0.1, 0.2) d=(6.1, -35.9) 501s Sig2: slope=(-6.5, -6.5) r^2=1.000 501s a=(1542.4, 0) b=(-157.4, 2927.3) c=(0.1, 0.2) d=(6.1, -113.4) 501s Sig3: slope=(-6.5, -6.5) r^2=1.000 501s a=(2542.4, 0) b=(-157.4, 4927.3) c=(0.1, 0.2) d=(6.1, -190.9) 501s Exp1: slope=(-761.8, -761.8) r^2=1.000 501s a=(513.6, 513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 501s Exp2: slope=(-761.8, -761.8) r^2=1.000 501s a=(1513.6, 1513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 501s Exp3: slope=(-761.8, -761.8) r^2=1.000 501s a=(2513.6, 2513.5) b=(107.5, 58.0) c=(-12.3, -12.3) 501s Par1: slope=(-103.0, -103.0) r^2=1.000 501s a=(453.9, 448.8) b=(-102.7, -103.0) c=(-2.1, -2.1) 501s Par2: slope=(-103.0, -103.0) r^2=1.000 501s a=(1453.9, 1448.8) b=(-102.7, -103.0) c=(-2.1, -2.1) 501s Par3: slope=(-103.0, -103.0) r^2=1.000 501s a=(2453.9, 2448.8) b=(-102.7, -103.0) c=(-2.1, -2.1) 501s Sig1: slope=(0.5, 0.5) r^2=1.000 501s a=(545.9, 0) b=(4.5, 1096.4) c=(0.2, 0.2) d=(2.4, 575.3) 501s Sig2: slope=(0.5, 0.5) r^2=1.000 501s a=(1545.9, 0) b=(4.5, 3096.4) c=(0.2, 0.2) d=(2.4, 1624.8) 501s Sig3: slope=(0.5, 0.5) r^2=1.000 501s a=(2545.9, 0) b=(4.5, 5096.4) c=(0.2, 0.2) d=(2.4, 2674.3) 501s Exp1: slope=(880.7, 880.4) r^2=1.000 501s a=(555.9, 555.8) b=(17.6, 43.1) c=(17.9, 17.9) 501s Exp2: slope=(880.7, 880.4) r^2=1.000 501s a=(1555.9, 1555.8) b=(17.6, 43.1) c=(17.9, 17.9) 501s Exp3: slope=(880.7, 880.4) r^2=1.000 501s a=(2555.9, 2555.8) b=(17.6, 43.1) c=(17.9, 17.9) 501s Par1: slope=(-130.3, -130.3) r^2=1.000 501s a=(307.3, 300.8) b=(-129.3, -130.3) c=(-9.5, -9.5) 501s Par2: slope=(-130.3, -130.3) r^2=1.000 501s a=(1307.3, 1300.8) b=(-129.3, -130.3) c=(-9.5, -9.5) 501s Par3: slope=(-130.3, -130.3) r^2=1.000 501s a=(2307.3, 2300.8) b=(-129.3, -130.3) c=(-9.5, -9.5) 501s Sig1: slope=(-17.7, -17.7) r^2=1.000 501s a=(377.3, 0) b=(-139.2, 616.3) c=(0.2, 0.2) d=(2.0, -8.7) 501s Sig2: slope=(-17.7, -17.7) r^2=1.000 501s a=(1377.3, 0) b=(-139.2, 2616.3) c=(0.2, 0.2) d=(2.0, -36.9) 501s Sig3: slope=(-17.7, -17.7) r^2=1.000 501s a=(2377.3, 0) b=(-139.2, 4616.3) c=(0.2, 0.2) d=(2.0, -65.1) 501s Exp1: slope=(-110.7, -110.7) r^2=1.000 501s a=(363.2, 363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 501s Exp2: slope=(-110.7, -110.7) r^2=1.000 501s a=(1363.2, 1363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 501s Exp3: slope=(-110.7, -110.7) r^2=1.000 501s a=(2363.2, 2363.2) b=(143.8, 138.1) c=(-0.8, -0.8) 501s Par1: slope=(-33.5, -33.5) r^2=1.000 501s a=(571.1, 569.4) b=(-34.9, -33.5) c=(14.5, 14.5) 501s Par2: slope=(-33.5, -33.5) r^2=1.000 501s a=(1571.1, 1569.4) b=(-34.9, -33.5) c=(14.5, 14.5) 501s Par3: slope=(-33.5, -33.5) r^2=1.000 501s a=(2571.1, 2569.4) b=(-34.9, -33.5) c=(14.5, 14.5) 501s Sig1: slope=(-13.5, -13.5) r^2=1.000 501s a=(553.9, 0) b=(-130.6, 976.4) c=(0.1, 0.2) d=(2.4, -18.0) 501s Sig2: slope=(-13.5, -13.5) r^2=1.000 501s a=(1553.9, 0) b=(-130.6, 2976.4) c=(0.1, 0.2) d=(2.4, -55.0) 501s Sig3: slope=(-13.5, -13.5) r^2=1.000 501s a=(2553.9, 0) b=(-130.6, 4976.4) c=(0.1, 0.2) d=(2.4, -92.0) 501s Exp1: slope=(-370.9, -370.9) r^2=1.000 501s a=(319.4, 319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 501s Exp2: slope=(-370.9, -370.9) r^2=1.000 501s a=(1319.4, 1319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 501s Exp3: slope=(-370.9, -370.9) r^2=1.000 501s a=(2319.4, 2319.4) b=(61.3, 38.5) c=(-9.3, -9.3) 501s Par1: slope=(74.5, 74.5) r^2=1.000 501s a=(570.1, 573.9) b=(76.3, 74.5) c=(-18.2, -18.2) 501s Par2: slope=(74.5, 74.5) r^2=1.000 501s a=(1570.1, 1573.9) b=(76.3, 74.5) c=(-18.2, -18.2) 501s Par3: slope=(74.5, 74.5) r^2=1.000 501s a=(2570.1, 2573.9) b=(76.3, 74.5) c=(-18.2, -18.2) 501s Sig1: slope=(1.6, 1.6) r^2=1.000 501s a=(689.8, 0) b=(55.5, 1435.1) c=(0.2, 0.2) d=(8.9, 229.4) 501s Sig2: slope=(1.6, 1.6) r^2=1.000 501s a=(1689.8, 0) b=(55.5, 3435.1) c=(0.2, 0.2) d=(8.9, 549.1) 501s Sig3: slope=(1.6, 1.6) r^2=1.000 501s a=(2689.8, 0) b=(55.5, 5435.1) c=(0.2, 0.2) d=(8.9, 868.7) 501s Exp1: slope=(129.1, 129.1) r^2=1.000 501s a=(548.3, 548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 501s Exp2: slope=(129.1, 129.1) r^2=1.000 501s a=(1548.3, 1548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 501s Exp3: slope=(129.1, 129.1) r^2=1.000 501s a=(2548.3, 2548.3) b=(-113.8, -107.2) c=(-1.2, -1.2) 501s Par1: slope=(19.0, 19.0) r^2=1.000 501s a=(377.8, 378.8) b=(17.9, 19.0) c=(11.9, 11.9) 501s Par2: slope=(19.0, 19.0) r^2=1.000 501s a=(1377.8, 1378.8) b=(17.9, 19.0) c=(11.9, 11.9) 501s Par3: slope=(19.0, 19.0) r^2=1.000 501s a=(2377.8, 2378.8) b=(17.9, 19.0) c=(11.9, 11.9) 501s Sig1: slope=(-1.4, -1.4) r^2=1.000 501s a=(357.8, 0) b=(-41.2, 674.5) c=(0.2, 0.2) d=(7.4, -121.9) 501s Sig2: slope=(-1.4, -1.4) r^2=1.000 501s a=(1357.8, 0) b=(-41.2, 2674.5) c=(0.2, 0.2) d=(7.4, -483.3) 501s Sig3: slope=(-1.4, -1.4) r^2=1.000 501s a=(2357.8, 0) b=(-41.2, 4674.5) c=(0.2, 0.2) d=(7.4, -844.8) 501s Exp1: slope=(3358.5, 3358.4) r^2=1.000 501s a=(422.3, 422.2) b=(195.7, 322.6) c=(10.0, 10.0) 501s Exp2: slope=(3358.5, 3358.4) r^2=1.000 501s a=(1422.3, 1422.2) b=(195.7, 322.6) c=(10.0, 10.0) 501s Exp3: slope=(3358.5, 3358.4) r^2=1.000 501s a=(2422.3, 2422.2) b=(195.7, 322.6) c=(10.0, 10.0) 501s Par1: slope=(190.0, 190.0) r^2=1.000 501s a=(525.1, 534.6) b=(189.9, 190.0) c=(1.9, 1.9) 501s Par2: slope=(190.0, 190.0) r^2=1.000 501s a=(1525.1, 1534.6) b=(189.9, 190.0) c=(1.9, 1.9) 501s Par3: slope=(190.0, 190.0) r^2=1.000 501s a=(2525.1, 2534.6) b=(189.9, 190.0) c=(1.9, 1.9) 501s Sig1: slope=(10.5, 10.5) r^2=1.000 501s a=(351.9, 0) b=(141.0, 845.6) c=(0.1, 0.2) d=(3.4, 20.2) 501s Sig2: slope=(10.5, 10.5) r^2=1.000 501s a=(1351.9, 0) b=(141.0, 2845.6) c=(0.1, 0.2) d=(3.4, 67.8) 501s Sig3: slope=(10.5, 10.5) r^2=1.000 501s a=(2351.9, 0) b=(141.0, 4845.6) c=(0.1, 0.2) d=(3.4, 115.5) 501s Exp1: slope=(745.3, 745.3) r^2=1.000 501s a=(512.6, 512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 501s Exp2: slope=(745.3, 745.3) r^2=1.000 501s a=(1512.6, 1512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 501s Exp3: slope=(745.3, 745.3) r^2=1.000 501s a=(2512.6, 2512.6) b=(-143.1, -99.1) c=(-7.4, -7.4) 501s Par1: slope=(129.6, 129.6) r^2=1.000 501s a=(342.4, 348.9) b=(128.0, 129.6) c=(16.0, 16.0) 501s Par2: slope=(129.6, 129.6) r^2=1.000 501s a=(1342.4, 1348.9) b=(128.0, 129.6) c=(16.0, 16.0) 501s Par3: slope=(129.6, 129.6) r^2=1.000 501s a=(2342.4, 2348.9) b=(128.0, 129.6) c=(16.0, 16.0) 501s Sig1: slope=(-1.2, -1.2) r^2=1.000 501s a=(384.5, 0) b=(-39.5, 729.6) c=(0.2, 0.2) d=(7.9, -146.6) 501s Sig2: slope=(-1.2, -1.2) r^2=1.000 501s a=(1384.5, 0) b=(-39.5, 2729.6) c=(0.2, 0.2) d=(7.9, -548.4) 501s Sig3: slope=(-1.2, -1.2) r^2=1.000 501s a=(2384.5, 0) b=(-39.5, 4729.6) c=(0.2, 0.2) d=(7.9, -950.3) 501s test_Formant_slopes.praat OK 501s ### executing test_GaussianMixture.praat: 501s test_GaussianMixture.praat 501s Interface 501s Drawing 501s GaussianMixture and TableOfReal 501s test_GaussianMixture.praat OK 501s ### executing test_HMM.praat: 501s test_HMM 501s test_HMM OK 501s ### executing test_KlattGrid.praat: 501s test_KlattGrid.praat 501s ... pitch 501s ... voicing amplitude 501s ... flutter 501s ... power1 501s ... power2 501s ... open phase 501s ... collision phase 501s ... double pulsing 501s ... spectral tilt 501s ... aspiration amplitude 501s ... breathiness amplitude 501s ... oral formant frequency 1 2 3 4 5 6 7 8 501s ... nasal formant frequency 1 2 3 501s ... nasal antiformant frequency 1 2 3 4 501s ... tracheal formant frequency 1 2 3 4 501s ... tracheal antiformant frequency 1 2 501s ... delta formant frequency 1 2 501s ... frication formant frequency 1 2 3 4 5 6 501s ... oral formant bandwidth 1 2 3 4 5 6 7 8 501s ... nasal formant bandwidth 1 2 3 501s ... nasal antiformant bandwidth 1 2 3 4 501s ... tracheal formant bandwidth 1 2 3 4 501s ... tracheal antiformant bandwidth 1 2 501s ... delta formant bandwidth 1 2 501s ... frication formant bandwidth 1 2 3 4 5 6 501s test_KlattGrid.praat OK 501s ### executing test_KruskalWallis.praat: 501s test_KruskalWallis.praat 501s 13.844384244926058 139 200 327 501s test_KruskalWallis.praat OK 501s ### executing test_LPC.praat: 501s test_LPC 501s Test corner cases 501s Test corner cases OK 501s test LPC interface 501s Query 501s Modify 501s Extract 501s Analyse 501s auto deltaf = 0.0351 deltab = 1.0372 548 177 1504 53 2481 166 3061 2295 3515 331 501s auto:robust deltaf = 0.0026 deltab = 0.1009 502 60 1498 94 2493 157 3525 310 5000 5740 501s covar deltaf = 0.0351 deltab = 1.0372 548 177 1504 53 2481 166 3061 2295 3515 331 501s covar:robust deltaf = 0.0026 deltab = 0.1009 502 60 1498 94 2493 157 3525 310 5000 5740 501s burg deltaf = 0.0351 deltab = 1.0372 548 177 1504 53 2481 166 3061 2295 3515 331 502s burg:robust deltaf = 0.0026 deltab = 0.1009 502 60 1498 94 2493 157 3525 310 5000 5740 502s marple deltaf = 0.0351 deltab = 1.0372 548 177 1504 53 2481 166 3061 2295 3515 331 502s marple:robust deltaf = 0.0026 deltab = 0.1009 502 60 1498 94 2493 157 3525 310 5000 5740 502s test_LPC OK 502s ### executing test_LineSpectralFrequencies.praat: 502s test_LineSpectralFrequencies 502s sampling frequency = 8000 502s lpc order = 8 502s lpc order = 9 502s lpc order = 10 502s lpc order = 11 502s lpc order = 12 502s lpc order = 13 502s lpc order = 14 502s lpc order = 15 502s lpc order = 16 502s lpc order = 17 502s lpc order = 18 502s lpc order = 19 502s lpc order = 20 502s sampling frequency = 10000 502s lpc order = 8 502s lpc order = 9 502s lpc order = 10 502s lpc order = 11 502s lpc order = 12 502s lpc order = 13 502s lpc order = 14 502s lpc order = 15 502s lpc order = 16 502s lpc order = 17 502s lpc order = 18 502s lpc order = 19 502s lpc order = 20 502s sampling frequency = 12000 502s lpc order = 8 502s lpc order = 9 502s lpc order = 10 502s lpc order = 11 502s lpc order = 12 502s lpc order = 13 502s lpc order = 14 502s lpc order = 15 502s lpc order = 16 502s lpc order = 17 502s lpc order = 18 502s lpc order = 19 502s lpc order = 20 502s sampling frequency = 14000 502s lpc order = 8 502s lpc order = 9 502s lpc order = 10 502s lpc order = 11 502s lpc order = 12 502s lpc order = 13 502s lpc order = 14 502s lpc order = 15 502s lpc order = 16 502s lpc order = 17 502s lpc order = 18 502s lpc order = 19 502s lpc order = 20 502s sampling frequency = 16000 502s lpc order = 8 502s lpc order = 9 502s lpc order = 10 502s lpc order = 11 502s lpc order = 12 502s lpc order = 13 502s lpc order = 14 502s lpc order = 15 502s lpc order = 16 502s lpc order = 17 502s lpc order = 18 502s lpc order = 19 502s lpc order = 20 503s sampling frequency = 18000 503s lpc order = 8 503s lpc order = 9 503s lpc order = 10 503s lpc order = 11 503s lpc order = 12 503s lpc order = 13 503s lpc order = 14 503s lpc order = 15 503s lpc order = 16 503s lpc order = 17 503s lpc order = 18 503s lpc order = 19 503s lpc order = 20 503s sampling frequency = 20000 503s lpc order = 8 503s lpc order = 9 503s lpc order = 10 503s lpc order = 11 503s lpc order = 12 503s lpc order = 13 503s lpc order = 14 503s lpc order = 15 503s lpc order = 16 503s lpc order = 17 503s lpc order = 18 503s lpc order = 19 503s lpc order = 20 503s sampling frequency = 22000 503s lpc order = 8 503s lpc order = 9 503s lpc order = 10 503s lpc order = 11 503s lpc order = 12 503s lpc order = 13 503s lpc order = 14 503s lpc order = 15 503s lpc order = 16 503s lpc order = 17 503s lpc order = 18 503s lpc order = 19 503s lpc order = 20 503s sampling frequency = 24000 503s lpc order = 8 503s lpc order = 9 503s lpc order = 10 503s lpc order = 11 503s lpc order = 12 503s lpc order = 13 503s lpc order = 14 503s lpc order = 15 503s lpc order = 16 503s lpc order = 17 503s lpc order = 18 503s lpc order = 19 503s lpc order = 20 503s test_LineSpectralFrequencies OK 503s ### executing test_Ltas_reportSpectralTilt.praat: 503s test_Ltas_reportSpectralTilt 503s Slope difference = -0.08120324607257182 (slope [1] = 0) 503s Rel. offset diff = 0.004458301953383963 (Offset [1] = 30.8) 503s Slope difference = 0.49527317893399925 (slope [2] = -20) 503s Rel. offset diff = 0.010809911436720204 (Offset [2] = 95) 503s Slope difference = -0.01051467435090446 (slope [1] = 0) 503s Rel. offset diff = -0.006061033710823718 (Offset [1] = 30.8) 503s Slope difference = 0.5712801584315059 (slope [2] = -20) 503s Rel. offset diff = 0.01718414885785931 (Offset [2] = 95) 503s Slope difference = -0.1785189209342626 (slope [1] = 0) 503s Rel. offset diff = 0.009379518554437074 (Offset [1] = 30.8) 503s Slope difference = 0.5029697473432471 (slope [2] = -20) 503s Rel. offset diff = 0.017987264090296908 (Offset [2] = 95) 503s Slope difference = -0.12115724379887409 (slope [1] = 0) 503s Rel. offset diff = 0.00653152497363784 (Offset [1] = 30.8) 503s Slope difference = 0.5504000585341693 (slope [2] = -20) 503s Rel. offset diff = 0.0077127576793756085 (Offset [2] = 95) 504s Slope difference = 0.02748814575282048 (slope [1] = 0) 504s Rel. offset diff = -0.01045431045371532 (Offset [1] = 30.8) 504s Slope difference = 0.6565941001572142 (slope [2] = -20) 504s Rel. offset diff = 8.659975680292941e-05 (Offset [2] = 95) 504s Slope difference = 0.1180941999248 (slope [1] = 0) 504s Rel. offset diff = -0.02186498551896748 (Offset [1] = 30.8) 504s Slope difference = 0.6513780123550568 (slope [2] = -20) 504s Rel. offset diff = 0.008392444118328995 (Offset [2] = 95) 504s Slope difference = 0.17917896704965533 (slope [1] = 0) 504s Rel. offset diff = -0.028634649783155632 (Offset [1] = 30.8) 504s Slope difference = 0.7277993891606265 (slope [2] = -20) 504s Rel. offset diff = 0.005762154760302631 (Offset [2] = 95) 504s Slope difference = -0.08050276576044922 (slope [1] = 0) 504s Rel. offset diff = 0.0014096129335005078 (Offset [1] = 30.8) 504s Slope difference = 0.5165434947027627 (slope [2] = -20) 504s Rel. offset diff = 0.01728373216261605 (Offset [2] = 95) 504s Slope difference = -0.14624503885923262 (slope [1] = 0) 504s Rel. offset diff = 0.008708980050651694 (Offset [1] = 30.8) 504s Slope difference = 0.7070524715589421 (slope [2] = -20) 504s Rel. offset diff = 0.011002904902182984 (Offset [2] = 95) 504s Slope difference = -0.1535069483747353 (slope [1] = 0) 504s Rel. offset diff = 0.010755152976553311 (Offset [1] = 30.8) 504s Slope difference = 0.274235561986405 (slope [2] = -20) 504s Rel. offset diff = 0.02764835500834559 (Offset [2] = 95) 504s test_Ltas_reportSpectralTilt OK 504s ### executing test_MDS.praat: 504s test_MDS.praat 504s test Dissimilarity letter R 504s test Dissimilarity letter R OK 504s test interface 504s Query 504s Modify: skipped 504s Synthesize: skipped 504s Extract part 504s Extract 504s Convert 504s test interface OK 504s Dissimilarity to Configuration 504s Current 1: minimum = 0.07742470267198616 504s Minimizer_minimize: minimum 0.07348894183960539 reached 504s after 6 iterations and 11 function calls. 504s Current 1: minimum = 0.07348894183960539 504s Current 1: minimum = 0.10710797897087296 504s Minimizer_minimize: minimum 0.10576566866429239 reached 504s after 5 iterations and 8 function calls. 504s Current 1: minimum = 0.10576566866429239 504s Current 1: minimum = 0.0827924943148093 504s Minimizer_minimize: minimum 0.07932604772046904 reached 504s after 8 iterations and 13 function calls. 504s Current 1: minimum = 0.07932604772046904 504s Current 1: minimum = 0.07238894723216935 504s Minimizer_minimize: minimum 0.06751844157465478 reached 504s after 8 iterations and 11 function calls. 504s Current 1: minimum = 0.06751844157465478 504s Current 1: minimum = 0.07756036740019956 504s Minimizer_minimize: minimum 0.07436851061770733 reached 504s after 6 iterations and 11 function calls. 504s Current 1: minimum = 0.07436851061770733 504s Dissimilarity to Configuration OK 504s INDSCAL Carroll Wish example 504s INDSCAL Carroll Wish example OK 504s Procrustes: Configuration & Configuration 504s Procrustes: Configuration & Configuration OK 504s test_MDS.praat OK 504s ### executing test_Matrix_solve.praat: 504s test_Matrix_solve.praat 504s underdetermined system 504s A[3x3] * X[3x2] = B[3x2] 504s Sparse 100x100: solve for 3 non zero elements. 504s Number of iterations: 10 Difference squared: 1.6805291591257973e-21 504s Sparse 100x100: solve for 9 non zero elements. 504s Number of iterations: 10 Difference squared: 9.271119148691123e-22 504s Sparse 100x100: solve for 5 non zero elements. 504s Number of iterations: 10 Difference squared: 1.1598843976647573e-21 504s Sparse 100x100: solve for 7 non zero elements. 504s Number of iterations: 10 Difference squared: 1.1200412187052294e-21 504s Sparse 100x100: solve for 5 non zero elements. 504s Number of iterations: 10 Difference squared: 1.3916551392457755e-21 504s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 6.818518846828296e-22 505s Sparse 100x100: solve for 3 non zero elements. 505s Number of iterations: 10 Difference squared: 1.559136667390631e-22 505s Sparse 100x100: solve for 3 non zero elements. 505s Number of iterations: 10 Difference squared: 3.2888520637662994e-22 505s Sparse 100x100: solve for 2 non zero elements. 505s Number of iterations: 10 Difference squared: 4.0555919443199695e-22 505s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 3.848584429648848e-22 505s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 4.5395144724102405e-22 505s Sparse 100x100: solve for 3 non zero elements. 505s Number of iterations: 10 Difference squared: 2.0990770769265766e-22 505s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 5.999287292828339e-22 505s Sparse 100x100: solve for 3 non zero elements. 505s Number of iterations: 10 Difference squared: 2.381075575302036e-22 505s Sparse 100x100: solve for 3 non zero elements. 505s Number of iterations: 10 Difference squared: 4.054277223508636e-22 505s Sparse 100x100: solve for 4 non zero elements. 505s Number of iterations: 10 Difference squared: 1.1661724561564749e-22 505s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 2.8049016832832044e-22 505s Sparse 100x100: solve for 5 non zero elements. 505s Number of iterations: 10 Difference squared: 1.167903633261333e-21 505s Sparse 100x100: solve for 4 non zero elements. 506s Number of iterations: 10 Difference squared: 3.732543958741361e-22 506s Sparse 100x100: solve for 5 non zero elements. 506s Number of iterations: 10 Difference squared: 6.922261941670219e-22 506s Sparse 100x100: solve for 7 non zero elements. 506s Number of iterations: 10 Difference squared: 5.815235375877515e-22 506s Sparse 100x100: solve for 4 non zero elements. 506s Number of iterations: 10 Difference squared: 2.8413232195361303e-22 506s Sparse 100x100: solve for 1 non zero elements. 506s Number of iterations: 10 Difference squared: 1.9362278396282495e-22 506s Sparse 100x100: solve for 8 non zero elements. 506s Number of iterations: 10 Difference squared: 1.3577499177547987e-21 506s Sparse 100x100: solve for 6 non zero elements. 506s Number of iterations: 10 Difference squared: 2.4093743257187296e-21 506s Sparse 100x100: solve for 7 non zero elements. 506s Number of iterations: 10 Difference squared: 8.721350604720034e-22 506s Sparse 100x100: solve for 6 non zero elements. 506s Number of iterations: 10 Difference squared: 1.1167509364696321e-21 506s Sparse 100x100: solve for 6 non zero elements. 506s Number of iterations: 10 Difference squared: 6.178376206722302e-22 506s Sparse 100x100: solve for 6 non zero elements. 506s Number of iterations: 10 Difference squared: 9.728653991973181e-22 506s Sparse 100x100: solve for 3 non zero elements. 506s Number of iterations: 10 Difference squared: 2.5664258473088935e-22 506s Sparse 100x100: solve for 4 non zero elements. 506s Number of iterations: 10 Difference squared: 3.443921709077606e-22 506s Sparse 100x100: solve for 8 non zero elements. 507s Number of iterations: 10 Difference squared: 1.0829146983081138e-21 507s Sparse 100x100: solve for 7 non zero elements. 507s Number of iterations: 10 Difference squared: 3.8575481279847384e-21 507s Sparse 100x100: solve for 6 non zero elements. 507s Number of iterations: 10 Difference squared: 3.2034674927319175e-22 507s Sparse 100x100: solve for 4 non zero elements. 507s Number of iterations: 10 Difference squared: 1.0525901749806031e-21 507s Sparse 100x100: solve for 6 non zero elements. 507s Number of iterations: 10 Difference squared: 8.90463958647165e-22 507s Sparse 100x100: solve for 6 non zero elements. 507s Number of iterations: 10 Difference squared: 4.033958720043118e-22 507s Sparse 100x100: solve for 9 non zero elements. 507s Number of iterations: 10 Difference squared: 1.1850852215478591e-21 507s Sparse 100x100: solve for 4 non zero elements. 507s Number of iterations: 10 Difference squared: 4.032435176850018e-22 507s Sparse 100x100: solve for 5 non zero elements. 507s Number of iterations: 10 Difference squared: 4.150817181212958e-22 507s Sparse 100x100: solve for 7 non zero elements. 507s Number of iterations: 10 Difference squared: 4.291375155529709e-22 507s Sparse 100x100: solve for 3 non zero elements. 507s Number of iterations: 10 Difference squared: 3.945046247719115e-22 507s Sparse 100x100: solve for 2 non zero elements. 507s Number of iterations: 10 Difference squared: 1.6623882213764005e-23 507s Sparse 100x100: solve for 3 non zero elements. 507s Number of iterations: 10 Difference squared: 1.9607592285425016e-22 507s Sparse 100x100: solve for 6 non zero elements. 507s Number of iterations: 10 Difference squared: 4.286656004721652e-22 507s Sparse 100x100: solve for 1 non zero elements. 507s Number of iterations: 10 Difference squared: 1.4737529115461966e-22 507s Sparse 100x100: solve for 7 non zero elements. 507s Number of iterations: 10 Difference squared: 2.761857259348744e-20 507s Sparse 100x100: solve for 6 non zero elements. 507s Number of iterations: 10 Difference squared: 1.9224704526232792e-21 507s Sparse 100x100: solve for 3 non zero elements. 508s Number of iterations: 10 Difference squared: 6.69485008706984e-22 508s Sparse 100x100: solve for 3 non zero elements. 508s Number of iterations: 10 Difference squared: 3.1486319755229454e-22 508s Sparse 100x100: solve for 2 non zero elements. 508s Number of iterations: 10 Difference squared: 5.897993164220867e-23 508s Sparse 100x100: solve for 9 non zero elements. 508s Number of iterations: 10 Difference squared: 1.4580050405300625e-21 508s Sparse 100x100: solve for 9 non zero elements. 508s Number of iterations: 10 Difference squared: 2.8377503219020733e-20 508s Sparse 100x100: solve for 6 non zero elements. 508s Number of iterations: 10 Difference squared: 7.14081325365487e-22 508s Sparse 100x100: solve for 9 non zero elements. 508s Number of iterations: 10 Difference squared: 5.455112666141956e-22 508s Sparse 100x100: solve for 4 non zero elements. 508s Number of iterations: 10 Difference squared: 2.2952757804006926e-22 508s Sparse 100x100: solve for 7 non zero elements. 508s Number of iterations: 10 Difference squared: 6.293621947736189e-22 508s Sparse 100x100: solve for 8 non zero elements. 508s Number of iterations: 10 Difference squared: 1.1003446239106311e-21 508s Sparse 100x100: solve for 7 non zero elements. 508s Number of iterations: 10 Difference squared: 6.921142562795475e-21 508s Sparse 100x100: solve for 6 non zero elements. 508s Number of iterations: 10 Difference squared: 8.922465449540607e-22 508s Sparse 100x100: solve for 5 non zero elements. 508s Number of iterations: 10 Difference squared: 1.9663551981116697e-22 508s Sparse 100x100: solve for 5 non zero elements. 508s Number of iterations: 10 Difference squared: 2.397393049535946e-22 508s Sparse 100x100: solve for 6 non zero elements. 508s Number of iterations: 10 Difference squared: 8.932528181879382e-22 508s Sparse 100x100: solve for 2 non zero elements. 509s Number of iterations: 10 Difference squared: 9.801556179587175e-24 509s Sparse 100x100: solve for 3 non zero elements. 509s Number of iterations: 10 Difference squared: 4.4797744805025776e-23 509s Sparse 100x100: solve for 5 non zero elements. 509s Number of iterations: 10 Difference squared: 5.775236766851883e-22 509s Sparse 100x100: solve for 8 non zero elements. 509s Number of iterations: 10 Difference squared: 5.861170193443279e-21 509s Sparse 100x100: solve for 6 non zero elements. 509s Number of iterations: 10 Difference squared: 1.6384416371911228e-20 509s Sparse 100x100: solve for 4 non zero elements. 509s Number of iterations: 10 Difference squared: 1.9327674276911747e-22 509s Sparse 100x100: solve for 4 non zero elements. 509s Number of iterations: 10 Difference squared: 2.3318431842611465e-22 509s Sparse 100x100: solve for 5 non zero elements. 509s Number of iterations: 10 Difference squared: 4.480304914384024e-22 509s Sparse 100x100: solve for 4 non zero elements. 509s Number of iterations: 10 Difference squared: 2.863046758473872e-21 509s Sparse 100x100: solve for 2 non zero elements. 509s Number of iterations: 10 Difference squared: 9.996670532358756e-23 509s Sparse 100x100: solve for 4 non zero elements. 509s Number of iterations: 10 Difference squared: 6.196175559761793e-22 509s Sparse 100x100: solve for 12 non zero elements. 509s Number of iterations: 10 Difference squared: 7.575132592537259e-21 509s Sparse 100x100: solve for 5 non zero elements. 509s Number of iterations: 10 Difference squared: 1.1127790595534335e-21 509s Sparse 100x100: solve for 8 non zero elements. 509s Number of iterations: 10 Difference squared: 9.747503418077703e-22 509s Sparse 100x100: solve for 4 non zero elements. 509s Number of iterations: 10 Difference squared: 8.171789971713805e-22 509s Sparse 100x100: solve for 2 non zero elements. 509s Number of iterations: 10 Difference squared: 1.8570220166249676e-22 509s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 1.8529553654408995e-20 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 6.567943946679135e-22 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 6.21118295662133e-22 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 2.132935213839702e-22 510s Sparse 100x100: solve for 8 non zero elements. 510s Number of iterations: 10 Difference squared: 8.962831627348966e-22 510s Sparse 100x100: solve for 3 non zero elements. 510s Number of iterations: 10 Difference squared: 2.9983717129891986e-22 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 2.5787175493658393e-22 510s Sparse 100x100: solve for 4 non zero elements. 510s Number of iterations: 10 Difference squared: 2.387428350496021e-22 510s Sparse 100x100: solve for 9 non zero elements. 510s Number of iterations: 10 Difference squared: 4.834304192975796e-20 510s Sparse 100x100: solve for 6 non zero elements. 510s Number of iterations: 10 Difference squared: 4.939282813085009e-21 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 7.553494042683844e-22 510s Sparse 100x100: solve for 6 non zero elements. 510s Number of iterations: 10 Difference squared: 5.361528059517424e-22 510s Sparse 100x100: solve for 9 non zero elements. 510s Number of iterations: 10 Difference squared: 3.953111493577587e-21 510s Sparse 100x100: solve for 6 non zero elements. 510s Number of iterations: 10 Difference squared: 3.835852878754503e-22 510s Sparse 100x100: solve for 6 non zero elements. 510s Number of iterations: 10 Difference squared: 6.353524515648228e-22 510s Sparse 100x100: solve for 5 non zero elements. 510s Number of iterations: 10 Difference squared: 3.217450358319082e-21 510s Sparse 100x100: solve for 8 non zero elements. 511s Number of iterations: 10 Difference squared: 6.62395063722483e-22 511s Sparse 100x100: solve for 5 non zero elements. 511s Number of iterations: 10 Difference squared: 3.7643318081998072e-22 511s Sparse 100x100: solve for 4 non zero elements. 511s Number of iterations: 10 Difference squared: 2.443665641393907e-22 511s Sparse 100x100: solve for 10 non zero elements. 511s Number of iterations: 10 Difference squared: 7.039142171851179e-21 511s Sparse 100x100: solve for 5 non zero elements. 511s Number of iterations: 10 Difference squared: 4.002157619672207e-22 511s Sparse 100x100: solve for 3 non zero elements. 511s Number of iterations: 10 Difference squared: 5.535381911981553e-22 511s Sparse 100x100: solve for 5 non zero elements. 511s Number of iterations: 10 Difference squared: 4.886110430002936e-22 511s Sparse 100x100: solve for 9 non zero elements. 511s Number of iterations: 10 Difference squared: 3.62850283021625e-21 511s Sparse 100x100: solve for 4 non zero elements. 511s Number of iterations: 10 Difference squared: 2.1303389878738937e-22 511s Sparse 100x100: solve for 5 non zero elements. 511s Number of iterations: 10 Difference squared: 4.786137618164128e-22 511s Sparse 100x100: solve for 8 non zero elements. 511s Number of iterations: 10 Difference squared: 8.054866958573004e-22 511s Sparse 100x100: solve for 9 non zero elements. 511s Number of iterations: 10 Difference squared: 6.258770636519016e-21 511s Sparse 100x100: solve for 6 non zero elements. 511s Number of iterations: 10 Difference squared: 1.1901458938045759e-21 511s Sparse 100x100: solve for 3 non zero elements. 511s Number of iterations: 10 Difference squared: 2.5233108200784486e-22 511s Sparse 100x100: solve for 4 non zero elements. 511s Number of iterations: 10 Difference squared: 3.254595000037767e-22 511s Sparse 100x100: solve for 5 non zero elements. 511s Number of iterations: 10 Difference squared: 2.716161506224357e-22 511s Sparse 100x100: solve for 7 non zero elements. 511s Number of iterations: 10 Difference squared: 5.3087837423079845e-22 511s Sparse 100x100: solve for 4 non zero elements. 512s Number of iterations: 10 Difference squared: 4.350053546931419e-22 512s Sparse 100x100: solve for 6 non zero elements. 512s Number of iterations: 10 Difference squared: 7.010630005046174e-22 512s Sparse 100x100: solve for 4 non zero elements. 512s Number of iterations: 10 Difference squared: 6.5527070166594915e-22 512s Sparse 100x100: solve for 3 non zero elements. 512s Number of iterations: 10 Difference squared: 2.4124370724699644e-22 512s Sparse 100x100: solve for 6 non zero elements. 512s Number of iterations: 10 Difference squared: 9.85073873680004e-22 512s Sparse 100x100: solve for 8 non zero elements. 512s Number of iterations: 10 Difference squared: 1.9534939809316983e-20 512s Sparse 100x100: solve for 3 non zero elements. 512s Number of iterations: 10 Difference squared: 2.802586182334413e-22 512s Sparse 100x100: solve for 2 non zero elements. 512s Number of iterations: 10 Difference squared: 2.9139858227679063e-22 512s Sparse 100x100: solve for 7 non zero elements. 512s Number of iterations: 10 Difference squared: 7.996657711167648e-22 512s Sparse 100x100: solve for 1 non zero elements. 512s Number of iterations: 10 Difference squared: 1.5995124077862557e-22 512s Sparse 100x100: solve for 6 non zero elements. 512s Number of iterations: 10 Difference squared: 4.9433905800820925e-22 512s Sparse 100x100: solve for 4 non zero elements. 512s Number of iterations: 10 Difference squared: 1.8152622838557887e-22 512s Sparse 100x100: solve for 3 non zero elements. 512s Number of iterations: 10 Difference squared: 8.054769384106057e-23 512s Sparse 100x100: solve for 11 non zero elements. 512s Number of iterations: 10 Difference squared: 6.479902029385016e-21 512s Sparse 100x100: solve for 6 non zero elements. 512s Number of iterations: 10 Difference squared: 5.3070724091171234e-21 512s Sparse 100x100: solve for 7 non zero elements. 512s Number of iterations: 10 Difference squared: 2.9568458793606687e-22 512s Sparse 100x100: solve for 4 non zero elements. 512s Number of iterations: 10 Difference squared: 6.48811659295525e-22 512s Sparse 100x100: solve for 8 non zero elements. 513s Number of iterations: 10 Difference squared: 4.957504811826011e-22 513s Sparse 100x100: solve for 4 non zero elements. 513s Number of iterations: 10 Difference squared: 1.7209385462964918e-22 513s Sparse 100x100: solve for 4 non zero elements. 513s Number of iterations: 10 Difference squared: 2.8769395853543785e-22 513s Sparse 100x100: solve for 3 non zero elements. 513s Number of iterations: 10 Difference squared: 2.467692557838753e-22 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 5.126871872153342e-22 513s Sparse 100x100: solve for 1 non zero elements. 513s Number of iterations: 10 Difference squared: 1.2119656122983462e-22 513s Sparse 100x100: solve for 6 non zero elements. 513s Number of iterations: 10 Difference squared: 4.776756746999442e-22 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 3.512761442137476e-22 513s Sparse 100x100: solve for 7 non zero elements. 513s Number of iterations: 10 Difference squared: 6.6869381716272385e-21 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 5.721137963393355e-22 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 3.5329373598988196e-22 513s Sparse 100x100: solve for 6 non zero elements. 513s Number of iterations: 10 Difference squared: 2.669121377500175e-21 513s Sparse 100x100: solve for 4 non zero elements. 513s Number of iterations: 10 Difference squared: 2.163899282316382e-22 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 4.1356148270224917e-22 513s Sparse 100x100: solve for 7 non zero elements. 513s Number of iterations: 10 Difference squared: 2.5814566344618447e-21 513s Sparse 100x100: solve for 5 non zero elements. 513s Number of iterations: 10 Difference squared: 3.7549870223579805e-22 513s Sparse 100x100: solve for 3 non zero elements. 513s Number of iterations: 10 Difference squared: 8.53880367786968e-22 513s Sparse 100x100: solve for 3 non zero elements. 513s Number of iterations: 10 Difference squared: 2.580176677402369e-22 513s Sparse 100x100: solve for 8 non zero elements. 514s Number of iterations: 10 Difference squared: 9.627778126960229e-21 514s Sparse 100x100: solve for 8 non zero elements. 514s Number of iterations: 10 Difference squared: 3.2442118687508254e-22 514s Sparse 100x100: solve for 6 non zero elements. 514s Number of iterations: 10 Difference squared: 1.1030828836055924e-21 514s Sparse 100x100: solve for 4 non zero elements. 514s Number of iterations: 10 Difference squared: 5.896269872718682e-22 514s Sparse 100x100: solve for 5 non zero elements. 514s Number of iterations: 10 Difference squared: 1.1788845500706318e-21 514s Sparse 100x100: solve for 6 non zero elements. 514s Number of iterations: 10 Difference squared: 6.387299159649106e-22 514s Sparse 100x100: solve for 6 non zero elements. 514s Number of iterations: 10 Difference squared: 1.0898383508524257e-21 514s Sparse 100x100: solve for 8 non zero elements. 514s Number of iterations: 10 Difference squared: 8.039565301648605e-22 514s Sparse 100x100: solve for 3 non zero elements. 514s Number of iterations: 10 Difference squared: 4.0851617202179548e-22 514s Sparse 100x100: solve for 4 non zero elements. 514s Number of iterations: 10 Difference squared: 4.423735733097877e-22 514s Sparse 100x100: solve for 3 non zero elements. 514s Number of iterations: 10 Difference squared: 3.7086451520851366e-22 514s Sparse 100x100: solve for 5 non zero elements. 514s Number of iterations: 10 Difference squared: 1.4614443453469989e-21 514s Sparse 100x100: solve for 2 non zero elements. 514s Number of iterations: 10 Difference squared: 8.90661754752928e-23 514s Sparse 100x100: solve for 6 non zero elements. 514s Number of iterations: 10 Difference squared: 1.1336224009417461e-21 514s Sparse 100x100: solve for 6 non zero elements. 514s Number of iterations: 10 Difference squared: 1.4521419503946902e-21 514s Sparse 100x100: solve for 3 non zero elements. 514s Number of iterations: 10 Difference squared: 5.498275712419657e-22 514s Sparse 100x100: solve for 5 non zero elements. 515s Number of iterations: 10 Difference squared: 2.6375618659800004e-22 515s Sparse 100x100: solve for 7 non zero elements. 515s Number of iterations: 10 Difference squared: 8.47157651497677e-22 515s Sparse 100x100: solve for 7 non zero elements. 515s Number of iterations: 10 Difference squared: 5.173284293960954e-22 515s Sparse 100x100: solve for 9 non zero elements. 515s Number of iterations: 10 Difference squared: 7.779084409977006e-20 515s Sparse 100x100: solve for 2 non zero elements. 515s Number of iterations: 10 Difference squared: 8.163631153811007e-23 515s Sparse 100x100: solve for 5 non zero elements. 515s Number of iterations: 10 Difference squared: 6.040707172330701e-22 515s Sparse 100x100: solve for 2 non zero elements. 515s Number of iterations: 10 Difference squared: 6.0687372462849e-23 515s Sparse 100x100: solve for 3 non zero elements. 515s Number of iterations: 10 Difference squared: 2.794869918323009e-22 515s Sparse 100x100: solve for 6 non zero elements. 515s Number of iterations: 10 Difference squared: 8.347282167649672e-22 515s Sparse 100x100: solve for 8 non zero elements. 515s Number of iterations: 10 Difference squared: 1.327330059265604e-21 515s Sparse 100x100: solve for 4 non zero elements. 515s Number of iterations: 10 Difference squared: 3.8758460914361225e-22 515s Sparse 100x100: solve for 11 non zero elements. 515s Number of iterations: 10 Difference squared: 1.8384914545131283e-20 515s Sparse 100x100: solve for 3 non zero elements. 515s Number of iterations: 10 Difference squared: 2.3801563100121485e-21 515s Sparse 100x100: solve for 10 non zero elements. 515s Number of iterations: 10 Difference squared: 3.1383667890326942e-21 515s Sparse 100x100: solve for 4 non zero elements. 515s Number of iterations: 10 Difference squared: 2.460351491554189e-22 515s Sparse 100x100: solve for 1 non zero elements. 515s Number of iterations: 10 Difference squared: 9.971438205022648e-23 515s Sparse 100x100: solve for 3 non zero elements. 515s Number of iterations: 10 Difference squared: 8.355253297825444e-22 516s Sparse 100x100: solve for 4 non zero elements. 516s Number of iterations: 10 Difference squared: 5.1806015765786e-22 516s Sparse 100x100: solve for 3 non zero elements. 516s Number of iterations: 10 Difference squared: 3.017641260851945e-22 516s Sparse 100x100: solve for 4 non zero elements. 516s Number of iterations: 10 Difference squared: 2.68113314224663e-22 516s Sparse 100x100: solve for 4 non zero elements. 516s Number of iterations: 10 Difference squared: 2.631024379317347e-22 516s Sparse 100x100: solve for 2 non zero elements. 516s Number of iterations: 10 Difference squared: 2.22165109189895e-22 516s Sparse 100x100: solve for 5 non zero elements. 516s Number of iterations: 10 Difference squared: 1.699290266391768e-22 516s Sparse 100x100: solve for 5 non zero elements. 516s Number of iterations: 10 Difference squared: 5.293952309569707e-22 516s Sparse 100x100: solve for 8 non zero elements. 516s Number of iterations: 10 Difference squared: 1.0682577954229402e-21 516s Sparse 100x100: solve for 2 non zero elements. 516s Number of iterations: 10 Difference squared: 2.40164903685644e-22 516s Sparse 100x100: solve for 7 non zero elements. 516s Number of iterations: 10 Difference squared: 7.200089933732236e-22 516s Sparse 100x100: solve for 5 non zero elements. 516s Number of iterations: 10 Difference squared: 6.687244149530422e-22 516s Sparse 100x100: solve for 5 non zero elements. 516s Number of iterations: 10 Difference squared: 7.87653399478274e-22 516s Sparse 100x100: solve for 3 non zero elements. 516s Number of iterations: 10 Difference squared: 3.156967979325645e-22 516s Sparse 100x100: solve for 3 non zero elements. 516s Number of iterations: 10 Difference squared: 3.232693457994648e-22 516s Sparse 100x100: solve for 6 non zero elements. 516s Number of iterations: 10 Difference squared: 7.409489796766496e-22 516s Sparse 100x100: solve for 7 non zero elements. 516s Number of iterations: 10 Difference squared: 8.546273769245557e-22 516s Sparse 100x100: solve for 5 non zero elements. 516s Number of iterations: 10 Difference squared: 7.447691068101601e-22 516s Sparse 100x100: solve for 7 non zero elements. 516s Number of iterations: 10 Difference squared: 1.2680509972806275e-21 516s Sparse 100x100: solve for 9 non zero elements. 517s Number of iterations: 10 Difference squared: 9.250154204316574e-22 517s nrow = 2, ncol = 3 517s nrow = 1, ncol = 1 517s nrow = 2, ncol = 1 517s nrow = 3, ncol = 1 517s nrow = 4, ncol = 1 517s nrow = 10, ncol = 10 517s nrow = 20, ncol = 10 517s nrow = 30, ncol = 10 517s nrow = 40, ncol = 10 517s nrow = 100, ncol = 100 517s nrow = 200, ncol = 100 517s nrow = 300, ncol = 100 517s nrow = 400, ncol = 100 517s test_Matrix_solve.praat OK 517s ### executing test_MixingMatrix.praat: 517s test_MixingMatrix 517s Mix 517s Mix part... 517s test_MixingMatrix OK 517s ### executing test_MultiSampledSpectropgram.praat: 517s test_MultiSampledSpectrogram.praat 517s GaborSpectrogram: windows: 517s rectangular 517s triangular 517s parabolic 517s Hanning 517s Hamming 517s Gaussian1 517s Kaiser1 517s GaborSpectrogram: bandwidth, stepSize 517s 149.571 58.675 517s 341.342 66.819 517s 407.287 154.639 517s 132.981 80.246 517s 88.809 38.534 517s 261.861 61.674 517s 30.084 15.789 517s 309.688 97.264 517s 363.964 244.370 517s 19.907 2.669 517s GaborSpectrogram: oversampling 517s 2.776 517s 3.053 517s 1.963 517s 4.572 517s 3.598 517s ConstantQLog2FSpectrogram: windows: 517s rectangular 518s triangular 518s parabolic 518s Hanning 518s Hamming 518s Gaussian1 518s Kaiser1 518s ConstantQLog2FSpectrogram: numberOfFrequencyBins, frequencyResolution 518s 42 2.291 518s 16 1.280 518s 15 1.581 518s 5 4.144 518s 36 3.578 518s 8 3.830 518s 24 4.148 518s 35 2.079 518s 50 4.800 518s 16 1.442 518s ConstantQLog2FSpectrogram: oversampling 518s 1.192 518s 2.503 518s 2.121 518s 2.539 518s 2.047 518s test_MultiSampledSpectrogram.praat OK 518s ### executing test_NMF.praat: 518s test_NMF.praat 518s Simple interface test 518s Iteration: 1, dnorm: 0.05651370481622186, delta: 0.00013936148985754026 518s Iteration: 2, dnorm: 0.056513629746693626, delta: 0.00013901143232586025 518s Iteration: 3, dnorm: 0.056513555027551024, delta: 0.00013866318107609511 518s Iteration: 4, dnorm: 0.05651348065644845, delta: 0.0001383166796563938 518s Iteration: 5, dnorm: 0.0565134066310631, delta: 0.00013797187253793166 518s Iteration: 6, dnorm: 0.05651333294909459, delta: 0.00013762870512124063 518s Iteration: 7, dnorm: 0.05651325960826609, delta: 0.00013728712374316365 518s Iteration: 8, dnorm: 0.05651318660632161, delta: 0.00013694707568283457 518s Iteration: 9, dnorm: 0.05651311394102766, delta: 0.00013660850916814634 518s Iteration: 10, dnorm: 0.056513041610170275, delta: 0.00013627137338151734 518s 95x10, aprox = 4 2-norm=53.687376331346066 518s Iteration: 1, dnorm: 0.15279070616472074, delta: 2.4793831165429338e-11 518s Iteration: 2, dnorm: 0.15279070616472082, delta: 7.450809909905051e-12 518s 23x10, aprox = 1 2-norm=35.14186241788583 518s Iteration: 1, dnorm: 0.11942359448034065, delta: 2.1994460140352454e-06 518s Iteration: 2, dnorm: 0.11942359445954925, delta: 2.1807932847563912e-06 518s Iteration: 3, dnorm: 0.11942359443910594, delta: 2.162303132139147e-06 518s Iteration: 4, dnorm: 0.11942359441900373, delta: 2.1439740662095867e-06 518s Iteration: 5, dnorm: 0.11942359439923841, delta: 2.1258046118779153e-06 518s Iteration: 6, dnorm: 0.11942359437980354, delta: 2.107793308718409e-06 518s Iteration: 7, dnorm: 0.11942359436069344, delta: 2.0899387108372325e-06 518s Iteration: 8, dnorm: 0.11942359434190282, delta: 2.072239386704838e-06 518s Iteration: 9, dnorm: 0.11942359432342624, delta: 2.0546939189883597e-06 518s Iteration: 10, dnorm: 0.11942359430525866, delta: 2.0373009044023596e-06 518s 27x10, aprox = 2 2-norm=32.24437045782393 518s Iteration: 1, dnorm: 2.17382968938372e-06, delta: 2.2089097308163222e-07 518s Iteration: 2, dnorm: 2.1346785877449265e-06, delta: 2.1691063551905708e-07 518s Iteration: 3, dnorm: 2.0960505346369515e-06, delta: 2.130019276753703e-07 518s Iteration: 4, dnorm: 2.058354737354649e-06, delta: 2.091635631026919e-07 518s Iteration: 5, dnorm: 2.0210457616764923e-06, delta: 2.0539427844380286e-07 518s Iteration: 6, dnorm: 1.9846825212007314e-06, delta: 2.0169283302678012e-07 518s Iteration: 7, dnorm: 1.9488075642909785e-06, delta: 1.9805800826395795e-07 518s Iteration: 8, dnorm: 1.9135597546107884e-06, delta: 1.944886074282629e-07 518s Iteration: 9, dnorm: 1.8790500159759158e-06, delta: 1.9098345528978262e-07 518s Iteration: 10, dnorm: 1.8448961523180735e-06, delta: 1.875413975287085e-07 518s 4x10, aprox = 5 2-norm=7.281168084074304e-05 518s Iteration: 1, dnorm: 0.06051779982405454, delta: 0.0012975539319585538 518s Iteration: 2, dnorm: 0.06051695216284287, delta: 0.0012548568484084227 518s Iteration: 3, dnorm: 0.06051612615441745, delta: 0.0012114939508830142 518s Iteration: 4, dnorm: 0.06051532071068531, delta: 0.0011678515474915555 518s Iteration: 5, dnorm: 0.06051453472349784, delta: 0.0011242791425114227 518s Iteration: 6, dnorm: 0.06051376708677676, delta: 0.001081087375481814 518s Iteration: 7, dnorm: 0.06051301671466619, delta: 0.0010385472504128431 518s Iteration: 8, dnorm: 0.060512282555850755, delta: 0.0009968904704106816 518s Iteration: 9, dnorm: 0.060511563604298574, delta: 0.0009563106810116491 518s Iteration: 10, dnorm: 0.06051085890680186, delta: 0.0009169654259386101 518s 62x10, aprox = 5 2-norm=37.516578959108934 518s Iteration: 1, dnorm: 2.384185791015625e-08, delta: 6.0375666474206184e-09 518s Iteration: 2, dnorm: 3.3717478808715225e-08, delta: 5.627286292898873e-09 518s Iteration: 3, dnorm: 2.384185791015625e-08, delta: 5.244638263934866e-09 518s Iteration: 4, dnorm: 1.6858739404357613e-08, delta: 4.887761436761791e-09 518s Iteration: 5, dnorm: 2.384185791015625e-08, delta: 4.5549199948968956e-09 518s Iteration: 6, dnorm: 4.129530924722856e-08, delta: 4.244495273811309e-09 518s Iteration: 7, dnorm: 2.384185791015625e-08, delta: 3.954977657379888e-09 518s Iteration: 8, dnorm: 1.6858739404357613e-08, delta: 3.684958836790303e-09 518s Iteration: 9, dnorm: 0, delta: 3.4331255969583005e-09 518s 2x10, aprox = 2 2-norm=3.334340322937021e-07 518s Iteration: 1, dnorm: 0.1352438349951936, delta: 8.212208830583317e-12 518s Iteration: 2, dnorm: 0.13524383499519368, delta: 6.3459920943593965e-12 518s 35x10, aprox = 1 2-norm=47.3353422483179 518s Iteration: 1, dnorm: 0.05545753399296795, delta: 0.0012008852028969831 518s Iteration: 2, dnorm: 0.055456916867228895, delta: 0.0011880918205184523 518s Iteration: 3, dnorm: 0.05545630797835044, delta: 0.0011742735698550466 518s Iteration: 4, dnorm: 0.055455707258159584, delta: 0.0011595318813412841 518s Iteration: 5, dnorm: 0.05545511462828319, delta: 0.0011439687393989264 518s Iteration: 6, dnorm: 0.0554545300012365, delta: 0.0011276856289679001 518s Iteration: 7, dnorm: 0.0554539532815412, delta: 0.0011107825659404976 518s Iteration: 8, dnorm: 0.055453384366841885, delta: 0.0010933572219998706 518s Iteration: 9, dnorm: 0.05545282314900314, delta: 0.00107550415119527 518s Iteration: 10, dnorm: 0.055452269515170974, delta: 0.0010573141225532808 518s 93x10, aprox = 5 2-norm=51.57032488640047 518s Iteration: 1, dnorm: 0.1205148025140495, delta: 0.00012229974005541322 518s Iteration: 2, dnorm: 0.12051477027719325, delta: 0.00012150338814983986 518s Iteration: 3, dnorm: 0.12051473832365998, delta: 0.00012071365200965381 518s Iteration: 4, dnorm: 0.12051470664876085, delta: 0.00011993047142666746 518s Iteration: 5, dnorm: 0.12051467524789018, delta: 0.00011915378666496347 518s Iteration: 6, dnorm: 0.12051464411652534, delta: 0.00011838353845943628 518s Iteration: 7, dnorm: 0.12051461325022637, delta: 0.00011761966801427558 518s Iteration: 8, dnorm: 0.12051458264462975, delta: 0.00011686211700086521 518s Iteration: 9, dnorm: 0.12051455229545201, delta: 0.00011611082755624635 518s Iteration: 10, dnorm: 0.12051452219848441, delta: 0.000115365742281326 518s 23x10, aprox = 3 2-norm=27.71833623425199 518s Iteration: 1, dnorm: 0.14683876645741173, delta: 2.127348673966409e-11 518s Iteration: 2, dnorm: 0.14683876645741162, delta: 1.0135718687798143e-11 518s 24x10, aprox = 1 2-norm=35.24130394977873 518s Diagonals 518s 2x2, aprox = 1 2-norm=8.668802303324147 518s 3x3, aprox = 2 2-norm=3.8563247304946815 518s 4x4, aprox = 3 2-norm=0.19782502504035349 519s 5x5, aprox = 4 2-norm=2.7886182300806297 519s 6x6, aprox = 5 2-norm=0.40792648624561223 519s 7x7, aprox = 6 2-norm=1.0498391897536952 519s 8x8, aprox = 7 2-norm=0.3851799113667942 519s 9x9, aprox = 8 2-norm=0.022797357580209843 519s 10x10, aprox = 9 2-norm=1.3546730710345722 519s 11x11, aprox = 10 2-norm=1.0098540599306605 519s test_NMF.praat OK 519s ### executing test_OnewayAnova.praat: 519s test_OnewayAnova.praat 519s test_OnewayAnova.praat OK 519s ### executing test_PCA.praat: 519s test_PCA.praat 519s test_pca_simple 519s Eigenvalues 519s Fraction variance accounted for 519s Eigenvectors should be orthogonal 519s test_pca_simple OK 519s test PCA & TableOfReal projections 519s PCA & TableOfReal: Project rows 519s PCA & TableOfReal: To Configuration 519s PCA & TableOfReal: Z-scores 519s TableOfReal reconstruction from PCA+ Configuration 519s test PCA & TableOfReal projections OK 519s test_PCA.praat OK 519s ### executing test_PatternList.praat: 519s test_PatternList.praat 519s Read old format from disk 519s Read old format OK 519s test_PatternList.praat OK 519s ### executing test_Permutation.praat: 519s test_Permutation.praat 519s Permute part 519s Permute part OK 519s test_600_12o.k. 519s Rotate 519s 1. o.k. 519s 2.. o.k. 519s 3... o.k. 519s 4.... o.k. 519s 5..... o.k. 519s 6...... o.k. 519s 7....... o.k. 519s 8........ o.k. 519s 9......... o.k. 519s 10.......... o.k. 519s 11........... o.k. 519s 12............ o.k. 519s 13............. o.k. 519s 14.............. o.k. 519s 15............... o.k. 519s 16................ o.k. 519s 17................. o.k. 519s 18.................. o.k. 519s 19................... o.k. 519s 20.................... o.k. 519s Sequences.......................o.k. 519s Swap positions....................................................................................................o.k. 519s Invert....................o.k. 519s Multiply......o.k. 519s Jump..o.k. 519s p = 1 for chiSquare = 0.11572 with 81 degrees of freedom. 519s Realized## - expected (=1000): 519s 57 24 27 -87 -8 46 -42 -9 -6 -2 519s -33 -40 -33 19 46 -17 34 21 21 -18 519s 2 -74 35 55 29 -44 0 -14 12 -1 519s -23 31 15 -23 14 -45 11 -16 21 15 519s 11 9 43 -23 -42 -20 31 -13 -12 16 519s -21 45 34 28 -66 -16 -34 65 -16 -19 519s 37 -32 9 12 -1 54 0 -15 -38 -26 519s -9 -24 -22 32 4 -22 42 -14 -22 35 519s 16 60 -35 -1 -45 24 45 -16 -25 -23 519s -37 1 -73 -12 69 40 -87 11 65 23 519s test_Permutation OK 519s ### executing test_Polygon_getLocationOfPoint.praat: 519s ... x left 519s ... x right 519s ... y top 519s ... y bottom 519s ... vertices 519s ... edges 519s ... inside 519s ... outside 519s ### executing test_Polygon_simplify.praat: 519s test_Polygon_simplify 519s test_Polygon_simplify OK 519s ### executing test_Polynomial.praat: 519s test_Polynomial.praat 519s roots 519s 1: 17 random roots in [-2,1.9467549593609639] 519s 2: 4 random roots in [-2,1.094091936192707] 519s 3: 19 random roots in [-2,1.7477442140126986] 519s 4: 12 random roots in [-2,1.2057903909053078] 519s 5: 3 random roots in [-2,1.702116912789482] 519s 6: 5 random roots in [-2,1.751491727689347] 519s 7: 20 random roots in [-2,1.860345573940453] 519s 8: 11 random roots in [-2,1.0308180319426188] 519s 9: 10 random roots in [-2,1.9853527590929754] 519s 10: 13 random roots in [-2,1.8058162783002925] 519s 11: 6 random roots in [-2,1.3922958017658762] 519s 12: 8 random roots in [-2,1.8310988275707725] 519s 13: 8 random roots in [-2,1.0600486279099728] 519s 14: 18 random roots in [-2,1.721133622268722] 519s 15: 20 random roots in [-2,1.1323042064284863] 519s 16: 14 random roots in [-2,1.7135695494113725] 519s 17: 3 random roots in [-2,1.358491204537446] 519s 18: 20 random roots in [-2,1.6381895347781907] 519s 19: 3 random roots in [-2,1.034193361791075] 519s 20: 16 random roots in [-2,1.35154137427473] 519s roots 519s 1: 17 random roots in [-2,1.3873641888343857] 519s 2: 10 random roots in [-2,1.9828334948563797] 519s 3: 15 random roots in [-2,1.8357041900275455] 519s 4: 19 random roots in [-2,1.3299415361581506] 519s 5: 17 random roots in [-2,1.1410596941139621] 519s 6: 6 random roots in [-2,1.4126977307136799] 519s 7: 11 random roots in [-2,1.1076508668905907] 519s 8: 17 random roots in [-2,1.5180132790552463] 519s 9: 4 random roots in [-2,1.04392649975438] 519s 10: 2 random roots in [-2,1.7341110409305194] 519s 11: 16 random roots in [-2,1.2542689057176255] 519s 12: 7 random roots in [-2,1.0023981767750834] 519s 13: 8 random roots in [-2,1.0753328005243237] 519s 14: 17 random roots in [-2,1.8435864498471268] 519s 15: 12 random roots in [-2,1.0359084894261668] 519s 16: 12 random roots in [-2,1.6534509317635897] 519s 17: 16 random roots in [-2,1.3395206708756597] 519s 18: 12 random roots in [-2,1.5455084233674756] 519s 19: 15 random roots in [-2,1.061774665395315] 519s 20: 6 random roots in [-2,1.501206250649454] 519s roots 519s 1: 16 random roots in [-2,1.7744922719961544] 519s 2: 11 random roots in [-2,1.3966194682215274] 519s 3: 19 random roots in [-2,1.1158629977557393] 519s 4: 19 random roots in [-2,1.2060900766882985] 519s 5: 5 random roots in [-2,1.1174460433257571] 519s 6: 20 random roots in [-2,1.2990874559255117] 519s 7: 9 random roots in [-2,1.4750842823891852] 519s 8: 4 random roots in [-2,1.6013875756661333] 519s 9: 9 random roots in [-2,1.6383103862633008] 519s 10: 13 random roots in [-2,1.940400029535435] 519s 11: 9 random roots in [-2,1.3724099168595685] 519s 12: 12 random roots in [-2,1.3749720421434555] 519s 13: 9 random roots in [-2,1.335950031670951] 519s 14: 9 random roots in [-2,1.6673551565744484] 519s 15: 13 random roots in [-2,1.3512767837104978] 519s 16: 20 random roots in [-2,1.577872004670305] 519s 17: 4 random roots in [-2,1.2240397980534476] 519s 18: 10 random roots in [-2,1.6773876233760732] 519s 19: 8 random roots in [-2,1.4573624469842343] 519s 20: 10 random roots in [-2,1.0626974312467188] 519s roots 519s 1: 12 random roots in [-2,1.4419241353241659] 519s 2: 14 random roots in [-2,1.9219510592598494] 519s 3: 11 random roots in [-2,1.976963675879394] 519s 4: 19 random roots in [-2,1.012878156461781] 519s 5: 11 random roots in [-2,1.4333297553906883] 519s 6: 20 random roots in [-2,1.6342560139128846] 519s 7: 11 random roots in [-2,1.7765799047200463] 519s 8: 8 random roots in [-2,1.484731327749768] 519s 9: 18 random roots in [-2,1.6051421546671487] 519s 10: 10 random roots in [-2,1.5080178355372138] 519s 11: 9 random roots in [-2,1.2753748315021118] 519s 12: 16 random roots in [-2,1.024033984090147] 519s 13: 6 random roots in [-2,1.6676215032983728] 519s 14: 13 random roots in [-2,1.36490250195162] 519s 15: 12 random roots in [-2,1.8379290075616326] 519s 16: 15 random roots in [-2,1.5518120710979435] 519s 17: 16 random roots in [-2,1.635163567851066] 519s 18: 9 random roots in [-2,1.787228085709815] 519s 19: 2 random roots in [-2,1.1192007389801881] 519s 20: 10 random roots in [-2,1.845128969915542] 519s roots 519s 1: 8 random roots in [-2,1.0810064205198417] 519s 2: 17 random roots in [-2,1.812297007773851] 519s 3: 11 random roots in [-2,1.0109318966956629] 519s 4: 4 random roots in [-2,1.7843535697828958] 519s 5: 13 random roots in [-2,1.5447342827434698] 519s 6: 15 random roots in [-2,1.8090978406000837] 519s 7: 16 random roots in [-2,1.1489164226442887] 519s 8: 7 random roots in [-2,1.1574793757984052] 519s 9: 7 random roots in [-2,1.7514490641285163] 519s 10: 20 random roots in [-2,1.067851689272771] 519s 11: 7 random roots in [-2,1.5705835647043247] 519s 12: 17 random roots in [-2,1.3326533553561304] 519s 13: 16 random roots in [-2,1.9337891286762534] 519s 14: 7 random roots in [-2,1.262710705691525] 519s 15: 15 random roots in [-2,1.4430133560673883] 519s 16: 17 random roots in [-2,1.1323677035124136] 519s 17: 12 random roots in [-2,1.4448620468804476] 519s 18: 13 random roots in [-2,1.9889394512775134] 519s 19: 11 random roots in [-2,1.2191586481037886] 519s 20: 8 random roots in [-2,1.4849480527919983] 519s roots 519s 1: 2 random roots in [-2,1.5563211904467051] 519s 2: 10 random roots in [-2,1.8619545232968404] 519s 3: 9 random roots in [-2,1.3465230785211004] 519s 4: 18 random roots in [-2,1.427345095688215] 519s 5: 20 random roots in [-2,1.5549775872437313] 519s 6: 11 random roots in [-2,1.5715296809874006] 519s 7: 4 random roots in [-2,1.9256712188105132] 519s 8: 12 random roots in [-2,1.9858354176006952] 519s 9: 10 random roots in [-2,1.2205928606921974] 519s 10: 12 random roots in [-2,1.8911302315416085] 519s 11: 19 random roots in [-2,1.5071217139665753] 519s 12: 19 random roots in [-2,1.4644247543761986] 519s 13: 4 random roots in [-2,1.4996310657665126] 519s 14: 20 random roots in [-2,1.274337103130926] 519s 15: 3 random roots in [-2,1.8608500606323464] 519s 16: 3 random roots in [-2,1.1834822124333058] 519s 17: 18 random roots in [-2,1.1363215844995538] 519s 18: 12 random roots in [-2,1.6094555665670713] 519s 19: 15 random roots in [-2,1.591944502206136] 519s 20: 10 random roots in [-2,1.1158235454688197] 519s roots 519s 1: 15 random roots in [-2,1.7038404209869065] 519s 2: 3 random roots in [-2,1.350385241029513] 519s 3: 2 random roots in [-2,1.3900497850575042] 519s 4: 20 random roots in [-2,1.7697042175203896] 519s 5: 20 random roots in [-2,1.8791576597788873] 519s 6: 4 random roots in [-2,1.4113552574927923] 519s 7: 7 random roots in [-2,1.8197746745276344] 519s 8: 12 random roots in [-2,1.0970461650959267] 519s 9: 18 random roots in [-2,1.706097979270457] 519s 10: 11 random roots in [-2,1.2140908004617397] 519s 11: 15 random roots in [-2,1.1980032470121655] 520s 12: 3 random roots in [-2,1.677117698536096] 520s 13: 4 random roots in [-2,1.056854323229846] 520s 14: 9 random roots in [-2,1.9421396086007336] 520s 15: 13 random roots in [-2,1.6621214517776977] 520s 16: 15 random roots in [-2,1.0178246642500381] 520s 17: 9 random roots in [-2,1.6642302196040544] 520s 18: 12 random roots in [-2,1.3406456830744364] 520s 19: 6 random roots in [-2,1.527250120578814] 520s 20: 2 random roots in [-2,1.2099013215400225] 520s roots 520s 1: 13 random roots in [-2,1.285663846025559] 520s 2: 9 random roots in [-2,1.180265773820932] 520s 3: 5 random roots in [-2,1.088623258406952] 520s 4: 15 random roots in [-2,1.1515545392616584] 520s 5: 11 random roots in [-2,1.2659903298787782] 520s 6: 20 random roots in [-2,1.4602134832373372] 520s 7: 20 random roots in [-2,1.9676744025894948] 520s 8: 8 random roots in [-2,1.404529269396868] 520s 9: 9 random roots in [-2,1.435933941021365] 520s 10: 10 random roots in [-2,1.6552140422190211] 520s 11: 8 random roots in [-2,1.2108486137321555] 520s 12: 17 random roots in [-2,1.786970072945303] 520s 13: 7 random roots in [-2,1.8668802303324148] 520s 14: 17 random roots in [-2,1.285978834852696] 520s 15: 5 random roots in [-2,1.0101577446680323] 520s 16: 20 random roots in [-2,1.5163736461828554] 520s 17: 16 random roots in [-2,1.8666336285915581] 520s 18: 17 random roots in [-2,1.3619937036687195] 520s 19: 10 random roots in [-2,1.4158333424618665] 520s 20: 7 random roots in [-2,1.7506607834797805] 520s roots 520s 1: 4 random roots in [-2,1.9849554245819325] 520s 2: 4 random roots in [-2,1.6891305335894367] 520s 3: 3 random roots in [-2,1.7528467271373387] 520s 4: 5 random roots in [-2,1.0551307214904053] 520s 5: 9 random roots in [-2,1.165224691863548] 520s 6: 16 random roots in [-2,1.418103288787277] 520s 7: 16 random roots in [-2,1.1642699685602738] 520s 8: 5 random roots in [-2,1.4682505029657673] 520s 9: 19 random roots in [-2,1.392720365136338] 520s 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 520s 0.00019084640162070343(= abs(root-rootFound):-1.0960379884711693--1.09622883487279) for 5th root) 520s 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 520s 0.0003691465594608534(= abs(root-rootFound):-1.0893859306454357--1.0890167840859748) for 6th root) 520s 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 520s 0.0003782996457326604(= abs(root-rootFound):-1.0732979277710384--1.073676227416771) for 7th root) 520s 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 520s 0.0002384434970044147(= abs(root-rootFound):-1.063743068123442--1.0635046246264377) for 8th root) 520s 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 520s 3.6658303306680295e-05(= abs(root-rootFound):-1.0496628892704023--1.049699547573709) for 9th root) 520s 10: 19 random roots in [-2,1.1492088446208522] 520s 11: 15 random roots in [-2,1.8565247901936512] 520s 12: 3 random roots in [-2,1.8479441178735065] 520s 13: 4 random roots in [-2,1.7477366292117198] 520s 14: 6 random roots in [-2,1.9543292951289861] 520s 15: 16 random roots in [-2,1.1391704817103876] 520s 16: 10 random roots in [-2,1.5854023360552378] 520s 17: 10 random roots in [-2,1.3723809809067196] 520s 18: 8 random roots in [-2,1.0217941577765117] 520s 19: 15 random roots in [-2,1.2480536754238063] 520s 20: 19 random roots in [-2,1.9447401461937996] 520s roots 520s 1: 16 random roots in [-2,1.9756859505556545] 520s 2: 4 random roots in [-2,1.5229682334935504] 520s 3: 19 random roots in [-2,1.5000351759087018] 520s 4: 20 random roots in [-2,1.0132125437518797] 520s 5: 9 random roots in [-2,1.332214341313808] 520s 6: 2 random roots in [-2,1.7519359329627449] 520s 7: 4 random roots in [-2,1.931233452262989] 520s 8: 16 random roots in [-2,1.3347826333522281] 520s 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 520s 3.507758531906546e-05(= abs(root-rootFound):-1.8426416340555103--1.8426065564701912) for 3th root) 520s 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 520s 3.3833035937069766e-05(= abs(root-rootFound):-1.7997134521374354--1.7997472851733725) for 4th root) 520s 9: 18 random roots in [-2,1.947484464738391] 520s 10: 8 random roots in [-2,1.5558302342015011] 520s 11: 4 random roots in [-2,1.2685877718513903] 520s 12: 12 random roots in [-2,1.3840901976225906] 520s 13: 13 random roots in [-2,1.2561525451039974] 520s 14: 4 random roots in [-2,1.2588266777274648] 520s 15: 18 random roots in [-2,1.013288862165358] 520s 16: 13 random roots in [-2,1.072001793209949] 520s 17: 15 random roots in [-2,1.5630967462258345] 520s 18: 13 random roots in [-2,1.5256497764804222] 520s 19: 5 random roots in [-2,1.9418027600211873] 520s 20: 5 random roots in [-2,1.8623613133753671] 520s test_Polynomial.praat OK 520s ### executing test_PowerCepstrum.praat: 520s test_PowerCepstrum.praat 536s CPPS from Cepstrogram: 27.039701292430294 dB 539s test prominence before and after subtracting trend 539s test prominence before and after subtracting trend OK 539s old Slope: -9.973189965577507 (exponential, robust) 539s old Intercept: 52.53380130702098 dB (straight, robust) 539s old Rhamonics-to-noise-ratio: 164.93814052569272 539s test PowerCepstrogram and PowerCepstrum smoothing 540s test PowerCepstrogram and PowerCepstrum smoothing OK 540s test smoothing PowerCepstrogram of noisy sound: Old smoothing (square) 540s 22.86 / 25.79 dB min / max; 15.78 / 18.31dB min / max after smoothing 540s test smoothing of PowerCepstrogram OK 540s test smoothing PowerCepstrogram of noisy sound: Gaussian smoothing (4 sigmas) 541s 23.05 / 25.05 dB min / max; 17.85 / 19.69dB min / max after smoothing 541s test smoothing of PowerCepstrogram OK 541s test smoothing PowerCepstrogram of noisy sound: Default smoothing (integration) 541s 22.05 / 25.80 dB min / max; 15.58 / 18.33dB min / max after smoothing 541s test smoothing of PowerCepstrogram OK 541s test_PowerCepstrum.praat OK 541s ### executing test_Procrustes.praat: 541s test_Procrustes.praat 541s Example in Borg & Groenen section 19.4 541s Orthognal Procrustes transform (example 12.4.1 Golub & van Loan) 541s 12 randomly generated configurations of dimension 2^k x 2 541s 2 rows 541s 4 rows 541s 8 rows 541s 16 rows 541s 32 rows 541s 64 rows 541s 128 rows 541s 256 rows 541s 512 rows 541s 1024 rows 541s 2048 rows 541s 4096 rows 541s test_Procrustes.praat OK 541s ### executing test_SSCP.praat: 541s test_SSCP.praat 541s test_SSCP.praat OK 541s ### executing test_SVD.praat: 541s test_SVD.praat 541s Hilbert matrix order 4 541s UDV' test equality of U 541s UDV' test equality of V 541s reconstruct 6x2 matrix 541s reconstruct 2x6 matrix 541s reconstruct 30x500 matrix 541s test_SVD.praat OK 541s ### executing test_Sound_draw_where.praat: 541s test_Sound_draw_where.praat 541s test_Sound_draw_where.praat 541s Top: sawtooth in black with parts above 0.5 in red 541s Interpolation between 3 sample points: parts above 0.5 in red 541s Stereo, interpolation between sample points: three sample points, parts above 0.5 in Red 541s Random amplitudes: parts > 0.5 in red only in the first half of every 0.001 s 541s test_Sound_draw_where.praat End 541s ### executing test_Sound_levelCrossings.praat: 541s test_Sound_levelCrossings.praat 541s test_Sound_levelCrossings.praat OK 541s ### executing test_Sound_noiseReduction.praat: 541s test_Sound_noiseReduction.praat 541s test_reduction 542s db=-0 69.62309721257776 -0.030461036880181282 1.0070385680403287 542s db=-10 36.36652105001871 -33.28703719943923 2131.5902247479817 543s db=-20 22.006879943099804 -47.64667830635814 58165.81673769201 543s db=-30 17.94576480945767 -51.70779344000027 148176.50398387594 543s db=-40 16.688978270522206 -52.964579978935745 197905.56107370858 544s db=-50 16.299178323488736 -53.35437992596921 216490.075850807 544s db=-60 16.177527218576003 -53.47603103088194 222639.95373982206 545s db=-70 16.139210192578055 -53.51434805687988 224612.95719290682 545s db=-80 16.127101112820743 -53.5264571366372 225240.10113098132 546s db=-90 16.12327269876461 -53.530285550693335 225438.7434328634 546s test_reduction OK 546s test_numberOfBands 546s Fmax = 14957.086475692371 windowLength = 0.042191417017850216 546s Fmax = 40728.73395719965 windowLength = 0.01880396085315886 546s Fmax = 8880.888777456901 windowLength = 0.03327013956019236 546s Fmax = 3008.424302314579 windowLength = 0.038638426167431975 546s Fmax = 36396.37504623913 windowLength = 0.006111960059737679 546s Fmax = 20412.536478440445 windowLength = 0.015854249779559567 546s Fmax = 19908.567134105146 windowLength = 0.038702945497309536 546s Fmax = 22377.72532255967 windowLength = 0.018054498149019053 546s Fmax = 26442.186081883254 windowLength = 0.02250282632995359 546s Fmax = 34527.21522571557 windowLength = 0.009960836538660443 546s test_numberOfBands OK 546s test_Sound_noiseReduction.praat OK 546s ### executing test_Sound_paint_where.praat: 546s ### executing test_Sound_to_Spectrum_resampled.praat: 546s test_Sound_to_Spectrum_resampled.praat 546s test_Sound_to_Spectrum_resampled.praat OK 546s ### executing test_Sound_voiceActivity.praat: 546s ### executing test_SpeechSynthesizer.praat: 546s test_SpeechSynthesizer.praat 546s Languages: 546s Afrikaans: Travis Robert Pedro 546s Albanian: RicishayMax2 Klatt6 Grandpa 546s Amharic: UniversalRobot Lee Female_whisper 546s Arabic: Hugo Antonio Mario 546s Aragonese: Male7 Robosoft7 Klatt 546s Armenian (East Armenia): Mike Female2 Linda 546s Armenian (West Armenia): Edward Iven2 Nguyen 547s Assamese: Pedro Robosoft8 David 547s Azerbaijani: Gustave Sandro Male8 547s Bashkir: Marco John RicishayMax2 547s Basque: Diogo Sandro RicishayMax3 547s Belarusian: Quincy Male3 Gene 547s Bengali: UniversalRobot Robosoft Lee 547s Bishnupriya Manipuri: Ian Norbert Pedro 547s Bosnian: Rob Gustave Female4 547s Bulgarian: Victor Male1 Edward 547s Catalan: Gustave Ian Female1 547s Cherokee /: Norbert Male6 AnxiousAndy 547s Chinese (Cantonese): Caleb Linda Hugo 547s Chinese (Cantonese, latin as Jyutping): Croak Auntie Rob 547s Chinese (Mandarin, latin as English): Fast_test Adam Steph3 547s Chinese (Mandarin, latin as Pinyin): Female2 Nguyen Mario 547s Chuvash: Pablo Reed Steph 547s Croatian: Male8 Male5 Max 547s Czech: Diogo Annie Robosoft 547s Danish: Robosoft Robosoft8 Adam 547s Dutch: RicishayMax2 Jacky Belinda 547s English (America): Iven4 RicishayMax Robosoft3 547s English (America, New York City): Klatt3 Klatt Antonio 547s English (Caribbean): AnxiousAndy Ed Male7 547s English (Great Britain): Robosoft6 Andy RicishayMax 547s English (Lancaster): Michael Alex Auntie 547s English (Received Pronunciation): Victor Female4 Marcelo 547s English (Scotland): Andy Travis AnikaRobot 547s English (West Midlands): Male4 Andrea Female3 547s Esperanto: Diogo Pedro Nguyen 547s Estonian: Ian Ed Diogo 547s Finnish: Iven4 Klatt5 Pedro 547s French (Belgium): John Robosoft2 Edward2 547s French (France): Fast_test Mike Iven4 547s French (Switzerland): AnikaRobot Andrea Klatt4 547s Gaelic (Irish): Henrique Male8 Half-LifeAnnouncementSystem 547s Gaelic (Scottish): Edward2 Male3 Female5 547s Georgian: Antonio Robosoft6 Edward 547s German: Mario Belinda Female3 547s Greek: Storm Pedro Belinda 547s Greek (Ancient): Mike2 Female_whisper Ian 547s Greenlandic: Robosoft6 Male5 Mike2 547s Guarani: Gene Robert Alex 547s Gujarati: Marcelo Ed Denis 548s Haitian Creole: Linda Diogo Paul 548s Hakka Chinese: Robert Robosoft8 Reed 548s Hawaiian: Diogo Anika Tweaky 548s Hebrew: Jacky Female3 Croak 548s Hindi: AnikaRobot Female1 Norbert 548s Hungarian: Auntie Marco Klatt2 548s Icelandic: RicishayMax3 Mike Iven 548s Ido: Robosoft3 Robosoft4 Grandma 548s Indonesian: Male5 Reed Diogo 548s Interlingua: RicishayMax Edward Linda 548s Italian: Robosoft3 Iven3 Male3 548s Japanese: Reed Benjamin Klatt 548s K'iche': Mike Mario Male6 548s Kannada: Andrea Henrique Caleb 548s Kazakh: Robosoft6 Tweaky Mike 548s Klingon: Hugo Iven4 Mike 548s Konkani: Quincy Female_whisper Zac 548s Korean: Sandro Iven Marcelo 548s Kurdish: Steph3 Male5 Gene2 548s Kyrgyz: Fast_test Antonio Gustave 548s Lang Belta: Female5 Tweaky Robosoft8 548s Latgalian: Boris Steph RicishayMax3 548s Latin: Mike2 Gene Robosoft3 548s Latvian: Male1 Benjamin Quincy 548s Lingua Franca Nova: Robert Robosoft8 Robert 548s Lithuanian: Alicia Gustave Female3 548s Lojban: Sandro UniversalRobot Klatt5 548s Lule Saami: Annie Anika Quincy 548s Luxembourgish: Robosoft Gene2 Klatt5 548s Macedonian: Grandpa Whisper Robosoft7 548s Malay: Robert Klatt2 Robert 548s Malayalam: RicishayMax3 Michel Male3 548s Maltese: Robosoft2 Female3 Male8 548s Marathi: Storm Quincy Edward2 548s Myanmar (Burmese): AnikaRobot Robosoft4 Andrea 548s Māori: Lee Robosoft4 Whisper 548s Nahuatl (Classical): Half-LifeAnnouncementSystem RicishayMax Male6 548s Nepali: Male7 Mario Denis 548s Nogai: Edward Male4 Victor 548s Norwegian Bokmål: AnikaRobot Miguel Female5 548s Oriya: Male4 Auntie Caleb 548s Oromo: Mike Gene Robosoft2 549s Papiamento: Male8 John Alex 549s Persian: Marcelo Mario Boris 549s Persian (Pinglish): Zac Gustave Fast_test 549s Polish: Gene Robosoft5 Croak 549s Portuguese (Brazil): RicishayMax Whisper Klatt4 549s Portuguese (Portugal): Mike2 Pablo Nguyen 549s Punjabi: Linda Mr_Serious Pablo 549s Pyash: RicishayMax3 Gene Male4 549s Quechua: Robosoft Male7 Boris 549s Quenya: Gustave Whisper Robert 549s Romanian: Iven Linda Male4 549s Russian: Shelby Pedro Diogo 549s Russian (Classic): Quincy Diogo Caleb 549s Russian (Latvia): Female_whisper AnikaRobot Diogo 549s Serbian: Travis Mr_Serious Anika 549s Setswana: Robert Max Female3 549s Shan (Tai Yai): Belinda Steph Gene 549s Sindarin: Max Caleb Miguel 549s Sindhi: Nguyen John Robosoft3 549s Sinhala: Female3 Robosoft3 RicishayMax2 549s Slovak: Alicia Klatt6 Steph3 549s Slovenian: Klatt2 Iven Iven 549s Spanish (Latin America): Male1 Adam Linda 549s Spanish (Spain): Mike2 Female1 Mario 549s Swahili: Male3 Robosoft5 Male3 549s Swedish: Belinda Alicia Diogo 549s Tamil: Male8 Male7 Miguel 549s Tatar: Auntie Klatt Female_whisper 549s Telugu: Iven2 Grandma Iven3 549s Thai: Fast_test Marco Male2 549s Totontepe: Storm Male7 John 549s Turkish: Jacky Rob Auntie 549s Turkmen: David Andrea Steph 549s Ukrainian: Robosoft7 Male6 Male3 549s Urdu: Female5 Mr_Serious Female5 549s Uyghur: Henrique Robosoft3 Grandpa 550s Uzbek: Male6 Fast_test Grandma 550s Vietnamese (Central): Rob Alicia Max 550s Vietnamese (Northern): Steph Edward2 Klatt3 550s Vietnamese (Southern): Gustave David Iven4 550s Welsh: Mike Michel John 550s 133 languages, 399 sounds created/removed 550s Languages: OK 550s Writing and reading: 550s Writing and reading: OK 550s Compatibility: 550s Language "Default" is deprecated. Please use "English (Great Britain)". 550s Voice "default" is deprecated. Please use "Male1". 550s Compatibility: OK 550s Get phonemes from text: 550s Language "English" is deprecated. Please use "English (Great Britain)". 550s Voice "f1" is deprecated. Please use "Female1". 550s Get phonemes from text: OK 550s test_SpeechSynthesizer.praat OK 550s ### executing test_SpeechSynthesizer_alignment.praat: 550s test_SpeechSynthesizer_alignment.praat 550s test_SpeechSynthesizer_alignment.praat OK 550s ### executing test_String_extensions.praat: 550s test_String_extensions 550s test_String_extensions OK 550s ### executing test_StringsIndex.praat: 550s test_StringsIndex.praat 550s test_StringsIndex.praat OK 550s ### executing test_Strings_and_Permutation.praat: 550s test_Strings_and_Permutation 550s test_Strings_and_Permutation OK 550s ### executing test_TableOfReal_and_Permutation.praat: 550s test_TableOfReal_and_Permutation.praat 550s test_TableOfReal_and_Permutation.praat OK 550s ### executing test_TableOfReal_extensions.praat: 550s test_TableOfReal_extensions.praat 550s means_by_row_labels 550s centre_rows 550s centre_columns 550s normalize 550s test_TableOfReal_extensions.praat OK 550s ### executing test_Table_drawWhere.praat: 550s test_TableDrawWhere.praat 550s test_TableDrawWhere.praat OK 550s ### executing test_Table_extractMahalanobisWhere.praat: 550s Table_extractMahalanobisWhere test 550s Table_extractMahalanobisWhere test OK 550s ### executing test_Table_getMedianAbsoluteDeviation.praat: 550s test_Table_getMedianAbsoluteDeviation ok 550s ### executing test_TextGridNavigator.praat: 550s test_TextGridNavigator.praat 550s test topic 550s test topic OK 550s test topic + before 550s test topic + before OK 550s test before + topic + after 550s Check lists of labels, times, domains 550s Check lists of labels, times, domains OK 550s test before + topic + after OK 550s test two navigation contexts 550s From small to large 550s From small to large OK 550s From large to small 550s From large to small OK 550s test two navigation contexts OK 550s test three navigation contexts 550s test three navigation contexts OK 551s 1000 navigator creations + matches (3 tiers) took 0.424 s. 551s 10000 navigator matches (3 tiers) took 0.256 s. 551s test_TextGridNavigator.praat OK 551s ### executing test_TextGrid_extensions.praat: 551s test_TextGrid_extensions 551s test_TextGrid_extensions OK 551s ### executing test_angle_between_planes.praat: 551s test_angle_between_planes.praat 551s 200 times: angle=randomUniform(0.001,90), numberOfRows = randomInteger (10,1000) 551s 85.2080 0.00000000000006 (802) 551s test_angle_between_planes.praat OK 551s ### executing test_bss_twoSoundsMixed.praat: 551s ### executing test_detectSilences.praat: 551s test_detectSilences.praat 551s +-, +-+-, ..., +-+-+-+-+- 551s -+, -+-+, ..., -+-+-+-+-+ 551s silence is +3dB or -3dB w.r.t threshold 551s minimum sounding/silent interval exceeds largest interval 551s test_detectSilences.praat OK 551s ### executing test_gammatonefilter.praat: 551s test_gammatonefilter.praat 551s Filter pulses of duration i * 0.2 552s Compare incomplete gamma with Gamma[n,z] 552s test_gammatonefilter.praat OK 552s ### executing test_gsl.praat: 552s test_gsl.praat 552s besselI: 552s besselK: 552s erfc: 552s erf: 552s lnGamma: 552s incompleteBeta: 552s incompleteBeta (a,b,0) = 0 & incompleteBeta (a,b,1) = 1: 552s incompleteBeta(i, 1, 0.1)=10^(-i) & incompleteBeta(a,b,x)=1-incompleteBeta(b,a,1-x): 552s incompleteGammaP: 552s incompleteGammaP(a,0)=0 & incompleteGammaP(a,inf)=1: 552s incompleteGammaP(1,x)=1-exp(-x): 552s incompleteGammaP(2,x)=(1-(1+x)*exp(-x)): 552s incompleteGammaP(3,x)=(1-(1+x+0.5*x^2)*exp(-x))/2: 552s sincpi: 552s test_gsl.praat OK 552s ### executing test_henzeZirklerMultivariateNormalityTest.praat: 552s test_henzeZirklerMultivariateNormalityTest 552s 1.276083424420824 552s henzeZirklerMultivariateNormalityTest : end 552s ### executing test_randomFunctions.praat: 552s test_randomFunctions.praat 552s randomBinomial (0.16666666666666666,100) 552s 100000 runs with randomBinomial (0.16666666666666666,100) 552s We expect values between 0 and 100 with a mean near n * p = 16.666666666666664 552s Bin 1 counts number of times randomBinomial return 0, bin 2 number of times randomBinomial returns 1, etc. 552s The probability q of the values in bin i equals binomialP (p, i - 1 , n) - binomialP (p, i - 2 , n) 552s In bin i we expect numberOfRuns * q (=100000 * q values 553s bin = 2, diff = 0 (expected = 0 q = 2.414934694439097e-07 553s bin = 3, diff = 0 (expected = 0 q = 2.390785347583524e-06 553s bin = 4, diff = -2 (expected = 2 q = 1.5619797603894092e-05 553s bin = 5, diff = -2 (expected = 8 q = 7.575601837894741e-05 553s bin = 6, diff = 1 (expected = 29 q = 0.0002909031105753357 553s bin = 7, diff = -4 (expected = 92 q = 0.000921193183488378 553s bin = 8, diff = -10 (expected = 247 q = 0.0024740616927976244 553s bin = 9, diff = 1 (expected = 575 q = 0.0057521934357542825 553s bin = 10, diff = 0 (expected = 1176 q = 0.01176003991309782 553s bin = 11, diff = -6 (expected = 2140 q = 0.021403272641837945 553s bin = 12, diff = 21 (expected = 3502 q = 0.03502353705028027 553s bin = 13, diff = -135 (expected = 5195 q = 0.05195157995791566 553s bin = 14, diff = -8 (expected = 7033 q = 0.07033444671225486 553s bin = 15, diff = 60 (expected = 8742 q = 0.08741566948523227 553s bin = 16, diff = 118 (expected = 10024 q = 0.10023663434306473 553s bin = 17, diff = -31 (expected = 10650 q = 0.10650142398950391 553s bin = 18, diff = 78 (expected = 10525 q = 0.1052484660602202 553s bin = 19, diff = -43 (expected = 9706 q = 0.09706247425554293 553s bin = 20, diff = -63 (expected = 8378 q = 0.08378024093635017 553s bin = 21, diff = 69 (expected = 6786 q = 0.06786199515845492 553s bin = 22, diff = -12 (expected = 5170 q = 0.05170437726357269 553s bin = 23, diff = 51 (expected = 3713 q = 0.03713314367111509 553s bin = 24, diff = 47 (expected = 2519 q = 0.02518595831606074 553s bin = 25, diff = -39 (expected = 1616 q = 0.016160989919472346 553s bin = 26, diff = -14 (expected = 983 q = 0.009825881871038056 553s bin = 27, diff = -22 (expected = 567 q = 0.005668778002522967 553s bin = 28, diff = -7 (expected = 311 q = 0.003107330164345501 553s bin = 29, diff = -31 (expected = 162 q = 0.0016202507285517642 553s bin = 30, diff = -13 (expected = 80 q = 0.0008045382927980294 553s bin = 31, diff = 0 (expected = 38 q = 0.000380814791924422 553s bin = 32, diff = 4 (expected = 17 q = 0.00017198087377234827 553s bin = 33, diff = -3 (expected = 7 q = 7.416675181437515e-05 553s bin = 34, diff = -1 (expected = 3 q = 3.05656916567143e-05 553s bin = 35, diff = -1 (expected = 1 q = 1.2046478476523959e-05 553s bin = 36, diff = 0 (expected = 0 q = 4.543243311116996e-06 553s bin = 37, diff = 0 (expected = 0 q = 1.6406156402304362e-06 553s bin = 38, diff = 0 (expected = 0 q = 5.675643295344202e-07 553s bin = 39, diff = 0 (expected = 0 q = 1.8819238289946583e-07 553s bin = 40, diff = 0 (expected = 0 q = 5.983552697763628e-08 553s randomBinomial (0.1,50) 554s randomGamma (3,0.02) 554s randomGamma (5,0.02) 556s test_randomFunctions.praat OK 556s ### executing test_readAudioFiles.praat: 556s test_readAudioFiles.praat 556s Read vorbis audio from ogg file 556s Read opus audio from ogg file 557s test_readAudioFiles.praat OK 557s ### executing test_regex.praat: 557s test_regex 557s ---- # match characters 557s ---- # special characters # backslash \ 557s ---- # special characters # caret ^ 557s ---- # special characters # dollar $ 557s ---- # special characters # quantifier brackets {} 557s ---- # special characters # open and close brackets [] 557s ---- # special characters # grouping characters () 557s ---- # special characters # dot . 557s ---- # special characters # star * 557s ---- # special characters # plus + 557s ---- # special characters # question mark ? 557s ---- # quantifiers # * 557s ---- # non greedy ? 557s ---- # anchors 557s --- # empty string 557s ---- # replaced string much longer than original 557s --------- PREVIOUS BUGS < 5.0.4 557s ---- # replace by empty string "" 557s --------- PREVIOUS BUGS < 5.0.5 557s --------- PREVIOUS BUGS --- END 557s --------- BUG in 5.0.40 557s --------- PREVIOUS BUGS --- END 557s test_regex OK 557s ### executing test_robustStatistics.praat: 557s test_robustStatistics.praat 557s test_robustStatistics.praat OK 557s ### executing test_sigma_ellipse.praat: 557s nsigma=3, p=0.9888910034617577 557s nsigma=4, p=0.9996645373720975 557s ### executing test_solves.praat: 557s test_solves.praat 557s solveWeaklyConstrained# (f##, phi#, alpha, delta) 557s Example J. ten Berge (1991), page 606 557s 0.5833333333333333; -0.056338028169014086 -6.171746329642163e-17 0.7616819283108669 557s Force norm to be one alpha = 1e30, delta=1.0 557s norm(result)=1 557s Random size matrices, randomUniform (-1,1) data 557s 95x77 alpha=7.01114078346872; delta=0.056099257099860966 557s 84x12 alpha=2.2988487358959944; delta=0.0667146239124804 557s 97x23 alpha=0.16965943089186086; delta=0.3389523683404727 557s 86x49 alpha=3.9143586195191427; delta=0.11398431909333229 557s 30x7 alpha=1.2456723142207027; delta=0.41886272311603134 557s 72x20 alpha=0.3886780138250423; delta=0.629792031268942 557s 8x2 alpha=9.228895461895416; delta=0.16093796777411462 557s 72x17 alpha=9.719116363709192; delta=0.22644001885194354 557s 83x83 alpha=9.422238561684264; delta=0.8071002551824435 557s 59x55 alpha=6.399805637322799; delta=0.6478825752991275 557s solveNonnegative# (m##, v#, maximumnumberOfIterations, tolerance, info) 557s Iteration: 1, error: 2.7083144168962354 557s Iteration: 2, error: 0.22835187182198863 557s Iteration: 3, error: 0.019415103584264275 557s Iteration: 4, error: 0.011356748592032218 557s Iteration: 5, error: 0.011337876032770117 557s Iteration: 6, error: 0.011337868483746441 557s Iteration: 7, error: 0.011337868480726838 557s Iteration: 8, error: 0.011337868480725623 557s Iteration: 9, error: 0.011337868480725675 557s Number of iterations: 9; Minimum: 0.011337868480725675 557s Iteration: 1, error: 2.7083144168962354 557s Iteration: 2, error: 0.22835187182198863 557s Iteration: 3, error: 0.019415103584264275 557s Number of iterations: 3; Minimum: 0.019415103584264275 557s Number of iterations: 6; Minimum: 0.011337868480725675 557s Example fromR with library (nnls) 557s Number of iterations: 9; Minimum: 13.4294896189521 557s test_solves.praat OK 557s ### executing test_spectrogramTypes.praat: 557s test_spectrogramTypes.praat 557s read old type "MelFilter" and convert 557s test test_spectrogramTypes.praat OK 557s ### executing test_textGrid_and_DurationTier.praat: 557s test_TextGrid_and_DurationTier.praat 557s test_TextGrid_and_DurationTier.praat OK 557s ### executing test_twowayAnova.praat: 557s two-way anova test 557s Two-way anova test OK 557s ALL PRAAT TESTS WENT OK 557s 557s ###### ##### ##### 557s ############## ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ######### 557s ##### ##### ####### 557s ##### ##### ##### 557s ##### ##### ####### 557s ##### ##### ######### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ##### ##### ##### ##### 557s ############## ##### ##### 557s ###### ##### ##### 557s autopkgtest [02:03:04]: test run-tests: -----------------------] 562s autopkgtest [02:03:09]: test run-tests: - - - - - - - - - - results - - - - - - - - - - 562s run-tests PASS 565s autopkgtest [02:03:12]: @@@@@@@@@@@@@@@@@@@@ summary 565s run-tests PASS