I: pbuilder: network access will be disabled during build I: Current time: Mon Apr 22 16:36:25 +14 2024 I: pbuilder-time-stamp: 1713753385 I: Building the build Environment I: extracting base tarball [/var/cache/pbuilder/trixie-reproducible-base.tgz] I: copying local configuration W: --override-config is not set; not updating apt.conf Read the manpage for details. I: mounting /proc filesystem I: mounting /sys filesystem I: creating /{dev,run}/shm I: mounting /dev/pts filesystem I: redirecting /dev/ptmx to /dev/pts/ptmx I: policy-rc.d already exists I: Copying source file I: copying [coq-elpi_1.19.3-2.dsc] I: copying [./coq-elpi_1.19.3.orig.tar.gz] I: copying [./coq-elpi_1.19.3-2.debian.tar.xz] I: Extracting source gpgv: Signature made Wed Jan 3 07:53:54 2024 gpgv: using RSA key 6DE24E97ECA886CC56E6250E21B8EEF1B1893081 gpgv: issuer "glondu@debian.org" gpgv: Can't check signature: No public key dpkg-source: warning: cannot verify inline signature for ./coq-elpi_1.19.3-2.dsc: no acceptable signature found dpkg-source: info: extracting coq-elpi in coq-elpi-1.19.3 dpkg-source: info: unpacking coq-elpi_1.19.3.orig.tar.gz dpkg-source: info: unpacking coq-elpi_1.19.3-2.debian.tar.xz dpkg-source: info: using patch list from debian/patches/series dpkg-source: info: applying 0001-Increase-timeout-in-test-that-takes-a-bit-longer-on-.patch I: Not using root during the build. I: Installing the build-deps I: user script /srv/workspace/pbuilder/5908/tmp/hooks/D01_modify_environment starting debug: Running on cbxi4b. I: Changing host+domainname to test build reproducibility I: Adding a custom variable just for the fun of it... I: Changing /bin/sh to bash '/bin/sh' -> '/bin/bash' lrwxrwxrwx 1 root root 9 Apr 22 02:37 /bin/sh -> /bin/bash I: Setting pbuilder2's login shell to /bin/bash I: Setting pbuilder2's GECOS to second user,second room,second work-phone,second home-phone,second other I: user script /srv/workspace/pbuilder/5908/tmp/hooks/D01_modify_environment finished I: user script /srv/workspace/pbuilder/5908/tmp/hooks/D02_print_environment starting I: set BASH=/bin/sh BASHOPTS=checkwinsize:cmdhist:complete_fullquote:extquote:force_fignore:globasciiranges:globskipdots:hostcomplete:interactive_comments:patsub_replacement:progcomp:promptvars:sourcepath BASH_ALIASES=() BASH_ARGC=() BASH_ARGV=() BASH_CMDS=() BASH_LINENO=([0]="12" [1]="0") BASH_LOADABLES_PATH=/usr/local/lib/bash:/usr/lib/bash:/opt/local/lib/bash:/usr/pkg/lib/bash:/opt/pkg/lib/bash:. BASH_SOURCE=([0]="/tmp/hooks/D02_print_environment" [1]="/tmp/hooks/D02_print_environment") BASH_VERSINFO=([0]="5" [1]="2" [2]="21" [3]="1" [4]="release" [5]="arm-unknown-linux-gnueabihf") BASH_VERSION='5.2.21(1)-release' BUILDDIR=/build/reproducible-path BUILDUSERGECOS='second user,second room,second work-phone,second home-phone,second other' BUILDUSERNAME=pbuilder2 BUILD_ARCH=armhf DEBIAN_FRONTEND=noninteractive DEB_BUILD_OPTIONS='buildinfo=+all reproducible=+all parallel=4 ' DIRSTACK=() DISTRIBUTION=trixie EUID=0 FUNCNAME=([0]="Echo" [1]="main") GROUPS=() HOME=/root HOSTNAME=i-capture-the-hostname HOSTTYPE=arm HOST_ARCH=armhf IFS=' ' INVOCATION_ID=4551dc5147ed458faad636f28f1b9931 LANG=C LANGUAGE=it_CH:it LC_ALL=C MACHTYPE=arm-unknown-linux-gnueabihf MAIL=/var/mail/root OPTERR=1 OPTIND=1 OSTYPE=linux-gnueabihf PATH=/usr/sbin:/usr/bin:/sbin:/bin:/usr/games:/i/capture/the/path PBCURRENTCOMMANDLINEOPERATION=build PBUILDER_OPERATION=build PBUILDER_PKGDATADIR=/usr/share/pbuilder PBUILDER_PKGLIBDIR=/usr/lib/pbuilder PBUILDER_SYSCONFDIR=/etc PIPESTATUS=([0]="0") POSIXLY_CORRECT=y PPID=5908 PS4='+ ' PWD=/ SHELL=/bin/bash SHELLOPTS=braceexpand:errexit:hashall:interactive-comments:posix SHLVL=3 SUDO_COMMAND='/usr/bin/timeout -k 24.1h 24h /usr/bin/ionice -c 3 /usr/bin/nice -n 11 /usr/bin/unshare --uts -- /usr/sbin/pbuilder --build --configfile /srv/reproducible-results/rbuild-debian/r-b-build.04U66QQ8/pbuilderrc_XS1p --distribution trixie --hookdir /etc/pbuilder/rebuild-hooks --debbuildopts -b --basetgz /var/cache/pbuilder/trixie-reproducible-base.tgz --buildresult /srv/reproducible-results/rbuild-debian/r-b-build.04U66QQ8/b2 --logfile b2/build.log coq-elpi_1.19.3-2.dsc' SUDO_GID=116 SUDO_UID=112 SUDO_USER=jenkins TERM=unknown TZ=/usr/share/zoneinfo/Etc/GMT-14 UID=0 USER=root _='I: set' http_proxy=http://10.0.0.15:3142/ I: uname -a Linux i-capture-the-hostname 6.1.0-20-armmp #1 SMP Debian 6.1.85-1 (2024-04-11) armv7l GNU/Linux I: ls -l /bin lrwxrwxrwx 1 root root 7 Apr 21 07:21 /bin -> usr/bin I: user script /srv/workspace/pbuilder/5908/tmp/hooks/D02_print_environment finished -> Attempting to satisfy build-dependencies -> Creating pbuilder-satisfydepends-dummy package Package: pbuilder-satisfydepends-dummy Version: 0.invalid.0 Architecture: armhf Maintainer: Debian Pbuilder Team Description: Dummy package to satisfy dependencies with aptitude - created by pbuilder This package was created automatically by pbuilder to satisfy the build-dependencies of the package being currently built. Depends: coq, debhelper-compat (= 13), dh-coq, dh-ocaml, libcoq-core-ocaml-dev (>= 8.17), libcoq-stdlib, libelpi-ocaml-dev dpkg-deb: building package 'pbuilder-satisfydepends-dummy' in '/tmp/satisfydepends-aptitude/pbuilder-satisfydepends-dummy.deb'. Selecting previously unselected package pbuilder-satisfydepends-dummy. (Reading database ... 19635 files and directories currently installed.) Preparing to unpack .../pbuilder-satisfydepends-dummy.deb ... Unpacking pbuilder-satisfydepends-dummy (0.invalid.0) ... dpkg: pbuilder-satisfydepends-dummy: dependency problems, but configuring anyway as you requested: pbuilder-satisfydepends-dummy depends on coq; however: Package coq is not installed. pbuilder-satisfydepends-dummy depends on debhelper-compat (= 13); however: Package debhelper-compat is not installed. pbuilder-satisfydepends-dummy depends on dh-coq; however: Package dh-coq is not installed. pbuilder-satisfydepends-dummy depends on dh-ocaml; however: Package dh-ocaml is not installed. pbuilder-satisfydepends-dummy depends on libcoq-core-ocaml-dev (>= 8.17); however: Package libcoq-core-ocaml-dev is not installed. pbuilder-satisfydepends-dummy depends on libcoq-stdlib; however: Package libcoq-stdlib is not installed. pbuilder-satisfydepends-dummy depends on libelpi-ocaml-dev; however: Package libelpi-ocaml-dev is not installed. Setting up pbuilder-satisfydepends-dummy (0.invalid.0) ... Reading package lists... Building dependency tree... Reading state information... Initializing package states... Writing extended state information... Building tag database... pbuilder-satisfydepends-dummy is already installed at the requested version (0.invalid.0) pbuilder-satisfydepends-dummy is already installed at the requested version (0.invalid.0) The following NEW packages will be installed: autoconf{a} automake{a} autopoint{a} autotools-dev{a} bsdextrautils{a} coq{a} debhelper{a} dh-autoreconf{a} dh-coq{a} dh-ocaml{a} dh-strip-nondeterminism{a} dwz{a} file{a} gettext{a} gettext-base{a} groff-base{a} intltool-debian{a} libarchive-zip-perl{a} libcompiler-libs-ocaml-dev{a} libcoq-core-ocaml{a} libcoq-core-ocaml-dev{a} libcoq-stdlib{a} libdebhelper-perl{a} libelf1{a} libelpi-ocaml{a} libelpi-ocaml-dev{a} libexpat1{a} libfile-stripnondeterminism-perl{a} libfindlib-ocaml{a} libfindlib-ocaml-dev{a} libgmp-dev{a} libgmp3-dev{a} libgmpxx4ldbl{a} libicu72{a} libmagic-mgc{a} libmagic1{a} libmenhir-ocaml-dev{a} libncurses-dev{a} libncurses6{a} libocaml-compiler-libs-ocaml-dev{a} libpipeline1{a} libppx-derivers-ocaml-dev{a} libppx-deriving-ocaml{a} libppx-deriving-ocaml-dev{a} libppxlib-ocaml-dev{a} libpython3-stdlib{a} libpython3.11-minimal{a} libpython3.11-stdlib{a} libre-ocaml-dev{a} libreadline8{a} libresult-ocaml{a} libresult-ocaml-dev{a} libsexplib0-ocaml{a} libsexplib0-ocaml-dev{a} libstdlib-ocaml{a} libstdlib-ocaml-dev{a} libsub-override-perl{a} libtool{a} libuchardet0{a} libxml2{a} libzarith-ocaml{a} libzarith-ocaml-dev{a} m4{a} man-db{a} media-types{a} netbase{a} ocaml{a} ocaml-base{a} ocaml-findlib{a} ocaml-interp{a} po-debconf{a} python3{a} python3-minimal{a} python3.11{a} python3.11-minimal{a} readline-common{a} sensible-utils{a} tzdata{a} The following packages are RECOMMENDED but will NOT be installed: ca-certificates curl ledit libarchive-cpio-perl libgpm2 libltdl-dev libmail-sendmail-perl lynx ocaml-man rlfe rlwrap wget 0 packages upgraded, 78 newly installed, 0 to remove and 0 not upgraded. Need to get 344 MB of archives. After unpacking 1362 MB will be used. Writing extended state information... Get: 1 http://deb.debian.org/debian trixie/main armhf libpython3.11-minimal armhf 3.11.8-1 [802 kB] Get: 2 http://deb.debian.org/debian trixie/main armhf libexpat1 armhf 2.6.2-1 [83.5 kB] Get: 3 http://deb.debian.org/debian trixie/main armhf python3.11-minimal armhf 3.11.8-1 [1707 kB] Get: 4 http://deb.debian.org/debian trixie/main armhf python3-minimal armhf 3.11.6-1 [26.2 kB] Get: 5 http://deb.debian.org/debian trixie/main armhf media-types all 10.1.0 [26.9 kB] Get: 6 http://deb.debian.org/debian trixie/main armhf netbase all 6.4 [12.8 kB] Get: 7 http://deb.debian.org/debian trixie/main armhf tzdata all 2024a-1 [255 kB] Get: 8 http://deb.debian.org/debian trixie/main armhf readline-common all 8.2-3 [69.1 kB] Get: 9 http://deb.debian.org/debian trixie/main armhf libreadline8 armhf 8.2-3+b1 [144 kB] Get: 10 http://deb.debian.org/debian trixie/main armhf libpython3.11-stdlib armhf 3.11.8-1 [1709 kB] Get: 11 http://deb.debian.org/debian trixie/main armhf python3.11 armhf 3.11.8-1 [597 kB] Get: 12 http://deb.debian.org/debian trixie/main armhf libpython3-stdlib armhf 3.11.6-1 [9224 B] Get: 13 http://deb.debian.org/debian trixie/main armhf python3 armhf 3.11.6-1 [26.2 kB] Get: 14 http://deb.debian.org/debian trixie/main armhf sensible-utils all 0.0.22 [22.4 kB] Get: 15 http://deb.debian.org/debian trixie/main armhf libmagic-mgc armhf 1:5.45-2+b1 [314 kB] Get: 16 http://deb.debian.org/debian trixie/main armhf libmagic1 armhf 1:5.45-2+b1 [97.9 kB] Get: 17 http://deb.debian.org/debian trixie/main armhf file armhf 1:5.45-2+b1 [42.2 kB] Get: 18 http://deb.debian.org/debian trixie/main armhf gettext-base armhf 0.21-14+b1 [157 kB] Get: 19 http://deb.debian.org/debian trixie/main armhf libuchardet0 armhf 0.0.8-1+b1 [65.7 kB] Get: 20 http://deb.debian.org/debian trixie/main armhf groff-base armhf 1.23.0-3 [1088 kB] Get: 21 http://deb.debian.org/debian trixie/main armhf bsdextrautils armhf 2.39.3-6 [81.2 kB] Get: 22 http://deb.debian.org/debian trixie/main armhf libpipeline1 armhf 1.5.7-2 [33.3 kB] Get: 23 http://deb.debian.org/debian trixie/main armhf man-db armhf 2.12.0-3 [1367 kB] Get: 24 http://deb.debian.org/debian trixie/main armhf m4 armhf 1.4.19-4 [264 kB] Get: 25 http://deb.debian.org/debian trixie/main armhf autoconf all 2.71-3 [332 kB] Get: 26 http://deb.debian.org/debian trixie/main armhf autotools-dev all 20220109.1 [51.6 kB] Get: 27 http://deb.debian.org/debian trixie/main armhf automake all 1:1.16.5-1.3 [823 kB] Get: 28 http://deb.debian.org/debian trixie/main armhf autopoint all 0.21-14 [496 kB] Get: 29 http://deb.debian.org/debian trixie/main armhf libcoq-stdlib armhf 8.18.0+dfsg-1 [23.2 MB] Get: 30 http://deb.debian.org/debian trixie/main armhf libstdlib-ocaml armhf 4.14.1-1 [464 kB] Get: 31 http://deb.debian.org/debian trixie/main armhf ocaml-base armhf 4.14.1-1 [358 kB] Get: 32 http://deb.debian.org/debian trixie/main armhf libfindlib-ocaml armhf 1.9.6-1+b2 [167 kB] Get: 33 http://deb.debian.org/debian trixie/main armhf libzarith-ocaml armhf 1.13-2+b1 [101 kB] Get: 34 http://deb.debian.org/debian trixie/main armhf libcoq-core-ocaml armhf 8.18.0+dfsg-1 [22.9 MB] Get: 35 http://deb.debian.org/debian trixie/main armhf libstdlib-ocaml-dev armhf 4.14.1-1 [7137 kB] Get: 36 http://deb.debian.org/debian trixie/main armhf libcompiler-libs-ocaml-dev armhf 4.14.1-1 [32.2 MB] Get: 37 http://deb.debian.org/debian trixie/main armhf ocaml-interp armhf 4.14.1-1 [6458 kB] Get: 38 http://deb.debian.org/debian trixie/main armhf libncurses6 armhf 6.4+20240113-1 [81.8 kB] Get: 39 http://deb.debian.org/debian trixie/main armhf libncurses-dev armhf 6.4+20240113-1 [309 kB] Get: 40 http://deb.debian.org/debian trixie/main armhf ocaml armhf 4.14.1-1 [66.5 MB] Get: 41 http://deb.debian.org/debian trixie/main armhf ocaml-findlib armhf 1.9.6-1+b2 [468 kB] Get: 42 http://deb.debian.org/debian trixie/main armhf coq armhf 8.18.0+dfsg-1 [78.4 MB] Get: 43 http://deb.debian.org/debian trixie/main armhf libdebhelper-perl all 13.15.3 [88.0 kB] Get: 44 http://deb.debian.org/debian trixie/main armhf libtool all 2.4.7-7 [517 kB] Get: 45 http://deb.debian.org/debian trixie/main armhf dh-autoreconf all 20 [17.1 kB] Get: 46 http://deb.debian.org/debian trixie/main armhf libarchive-zip-perl all 1.68-1 [104 kB] Get: 47 http://deb.debian.org/debian trixie/main armhf libsub-override-perl all 0.10-1 [10.6 kB] Get: 48 http://deb.debian.org/debian trixie/main armhf libfile-stripnondeterminism-perl all 1.13.1-1 [19.4 kB] Get: 49 http://deb.debian.org/debian trixie/main armhf dh-strip-nondeterminism all 1.13.1-1 [8620 B] Get: 50 http://deb.debian.org/debian trixie/main armhf libelf1 armhf 0.190-1+b1 [171 kB] Get: 51 http://deb.debian.org/debian trixie/main armhf dwz armhf 0.15-1 [101 kB] Get: 52 http://deb.debian.org/debian trixie/main armhf libicu72 armhf 72.1-4+b1 [9070 kB] Get: 53 http://deb.debian.org/debian trixie/main armhf libxml2 armhf 2.9.14+dfsg-1.3+b2 [599 kB] Get: 54 http://deb.debian.org/debian trixie/main armhf gettext armhf 0.21-14+b1 [1230 kB] Get: 55 http://deb.debian.org/debian trixie/main armhf intltool-debian all 0.35.0+20060710.6 [22.9 kB] Get: 56 http://deb.debian.org/debian trixie/main armhf po-debconf all 1.0.21+nmu1 [248 kB] Get: 57 http://deb.debian.org/debian trixie/main armhf debhelper all 13.15.3 [901 kB] Get: 58 http://deb.debian.org/debian trixie/main armhf dh-coq all 0.8 [6676 B] Get: 59 http://deb.debian.org/debian trixie/main armhf dh-ocaml all 2.0 [75.1 kB] Get: 60 http://deb.debian.org/debian trixie/main armhf libfindlib-ocaml-dev armhf 1.9.6-1+b2 [164 kB] Get: 61 http://deb.debian.org/debian trixie/main armhf libgmpxx4ldbl armhf 2:6.3.0+dfsg-2+b1 [328 kB] Get: 62 http://deb.debian.org/debian trixie/main armhf libgmp-dev armhf 2:6.3.0+dfsg-2+b1 [591 kB] Get: 63 http://deb.debian.org/debian trixie/main armhf libgmp3-dev armhf 2:6.3.0+dfsg-2+b1 [322 kB] Get: 64 http://deb.debian.org/debian trixie/main armhf libzarith-ocaml-dev armhf 1.13-2+b1 [101 kB] Get: 65 http://deb.debian.org/debian trixie/main armhf libcoq-core-ocaml-dev armhf 8.18.0+dfsg-1 [44.8 MB] Get: 66 http://deb.debian.org/debian trixie/main armhf libresult-ocaml armhf 1.5-4+b1 [7472 B] Get: 67 http://deb.debian.org/debian trixie/main armhf libsexplib0-ocaml armhf 0.16.0-3+b1 [109 kB] Get: 68 http://deb.debian.org/debian trixie/main armhf libppx-deriving-ocaml armhf 5.2.1-4+b3 [3714 kB] Get: 69 http://deb.debian.org/debian trixie/main armhf libelpi-ocaml armhf 1.17.4-3+b1 [3790 kB] Get: 70 http://deb.debian.org/debian trixie/main armhf libmenhir-ocaml-dev armhf 20231231+ds-1 [645 kB] Get: 71 http://deb.debian.org/debian trixie/main armhf libocaml-compiler-libs-ocaml-dev armhf 0.12.4-4+b1 [83.7 kB] Get: 72 http://deb.debian.org/debian trixie/main armhf libppx-derivers-ocaml-dev armhf 1.2.1-4+b1 [16.2 kB] Get: 73 http://deb.debian.org/debian trixie/main armhf libsexplib0-ocaml-dev armhf 0.16.0-3+b1 [245 kB] Get: 74 http://deb.debian.org/debian trixie/main armhf libppxlib-ocaml-dev armhf 0.32.0-1 [15.8 MB] Get: 75 http://deb.debian.org/debian trixie/main armhf libresult-ocaml-dev armhf 1.5-4+b1 [10.6 kB] Get: 76 http://deb.debian.org/debian trixie/main armhf libppx-deriving-ocaml-dev armhf 5.2.1-4+b3 [833 kB] Get: 77 http://deb.debian.org/debian trixie/main armhf libre-ocaml-dev armhf 1.11.0-1+b1 [924 kB] Get: 78 http://deb.debian.org/debian trixie/main armhf libelpi-ocaml-dev armhf 1.17.4-3+b1 [9262 kB] Fetched 344 MB in 48s (7104 kB/s) debconf: delaying package configuration, since apt-utils is not installed Selecting previously unselected package libpython3.11-minimal:armhf. (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 ... 19635 files and directories currently installed.) Preparing to unpack .../libpython3.11-minimal_3.11.8-1_armhf.deb ... Unpacking libpython3.11-minimal:armhf (3.11.8-1) ... Selecting previously unselected package libexpat1:armhf. Preparing to unpack .../libexpat1_2.6.2-1_armhf.deb ... Unpacking libexpat1:armhf (2.6.2-1) ... Selecting previously unselected package python3.11-minimal. Preparing to unpack .../python3.11-minimal_3.11.8-1_armhf.deb ... Unpacking python3.11-minimal (3.11.8-1) ... Setting up libpython3.11-minimal:armhf (3.11.8-1) ... Setting up libexpat1:armhf (2.6.2-1) ... Setting up python3.11-minimal (3.11.8-1) ... Selecting previously unselected package python3-minimal. (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 ... 19951 files and directories currently installed.) Preparing to unpack .../0-python3-minimal_3.11.6-1_armhf.deb ... Unpacking python3-minimal (3.11.6-1) ... Selecting previously unselected package media-types. Preparing to unpack .../1-media-types_10.1.0_all.deb ... Unpacking media-types (10.1.0) ... Selecting previously unselected package netbase. Preparing to unpack .../2-netbase_6.4_all.deb ... Unpacking netbase (6.4) ... Selecting previously unselected package tzdata. Preparing to unpack .../3-tzdata_2024a-1_all.deb ... Unpacking tzdata (2024a-1) ... Selecting previously unselected package readline-common. Preparing to unpack .../4-readline-common_8.2-3_all.deb ... Unpacking readline-common (8.2-3) ... Selecting previously unselected package libreadline8:armhf. Preparing to unpack .../5-libreadline8_8.2-3+b1_armhf.deb ... Unpacking libreadline8:armhf (8.2-3+b1) ... Selecting previously unselected package libpython3.11-stdlib:armhf. Preparing to unpack .../6-libpython3.11-stdlib_3.11.8-1_armhf.deb ... Unpacking libpython3.11-stdlib:armhf (3.11.8-1) ... Selecting previously unselected package python3.11. Preparing to unpack .../7-python3.11_3.11.8-1_armhf.deb ... Unpacking python3.11 (3.11.8-1) ... Selecting previously unselected package libpython3-stdlib:armhf. Preparing to unpack .../8-libpython3-stdlib_3.11.6-1_armhf.deb ... Unpacking libpython3-stdlib:armhf (3.11.6-1) ... Setting up python3-minimal (3.11.6-1) ... Selecting previously unselected package python3. (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 ... 20939 files and directories currently installed.) Preparing to unpack .../00-python3_3.11.6-1_armhf.deb ... Unpacking python3 (3.11.6-1) ... Selecting previously unselected package sensible-utils. Preparing to unpack .../01-sensible-utils_0.0.22_all.deb ... Unpacking sensible-utils (0.0.22) ... Selecting previously unselected package libmagic-mgc. Preparing to unpack .../02-libmagic-mgc_1%3a5.45-2+b1_armhf.deb ... 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Selecting previously unselected package libmenhir-ocaml-dev. Preparing to unpack .../57-libmenhir-ocaml-dev_20231231+ds-1_armhf.deb ... Unpacking libmenhir-ocaml-dev (20231231+ds-1) ... Selecting previously unselected package libocaml-compiler-libs-ocaml-dev. Preparing to unpack .../58-libocaml-compiler-libs-ocaml-dev_0.12.4-4+b1_armhf.deb ... Unpacking libocaml-compiler-libs-ocaml-dev (0.12.4-4+b1) ... Selecting previously unselected package libppx-derivers-ocaml-dev. Preparing to unpack .../59-libppx-derivers-ocaml-dev_1.2.1-4+b1_armhf.deb ... Unpacking libppx-derivers-ocaml-dev (1.2.1-4+b1) ... Selecting previously unselected package libsexplib0-ocaml-dev. Preparing to unpack .../60-libsexplib0-ocaml-dev_0.16.0-3+b1_armhf.deb ... Unpacking libsexplib0-ocaml-dev (0.16.0-3+b1) ... Selecting previously unselected package libppxlib-ocaml-dev. Preparing to unpack .../61-libppxlib-ocaml-dev_0.32.0-1_armhf.deb ... Unpacking libppxlib-ocaml-dev (0.32.0-1) ... Selecting previously unselected package libresult-ocaml-dev. Preparing to unpack .../62-libresult-ocaml-dev_1.5-4+b1_armhf.deb ... Unpacking libresult-ocaml-dev (1.5-4+b1) ... Selecting previously unselected package libppx-deriving-ocaml-dev. Preparing to unpack .../63-libppx-deriving-ocaml-dev_5.2.1-4+b3_armhf.deb ... Unpacking libppx-deriving-ocaml-dev (5.2.1-4+b3) ... Selecting previously unselected package libre-ocaml-dev. Preparing to unpack .../64-libre-ocaml-dev_1.11.0-1+b1_armhf.deb ... Unpacking libre-ocaml-dev (1.11.0-1+b1) ... Selecting previously unselected package libelpi-ocaml-dev. Preparing to unpack .../65-libelpi-ocaml-dev_1.17.4-3+b1_armhf.deb ... Unpacking libelpi-ocaml-dev (1.17.4-3+b1) ... Setting up media-types (10.1.0) ... Setting up libpipeline1:armhf (1.5.7-2) ... Setting up libicu72:armhf (72.1-4+b1) ... Setting up bsdextrautils (2.39.3-6) ... Setting up libmagic-mgc (1:5.45-2+b1) ... Setting up dh-coq (0.8) ... Setting up libarchive-zip-perl (1.68-1) ... Setting up libdebhelper-perl (13.15.3) ... Setting up dh-ocaml (2.0) ... Setting up libmagic1:armhf (1:5.45-2+b1) ... Setting up gettext-base (0.21-14+b1) ... Setting up m4 (1.4.19-4) ... Setting up file (1:5.45-2+b1) ... Setting up tzdata (2024a-1) ... Current default time zone: 'Etc/UTC' Local time is now: Mon Apr 22 02:40:38 UTC 2024. Universal Time is now: Mon Apr 22 02:40:38 UTC 2024. Run 'dpkg-reconfigure tzdata' if you wish to change it. Setting up autotools-dev (20220109.1) ... Setting up libcoq-stdlib (8.18.0+dfsg-1) ... Setting up libgmpxx4ldbl:armhf (2:6.3.0+dfsg-2+b1) ... Setting up libncurses6:armhf (6.4+20240113-1) ... Setting up libstdlib-ocaml (4.14.1-1) ... Setting up autopoint (0.21-14) ... Setting up ocaml-base (4.14.1-1) ... Setting up autoconf (2.71-3) ... Setting up libsexplib0-ocaml (0.16.0-3+b1) ... Setting up sensible-utils (0.0.22) ... Setting up libuchardet0:armhf (0.0.8-1+b1) ... Setting up libsub-override-perl (0.10-1) ... Setting up netbase (6.4) ... Setting up libresult-ocaml (1.5-4+b1) ... Setting up libelf1:armhf (0.190-1+b1) ... Setting up readline-common (8.2-3) ... Setting up libxml2:armhf (2.9.14+dfsg-1.3+b2) ... Setting up automake (1:1.16.5-1.3) ... update-alternatives: using /usr/bin/automake-1.16 to provide /usr/bin/automake (automake) in auto mode Setting up libfile-stripnondeterminism-perl (1.13.1-1) ... Setting up libppx-deriving-ocaml (5.2.1-4+b3) ... Setting up libncurses-dev:armhf (6.4+20240113-1) ... Setting up gettext (0.21-14+b1) ... Setting up libgmp-dev:armhf (2:6.3.0+dfsg-2+b1) ... Setting up libtool (2.4.7-7) ... Setting up libstdlib-ocaml-dev (4.14.1-1) ... Setting up libreadline8:armhf (8.2-3+b1) ... Setting up libfindlib-ocaml (1.9.6-1+b2) ... Setting up libzarith-ocaml (1.13-2+b1) ... Setting up intltool-debian (0.35.0+20060710.6) ... Setting up dh-autoreconf (20) ... Setting up libcompiler-libs-ocaml-dev (4.14.1-1) ... Setting up ocaml-interp (4.14.1-1) ... Setting up ocaml-findlib (1.9.6-1+b2) ... Setting up dh-strip-nondeterminism (1.13.1-1) ... Setting up libelpi-ocaml (1.17.4-3+b1) ... Setting up dwz (0.15-1) ... Setting up libcoq-core-ocaml (8.18.0+dfsg-1) ... Setting up groff-base (1.23.0-3) ... Setting up libgmp3-dev:armhf (2:6.3.0+dfsg-2+b1) ... Setting up po-debconf (1.0.21+nmu1) ... Setting up libpython3.11-stdlib:armhf (3.11.8-1) ... Setting up ocaml (4.14.1-1) ... Setting up man-db (2.12.0-3) ... Not building database; man-db/auto-update is not 'true'. Setting up libre-ocaml-dev (1.11.0-1+b1) ... Setting up libmenhir-ocaml-dev (20231231+ds-1) ... Setting up libocaml-compiler-libs-ocaml-dev (0.12.4-4+b1) ... Setting up libfindlib-ocaml-dev (1.9.6-1+b2) ... Setting up libsexplib0-ocaml-dev (0.16.0-3+b1) ... Setting up libresult-ocaml-dev (1.5-4+b1) ... Setting up libzarith-ocaml-dev (1.13-2+b1) ... Setting up libpython3-stdlib:armhf (3.11.6-1) ... Setting up python3.11 (3.11.8-1) ... Setting up libppx-derivers-ocaml-dev (1.2.1-4+b1) ... Setting up libppxlib-ocaml-dev (0.32.0-1) ... Setting up debhelper (13.15.3) ... Setting up python3 (3.11.6-1) ... Setting up coq (8.18.0+dfsg-1) ... Setting up libcoq-core-ocaml-dev (8.18.0+dfsg-1) ... Setting up libppx-deriving-ocaml-dev (5.2.1-4+b3) ... Setting up libelpi-ocaml-dev (1.17.4-3+b1) ... Processing triggers for libc-bin (2.37-15) ... Reading package lists... Building dependency tree... Reading state information... Reading extended state information... Initializing package states... Writing extended state information... Building tag database... -> Finished parsing the build-deps I: Building the package I: user script /srv/workspace/pbuilder/5908/tmp/hooks/A99_set_merged_usr starting Not re-configuring usrmerge for trixie I: user script /srv/workspace/pbuilder/5908/tmp/hooks/A99_set_merged_usr finished hostname: Name or service not known I: Running cd /build/reproducible-path/coq-elpi-1.19.3/ && env PATH="/usr/sbin:/usr/bin:/sbin:/bin:/usr/games:/i/capture/the/path" HOME="/nonexistent/second-build" dpkg-buildpackage -us -uc -b && env PATH="/usr/sbin:/usr/bin:/sbin:/bin:/usr/games:/i/capture/the/path" HOME="/nonexistent/second-build" dpkg-genchanges -S > ../coq-elpi_1.19.3-2_source.changes dpkg-buildpackage: info: source package coq-elpi dpkg-buildpackage: info: source version 1.19.3-2 dpkg-buildpackage: info: source distribution unstable dpkg-buildpackage: info: source changed by Stéphane Glondu dpkg-source --before-build . dpkg-buildpackage: info: host architecture armhf debian/rules clean dh clean --with ocaml,coq debian/rules override_dh_auto_clean make[1]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' /usr/bin/make clean make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' Using coq found in /usr/bin, from COQBIN or PATH echo "(* Automatically generated from elpi/coq-HOAS.elpi, don't edit *)" > src/coq_elpi_builtins_HOAS.ml echo "(* Regenerate via 'make src/coq_elpi_builtins_HOAS.ml' *)" >> src/coq_elpi_builtins_HOAS.ml echo "let code = {|" >> src/coq_elpi_builtins_HOAS.ml cat elpi/coq-HOAS.elpi >> src/coq_elpi_builtins_HOAS.ml echo "|}" >> src/coq_elpi_builtins_HOAS.ml echo "let elpi_dir = \"/usr/lib/ocaml/elpi\";;" > src/coq_elpi_config.ml COQDEP VFILES COQPP src/coq_elpi_vernacular_syntax.mlg COQPP src/coq_elpi_arg_syntax.mlg CAMLDEP src/coq_elpi_builtins.mli CAMLDEP src/coq_elpi_arg_HOAS.mli CAMLDEP src/coq_elpi_glob_quotation.mli CAMLDEP src/coq_elpi_HOAS.mli CAMLDEP src/coq_elpi_utils.mli CAMLDEP src/coq_elpi_programs.mli CAMLDEP src/coq_elpi_vernacular.mli OCAMLLIBDEP src/elpi_plugin.mlpack CAMLDEP src/coq_elpi_config.ml CAMLDEP src/coq_elpi_builtins.ml CAMLDEP src/coq_elpi_builtins_HOAS.ml CAMLDEP src/coq_elpi_arg_HOAS.ml CAMLDEP src/coq_elpi_glob_quotation.ml CAMLDEP src/coq_elpi_name_quotation.ml CAMLDEP src/coq_elpi_HOAS.ml CAMLDEP src/coq_elpi_utils.ml CAMLDEP src/coq_elpi_programs.ml CAMLDEP src/coq_elpi_vernacular.ml CAMLDEP src/coq_elpi_arg_syntax.ml CAMLDEP src/coq_elpi_vernacular_syntax.ml FILL .merlin echo "S /usr/lib/ocaml/elpi" >> .merlin echo "B /usr/lib/ocaml/elpi" >> .merlin if [ "/usr/lib/ocaml/elpi" != "elpi/findlib/elpi" ]; then\ echo "PKG elpi" >> .merlin;\ fi Using coq found in /usr/bin, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied CLEAN make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied CLEAN make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQPP src/coq_elpi_coercion_hook.mlg OCAMLLIBDEP src/elpi_coercion_plugin.mlpack CAMLDEP src/coq_elpi_coercion_hook.ml FILL .merlin Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied make[4]: /usr/lib/ocaml/coq: Permission denied CLEAN make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' rm -f src/coq_elpi_builtins_HOAS.ml src/coq_elpi_config.ml rm -f tests/test_glob/coqdoc.css find . -name "*.aux" -delete find . -name "*.html" -delete find . -name "*.txt" -delete find . -name .merlin -delete find . -name "Makefile*conf" -delete find . -name "Makefile*coq" -delete make[1]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' dh_ocamlclean dh_clean debian/rules binary dh binary --with ocaml,coq dh_update_autotools_config dh_autoreconf dh_ocamlinit dh_auto_configure debian/rules override_dh_auto_build make[1]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' /usr/bin/make build OCAMLWARN= make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' Using coq found in /usr/bin, from COQBIN or PATH echo "(* Automatically generated from elpi/coq-HOAS.elpi, don't edit *)" > src/coq_elpi_builtins_HOAS.ml echo "(* Regenerate via 'make src/coq_elpi_builtins_HOAS.ml' *)" >> src/coq_elpi_builtins_HOAS.ml echo "let code = {|" >> src/coq_elpi_builtins_HOAS.ml cat elpi/coq-HOAS.elpi >> src/coq_elpi_builtins_HOAS.ml echo "|}" >> src/coq_elpi_builtins_HOAS.ml echo "let elpi_dir = \"/usr/lib/ocaml/elpi\";;" > src/coq_elpi_config.ml COQDEP VFILES COQPP src/coq_elpi_vernacular_syntax.mlg COQPP src/coq_elpi_arg_syntax.mlg CAMLDEP src/coq_elpi_builtins.mli CAMLDEP src/coq_elpi_arg_HOAS.mli CAMLDEP src/coq_elpi_glob_quotation.mli CAMLDEP src/coq_elpi_HOAS.mli CAMLDEP src/coq_elpi_utils.mli CAMLDEP src/coq_elpi_programs.mli CAMLDEP src/coq_elpi_vernacular.mli OCAMLLIBDEP src/elpi_plugin.mlpack CAMLDEP src/coq_elpi_config.ml CAMLDEP src/coq_elpi_builtins.ml CAMLDEP src/coq_elpi_builtins_HOAS.ml CAMLDEP src/coq_elpi_arg_HOAS.ml CAMLDEP src/coq_elpi_glob_quotation.ml CAMLDEP src/coq_elpi_name_quotation.ml CAMLDEP src/coq_elpi_HOAS.ml CAMLDEP src/coq_elpi_utils.ml CAMLDEP src/coq_elpi_programs.ml CAMLDEP src/coq_elpi_vernacular.ml CAMLDEP src/coq_elpi_arg_syntax.ml CAMLDEP src/coq_elpi_vernacular_syntax.ml FILL .merlin echo "S /usr/lib/ocaml/elpi" >> .merlin echo "B /usr/lib/ocaml/elpi" >> .merlin if [ "/usr/lib/ocaml/elpi" != "elpi/findlib/elpi" ]; then\ echo "PKG elpi" >> .merlin;\ fi Using coq found in /usr/bin, from COQBIN or PATH ########################## building plugin ########################## CAMLC -c src/coq_elpi_utils.mli CAMLC -c src/coq_elpi_programs.mli CAMLC -c src/coq_elpi_HOAS.mli CAMLC -c src/coq_elpi_arg_HOAS.mli CAMLC -c src/coq_elpi_vernacular.mli CAMLC -c src/coq_elpi_glob_quotation.mli CAMLC -c src/coq_elpi_arg_syntax.ml CAMLC -c src/coq_elpi_vernacular_syntax.ml CAMLC -c src/coq_elpi_builtins.mli CAMLC -c src/coq_elpi_vernacular.ml CAMLC -c src/coq_elpi_config.ml CAMLC -c src/coq_elpi_programs.ml CAMLC -c src/coq_elpi_utils.ml CAMLC -c src/coq_elpi_HOAS.ml CAMLC -c src/coq_elpi_name_quotation.ml CAMLC -c src/coq_elpi_glob_quotation.ml CAMLC -c src/coq_elpi_arg_HOAS.ml CAMLC -c src/coq_elpi_builtins_HOAS.ml CAMLC -c src/coq_elpi_builtins.ml CAMLC -pack -o src/elpi_plugin.cmo CAMLC -a -o src/elpi_plugin.cma CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_config.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_utils.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_HOAS.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_glob_quotation.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_name_quotation.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_arg_HOAS.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_arg_syntax.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_builtins_HOAS.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_builtins.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_programs.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_vernacular.ml CAMLOPT -c -for-pack Elpi_plugin src/coq_elpi_vernacular_syntax.ml CAMLOPT -pack -o src/elpi_plugin.cmx CAMLOPT -a -o src/elpi_plugin.cmxa CAMLOPT -shared -o src/elpi_plugin.cmxs COQC theories/elpi.v COQC theories/wip/memoization.v hit app [global (indt «or»), global (indt «False»), global (indt «True»)] hit app [global (indt «or»), global (indt «False»), global (indt «True»)] hit app [global (indt «or»), global (indt «False»), global (indt «True»)] hit app [global (indt «or»), global (indt «False»), global (indt «True»)] hit app [global (indt «or»), global (indt «False»), global (indt «True»)] hit app [global (indt «or»), global (indt «False»), global (indt «True»)] Finished transaction in 0.077 secs (0.071u,0.s) (successful) ########################## building APPS ############################ make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin COQC theories/derive.v COQC theories/derive/map.v COQC theories/derive/lens.v COQC theories/derive/lens_laws.v COQC theories/derive/param1.v COQC theories/derive/param1_congr.v COQC theories/derive/param1_trivial.v COQC theories/derive/param1_functor.v COQC theories/derive/param2.v COQC theories/derive/induction.v COQC theories/derive/tag.v COQC theories/derive/eqType_ast.v COQC theories/derive/fields.v COQC theories/derive/eqb_core_defs.v COQC theories/derive/eqb.v COQC theories/derive/eqbcorrect.v COQC theories/derive/eqbOK.v COQC theories/derive/std.v [skipping 9 clauses out of 1043 due to time limit] COQC theories/derive/projK.v COQC theories/derive/isK.v COQC theories/derive/eq.v COQC theories/derive/bcongr.v COQC theories/derive/eqK.v COQC theories/derive/eqcorrect.v COQC theories/derive/eqOK.v COQC theories/derive/legacy.v COQC theories/derive/invert.v COQC theories/derive/idx2inv.v COQC theories/derive/experimental.v COQC theories/derive/cast.v make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin COQC theories/assumption.v COQC theories/constructor.v COQC theories/intro.v COQC theories/clear.v COQC theories/fail.v COQC theories/discriminate.v COQC theories/injection.v COQC theories/case.v COQC theories/generalize.v COQC theories/cycle.v COQC theories/tactics.v make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin COQC theories/NES.v make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES FILL .merlin COQC theories/locker.v make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQPP src/coq_elpi_coercion_hook.mlg OCAMLLIBDEP src/elpi_coercion_plugin.mlpack CAMLDEP src/coq_elpi_coercion_hook.ml FILL .merlin CAMLOPT -c -for-pack Elpi_coercion_plugin src/coq_elpi_coercion_hook.ml CAMLOPT -pack -o src/elpi_coercion_plugin.cmx CAMLOPT -a -o src/elpi_coercion_plugin.cmxa CAMLOPT -shared -o src/elpi_coercion_plugin.cmxs COQC theories/coercion.v make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' make[1]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' dh_auto_test make -j4 test make[1]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' Using coq found in /usr/bin, from COQBIN or PATH ########################## building plugin ########################## make[2]: Nothing to be done for 'bytefiles'. make[4]: Nothing to be done for 'real-all'. ########################## testing plugin ########################## ########################## building APPS ############################ make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' Using coq found in /usr/bin//, from COQBIN or PATH COQDEP VFILES make[4]: Nothing to be done for 'real-all'. make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' Using coq found in /usr/bin//, from COQBIN or PATH COQC tests/test_API.v COQC tests/test_API_elaborate.v COQC tests/test_API_typecheck.v make[4]: Nothing to be done for 'real-all'. make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' Using coq found in /usr/bin//, from COQBIN or PATH make[4]: Nothing to be done for 'real-all'. make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' Using coq found in /usr/bin//, from COQBIN or PATH make[4]: Nothing to be done for 'real-all'. Query assignments: E = fun `n` (global (indt «nat»)) c0 \ fun `t` (app [global (const «T2»), c0]) c1 \ fun `_` (app [global (const «f3»), c0, app [global (const «h»), c0, c1]]) c2 \ app [global (const «g3»), c0, app [global (const «h»), c0, c1], app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]] TY = prod `n` (global (indt «nat»)) c0 \ prod `t` (app [global (const «T2»), c0]) c1 \ prod `_` (app [global (const «f3»), c0, app [global (const «h»), c0, c1]]) c2 \ global (indt «nat») _uvk_1_ = X0 Universe constraints: UNIVERSES: {elpi.tests.test_API_elaborate.13 elpi.tests.test_API_elaborate.10 elpi.tests.test_API_elaborate.9} |= elpi.tests.test_API_elaborate.13 < elpi.tests.test_API_elaborate.9 Set <= elpi.tests.test_API_elaborate.10 Set <= elpi.tests.test_API_elaborate.13 T2.u0 <= elpi.tests.test_API_elaborate.13 f3.u0 <= elpi.tests.test_API_elaborate.13 ALGEBRAIC UNIVERSES: {elpi.tests.test_API_elaborate.10} UNDEFINED UNIVERSES: elpi.tests.test_API_elaborate.10 SORTS: α4 := Type α5 := Type WEAK CONSTRAINTS: make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' Using coq found in /usr/bin//, from COQBIN or PATH Query assignments: BO = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] GR = «Nat.add» TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») Coq version: 8.18.0 = 8 . 18 . 0 Query assignments: MA = 8 MI = 18 P = 0 V = 8.18.0 make[4]: Nothing to be done for 'real-all'. make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' ########################## testing APPS ############################ make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory Query assignments: E = app [global (const «bar»), app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]], global (const «xxx»)] TY = prop _uvk_4_ = X0 _uvk_5_ = X1 COQDEP VFILES c2 global (indt «nat») z nat Query assignments: Spilled_1 = c0 \ c1 \ c2 \ nat Spilled_2 = c0 \ c1 \ c2 \ z T = global (indt «nat») hello world Query assignments: E = app [global (const «op»), global (const «c»), app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]] TY = app [global (const «field»), global (const «c»)] _uvk_6_ = X0 Universe constraints: UNIVERSES: {elpi.tests.test_API_elaborate.19 elpi.tests.test_API_elaborate.18} |= elpi.tests.test_API_elaborate.19 < elpi.tests.test_API_elaborate.18 s.u0 <= elpi.tests.test_API_elaborate.19 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α11 := Type WEAK CONSTRAINTS: COQC tests/test_derive_stdlib.v c2 global (indt «nat») z nat Query assignments: Spilled_1 = c0 \ c1 \ c2 \ nat Spilled_2 = c0 \ c1 \ c2 \ z T = global (indt «nat») raw: parameter A explicit (global (const «T1»)) c0 \ inductive ind1 tt (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.20»)) c1 \ arity (sort (typ «elpi.tests.test_API_elaborate.22»))) c1 \ [constructor K1 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.20»)) c2 \ arity (prod `_` (app [c1, c2]) c3 \ app [c1, c2])), constructor K2 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.20»)) c2 \ arity (prod `_` (app [global (const «f1»), c0]) c3 \ app [c1, c2])), constructor K3 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.20»)) c2 \ arity (prod `a` (app [global (const «f1»), c0]) c3 \ app [c1, c2]))] elab1: parameter A explicit (global (const «T1»)) c0 \ inductive ind1 tt (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.23»)) c1 \ arity (sort (typ «elpi.tests.test_API_elaborate.25»))) c1 \ [constructor K1 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.28»)) c2 \ arity (prod `_` (app [c1, c2]) c3 \ app [c1, c2])), constructor K2 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.30»)) c2 \ arity (prod `_` (app [global (const «f1»), c0]) c3 \ app [c1, c2])), constructor K3 (parameter B explicit (sort (typ «elpi.tests.test_API_elaborate.33»)) c2 \ arity (prod `_` (app [global (const «f1»), c0]) c3 \ app [c1, c2]))] elab2: parameter A explicit (global (const «T1»)) c0 \ parameter B explicit (sort (typ «ind1.u0»)) c1 \ inductive ind1 tt (arity (sort (typ «ind1.u1»))) c2 \ [constructor K1 (arity (prod `_` c2 c3 \ c2)), constructor K2 (arity (prod `_` (app [global (const «f1»), c0]) c3 \ c2)), constructor K3 (arity (prod `_` (app [global (const «f1»), c0]) c3 \ c2))] raw: parameter A explicit (global (const «T1»)) c0 \ record ind2 (sort (typ «f1.u0»)) Build_ind2 (field [coercion off, canonical tt] fld1 (app [global (const «f1»), c0]) c1 \ field [coercion off, canonical tt] fld2 (app [global (indt «eq»), app [global (const «f1»), c0], c1, c1]) c2 \ end-record) elab1: parameter A explicit (global (const «T1»)) c0 \ record ind2 (sort (typ «elpi.tests.test_API_elaborate.38»)) Build_ind2 (field [coercion off, canonical tt] fld1 (app [global (const «f1»), c0]) c1 \ field [coercion off, canonical tt] fld2 (app [global (indt «eq»), app [global (const «f1»), c0], c1, c1]) c2 \ end-record) elab2: parameter A explicit (global (const «T1»)) c0 \ record ind2 (sort (typ «ind2.u0»)) Build_ind2 (field [coercion off, canonical tt] fld1 (app [global (const «f1»), c0]) c1 \ field [coercion off, canonical tt] fld2 (app [global (indt «eq»), app [global (const «f1»), c0], c1, c1]) c2 \ end-record) raw: record ind3 (sort (typ «elpi.tests.test_API_elaborate.41»)) Build_ind3 (field [coercion reversible, canonical tt] fld3 (sort (typ «elpi.tests.test_API_elaborate.40»)) c0 \ field [coercion off, canonical tt] fld4 (prod `x` c0 c1 \ app [global (indt «eq»), c0, c1, c1]) c1 \ end-record) elab1: record ind3 (sort (typ «elpi.tests.test_API_elaborate.42»)) Build_ind3 (field [coercion reversible, canonical tt] fld3 (sort (typ «elpi.tests.test_API_elaborate.43»)) c0 \ field [coercion off, canonical tt] fld4 (prod `x` c0 c1 \ app [global (indt «eq»), c0, c1, c1]) c1 \ end-record) elab2: record ind3 (sort (typ «ind3.u0»)) Build_ind3 (field [coercion reversible, canonical tt] fld3 (sort (typ «ind3.u1»)) c0 \ field [coercion off, canonical tt] fld4 (prod `x` c0 c1 \ app [global (indt «eq»), c0, c1, c1]) c1 \ end-record) forall x : ind3, x -> Prop : Type Illegal application (Non-functional construction): The expression "Prop" of type "Type" cannot be applied to the term "Prop" : "Type" Query assignments: E = Illegal application (Non-functional construction): The expression "Prop" of type "Type" cannot be applied to the term "Prop" : "Type" Query assignments: E = app [global (const «op»), global (const «c»), app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]] TY = app [global (const «field»), global (const «c»)] Universe constraints: UNIVERSES: {elpi.tests.test_API_elaborate.50 elpi.tests.test_API_elaborate.49} |= elpi.tests.test_API_elaborate.50 < elpi.tests.test_API_elaborate.49 s.u0 <= elpi.tests.test_API_elaborate.50 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α19 := Type WEAK CONSTRAINTS: unknown_gref COQC tests/test_param2.v Unable to unify "bool" with "nat". Query assignments: Msg = Unable to unify "bool" with "nat". nth_R = fun (T T0 : Type) (T1 : T -> T0 -> Type) (x0 : T) (x1 : T0) (x2 : T1 x0 x1) => let fix rec (n : nat) (l : list T) {struct n} : T := match l with | nil => x0 | (x :: xs)%list => match n with | 0 => x | S m => rec m xs end end in let fix rec0 (n : nat) (l : list T0) {struct n} : T0 := match l with | nil => x1 | (x :: xs)%list => match n with | 0 => x | S m => rec0 m xs end end in fix rec1 (n n0 : nat) (n1 : nat_R n n0) {struct n1} : forall (l : list T) (l0 : list T0), list_R T T0 T1 l l0 -> T1 (rec n l) (rec0 n0 l0) := match n1 in (nat_R s1 s2) return (forall (l : list T) (l0 : list T0), list_R T T0 T1 l l0 -> T1 (rec s1 l) (rec0 s2 l0)) with | O_R => let K := O_R in (fun (n2 n3 : nat) (n4 : nat_R n2 n3) (l : list T) (l0 : list T0) (l1 : list_R T T0 T1 l l0) => match l1 in (list_R _ _ _ l2 l3) return (T1 match l2 with | nil => x0 | (x :: xs)%list => match n2 with | 0 => x | S m => rec m xs end end match l3 with | nil => x1 | (x :: xs)%list => match n3 with | 0 => x | S m => rec0 m xs end end) with | nil_R _ _ _ => x2 | cons_R _ _ _ x x3 x4 xs xs0 xs1 => match n4 in (nat_R n5 n6) return (T1 match n5 with | 0 => x | S m => rec m xs end match n6 with | 0 => x3 | S m => rec0 m xs0 end) with | O_R => x4 | S_R m m0 m1 => rec1 m m0 m1 xs xs0 xs1 end end) 0 0 K | S_R x x3 x4 => let K := S_R x x3 x4 in (fun (n2 n3 : nat) (n4 : nat_R n2 n3) (l : list T) (l0 : list T0) (l1 : list_R T T0 T1 l l0) => match l1 in (list_R _ _ _ l2 l3) return (T1 match l2 with | nil => x0 | (x5 :: xs)%list => match n2 with | 0 => x5 | S m => rec m xs end end match l3 with | nil => x1 | (x5 :: xs)%list => match n3 with | 0 => x5 | S m => rec0 m xs end end) with | nil_R _ _ _ => x2 | cons_R _ _ _ x5 x6 x7 xs xs0 xs1 => match n4 in (nat_R n5 n6) return (T1 match n5 with | 0 => x5 | S m => rec m xs end match n6 with | 0 => x6 | S m => rec0 m xs0 end) with | O_R => x7 | S_R m m0 m1 => rec1 m m0 m1 xs xs0 xs1 end end) (S x) (S x3) K end : forall (T T0 : Type) (T1 : T -> T0 -> Type) (x0 : T) (x1 : T0), T1 x0 x1 -> forall n n0 : nat, nat_R n n0 -> forall (l : list T) (l0 : list T0), list_R T T0 T1 l l0 -> T1 (nth T x0 n l) (nth T0 x1 n0 l0) Arguments nth_R (T T)%type_scope T%function_scope x0 x0 x0 (n n)%nat_scope n (l l)%list_scope l «elpi.tests.test_API_elaborate.52» «elpi.tests.test_API_elaborate.52» COQC tests/test_API_env.v Query assignments: Cons = global (indc «cons») GRCons = indc «cons» GRList = indt «list» GRNat = indt «nat» GRNil = indc «nil» GRZero = indc «O» L = app [global (indc «cons»), global (indt «nat»), global (indc «O»), app [global (indc «nil»), global (indt «nat»)]] LE = app [global (indc «cons»), global (indt «nat»), global (indc «O»), app [global (indc «nil»), global (indt «nat»)]] List = global (indt «list») Nat = global (indt «nat») Nil = global (indc «nil») Zero = global (indc «O») Universe constraints: UNIVERSES: {elpi.tests.test_API_typecheck.4 elpi.tests.test_API_typecheck.3 elpi.tests.test_API_typecheck.2 elpi.tests.test_API_typecheck.1} |= elpi.tests.test_API_typecheck.3 < elpi.tests.test_API_typecheck.2 elpi.tests.test_API_typecheck.4 < elpi.tests.test_API_typecheck.1 Set <= elpi.tests.test_API_typecheck.3 Set <= elpi.tests.test_API_typecheck.4 elpi.tests.test_API_typecheck.3 <= list.u0 elpi.tests.test_API_typecheck.4 <= list.u0 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α1 := Type α2 := Type WEAK CONSTRAINTS: pred_R = fun (n n0 : nat) (n1 : nat_R n n0) => match n1 in (nat_R n2 n3) return (nat_R match n2 with | 0 => n | S u => u end match n3 with | 0 => n0 | S u => u end) with | O_R => n1 | S_R _ _ u1 => u1 end : forall n n0 : nat, nat_R n n0 -> nat_R (Nat.pred n) (Nat.pred n0) Arguments pred_R (n n)%nat_scope n pred_R : nat2nat_R Nat.pred Nat.pred : nat2nat_R Nat.pred Nat.pred predn_R : nat2nat_R predn predn : nat2nat_R predn predn add_R : nat2nat2nat_R Nat.add Nat.add : nat2nat2nat_R Nat.add Nat.add File "./tests/test_param2.v", line 85, characters 0-30: Warning: Not a truly recursive fixpoint. [non-recursive,fixpoints,default] COQC tests/test_invert.v Query assignments: GR = «nat» test_inv : Type -> bool -> Type : Type -> bool -> Type K1_inv : forall (A : Type) (b : bool), b = true -> test_inv A b : forall (A : Type) (b : bool), b = true -> test_inv A b K2_inv : forall (A : Type) (b x : bool), A -> test_inv A (negb x) -> b = negb (negb x) -> test_inv A b : forall (A : Type) (b x : bool), A -> test_inv A (negb x) -> b = negb (negb x) -> test_inv A b Inductive listR_inv (A : Type) (PA : A -> Type) (idx0 : list A) : Type := nilR_inv : idx0 = nil -> listR_inv A PA idx0 | consR_inv : forall a : A, PA a -> forall xs : list A, listR_inv A PA xs -> idx0 = (a :: xs)%list -> listR_inv A PA idx0. Arguments listR_inv A%type_scope PA%function_scope idx0%list_scope Arguments nilR_inv A%type_scope PA%function_scope idx0%list_scope _ Arguments consR_inv A%type_scope PA%function_scope idx0%list_scope a _ xs%list_scope _ _ COQC tests/test_idx2inv.v Query assignments: BO = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] GR = «Nat.add» GRNat = indt «nat» GRSucc = indc «S» Nat = global (indt «nat») Succ = global (indc «S») TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») global (indt «nat») Query assignments: T = global (indt «nat») _uvk_5_ = global (indt «nat») _uvk_6_ = global (indt «nat») Universe constraints: UNIVERSES: {elpi.tests.test_API_typecheck.9 elpi.tests.test_API_typecheck.8 elpi.tests.test_API_typecheck.7 elpi.tests.test_API_typecheck.6 elpi.tests.test_API_typecheck.5} |= Set < elpi.tests.test_API_typecheck.7 elpi.tests.test_API_typecheck.8 < elpi.tests.test_API_typecheck.6 elpi.tests.test_API_typecheck.9 < elpi.tests.test_API_typecheck.5 Set <= elpi.tests.test_API_typecheck.8 Set <= elpi.tests.test_API_typecheck.9 elpi.tests.test_API_typecheck.8 <= list.u0 elpi.tests.test_API_typecheck.9 <= list.u0 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α3 := Type α4 := Type α5 := Type WEAK CONSTRAINTS: is_list_to_is_list_inv : forall (A : Type) (PA : A -> Type) (l : list A), is_list A PA l -> is_list_inv A PA l : forall (A : Type) (PA : A -> Type) (l : list A), is_list A PA l -> is_list_inv A PA l COQC tests/test_lens.v Query assignments: GR = «Nat.add» MP = «Coq.Init.Datatypes» Query assignments: GR = «empty_nat» TY = global (indt «nat») «elpi.tests.test_API_typecheck.10» Query assignments: U = «elpi.tests.test_API_typecheck.10» Universe constraints: UNIVERSES: {elpi.tests.test_API_typecheck.10} |= Set <= elpi.tests.test_API_typecheck.10 ALGEBRAIC UNIVERSES: {elpi.tests.test_API_typecheck.10} UNDEFINED UNIVERSES: elpi.tests.test_API_typecheck.10 SORTS: WEAK CONSTRAINTS: Query assignments: GR1 = indc «Vector.nil» GR2 = indt «nat» GR3 = const «A» Query assignments: A = «elpi.tests.test_API.succ» GR = «Nat.add» MP = «Coq.Init.Datatypes» X1 = [loc-gref (const «Nat.add»)] X2 = [loc-gref (const «Nat.add»)] X3 = [loc-abbreviation «elpi.tests.test_API.succ»] X4 = [loc-modpath «Coq.Init.Datatypes»] Unable to unify "Set" with "Prop" (universe inconsistency: Cannot enforce Set <= Prop). Query assignments: E = Unable to unify "Set" with "Prop" (universe inconsistency: Cannot enforce Set <= Prop). COQC tests/test_tag.v _f1 : Lens fo_record fo_record peano peano : Lens fo_record fo_record peano peano _f2 : Lens fo_record fo_record unit unit : Lens fo_record fo_record unit unit @_f3 : forall A : Type, Lens (pa_record A) (pa_record A) peano peano : forall A : Type, Lens (pa_record A) (pa_record A) peano peano @_f4 : forall A : Type, Lens (pa_record A) (pa_record A) A A : forall A : Type, Lens (pa_record A) (pa_record A) A A @_pf3 : forall A : Type, Lens (pr_record A) (pr_record A) peano peano : forall A : Type, Lens (pr_record A) (pr_record A) peano peano @_pf4 : forall A : Type, Lens (pr_record A) (pr_record A) A A : forall A : Type, Lens (pr_record A) (pr_record A) A A ok COQC tests/test_eqType_ast.v add_equal Query assignments: BO = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] GR = «Nat.add» NGR = «add_equal» Name = add_equal S = add Spilled_1 = add_equal Spilled_2 = add_equal TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») add_equal : nat -> nat -> nat add_equal is not universe polymorphic Arguments add_equal (n m)%nat_scope add_equal is opaque Expands to: Constant elpi.tests.test_API_env.add_equal Universe constraints: «myfalse» Query assignments: F = indt «False» GR = «myfalse» myfalse : False Query assignments: X = «elpi.tests.test_API.1» Universe constraints: UNIVERSES: {elpi.tests.test_API.1} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: empty_tag : tag empty : tag empty unit_tag : tag unit : tag unit peano_tag : tag peano : tag peano option_tag : forall A : Type, tag (option A) : forall A : Type, tag (option A) pair_tag : forall A B : Type, tag (pair A B) : forall A B : Type, tag (pair A B) seq_tag : forall A : Type, tag (seq A) : forall A : Type, tag (seq A) rose_tag : forall A : Type, tag (rose A) : forall A : Type, tag (rose A) nest_tag : forall A : Type, tag (nest A) : forall A : Type, tag (nest A) w_tag : forall A : Type, tag (w A) : forall A : Type, tag (w A) vect_tag : forall (A : Type) (i : peano), tag (vect A i) : forall (A : Type) (i : peano), tag (vect A i) dyn_tag : tag dyn : tag dyn beta_tag : forall A : Type, tag (beta A) : forall A : Type, tag (beta A) iota_tag : tag iota : tag iota large_tag : tag large : tag large prim_int_tag : tag prim_int : tag prim_int prim_float_tag : tag prim_float : tag prim_float pa_record_tag : forall A : Type, tag (pa_record A) : forall A : Type, tag (pa_record A) pr_record_tag : forall A : Type, tag (pr_record A) : forall A : Type, tag (pr_record A) ord_tag : forall p : peano, tag (ord p) : forall p : peano, tag (ord p) ord2_tag : forall p : peano, tag (ord2 p) : forall p : peano, tag (ord2 p) val_tag : tag val : tag val Query assignments: X = typ «elpi.tests.test_API.2» Y = typ «elpi.tests.test_API.3» Universe constraints: UNIVERSES: {elpi.tests.test_API.3 elpi.tests.test_API.2} |= elpi.tests.test_API.2 <= elpi.tests.test_API.3 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: parameter T X0 (sort (typ X1)) c0 \ record eq_class (sort (typ X2)) mk_eq_class (field [canonical ff, coercion regular] eq_f (global (indt «bool»)) c1 \ field X3 eq_proof (app [global (indt «eq»), global (indt «bool»), c1, c1]) c2 \ end-record) COQC examples/usage.v Query assignments: DECL = parameter T X0 (sort (typ «eq_class.u0»)) c0 \ record eq_class (sort (typ «eq_class.u1»)) mk_eq_class (field [canonical ff, coercion regular] eq_f (global (indt «bool»)) c1 \ field X3 eq_proof (app [global (indt «eq»), global (indt «bool»), c1, c1]) c2 \ end-record) GR = «eq_class» _uvk_1_ = «eq_class.u0» _uvk_2_ = «eq_class.u1» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {eq_class.u1 eq_class.u0} UNDEFINED UNIVERSES: eq_class.u1 eq_class.u0 SORTS: WEAK CONSTRAINTS: Record eq_class (T : Type@{eq_class.u0}) : Type@{eq_class.u1} := mk_eq_class { eq_f : bool; eq_proof : eq_f = eq_f }. Arguments eq_class T%type_scope Arguments mk_eq_class T%type_scope eq_f%bool_scope eq_proof fun x : eq_class nat => x : bool : eq_class nat -> bool p <- eq_proof ( xxx ) COQC tests/test_API_module.v Query assignments: X = typ «elpi.tests.test_API.4» Y = typ «elpi.tests.test_API.5» Universe constraints: UNIVERSES: {elpi.tests.test_API.5 elpi.tests.test_API.4} |= elpi.tests.test_API.4 <= elpi.tests.test_API.5 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: DECL = parameter T X0 (sort (typ «prim_eq_class.u0»)) c0 \ record prim_eq_class (sort (typ «prim_eq_class.u1»)) mk_prim_eq_class (field [canonical ff, coercion reversible] prim_eq_f (global (indt «bool»)) c1 \ field X1 prim_eq_proof (app [global (indt «eq»), global (indt «bool»), c1, c1]) c2 \ end-record) GR = «prim_eq_class» _uvk_3_ = «prim_eq_class.u0» _uvk_4_ = «prim_eq_class.u1» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {prim_eq_class.u1 prim_eq_class.u0} UNDEFINED UNIVERSES: prim_eq_class.u1 prim_eq_class.u0 SORTS: WEAK CONSTRAINTS: fun r : prim_eq_class nat => eq_refl : r = {| prim_eq_f := r; prim_eq_proof := prim_eq_proof _ r |} : forall r : prim_eq_class nat, r = {| prim_eq_f := r; prim_eq_proof := prim_eq_proof _ r |} (* {} |= prim_eq_class.u1 <= eq.u0 *) fun `r` (app [global (indt «prim_eq_class»), global (indt «nat»)]) c0 \ app [primitive (proj elpi.tests.test_API_env.prim_eq_f 1), c0] Query assignments: X = typ «elpi.tests.test_API.6» Y = typ «elpi.tests.test_API.7» Z = typ «elpi.tests.test_API.8» Universe constraints: UNIVERSES: {elpi.tests.test_API.8 elpi.tests.test_API.7 elpi.tests.test_API.6} |= elpi.tests.test_API.6 <= elpi.tests.test_API.8 elpi.tests.test_API.7 <= elpi.tests.test_API.8 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: L = [gref (indt «Empty_set»), gref (const «Empty_set_rect»), gref (const «Empty_set_ind»), gref (const «Empty_set_rec»), gref (const «Empty_set_sind»), gref (indt «unit»), gref (const «unit_rect»), gref (const «unit_ind»), gref (const «unit_rec»), gref (const «unit_sind»), gref (indt «bool»), gref (const «bool_rect»), gref (const «bool_ind»), gref (const «bool_rec»), gref (const «bool_sind»), gref (const «andb»), gref (const «orb»), gref (const «implb»), gref (const «xorb»), gref (const «negb»), gref (const «andb_prop»), gref (const «andb_true_intro»), gref (indt «eq_true»), gref (const «eq_true_rect»), gref (const «eq_true_ind»), gref (const «eq_true_rec»), gref (const «eq_true_sind»), gref (const «is_true»), gref (const «eq_true_ind_r»), gref (const «eq_true_rec_r»), gref (const «eq_true_rect_r»), gref (indt «BoolSpec»), gref (const «BoolSpec_ind»), gref (const «BoolSpec_sind»), gref (indt «nat»), gref (const «nat_rect»), gref (const «nat_ind»), gref (const «nat_rec»), gref (const «nat_sind»), gref (indt «option»), gref (const «option_rect»), gref (const «option_ind»), gref (const «option_rec»), gref (const «option_sind»), gref (const «option_map»), gref (indt «sum»), gref (const «sum_rect»), gref (const «sum_ind»), gref (const «sum_rec»), gref (const «sum_sind»), gref (indt «prod»), gref (const «prod_rect»), gref (const «prod_ind»), gref (const «prod_rec»), gref (const «prod_sind»), gref (const «fst»), gref (const «snd»), gref (const «surjective_pairing»), gref (const «injective_projections»), gref (const «pair_equal_spec»), gref (const «curry»), gref (const «uncurry»), gref (const «rew_pair»), gref (indt «list»), gref (const «list_rect»), gref (const «list_ind»), gref (const «list_rec»), gref (const «list_sind»), gref (const «length»), gref (const «app»), gref (indt «comparison»), gref (const «comparison_rect»), gref (const «comparison_ind»), gref (const «comparison_rec»), gref (const «comparison_sind»), gref (const «comparison_eq_stable»), gref (const «CompOpp»), gref (const «CompOpp_involutive»), gref (const «CompOpp_inj»), gref (const «CompOpp_iff»), gref (indt «CompareSpec»), gref (const «CompareSpec_ind»), gref (const «CompareSpec_sind»), gref (indt «CompareSpecT»), gref (const «CompareSpecT_rect»), gref (const «CompareSpecT_ind»), gref (const «CompareSpecT_rec»), gref (const «CompareSpecT_sind»), gref (const «CompareSpec2Type»), gref (const «CompSpec»), gref (const «CompSpecT»), gref (const «CompSpec2Type»), gref (const «ID»), gref (const «id»), gref (const «IDProp»), gref (const «idProp»)] MP = «Coq.Init.Datatypes» more : (forall A : Type, A -> tickle A -> tickle A) : forall A : Type, A -> tickle A -> tickle A tickle.eqb : (forall A : Type, (A -> A -> bool) -> tickle A -> tickle A -> bool) : forall A : Type, (A -> A -> bool) -> tickle A -> tickle A -> bool tickle.eqb_OK : (forall (A : Type) (f : A -> A -> bool), (forall x y : A, reflect (x = y) (f x y)) -> forall x y : tickle A, reflect (x = y) (tickle.eqb A f x y)) : forall (A : Type) (f : A -> A -> bool), (forall x y : A, reflect (x = y) (f x y)) -> forall x y : tickle A, reflect (x = y) (tickle.eqb A f x y) tickle.map : (forall A B : Type, (A -> B) -> tickle A -> tickle B) : forall A B : Type, (A -> B) -> tickle A -> tickle B tickle.tickle_R : (forall A B : Type, (A -> B -> Type) -> tickle A -> tickle B -> Type) : forall A B : Type, (A -> B -> Type) -> tickle A -> tickle B -> Type Starting module rtree Declaring inductive parameter A explicit (sort (typ «elpi.apps.derive.examples.usage.194»)) c0 \ inductive rtree tt (arity (sort (typ «elpi.apps.derive.examples.usage.195»))) c1 \ [constructor Leaf (arity (prod `_` c0 c2 \ c1)), constructor Node (arity (prod `_` (app [global (indt «tickle.tickle»), c1]) c2 \ c1))] Deriving Derivation map on indt «rtree» Derivation map on indt «rtree» took 0.034369 Derivation lens on indt «rtree» Derivation lens on indt «rtree» failed, continuing Derivation param1 on indt «rtree» Derivation param1 on indt «rtree» took 0.090642 Derivation param2 on indt «rtree» Derivation param2 on indt «rtree» took 0.107443 Derivation tag on indt «rtree» Derivation tag on indt «rtree» took 0.017551 Derivation eqType_ast on indt «rtree» Derivation eqType_ast on indt «rtree» took 0.009355 Derivation lens_laws on indt «rtree» Derivation lens_laws on indt «rtree» took 0.006840 Derivation param1_congr on indt «rtree» Derivation param1_congr on indt «rtree» took 0.035357 Derivation param1_inhab on indt «rtree» Derivation param1_inhab on indt «rtree» took 0.031562 Derivation param1_functor on indt «rtree» Derivation param1_functor on indt «rtree» took 0.032214 Derivation fields on indt «rtree» Derivation fields on indt «rtree» took 0.091304 Derivation param1_trivial on indt «rtree» Query assignments: C = «pc» Query assignments: X = typ «elpi.tests.test_API.9» Y = typ «elpi.tests.test_API.10» Universe constraints: UNIVERSES: {elpi.tests.test_API.10 elpi.tests.test_API.9} |= elpi.tests.test_API.9 < elpi.tests.test_API.10 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: elpi.tests.test_API_module.X.i [elpi, tests, test_API_module, X, Y] [elpi, tests, test_API_module, X, Y] Query assignments: L = [gref (indt «X.i»), gref (const «X.i_rect»), gref (const «X.i_ind»), gref (const «X.i_rec»), gref (const «X.i_sind»), gref (const «X.d»), submodule «elpi.tests.test_API_module.X.Y» [gref (indt «X.Y.i»), gref (const «X.Y.i_rect»), gref (const «X.Y.i_ind»), gref (const «X.Y.i_rec»), gref (const «X.Y.i_sind»), gref (const «X.Y.d»)]] MP = «elpi.tests.test_API_module.X» Spilled_1 = [elpi, tests, test_API_module, X, Y] Spilled_2 = [elpi, tests, test_API_module, X, Y] Spilled_3 = elpi.tests.test_API_module.X.Y.i Spilled_4 = elpi.tests.test_API_module.X.i Spilled_5 = elpi.tests.test_API_module.X.i XYi = «X.Y.i» XYr = «X.Y.i_rect» Xi = «X.i» Derivation param1_trivial on indt «rtree» took 0.778828 Derivation induction on indt «rtree» Derivation induction on indt «rtree» took 0.023051 Derivation eqb on indt «rtree» Derivation eqb on indt «rtree» took 0.096549 Derivation eqbcorrect on indt «rtree» Derivation eqbcorrect on indt «rtree» took 0.289623 Derivation eqbOK on indt «rtree» Derivation eqbOK on indt «rtree» took 0.018622 Done rtree.induction : (forall (A : Type) (PA : A -> Type) (P : rtree A -> Type), (forall a : A, PA a -> P (Leaf A a)) -> (forall l : tickle (rtree A), tickle.is_tickle (rtree A) P l -> P (Node A l)) -> forall x : rtree A, rtree.is_rtree A PA x -> P x) : forall (A : Type) (PA : A -> Type) (P : rtree A -> Type), (forall a : A, PA a -> P (Leaf A a)) -> (forall l : tickle (rtree A), tickle.is_tickle (rtree A) P l -> P (Node A l)) -> forall x : rtree A, rtree.is_rtree A PA x -> P x Starting module Box Declaring inductive parameter A explicit (sort (typ «elpi.apps.derive.examples.usage.387»)) c0 \ record Box (sort (typ «elpi.apps.derive.examples.usage.388»)) Build_Box (field [coercion off, canonical tt] contents c0 c1 \ field [coercion off, canonical tt] tag (global (indt «nat»)) c2 \ end-record) Deriving Skipping derivation map on indt «Box» since the user did not select it Derivation lens on indt «Box» Derivation lens on indt «Box» took 0.049409 Skipping derivation param1 on indt «Box» since the user did not select it Skipping derivation param2 on indt «Box» since the user did not select it Derivation tag on indt «Box» File "./examples/usage.v", line 53, characters 0-84: Warning: Global name tag is taken, using tag1 instead [elpi.renamed,elpi,default] Derivation tag on indt «Box» took 0.017896 Derivation eqType_ast on indt «Box» Derivation eqType_ast on indt «Box» took 0.008596 Derivation lens_laws on indt «Box» Derivation lens_laws on indt «Box» took 0.133759 Skipping derivation param1_congr on indt «Box» since the user did not select it Skipping derivation param1_inhab on indt «Box» since the user did not select it Skipping derivation param1_functor on indt «Box» since the user did not select it Derivation fields on indt «Box» Derivation fields on indt «Box» took 0.059836 Skipping derivation param1_trivial on indt «Box» since the user did not select it Skipping derivation induction on indt «Box» since the user did not select it Derivation eqb on indt «Box» Derivation eqb on indt «Box» took 0.050335 Skipping derivation eqbcorrect on indt «Box» since the user did not select it Skipping derivation eqbOK on indt «Box» since the user did not select it Done Box.eqb : (forall A : Type, (A -> A -> bool) -> Box A -> Box A -> bool) : forall A : Type, (A -> A -> bool) -> Box A -> Box A -> bool @Box._tag : (forall A : Type, Lens (Box A) (Box A) nat nat) : forall A : Type, Lens (Box A) (Box A) nat nat Box._tag_set_set : (forall (A : Type) (r : Box A) (y x : nat), set Box._tag x (set Box._tag y r) = set Box._tag x r) : forall (A : Type) (r : Box A) (y x : nat), set Box._tag x (set Box._tag y r) = set Box._tag x r Box._tag_contents_exchange : (forall (A : Type) (r : Box A) (x : nat) (y : A), set Box._tag x (set Box._contents y r) = set Box._contents y (set Box._tag x r)) : forall (A : Type) (r : Box A) (x : nat) (y : A), set Box._tag x (set Box._contents y r) = set Box._contents y (set Box._tag x r) nat_eqb_OK : (forall x y : nat, reflect (x = y) (nat_eqb x y)) : forall x y : nat, reflect (x = y) (nat_eqb x y) Derivation map on indt «a» Derivation map on indt «a» took 0.019542 Derivation lens on indt «a» Derivation lens on indt «a» failed, continuing Derivation param1 on indt «a» Derivation param1 on indt «a» took 0.140788 Derivation param2 on indt «a» Derivation param2 on indt «a» took 0.049692 Derivation tag on indt «a» Derivation tag on indt «a» took 0.012971 Derivation eqType_ast on indt «a» Derivation eqType_ast on indt «a» took 0.007924 Derivation lens_laws on indt «a» Derivation lens_laws on indt «a» took 0.007013 Derivation param1_congr on indt «a» Derivation param1_congr on indt «a» took 0.009037 Derivation param1_inhab on indt «a» Derivation param1_inhab on indt «a» took 0.020049 Derivation param1_functor on indt «a» Derivation param1_functor on indt «a» took 0.018654 Derivation fields on indt «a» Derivation fields on indt «a» took 0.038119 Derivation param1_trivial on indt «a» Derivation param1_trivial on indt «a» took 0.028630 Derivation induction on indt «a» Derivation induction on indt «a» took 0.018048 Derivation eqb on indt «a» Derivation eqb on indt «a» took 0.034377 Derivation eqbcorrect on indt «a» Derivation eqbcorrect on indt «a» took 0.049521 Derivation eqbOK on indt «a» Derivation eqbOK on indt «a» took 0.011096 Skipping derivation map on indt «b» since the user did not select it Skipping derivation lens on indt «b» since the user did not select it Derivation param1 on indt «b» Derivation param1 on indt «b» took 0.047278 Skipping derivation param2 on indt «b» since the user did not select it Derivation tag on indt «b» Derivation tag on indt «b» took 0.012886 Derivation eqType_ast on indt «b» Derivation eqType_ast on indt «b» took 0.008335 Skipping derivation lens_laws on indt «b» since the user did not select it Skipping derivation param1_congr on indt «b» since the user did not select it Derivation param1_inhab on indt «b» Derivation param1_inhab on indt «b» took 0.020199 Derivation param1_functor on indt «b» Query assignments: I = «Y.i» ID = j J = «Y.j» MP = «elpi.tests.test_API_module.Y» P = [elpi, tests, test_API_module, Y] Derivation param1_functor on indt «b» took 0.021394 Derivation fields on indt «b» Derivation fields on indt «b» took 0.041786 Skipping derivation param1_trivial on indt «b» since the user did not select it Derivation induction on indt «b» Derivation induction on indt «b» took 0.014481 Derivation eqb on indt «b» Derivation eqb on indt «b» took 0.036558 Derivation eqbcorrect on indt «b» Derivation eqbcorrect on indt «b» took 0.060265 Derivation eqbOK on indt «b» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {myind.u0} UNDEFINED UNIVERSES: myind.u0 SORTS: WEAK CONSTRAINTS: myind true false : Prop : Prop K2 true : myind true true : myind true true Derivation eqbOK on indt «b» took 0.012322 myind1 true false : Prop : Prop K21 true : myind1 true true : myind1 true true a_eqb : a -> a -> bool b_eqb : b -> b -> bool COQC examples/readme.v Query assignments: GRy = EXN PRINTING: Not_found I = EXN PRINTING: Not_found L = [gref (const «A.z»), gref (const «A.i»)] MP = «elpi.tests.test_API_module.A» MP_TA = «elpi.tests.test_API_module.TA» _uvk_1_ = «A.i.u0» _uvk_2_ = «elpi.tests.test_API_module.11» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {elpi.tests.test_API_module.11 A.i.u0} UNDEFINED UNIVERSES: elpi.tests.test_API_module.11 A.i.u0 SORTS: WEAK CONSTRAINTS: Module A : TA := Struct Definition x Module B Definition z Inductive i1 Definition i1_rect Definition i1_ind Definition i1_rec Definition i1_sind Definition i End A.z : nat A.i : Type *** [ A.i : Type ] Query assignments: _uvk_6_ = «nuind.u0» _uvk_7_ = «nuind.u1» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {nuind.u1 nuind.u0} UNDEFINED UNIVERSES: nuind.u1 nuind.u0 SORTS: WEAK CONSTRAINTS: fun x : nuind nat 3 false => match x in (nuind _ _ b) return (b = b) with | k1 _ _ => eq_refl : true = true | k2 _ _ x0 => (fun _ : nuind nat 1 false => eq_refl : false = false) x0 end : nuind nat 3 false -> false = false Query assignments: MP_TA = «elpi.tests.test_API_module.TA» MP_TF = «elpi.tests.test_API_module.TF» Spilled_1 = «elpi.tests.test_API_module.a» Spilled_2 = const const EXN PRINTING: Not_found Module F : Funsig (a:TA) Funsig (b:TA) TF := Functor (a:TA) Functor (b:TA) Struct Definition w : nat. End Module B : Sig Parameter w : nat. End := (F A A) *** [ B.w : nat ] c0 global (indt «nat») Query assignments: T = global (indt «nat») Inductive peano : Set := Zero : peano | Succ : peano -> peano. = false : bool peano.eqb_OK : forall x1 x2 : peano, reflect (x1 = x2) (peano.eqb x1 x2) peano.eqb_OK is not universe polymorphic Arguments peano.eqb_OK x1 x2 peano.eqb_OK is opaque Expands to: Constant elpi.apps.derive.examples.readme.peano.eqb_OK Derivation param1 on const «Nat.add» Derivation param1 on const «Nat.add» took 0.076824 Derivation param2 on const «Nat.add» Derivation param2 on const «Nat.add» took 0.056864 Derivation eqb-alias on const «Nat.add» Derivation eqb-alias on const «Nat.add» failed, continuing Derivation eqbcorrect-alias on const «Nat.add» Derivation eqbcorrect-alias on const «Nat.add» failed, continuing Derivation eqbOK-alias on const «Nat.add» Derivation eqbOK-alias on const «Nat.add» failed, continuing is_add : forall n : nat, is_nat n -> forall m : nat, is_nat m -> is_nat (n + m) COQC tests/test_projK.v Query assignments: MP_TA = «elpi.tests.test_API_module.TA» Module Type TB = Funsig (A:TA) Sig End [foo (const «X»), foo (indt «nat»), foo (indt «bool»)] [foo (indt «nat»), foo (indt «bool»)] [] [foo (indt «nat»)] Query assignments: D = parameter A X0 (sort (typ «tx.u0»)) c0 \ inductive tx X1 (parameter y X2 (global (indt «nat»)) c1 \ arity (prod `_` (global (indt «bool»)) c2 \ sort (typ «tx.u1»))) c1 \ [constructor K1x (parameter y X3 (global (indt «nat»)) c2 \ arity (prod `x` c0 c3 \ prod `n` (global (indt «nat»)) c4 \ prod `p` (app [global (indt «eq»), global (indt «nat»), app [global (indc «S»), c4], c2]) c5 \ prod `e` (app [c1, c4, global (indc «true»)]) c6 \ app [c1, c2, global (indc «true»)])), constructor K2x (parameter y X4 (global (indt «nat»)) c2 \ arity (app [c1, c2, global (indc «false»)]))] _uvk_8_ = «tx.u0» _uvk_9_ = «tx.u1» Universe constraints: UNIVERSES: {elpi.tests.test_API_env.18 elpi.tests.test_API_env.17 elpi.tests.test_API_env.16 elpi.tests.test_API_env.15 elpi.tests.test_API_env.14 elpi.tests.test_API_env.13 elpi.tests.test_API_env.11} |= tx.u0 < elpi.tests.test_API_env.11 tx.u1 < elpi.tests.test_API_env.13 Set <= eq.u0 Set <= elpi.tests.test_API_env.13 Set <= elpi.tests.test_API_env.14 Set <= elpi.tests.test_API_env.15 Set <= elpi.tests.test_API_env.16 Set <= elpi.tests.test_API_env.17 Set <= elpi.tests.test_API_env.18 tx.u0 <= elpi.tests.test_API_env.14 tx.u1 <= elpi.tests.test_API_env.14 elpi.tests.test_API_env.14 <= tx.u1 ALGEBRAIC UNIVERSES: {tx.u1 tx.u0} UNDEFINED UNIVERSES: tx.u1 tx.u0 SORTS: α2 := Type α3 := Type α4 := Type α5 := Type WEAK CONSTRAINTS: Query assignments: Spilled_1 = «elpi.tests.test_API_module.A» Module IA := Struct Definition z : nat. Definition i : Type. End Query assignments: D = parameter A explicit (sort (typ «elpi.tests.test_API_env.20»)) c0 \ parameter a explicit c0 c1 \ inductive ind1 tt (parameter B explicit (sort (typ «ind1.u0»)) c2 \ parameter b explicit c2 c3 \ arity (prod `C` (sort (typ «elpi.tests.test_API_env.22»)) c4 \ prod `_` c4 c5 \ sort (typ «elpi.tests.test_API_env.26»))) c2 \ [constructor k1 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (prod `bb` (app [global (indt «prod»), c3, c3]) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c5, global (indt «bool»), global (indc «true»)]) c6 \ app [c2, c3, c4, global (indt «unit»), global (indc «tt»)])), constructor k2 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (app [c2, c3, c4, global (indt «nat»), app [global (indc «S»), global (indc «O»)]]))] D1 = parameter A explicit (sort (typ «elpi.tests.test_API_env.20»)) c0 \ parameter a explicit c0 c1 \ inductive ind1 tt (parameter B explicit (sort (typ «ind1.u0»)) c2 \ parameter b explicit c2 c3 \ arity (prod `C` (sort (typ «elpi.tests.test_API_env.22»)) c4 \ prod `_` c4 c5 \ sort (typ «elpi.tests.test_API_env.26»))) c2 \ [constructor k1 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (prod `bb` (app [global (indt «prod»), c3, c3]) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c5, global (indt «bool»), global (indc «true»)]) c6 \ app [c2, c3, c4, global (indt «unit»), global (indc «tt»)])), constructor k2 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (app [c2, c3, c4, global (indt «nat»), app [global (indc «S»), global (indc «O»)]]))] I = «ind1» U = «elpi.tests.test_API_env.26» UA = «elpi.tests.test_API_env.20» UB1 = «ind1.u0» UB2 = «ind1.u0» UB3 = «ind1.u0» UC = «elpi.tests.test_API_env.22» Universe constraints: UNIVERSES: {elpi.tests.test_API_env.26} |= Set <= elpi.tests.test_API_env.26 ind1.u0 <= elpi.tests.test_API_env.26 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: Spilled_1 = «elpi.tests.test_API_module.IA» i : Type Query assignments: D = parameter A explicit (sort (typ «elpi.tests.test_API_env.20»)) c0 \ parameter a explicit c0 c1 \ inductive ind1 tt (parameter B explicit (sort (typ «ind1.u0»)) c2 \ parameter b explicit c2 c3 \ arity (prod `C` (sort (typ «elpi.tests.test_API_env.22»)) c4 \ prod `_` c4 c5 \ sort (typ «elpi.tests.test_API_env.27»))) c2 \ [constructor k1 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ parameter bb implicit (app [global (indt «prod»), c3, c3]) c5 \ arity (prod `_` (app [c2, app [global (indt «prod»), c3, c3], c5, global (indt «bool»), global (indc «true»)]) c6 \ app [c2, c3, c4, global (indt «unit»), global (indc «tt»)])), constructor k2 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (app [c2, c3, c4, global (indt «nat»), app [global (indc «S»), global (indc «O»)]]))] D1 = parameter A explicit (sort (typ «elpi.tests.test_API_env.20»)) c0 \ parameter a explicit c0 c1 \ inductive ind1 tt (parameter B explicit (sort (typ «ind1.u0»)) c2 \ parameter b explicit c2 c3 \ arity (prod `C` (sort (typ «elpi.tests.test_API_env.22»)) c4 \ prod `_` c4 c5 \ sort (typ «elpi.tests.test_API_env.27»))) c2 \ [constructor k1 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ parameter bb implicit (app [global (indt «prod»), c3, c3]) c5 \ arity (prod `_` (app [c2, app [global (indt «prod»), c3, c3], c5, global (indt «bool»), global (indc «true»)]) c6 \ app [c2, c3, c4, global (indt «unit»), global (indc «tt»)])), constructor k2 (parameter B explicit (sort (typ «ind1.u0»)) c3 \ parameter b explicit c3 c4 \ arity (app [c2, c3, c4, global (indt «nat»), app [global (indc «S»), global (indc «O»)]]))] I = «ind1» U = «elpi.tests.test_API_env.27» UA = «elpi.tests.test_API_env.20» UB1 = «ind1.u0» UB2 = «ind1.u0» UB3 = «ind1.u0» UC = «elpi.tests.test_API_env.22» Universe constraints: UNIVERSES: {elpi.tests.test_API_env.27} |= Set <= elpi.tests.test_API_env.27 ind1.u0 <= elpi.tests.test_API_env.27 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: Spilled_1 = «elpi.tests.test_API_module.TA» Module Type ITA = Sig Parameter z : nat. Parameter i : Type. End Query assignments: D = parameter P explicit (sort (typ «r1.u0»)) c0 \ parameter p explicit c0 c1 \ record r1 (sort (typ «r1.u0»)) mk_r1 (field [coercion reversible, canonical tt] f1 (prod `_` c0 c2 \ c0) c2 \ field [coercion off, canonical ff] f2 (app [global (indt «eq»), c0, c1, app [c2, c1]]) c3 \ end-record) D1 = parameter P explicit (sort (typ «r1.u0»)) c0 \ parameter p explicit c0 c1 \ record r1 (sort (typ «r1.u0»)) mk_r1 (field [coercion reversible, canonical tt] f1 (prod `_` c0 c2 \ c0) c2 \ field [coercion off, canonical ff] f2 (app [global (indt «eq»), c0, c1, app [c2, c1]]) c3 \ end-record) I = «r1» UP = «r1.u0» UR = «r1.u0» Query assignments: F = «elpi.tests.test_API_module.R.F» FT = «elpi.tests.test_API_module.R.FT» L = [submodule «elpi.tests.test_API_module.R.S» [gref (const «R.S.x»)], module-type «elpi.tests.test_API_module.R.P1», module-type «elpi.tests.test_API_module.R.P2», «elpi.tests.test_API_module.R.F» module-functor [«elpi.tests.test_API_module.R.P1», «elpi.tests.test_API_module.R.P2»], «elpi.tests.test_API_module.R.FT» module-type-functor [«elpi.tests.test_API_module.R.P2», «elpi.tests.test_API_module.R.P1»], gref (const «R.a»)] P1 = «elpi.tests.test_API_module.R.P1» P2 = «elpi.tests.test_API_module.R.P2» R = «elpi.tests.test_API_module.R» S = «elpi.tests.test_API_module.R.S» COQC tests/test_API_section.v hello [int 1, int 2, trm (global (indt «nat»)), str x] Query assignments: D = parameter P explicit (sort (typ «r1.u0»)) c0 \ parameter p explicit c0 c1 \ record r1 (sort (typ «r1.u0»)) mk_r1 (field [coercion reversible, canonical tt] f1 (prod `_` c0 c2 \ c0) c2 \ field [coercion regular, canonical ff] f2 (app [global (indt «eq»), c0, c1, app [c2, c1]]) c3 \ end-record) D1 = parameter P explicit (sort (typ «r1.u0»)) c0 \ parameter p explicit c0 c1 \ record r1 (sort (typ «r1.u0»)) mk_r1 (field [coercion reversible, canonical tt] f1 (prod `_` c0 c2 \ c0) c2 \ field [coercion regular, canonical ff] f2 (app [global (indt «eq»), c0, c1, app [c2, c1]]) c3 \ end-record) I = «r1» UP = «r1.u0» UR = «r1.u0» coq.pp.box (coq.pp.hv 2) [coq.pp.str Module, coq.pp.spc, coq.pp.str Foo, coq.pp.spc, coq.pp.str :=, coq.pp.brk 1 0, coq.pp.str body, coq.pp.spc, coq.pp.str End Foo.] Module Foo := body End Foo. fix foo (x : ?e3) (y : ?e4) {struct x} : ?e2 := match x as x0 return ?e6@{x:=x0} with | true => S (S (S O)) | false => y end fix foo x y {struct x} := if x as x0 return ?e6@{x:=x0} then 3 else y COQC tests/test_API_TC_CS.v {{ nat; S; }} {{ nat; S; }} Query assignments: GR = const «Nat.add» L = {{ nat; S; }} S = {{ nat; S; }} ?r : Reflexive R : Reflexive R where ?r : [ |- Reflexive R] Query assignments: CA = «a» CB = «b» CC = «c» d : nat d is not universe polymorphic Expands to: Variable d eq_refl : e2 = 3 : e2 = 3 {{ X.a; }} {{ X.a; Nat.add; nat; }} {{ X.a; }} {{ X.a; Nat.add; nat; O; S; }} Query assignments: AllL = {{ X.a; Nat.add; nat; }} AllS = {{ X.a; Nat.add; nat; O; S; }} GR = const «X.b» L = {{ X.a; }} M = «elpi.tests.test_API_env.HOAS.X» S = {{ X.a; }} Spilled_1 = const «X.a» Query assignments: X = «x» fx : nat -> nat : nat -> nat Query assignments: GR = const «myi» myi : Reflexive R : Reflexive R opaque_3 : nat opaque_3 is not universe polymorphic opaque_3 is opaque Expands to: Constant elpi.tests.test_API_section.opaque_3 Query assignments: L = [tc-instance (const «subrelation_partial_order») 0, tc-instance (const «PER_Transitive») 3, tc-instance (const «PreOrder_Transitive») 2, tc-instance (const «iff_Transitive») 0, tc-instance (const «eq_Transitive») 0, tc-instance (const «Equivalence_Transitive») 0, tc-instance (const «impl_Transitive») 0, tc-instance (const «StrictOrder_Transitive») 0, tc-instance (const «StrictOrder_Irreflexive») 0, tc-instance (const «StrictOrder_Asymmetric») 0, tc-instance (const «predicate_equivalence_equivalence») 0, tc-instance (const «relation_equivalence_equivalence») 0, tc-instance (const «eq_equivalence») 10, tc-instance (const «iff_equivalence») 0, tc-instance (const «Equivalence_Reflexive») 0, tc-instance (const «iff_Reflexive») 0, tc-instance (const «impl_Reflexive») 0, tc-instance (const «PreOrder_Reflexive») 2, tc-instance (const «eq_Reflexive») 0, tc-instance (const «myi») 10, tc-instance (const «partial_order_antisym») 0, tc-instance (const «eq_Symmetric») 0, tc-instance (const «Equivalence_Symmetric») 0, tc-instance (const «PER_Symmetric») 3, tc-instance (const «iff_Symmetric») 0, tc-instance (const «neq_Symmetric») 0, tc-instance (const «Bool.Decidable_eq_bool») 0, tc-instance (const «DecidableClass.Decidable_not») 0, tc-instance (const «inverse_impl_rewrite_relation») 3, tc-instance (const «impl_rewrite_relation») 3, tc-instance (const «iff_rewrite_relation») 2, tc-instance (const «relation_equivalence_rewrite_relation») 0, tc-instance (const «relation_implication_preorder») 0, tc-instance (const «Equivalence_PreOrder») 10, tc-instance (const «predicate_implication_preorder») 0, tc-instance (const «Equivalence_PER») 10] Query assignments: GR = indt «RewriteRelation» L = [tc-instance (const «inverse_impl_rewrite_relation») 3, tc-instance (const «impl_rewrite_relation») 3, tc-instance (const «iff_rewrite_relation») 2, tc-instance (const «relation_equivalence_rewrite_relation») 0] Query assignments: GR = indt «RewriteRelation» Query assignments: GR = indt «True» foo : nat : nat bar : bool -> nat : bool -> nat COQC tests/test_API_arguments.v Query assignments: GR = const «Ranalysis5.derivable_pt_lim_CVU» S = {{ Field_theory.AF_1_neq_0; Field_theory.AF_AR; Field_theory.AFdiv_def; Field_theory.AFinv_l; Ring_theory.ARadd_0_l; Ring_theory.ARadd_0_r; Ring_theory.ARadd_assoc; Ring_theory.ARadd_assoc1; Ring_theory.ARadd_assoc2; Ring_theory.ARadd_comm; Ring_theory.ARdistr_l; Ring_theory.ARdistr_r; InitialRing.ARgen_phiPOS_Psucc; InitialRing.ARgen_phiPOS_add; InitialRing.ARgen_phiPOS_mult; Ring_theory.ARmul_0_l; Ring_theory.ARmul_0_r; Ring_theory.ARmul_1_l; Ring_theory.ARmul_1_r; Ring_theory.ARmul_assoc; Ring_theory.ARmul_assoc1; Ring_theory.ARmul_assoc2; Ring_theory.ARmul_comm; Ring_theory.ARopp_add; Ring_theory.ARopp_mul_l; Ring_theory.ARopp_mul_r; Ring_theory.ARopp_zero; Ring_theory.ARsub_def; Ring_theory.ARsub_ext; Ring_theory.ARth_SRth; RList.AbsList; RList.AbsList_P1; RList.AbsList_P2; Acc_inv; Morphisms_Prop.Acc_pt_morphism; Acc_rect; Tauto.BFormula; PSeries_reg.Ball_in_inter; Rlimit.Base; PSeries_reg.Boule; PSeries_reg.Boule_center; Setoid.Build_Setoid_Theory; Ring_polynom.CFactor; RMicromega.CInvR0; RMicromega.CPowR0; ConstructiveReals.CR_Q_dense; ConstructiveReals.CR_archimedean; ConstructiveReals.CR_cauchy; ConstructiveReals.CR_complete; ConstructiveReals.CR_cv; ConstructiveLimits.CR_cv_bound_down; ConstructiveLimits.CR_cv_le; ConstructiveLimits.CR_cv_open_above; ConstructiveLimits.CR_cv_open_below; ConstructiveLimits.CR_cv_opp; ConstructiveLimits.CR_cv_plus; ConstructiveLimits.CR_cv_proper; ConstructiveReals.CR_of_Q; ConstructiveReals.CR_of_Q_le; ConstructiveReals.CR_of_Q_lt; ConstructiveReals.CR_of_Q_morph; ConstructiveReals.CR_of_Q_morph_Proper; ConstructiveReals.CR_of_Q_morph_T; ConstructiveReals.CR_of_Q_mult; ConstructiveReals.CR_of_Q_opp; ConstructiveReals.CR_of_Q_plus; ConstructiveReals.CR_of_Q_pos; ConstructiveLUB.CR_sig_lub; ConstructiveReals.CRabs; ConstructiveReals.CRabs_def; ConstructiveAbs.CRabs_le; ConstructiveAbs.CRabs_lt; ConstructiveAbs.CRabs_morph; ConstructiveAbs.CRabs_morph_prop_Proper; ConstructiveAbs.CRabs_opp; ConstructiveAbs.CRabs_right; ConstructiveAbs.CRabs_triang; ConstructiveReals.CRapart; ConstructiveReals.CRcarrier; ConstructiveRcomplete.CRealAbsLUB; ConstructiveCauchyRealsMult.CRealArchimedean; ConstructiveRcomplete.CRealComplete; ConstructiveRcomplete.CRealConstructive; ConstructiveCauchyReals.CRealEq; ConstructiveCauchyReals.CRealEq_diff; ConstructiveCauchyReals.CRealEq_refl; ConstructiveCauchyReals.CRealEq_rel; ConstructiveCauchyReals.CRealEq_relT; ConstructiveCauchyReals.CRealEq_rel_Reflexive; ConstructiveCauchyReals.CRealEq_rel_Symmetric; ConstructiveCauchyReals.CRealEq_rel_Transitive; ConstructiveCauchyReals.CRealEq_sym; ConstructiveCauchyReals.CRealEq_trans; ConstructiveCauchyReals.CRealGe; ConstructiveCauchyReals.CRealLe; ConstructiveCauchyAbs.CRealLe_0R_to_single_dist; ConstructiveCauchyReals.CRealLe_morph_Proper; ConstructiveCauchyReals.CRealLe_not_lt; ConstructiveCauchyReals.CRealLe_refl; ConstructiveCauchyRealsMult.CRealLowerBound; ConstructiveCauchyRealsMult.CRealLowerBoundSpec; ConstructiveCauchyRealsMult.CRealLowerBound_lt_scale; ConstructiveCauchyReals.CRealLt; ConstructiveRcomplete.CRealLtDisjunctEpsilon; ConstructiveCauchyReals.CRealLtEpsilon; ConstructiveCauchyReals.CRealLtForget; ConstructiveRcomplete.CRealLtIsLinear; ConstructiveCauchyReals.CRealLtProp; ConstructiveCauchyReals.CRealLtProp_morph_Proper; ConstructiveCauchyReals.CRealLt_0_1; ConstructiveCauchyAbs.CRealLt_RQ_from_single_dist; ConstructiveCauchyReals.CRealLt_above; ConstructiveCauchyReals.CRealLt_aboveSig; ConstructiveCauchyReals.CRealLt_aboveSig'; ConstructiveCauchyReals.CRealLt_above_same; ConstructiveCauchyReals.CRealLt_asym; ConstructiveCauchyReals.CRealLt_dec; ConstructiveCauchyReals.CRealLt_irrefl; ConstructiveCauchyReals.CRealLt_lpo_dec; ConstructiveCauchyReals.CRealLt_morph; ConstructiveCauchyRealsMult.CRealQ_dense; ConstructiveCauchyRealsMult.CRealRing_ring_lemma1; ConstructiveCauchyRealsMult.CRealRing_ring_lemma2; ConstructiveCauchyAbs.CReal_abs; ConstructiveCauchyAbs.CReal_abs_appart_0; ConstructiveCauchyAbs.CReal_abs_bound; ConstructiveCauchyAbs.CReal_abs_cauchy; ConstructiveCauchyAbs.CReal_abs_def2; ConstructiveCauchyAbs.CReal_abs_le; ConstructiveCauchyAbs.CReal_abs_left; ConstructiveCauchyAbs.CReal_abs_minus_sym; ConstructiveCauchyAbs.CReal_abs_morph; ConstructiveCauchyAbs.CReal_abs_morph_Proper; ConstructiveCauchyAbs.CReal_abs_opp; ConstructiveCauchyAbs.CReal_abs_pos; ConstructiveCauchyAbs.CReal_abs_right; ConstructiveCauchyAbs.CReal_abs_scale; ConstructiveCauchyAbs.CReal_abs_seq; ConstructiveCauchyAbs.CReal_abs_triang; ConstructiveCauchyReals.CReal_appart; ConstructiveRcomplete.CReal_cv_self'; ConstructiveRcomplete.CReal_from_cauchy; ConstructiveRcomplete.CReal_from_cauchy_bound; ConstructiveRcomplete.CReal_from_cauchy_cauchy; ConstructiveRcomplete.CReal_from_cauchy_cm; ConstructiveRcomplete.CReal_from_cauchy_cm_mono; ConstructiveRcomplete.CReal_from_cauchy_scale; ConstructiveRcomplete.CReal_from_cauchy_seq; ConstructiveRcomplete.CReal_from_cauchy_seq_bound; ConstructiveCauchyRealsMult.CReal_inv; ConstructiveCauchyRealsMult.CReal_inv_0_lt_compat; ConstructiveCauchyRealsMult.CReal_inv_l; ConstructiveCauchyRealsMult.CReal_inv_l_pos; ConstructiveCauchyRealsMult.CReal_inv_pos; ConstructiveCauchyRealsMult.CReal_inv_pos_bound; ConstructiveCauchyRealsMult.CReal_inv_pos_cauchy; ConstructiveCauchyRealsMult.CReal_inv_pos_cm; ConstructiveCauchyRealsMult.CReal_inv_pos_scale; ConstructiveCauchyRealsMult.CReal_inv_pos_seq; ConstructiveCauchyRealsMult.CReal_isRing; ConstructiveCauchyRealsMult.CReal_isRingExt; ConstructiveCauchyAbs.CReal_le_abs; ConstructiveCauchyReals.CReal_le_lt_trans; ConstructiveCauchyReals.CReal_le_trans; ConstructiveCauchyReals.CReal_lt_le_trans; ConstructiveCauchyReals.CReal_lt_trans; ConstructiveCauchyReals.CReal_minus; ConstructiveCauchyRealsMult.CReal_mult; ConstructiveCauchyRealsMult.CReal_mult_1_l; ConstructiveCauchyRealsMult.CReal_mult_assoc; ConstructiveCauchyRealsMult.CReal_mult_bound; ConstructiveCauchyRealsMult.CReal_mult_cauchy; ConstructiveCauchyRealsMult.CReal_mult_comm; ConstructiveCauchyRealsMult.CReal_mult_lt_0_compat; ConstructiveCauchyRealsMult.CReal_mult_lt_0_compat_correct; ConstructiveCauchyRealsMult.CReal_mult_lt_compat_l; ConstructiveCauchyRealsMult.CReal_mult_morph_Proper; ConstructiveCauchyRealsMult.CReal_mult_plus_distr_l; ConstructiveCauchyRealsMult.CReal_mult_proper_0_l; ConstructiveCauchyRealsMult.CReal_mult_proper_l; ConstructiveCauchyRealsMult.CReal_mult_scale; ConstructiveCauchyRealsMult.CReal_mult_seq; ConstructiveCauchyRealsMult.CReal_neg_lt_pos; ConstructiveCauchyRealsMult.CReal_neg_lt_pos_subproof; ConstructiveCauchyReals.CReal_opp; ConstructiveCauchyReals.CReal_opp_0; ConstructiveCauchyReals.CReal_opp_bound; ConstructiveCauchyReals.CReal_opp_cauchy; ConstructiveCauchyReals.CReal_opp_ge_le_contravar; ConstructiveCauchyReals.CReal_opp_involutive; ConstructiveCauchyRealsMult.CReal_opp_morph_Proper; ConstructiveCauchyRealsMult.CReal_opp_morph_T; ConstructiveCauchyRealsMult.CReal_opp_mult_distr_l; ConstructiveCauchyRealsMult.CReal_opp_mult_distr_r; ConstructiveCauchyReals.CReal_opp_scale; ConstructiveCauchyReals.CReal_opp_seq; ConstructiveCauchyReals.CReal_plus; ConstructiveCauchyReals.CReal_plus_0_l; ConstructiveCauchyReals.CReal_plus_0_r; ConstructiveCauchyReals.CReal_plus_assoc; ConstructiveCauchyReals.CReal_plus_bound; ConstructiveCauchyReals.CReal_plus_cauchy; ConstructiveCauchyReals.CReal_plus_comm; ConstructiveCauchyReals.CReal_plus_eq_reg_l; ConstructiveCauchyReals.CReal_plus_le_compat; ConstructiveCauchyReals.CReal_plus_le_compat_l; ConstructiveCauchyReals.CReal_plus_le_lt_compat; ConstructiveCauchyReals.CReal_plus_le_reg_r; ConstructiveCauchyReals.CReal_plus_lt_compat_l; ConstructiveCauchyReals.CReal_plus_lt_compat_r; ConstructiveCauchyReals.CReal_plus_lt_reg_l; ConstructiveCauchyReals.CReal_plus_lt_reg_r; ConstructiveCauchyReals.CReal_plus_morph; ConstructiveCauchyReals.CReal_plus_morph_Proper; ConstructiveCauchyReals.CReal_plus_morph_T; ConstructiveCauchyReals.CReal_plus_opp_l; ConstructiveCauchyReals.CReal_plus_opp_r; ConstructiveCauchyReals.CReal_plus_proper_l; ConstructiveCauchyReals.CReal_plus_proper_r; ConstructiveCauchyReals.CReal_plus_scale; ConstructiveCauchyReals.CReal_plus_seq; ConstructiveCauchyRealsMult.CReal_red_scale; ConstructiveCauchyReals.CReal_red_seq; ConstructiveCauchyRealsMult.CReal_scale_sep0_limit; ConstructiveReals.CReq; ConstructiveReals.CReq_refl; ConstructiveReals.CReq_rel; ConstructiveReals.CReq_relT; ConstructiveReals.CReq_rel_Reflexive; ConstructiveReals.CReq_rel_Symmetric; ConstructiveReals.CReq_rel_Transitive; ConstructiveReals.CReq_sym; ConstructiveReals.CReq_trans; ConstructiveReals.CRinv; ConstructiveReals.CRinv_0_lt_compat; ConstructiveReals.CRinv_l; ConstructiveReals.CRinv_r; ConstructiveReals.CRisRing; ConstructiveReals.CRisRingExt; ConstructiveLUB.CRis_upper_bound; ConstructiveReals.CRle; ConstructiveAbs.CRle_abs; ConstructiveReals.CRle_lt_trans; ConstructiveReals.CRle_morph_Proper; ConstructiveReals.CRle_refl; ConstructiveReals.CRle_trans; ConstructiveReals.CRlt; ConstructiveReals.CRltEpsilon; ConstructiveReals.CRltForget; ConstructiveReals.CRltLinear; ConstructiveReals.CRltProp; ConstructiveReals.CRlt_asym; ConstructiveReals.CRlt_le_trans; ConstructiveLUB.CRlt_lpo_dec; ConstructiveReals.CRlt_minus; ConstructiveReals.CRlt_morph; ConstructiveReals.CRlt_proper; ConstructiveReals.CRlt_trans; ConstructiveReals.CRminus; ConstructiveReals.CRmult; ConstructiveReals.CRmult_0_r; ConstructiveReals.CRmult_1_l; ConstructiveReals.CRmult_1_r; ConstructiveReals.CRmult_assoc; ConstructiveReals.CRmult_comm; ConstructiveReals.CRmult_lt_0_compat; ConstructiveReals.CRmult_lt_compat_l; ConstructiveReals.CRmult_lt_compat_r; ConstructiveReals.CRmult_lt_reg_l; ConstructiveReals.CRmult_lt_reg_r; ConstructiveReals.CRmult_morph; ConstructiveReals.CRmult_morph_Proper; ConstructiveReals.CRmult_morph_T; ConstructiveReals.CRmult_plus_distr_l; ConstructiveReals.CRmult_plus_distr_r; ConstructiveReals.CRopp; ConstructiveReals.CRopp_0; ConstructiveReals.CRopp_ge_le_contravar; ConstructiveReals.CRopp_gt_lt_contravar; ConstructiveReals.CRopp_involutive; ConstructiveReals.CRopp_lt_cancel; ConstructiveReals.CRopp_morph_Proper; ConstructiveReals.CRopp_mult_distr_l; ConstructiveReals.CRopp_mult_distr_r; ConstructiveReals.CRopp_plus_distr; ConstructiveReals.CRplus; ConstructiveReals.CRplus_0_l; ConstructiveReals.CRplus_0_r; ConstructiveReals.CRplus_assoc; ConstructiveReals.CRplus_comm; ConstructiveReals.CRplus_eq_reg_l; ConstructiveReals.CRplus_le_compat; ConstructiveReals.CRplus_le_compat_l; ConstructiveReals.CRplus_le_compat_r; ConstructiveReals.CRplus_le_reg_l; ConstructiveReals.CRplus_le_reg_r; ConstructiveReals.CRplus_lt_compat_l; ConstructiveReals.CRplus_lt_compat_r; ConstructiveReals.CRplus_lt_reg_l; ConstructiveReals.CRplus_lt_reg_r; ConstructiveReals.CRplus_morph; ConstructiveReals.CRplus_morph_Proper; ConstructiveReals.CRplus_morph_T; ConstructiveReals.CRplus_opp_l; ConstructiveReals.CRplus_opp_r; ConstructiveReals.CRup_nat; ConstructiveReals.CRzero_double; PSeries_reg.CVU; CompOpp; CompOpp_iff; CompOpp_inj; CompOpp_involutive; CompSpec; CompSpec2Type; CompSpecT; CompareSpec2Type; ConstructiveLUB.DDcut_limit; ConstructiveLUB.DDcut_limit_fix; ConstructiveLUB.DDdec; ConstructiveLUB.DDhigh; ConstructiveLUB.DDhighProp; ConstructiveLUB.DDinterval; ConstructiveLUB.DDlow; ConstructiveLUB.DDlowProp; ConstructiveLUB.DDlow_below_up; ConstructiveLUB.DDproper; ConstructiveLUB.DDupcut; Rderiv.D_in; Rderiv.D_x; Rderiv.Dmult; Env.Env; Ring_theory.Eq_ext; Ring_theory.Eqsth; RelationClasses.Equivalence_PER; CRelationClasses.Equivalence_Reflexive; RelationClasses.Equivalence_Reflexive; CRelationClasses.Equivalence_Symmetric; RelationClasses.Equivalence_Symmetric; RelationClasses.Equivalence_Transitive; ZMicromega.F; Field_theory.F2AF; Field_theory.FEeval; Field_theory.FExpr_ind; Field_theory.F_1_neq_0; Field_theory.F_R; False_ind; False_rec; False_rect; Field_theory.Fapp; Field_theory.Fcons0; Field_theory.Fcons1; Field_theory.Fcons2; Field_theory.Fdiv_def; Field_theory.Field_correct; Field_theory.Field_rw_pow_correct; Field_theory.Field_simplify_eq_pow_correct; Field_theory.Finv_l; Field_theory.Fnorm; Field_theory.Fnorm_FEeval_PEeval; Field_theory.Fnorm_crossproduct; Tauto.GFormula_ind; ID; Ring_theory.IDmorph; Ring_theory.IDphi; Rdefinitions.IPR; Rdefinitions.IPR_2; RIneq.IPR_2_xH; RIneq.IPR_2_xI; RIneq.IPR_2_xO; RIneq.IPR_IPR_2; RIneq.IPR_ge_1; RIneq.IPR_gt_0; RIneq.IPR_xH; RIneq.IPR_xI; RIneq.IPR_xO; Rdefinitions.IZR; RIneq.IZR_ge; RIneq.IZR_le; RIneq.IZR_lt; Qreals.IZR_nz; List.In; ZifyInst.Inj_Z_Z; ZifyInst.Inj_pos_Z; RelationClasses.Irreflexive; Ring_polynom.MFactor; Ring_polynom.MPcond; MVT.MVT; RList.MaxRlist; RList.MaxRlist_P1; Ring_polynom.Mcphi_ok; RList.MinRlist; RList.MinRlist_P1; RList.MinRlist_P2; Ring_polynom.Mphi; Ring_polynom.Mphi_ok; RingMicromega.NFormula; Classical_Prop.NNPP; Field_theory.NPEadd; Field_theory.NPEadd_ok; Field_theory.NPEequiv; Field_theory.NPEequiv_eq; Field_theory.NPEeval_ext; Field_theory.NPEmul; Field_theory.NPEmul_ok; Field_theory.NPEopp; Field_theory.NPEopp_ok; Field_theory.NPEpow; Field_theory.NPEpow_ok; Field_theory.NPEsub; Field_theory.NPEsub_ok; InitialRing.Nopp; InitialRing.Nsub; Field_theory.NtoZ; InitialRing.Ntriv_div_th; O_S; ConstructiveEpsilon.O_witness; RingMicromega.OpAdd; RingMicromega.OpAdd_sound; RingMicromega.OpMult; RingMicromega.OpMult_sound; ConstructiveEpsilon.P'; ConstructiveEpsilon.P'_decidable; EnvRing.P0; Ring_polynom.P0; EnvRing.P1; Ring_polynom.P1; Field_theory.PCond; Field_theory.PCond_app; Field_theory.PCond_cons; RelationClasses.PER_Symmetric; RelationClasses.PER_Transitive; Morphisms.PER_morphism; Morphisms.PER_morphism_obligation_1; Field_theory.PE_1_l; Field_theory.PE_1_r; Field_theory.PEadd_ext; EnvRing.PEeval; Ring_polynom.PEeval; Field_theory.PEmul_ext; Field_theory.PEopp_ext; Field_theory.PEpow_0_r; Field_theory.PEpow_1_l; Field_theory.PEpow_1_r; Field_theory.PEpow_add_r; Field_theory.PEpow_ext; Field_theory.PEpow_mul_l; Field_theory.PEpow_mul_r; Field_theory.PEpow_nz; Field_theory.PEsimp; Field_theory.PEsimp_ok; Field_theory.PEsub_ext; Field_theory.PExpr_eq; Field_theory.PExpr_eq_semi_ok; Field_theory.PExpr_eq_spec; EnvRing.PExpr_ind; Ring_polynom.PExpr_ind; Field_theory.PFcons0_fcons_inv; Field_theory.PFcons1_fcons_inv; Field_theory.PFcons2_fcons_inv; Ring_polynom.PNSubst; Ring_polynom.PNSubst1; Ring_polynom.PNSubst1_ok; Ring_polynom.PNSubstL; Ring_polynom.PNSubstL_ok; Ring_polynom.PNSubst_ok; Ring_polynom.POneSubst; Ring_polynom.POneSubst_ok; Ring_polynom.PSubstL; Ring_polynom.PSubstL1; Ring_polynom.PSubstL1_ok; Ring_polynom.PSubstL_ok; Ring_polynom.PX_ext; EnvRing.Padd; Ring_polynom.Padd; EnvRing.PaddC; Ring_polynom.PaddC; EnvRing.PaddC_ok; Ring_polynom.PaddC_ok; EnvRing.PaddI; Ring_polynom.PaddI; EnvRing.PaddX; Ring_polynom.PaddX; EnvRing.PaddX_ok; Ring_polynom.PaddX_ok; EnvRing.Padd_ok; Ring_polynom.Padd_ok; Field_theory.Pcond_Fnorm; Field_theory.Pcond_simpl_complete; EnvRing.Peq; Ring_polynom.Peq; EnvRing.Peq_ok; Ring_polynom.Peq_ok; EnvRing.Peq_spec; Ring_polynom.Peq_spec; Ring_polynom.Pequiv; Ring_polynom.Pequiv_eq; EnvRing.Pjump_add; EnvRing.Pjump_pred_double; EnvRing.Pjump_xO_tail; EnvRing.Pmul; Ring_polynom.Pmul; EnvRing.PmulC; Ring_polynom.PmulC; EnvRing.PmulC_aux; Ring_polynom.PmulC_aux; EnvRing.PmulC_aux_ok; Ring_polynom.PmulC_aux_ok; EnvRing.PmulC_ok; Ring_polynom.PmulC_ok; EnvRing.PmulI; Ring_polynom.PmulI; EnvRing.PmulI_ok; Ring_polynom.PmulI_ok; EnvRing.Pmul_ok; Ring_polynom.Pmul_ok; RingMicromega.PolC; RingMicromega.PolEnv; EnvRing.Pol_ind; Ring_polynom.Pol_ind; EnvRing.Popp; Ring_polynom.Popp; EnvRing.Popp_ok; Ring_polynom.Popp_ok; ConstructiveRcomplete.Pos2Z_pos_is_pos; QExtra.Pos_log2floor_plus1; QExtra.Pos_log2floor_plus1_spec; PosExtra.Pos_pow_1_r; PosExtra.Pos_pow_le_mono_r; ConstructiveExtra.Pos_pred_double_inj; ConstructiveRcomplete.Pospow_lin_le_2pow; EnvRing.Pphi; Ring_polynom.Pphi; EnvRing.Pphi0; Ring_polynom.Pphi0; EnvRing.Pphi1; Ring_polynom.Pphi1; Ring_polynom.Pphi_avoid; Ring_polynom.Pphi_avoid_ok; Ring_polynom.Pphi_dev; Ring_polynom.Pphi_dev_ok; Ring_polynom.Pphi_ext; Ring_polynom.Pphi_pow; Ring_polynom.Pphi_pow_ok; BinPos.Pplus_one_succ_l; BinPos.Pplus_one_succ_r; EnvRing.Ppow_N; Ring_polynom.Ppow_N; EnvRing.Ppow_N_ok; Ring_polynom.Ppow_N_ok; EnvRing.Ppow_pos; Ring_polynom.Ppow_pos; EnvRing.Ppow_pos_ok; Ring_polynom.Ppow_pos_ok; RelationClasses.PreOrder_Reflexive; RelationClasses.PreOrder_Transitive; RIneq.Private_sumbool_to_or; CMorphisms.Proper; Morphisms.Proper; CMorphisms.ProperProxy; Morphisms.ProperProxy; Qminmax.Q.Proper_instance_0; BinInt.Z.Proper_instance_0; RingMicromega.Psatz_ind; EnvRing.Psquare; EnvRing.Psquare_ok; EnvRing.Psub; Ring_polynom.Psub; EnvRing.PsubC; Ring_polynom.PsubC; EnvRing.PsubC_ok; RingMicromega.PsubC_ok; Ring_polynom.PsubC_ok; EnvRing.PsubI; Ring_polynom.PsubI; EnvRing.PsubX; Ring_polynom.PsubX; EnvRing.PsubX_ok; EnvRing.Psub_ok; Ring_polynom.Psub_ok; Ring_polynom.Psub_opp; Rdefinitions.Q2R; RMicromega.Q2R_0; RMicromega.Q2R_1; Qreals.Q2R_inv; RMicromega.Q2R_inv_ext; RMicromega.Q2R_m_Proper; Qreals.Q2R_minus; Qreals.Q2R_mult; Qreals.Q2R_opp; Qreals.Q2R_plus; RMicromega.Q2R_pow_N; RMicromega.Q2R_pow_pos; RMicromega.Q2RpowerRZ; ConstructiveCauchyReals.QBound; ConstructiveCauchyReals.QCauchySeq; QMicromega.QNpower; RMicromega.QReval_expr; RMicromega.QReval_formula; RMicromega.QReval_formula'; RMicromega.QReval_formula_compat; QMicromega.QSORaddon; RMicromega.QSORaddon; QMicromega.QTautoChecker; QMicromega.QTautoChecker_sound; QMicromega.QWeakChecker; QMicromega.QWeakChecker_sound; QMicromega.QWitness; QArith_base.Q_Setoid; QArith_base.Q_dec; RMicromega.Q_of_Rcst; RMicromega.Q_of_RcstR; Qabs.Qabs; ConstructiveRcomplete.Qabs_Qgt_condition; Qabs.Qabs_Qinv; Qabs.Qabs_Qle_condition; Qabs.Qabs_Qlt_condition; Qabs.Qabs_Qmult; ConstructiveRcomplete.Qabs_Rabs; Qabs.Qabs_case; Qabs.Qabs_case_subproof; Qabs.Qabs_case_subproof0; Qabs.Qabs_case_subproof1; Qabs.Qabs_gt; ConstructiveCauchyAbs.Qabs_involutive; Qabs.Qabs_neg; Qabs.Qabs_nonneg; Qabs.Qabs_opp; Qabs.Qabs_pos; Qabs.Qabs_triangle; Qabs.Qabs_triangle_reverse; Qabs.Qabs_wd; Qabs.Qabs_wd_Proper; QArith_base.Qarchimedean; QExtra.QarchimedeanExp2_Z; QExtra.QarchimedeanLowExp2_Z; QExtra.Qbound_lt_ZExp2; QExtra.Qbound_lt_ZExp2_spec; QExtra.Qbound_ltabs_ZExp2; QExtra.Qbound_ltabs_ZExp2_spec; QArith_base.Qcompare; QArith_base.Qcompare_comp; QArith_base.Qden; QArith_base.Qdiv; QArith_base.Qdiv_comp; QArith_base.Qdiv_mult_l; QArith_base.Qeq; QArith_base.Qeq_alt; QArith_base.Qeq_bool; QArith_base.Qeq_bool_eq; QArith_base.Qeq_bool_iff; QArith_base.Qeq_bool_neq; QArith_base.Qeq_dec; Qreals.Qeq_eqR; QArith_base.Qeq_eq_bool; RMicromega.Qeq_false; QArith_base.Qeq_refl; QArith_base.Qeq_sym; QArith_base.Qeq_trans; RMicromega.Qeq_true; QMicromega.Qeval_bop2; QMicromega.Qeval_expr; QMicromega.Qeval_expr'; QMicromega.Qeval_expr_compat; QMicromega.Qeval_formula; QMicromega.Qeval_formula'; QMicromega.Qeval_formula_compat; QMicromega.Qeval_nformula; RMicromega.Qeval_nformula; QMicromega.Qeval_nformula_dec; QMicromega.Qeval_op2; QMicromega.Qeval_op2_hold; QMicromega.Qeval_pop2; Qfield.Qfield_field_lemma1; Qfield.Qfield_field_lemma2; Qfield.Qfield_lemma5; Qfield.Qfield_ring_lemma1; Qfield.Qfield_ring_lemma2; Qround.Qfloor; Qround.Qfloor_le; QArith_base.Qinv; QArith_base.Qinv_comp; QArith_base.Qinv_involutive; QArith_base.Qinv_le_0_compat; QArith_base.Qinv_lt_0_compat; QArith_base.Qinv_lt_contravar; QArith_base.Qinv_mult_distr; QArith_base.Qinv_plus_distr; QArith_base.Qinv_pos; Qpower.Qinv_power; Qpower.Qinv_power_positive; QArith_base.Qle; Qabs.Qle_Qabs; Qreals.Qle_Rle; QArith_base.Qle_alt; QArith_base.Qle_antisym; QArith_base.Qle_bool; QArith_base.Qle_bool_iff; QArith_base.Qle_bool_imp_le; QArith_base.Qle_comp; QArith_base.Qle_lt_trans; QArith_base.Qle_minus_iff; QArith_base.Qle_not_lt; QArith_base.Qle_refl; QArith_base.Qle_shift_div_l; QArith_base.Qle_shift_div_r; QArith_base.Qle_trans; RMicromega.Qle_true; QExtra.Qlowbound_lt_ZExp2_spec; QExtra.Qlowbound_ltabs_ZExp2; QExtra.Qlowbound_ltabs_ZExp2_inv; QArith_base.Qlt; QArith_base.Qlt_alt; QMicromega.Qlt_bool; QMicromega.Qlt_bool_iff; QArith_base.Qlt_compat; Qround.Qlt_floor; QArith_base.Qlt_irrefl; QArith_base.Qlt_le_dec; QArith_base.Qlt_le_trans; QArith_base.Qlt_le_weak; QArith_base.Qlt_leneq; QArith_base.Qlt_minus_iff; QArith_base.Qlt_not_eq; QArith_base.Qlt_not_le; QArith_base.Qlt_shift_div_l; QArith_base.Qlt_shift_div_r; QArith_base.Qlt_shift_inv_l; QArith_base.Qlt_trans; ConstructiveRcomplete.Qlt_trans_swap_hyp; QArith_base.Qminus; QArith_base.Qminus_comp; QArith_base.Qmult; QArith_base.Qmult_0_l; QArith_base.Qmult_0_r; QArith_base.Qmult_1_l; QArith_base.Qmult_1_r; QArith_base.Qmult_assoc; QArith_base.Qmult_comm; QArith_base.Qmult_comp; QArith_base.Qmult_div_r; QArith_base.Qmult_frac_l; QArith_base.Qmult_integral; RMicromega.Qmult_integral; QArith_base.Qmult_integral_l; QArith_base.Qmult_inv_r; QArith_base.Qmult_le_0_compat; QArith_base.Qmult_le_1_compat; QArith_base.Qmult_le_compat_nonneg; QArith_base.Qmult_le_compat_r; QArith_base.Qmult_le_l; QArith_base.Qmult_le_lt_compat_pos; QArith_base.Qmult_le_r; QArith_base.Qmult_lt_0_le_reg_r; QArith_base.Qmult_lt_compat_nonneg; QArith_base.Qmult_lt_compat_r; QArith_base.Qmult_lt_l; QArith_base.Qmult_lt_r; QArith_base.Qmult_plus_distr_l; QMicromega.Qnegate; QMicromega.Qnormalise; QArith_base.Qnot_eq_sym; QArith_base.Qnot_le_lt; QArith_base.Qnot_lt_le; QArith_base.Qnum; QArith_base.Qopp; QArith_base.Qopp_comp; QArith_base.Qopp_le_compat; QArith_base.Qopp_lt_compat; ConstructiveCauchyAbs.Qopp_mult_mone; Qfield.Qopp_opp; QArith_base.Qplus; QArith_base.Qplus_0_l; QArith_base.Qplus_0_r; QArith_base.Qplus_assoc; QArith_base.Qplus_comm; QArith_base.Qplus_comp; QArith_base.Qplus_le_compat; QArith_base.Qplus_le_l; QArith_base.Qplus_le_r; QArith_base.Qplus_lt_l; QArith_base.Qplus_lt_le_compat; QArith_base.Qplus_lt_r; QArith_base.Qplus_opp_r; QArith_base.Qpower; RMicromega.Qpower0; Qpower.Qpower_0_le; Qpower.Qpower_0_lt; Qpower.Qpower_0_r; Qpower.Qpower_1_le; Qpower.Qpower_1_le_pos; ConstructiveRcomplete.Qpower_2powneg_le_inv; QArith_base.Qpower_comp; Qpower.Qpower_decomp_pos; Qpower.Qpower_decomp_positive; Qpower.Qpower_le_compat_l; Qpower.Qpower_lt_compat_l_inv; Qpower.Qpower_minus; Qpower.Qpower_minus_pos; Qpower.Qpower_minus_positive; Qpower.Qpower_not_0; Qpower.Qpower_not_0_positive; Qpower.Qpower_opp; Qpower.Qpower_plus; Qpower.Qpower_plus_positive; Qpower.Qpower_pos_positive; QArith_base.Qpower_positive; Qpower.Qpower_positive_0; QArith_base.Qpower_positive_comp; RMicromega.Qpower_positive_eq_zero; RMicromega.Qpower_positive_zero; Qfield.Qpower_theory; Qreduction.Qred; Qreduction.Qred_correct; Qfield.Qsft; QMicromega.Qsor; Qfield.Qsrt; Rdefinitions.RbaseSymbolsImpl.R; Rdefinitions.RbaseSymbolsImpl.R0; Rdefinitions.RbaseSymbolsImpl.R0_def; Rdefinitions.RbaseSymbolsImpl.R1; Rdefinitions.RbaseSymbolsImpl.R1_def; Raxioms.R1_neq_R0; RIneq.RField_field_lemma1; RIneq.RField_field_lemma3; RIneq.RField_lemma5; RIneq.RField_ring_lemma1; Rbasic_fun.RRle_abs; RMicromega.RTautoChecker; RMicromega.RTautoChecker_sound; RealField.RTheory; RMicromega.RWeakChecker; RMicromega.RWeakChecker_sound; RMicromega.RWitness; Rlimit.R_met; RMicromega.R_of_Rcst; RealField.R_power_theory; RIneq.R_rm; InitialRing.R_set1; InitialRing.R_set1_Reflexive; InitialRing.R_set1_Transitive; InitialRing.R_setoid3; InitialRing.R_setoid3_Reflexive; InitialRing.R_setoid3_Symmetric; InitialRing.R_setoid3_Transitive; InitialRing.R_setoid4; InitialRing.R_setoid4_Reflexive; InitialRing.R_setoid4_Transitive; Rbasic_fun.Rabs; Rbasic_fun.Rabs_R0; Rbasic_fun.Rabs_Ropp; Rbasic_fun.Rabs_def1; Rbasic_fun.Rabs_def2; Rbasic_fun.Rabs_inv; Rbasic_fun.Rabs_minus_sym; Rbasic_fun.Rabs_mult; Rbasic_fun.Rabs_no_R0; Rbasic_fun.Rabs_pos; Rbasic_fun.Rabs_pos_eq; Rbasic_fun.Rabs_pos_lt; Rbasic_fun.Rabs_right; Rbasic_fun.Rabs_triang; Rbasic_fun.Rabs_triang_inv; Rdefinitions.RbaseSymbolsImpl.Rabst; Ring_theory.Radd_0_l; Ring_theory.Radd_assoc; Ring_theory.Radd_comm; Ring_theory.Radd_ext; Rbasic_fun.Rcase_abs; ConstructiveRcomplete.Rcauchy_complete; RMicromega.Rcst_ind; RealField.Rdef_pow_add; Rfunctions.Rdist; Rfunctions.Rdist_plus; Rfunctions.Rdist_pos; Rfunctions.Rdist_refl; Rfunctions.Rdist_sym; Rfunctions.Rdist_tri; Ring_theory.Rdistr_l; Rdefinitions.Rdiv; RIneq.Rdiv_plus_distr; CRelationClasses.Reflexive; RelationClasses.Reflexive; Morphisms.ReflexiveProxy; CMorphisms.Reflexive_partial_app_morphism; Morphisms.Reflexive_partial_app_morphism; Rdefinitions.Req_appart_dec; RIneq.Req_dec; RIneq.Req_dec_T; OrderedRing.Req_dne; OrderedRing.Req_em; RIneq.Req_le; RIneq.Req_le_sym; RMicromega.Reval_bop2; RMicromega.Reval_expr; RMicromega.Reval_formula; RMicromega.Reval_formula'; RMicromega.Reval_formula_compat; RMicromega.Reval_nformula_dec; RMicromega.Reval_op2; RMicromega.Reval_op2_hold; RMicromega.Reval_pop2; RMicromega.Reval_pop2_eval_op2; RealField.Rfield; Rdefinitions.Rge; RIneq.Rge_antisym; RIneq.Rge_gt_dec; RIneq.Rge_gt_trans; RIneq.Rge_le; RIneq.Rge_minus; RIneq.Rge_not_lt; RIneq.Rge_trans; Rdefinitions.Rgt; RIneq.Rgt_dec; RIneq.Rgt_ge_trans; RIneq.Rgt_lt; RIneq.Rgt_minus; RIneq.Rgt_not_eq; RIneq.Rgt_not_ge; RIneq.Rgt_not_le; RIneq.Rgt_trans; BinInt.Z.Rgt_wd; Rdefinitions.RinvImpl.Rinv; RIneq.Rinv_0; RIneq.Rinv_0_lt_compat; RIneq.Rinv_1; RMicromega.Rinv_1; Rdefinitions.RinvImpl.Rinv_def; Raxioms.Rinv_l; RIneq.Rinv_lt_0_compat; RIneq.Rinv_mult; RIneq.Rinv_neq_0_compat; RIneq.Rinv_opp; RIneq.Rinv_r; Rdefinitions.Rle; RIneq.Rle_0_1; RIneq.Rle_0_sqr; Rbasic_fun.Rle_abs; RIneq.Rle_antisym; OrderedRing.Rle_antisymm; RIneq.Rle_dec; RIneq.Rle_ge; OrderedRing.Rle_gt_cases; RIneq.Rle_le_eq; OrderedRing.Rle_le_minus; RIneq.Rle_lt_dec; OrderedRing.Rle_lt_eq; OrderedRing.Rle_lt_trans; RIneq.Rle_lt_trans; OrderedRing.Rle_ngt; RIneq.Rle_not_lt; OrderedRing.Rle_refl; RIneq.Rle_refl; OrderedRing.Rle_trans; RIneq.Rle_trans; Rdefinitions.RbaseSymbolsImpl.Rlt; RIneq.Rlt_0_1; RIneq.Rlt_0_2; RIneq.Rlt_0_minus; RIneq.Rlt_0_sqr; Raxioms.Rlt_asym; RIneq.Rlt_dec; Rdefinitions.RbaseSymbolsImpl.Rlt_def; RIneq.Rlt_dichotomy_converse; RIneq.Rlt_gt; RIneq.Rlt_irrefl; RIneq.Rlt_le; RIneq.Rlt_le_dec; OrderedRing.Rlt_le_neq; OrderedRing.Rlt_le_trans; RIneq.Rlt_le_trans; OrderedRing.Rlt_lt_minus; OrderedRing.Rlt_neq; OrderedRing.Rlt_nge; RIneq.Rlt_not_eq; RIneq.Rlt_not_ge; RIneq.Rlt_not_le; RIneq.Rlt_or_le; OrderedRing.Rlt_trans; Raxioms.Rlt_trans; OrderedRing.Rlt_trichotomy; BinNat.N.Rlt_wd; PeanoNat.Nat.Rlt_wd; BinInt.Z.Rlt_wd; Rbasic_fun.Rmax; Rbasic_fun.Rmax_Rlt; Rbasic_fun.Rmax_case_strong; Rbasic_fun.Rmax_l; Rbasic_fun.Rmax_left; Rbasic_fun.Rmax_lub_lt; Rbasic_fun.Rmax_r; Rbasic_fun.Rmax_right; Rbasic_fun.Rmax_stable_in_negreal; Rbasic_fun.Rmin; Rbasic_fun.Rmin_Rgt; Rbasic_fun.Rmin_Rgt_l; Rbasic_fun.Rmin_Rgt_r; Rbasic_fun.Rmin_case_strong; Rbasic_fun.Rmin_glb_lt; Rbasic_fun.Rmin_l; Rbasic_fun.Rmin_r; Rbasic_fun.Rmin_stable_in_posreal; Rdefinitions.Rminus; RIneq.Rminus_0_r; RIneq.Rminus_diag_eq; RIneq.Rminus_diag_uniq; RIneq.Rminus_diag_uniq_sym; OrderedRing.Rminus_eq_0; RIneq.Rminus_eq_contra; RIneq.Rminus_ge; RIneq.Rminus_gt; RIneq.Rminus_le; RIneq.Rminus_lt; RIneq.Rminus_not_eq; RIneq.Rminus_plus_distr; RIneq.Rminus_plus_l_l; RIneq.Rminus_plus_r_l; RIneq.Rminus_plus_r_r; Ring_theory.Rmul_0_l; Ring_theory.Rmul_1_l; Ring_theory.Rmul_assoc; Ring_theory.Rmul_comm; Ring_theory.Rmul_ext; Rdefinitions.RbaseSymbolsImpl.Rmult; RIneq.Rmult_0_l; RIneq.Rmult_0_r; Raxioms.Rmult_1_l; RIneq.Rmult_1_r; Raxioms.Rmult_assoc; Raxioms.Rmult_comm; Rdefinitions.RbaseSymbolsImpl.Rmult_def; RIneq.Rmult_div_l; RIneq.Rmult_div_r; RIneq.Rmult_eq_compat_l; RIneq.Rmult_eq_reg_l; RIneq.Rmult_ge_0_gt_0_lt_compat; RIneq.Rmult_gt_0_compat; RIneq.Rmult_integral; RIneq.Rmult_integral_contrapositive; RIneq.Rmult_integral_contrapositive_currified; RIneq.Rmult_inv_r_id_l; RIneq.Rmult_inv_r_id_m; RIneq.Rmult_inv_r_uniq; RIneq.Rmult_le_0_lt_compat; RIneq.Rmult_le_compat; RIneq.Rmult_le_compat_l; RIneq.Rmult_le_compat_neg_l; RIneq.Rmult_le_compat_r; RIneq.Rmult_le_pos; RIneq.Rmult_lt_0_compat; Raxioms.Rmult_lt_compat_l; RIneq.Rmult_lt_compat_r; RIneq.Rmult_lt_gt_compat_neg_l; RIneq.Rmult_lt_reg_l; RIneq.Rmult_ne; RIneq.Rmult_opp_opp; Raxioms.Rmult_plus_distr_l; RIneq.Rmult_plus_distr_r; RMicromega.Rnegate; OrderedRing.Rneq_symm; RMicromega.Rnormalise; RIneq.Rnot_gt_ge; RIneq.Rnot_le_gt; RIneq.Rnot_le_lt; RIneq.Rnot_lt_ge; RIneq.Rnot_lt_le; Rdefinitions.RbaseSymbolsImpl.Ropp; RIneq.Ropp_0; Rbasic_fun.Ropp_Rmin; RIneq.Ropp_Ropp_IZR; Ring_theory.Ropp_add; Ring_theory.Ropp_def; Rdefinitions.RbaseSymbolsImpl.Ropp_def; RIneq.Ropp_eq_0_compat; RIneq.Ropp_eq_compat; RIneq.Ropp_eq_reg; Ring_theory.Ropp_ext; RIneq.Ropp_ge_cancel; RIneq.Ropp_ge_le_contravar; RIneq.Ropp_gt_lt_0_contravar; RIneq.Ropp_gt_lt_contravar; RIneq.Ropp_involutive; RIneq.Ropp_le_cancel; RIneq.Ropp_le_contravar; RIneq.Ropp_le_ge_contravar; RIneq.Ropp_lt_cancel; RIneq.Ropp_lt_contravar; RIneq.Ropp_lt_gt_0_contravar; RIneq.Ropp_lt_gt_contravar; OrderedRing.Ropp_lt_mono; RIneq.Ropp_minus_distr; Ring_theory.Ropp_mul_l; RIneq.Ropp_mult_distr_l; RIneq.Ropp_mult_distr_l_reverse; RIneq.Ropp_mult_distr_r; RIneq.Ropp_neq_0_compat; Ring_theory.Ropp_opp; RIneq.Ropp_plus_distr; OrderedRing.Ropp_pos_neg; RingMicromega.Rops_wd; Rdefinitions.RbaseSymbolsImpl.Rplus; OrderedRing.Rplus_0_l; Raxioms.Rplus_0_l; OrderedRing.Rplus_0_r; RIneq.Rplus_0_r; RIneq.Rplus_0_r_uniq; Raxioms.Rplus_assoc; OrderedRing.Rplus_cancel_l; OrderedRing.Rplus_comm; Raxioms.Rplus_comm; Rdefinitions.RbaseSymbolsImpl.Rplus_def; RIneq.Rplus_diag; RIneq.Rplus_eq_compat_l; RIneq.Rplus_eq_compat_r; RIneq.Rplus_eq_reg_l; RIneq.Rplus_ge_compat_l; RIneq.Rplus_ge_compat_r; RIneq.Rplus_ge_reg_r; RIneq.Rplus_half_diag; RIneq.Rplus_le_compat; RIneq.Rplus_le_compat_l; RIneq.Rplus_le_compat_r; RIneq.Rplus_le_lt_0_compat; RIneq.Rplus_le_lt_0_neq_0; RIneq.Rplus_le_lt_compat; OrderedRing.Rplus_le_lt_mono; OrderedRing.Rplus_le_mono; OrderedRing.Rplus_le_mono_l; OrderedRing.Rplus_le_mono_r; RIneq.Rplus_le_reg_l; RIneq.Rplus_le_reg_r; RIneq.Rplus_lt_0_compat; RIneq.Rplus_lt_compat; Raxioms.Rplus_lt_compat_l; RIneq.Rplus_lt_compat_r; RIneq.Rplus_lt_le_0_compat; RIneq.Rplus_lt_le_compat; OrderedRing.Rplus_lt_le_mono; OrderedRing.Rplus_lt_mono; OrderedRing.Rplus_lt_mono_l; OrderedRing.Rplus_lt_mono_r; RIneq.Rplus_lt_reg_l; RIneq.Rplus_lt_reg_r; RIneq.Rplus_minus_assoc; RIneq.Rplus_minus_l; RIneq.Rplus_minus_r; RIneq.Rplus_ne; OrderedRing.Rplus_nonneg_nonneg; OrderedRing.Rplus_nonneg_pos; RIneq.Rplus_opp_l; Raxioms.Rplus_opp_r; RIneq.Rplus_opp_r_uniq; OrderedRing.Rplus_pos_nonneg; OrderedRing.Rplus_pos_pos; Rdefinitions.RbaseSymbolsImpl.Rquot1; Rdefinitions.RbaseSymbolsImpl.Rquot2; Rdefinitions.RbaseSymbolsImpl.Rrepr; Raxioms.Rrepr_0; Raxioms.Rrepr_1; Rdefinitions.Rrepr_appart_0; Raxioms.Rrepr_le; Raxioms.Rrepr_mult; Raxioms.Rrepr_opp; Raxioms.Rrepr_plus; Field_theory.Rring_ring_lemma1; RMicromega.Rsor; RIneq.Rsqr; RIneq.Rsqr_0_uniq; RIneq.Rsqr_def; RMicromega.Rsrt; Ring_theory.Rsub_def; Ring_theory.Rth_ARth; OrderedRing.Rtimes_0_l; OrderedRing.Rtimes_0_r; OrderedRing.Rtimes_comm; OrderedRing.Rtimes_neg_neg; OrderedRing.Rtimes_neq_0; OrderedRing.Rtimes_nonneg_nonneg; OrderedRing.Rtimes_pos_neg; OrderedRing.Rtimes_pos_pos; OrderedRing.Rtimes_square_nonneg; RIneq.Rtotal_order; ConstructiveRcomplete.Rup_pos; RingMicromega.SORRing_ring_lemma1; OrderedRing.SOR_ring_lemma1; RingMicromega.SORcleb_morph; RingMicromega.SORcneqb_morph; OrderedRing.SORle_antisymm; OrderedRing.SORle_refl; OrderedRing.SORle_trans; OrderedRing.SORle_wd; OrderedRing.SORlt_le_neq; OrderedRing.SORlt_trichotomy; OrderedRing.SORlt_wd; OrderedRing.SORopp_wd; OrderedRing.SORplus_le_mono_l; OrderedRing.SORplus_wd; RingMicromega.SORpower; RingMicromega.SORrm; OrderedRing.SORrt; OrderedRing.SORsetoid; OrderedRing.SORtimes_pos_pos; OrderedRing.SORtimes_wd; Ring_theory.SRadd_0_l; Ring_theory.SRadd_assoc; Ring_theory.SRadd_comm; Ring_theory.SRadd_ext; Ring_theory.SRdistr_l; Ring_theory.SReqe_Reqe; Ring_theory.SRmul_0_l; Ring_theory.SRmul_1_l; Ring_theory.SRmul_assoc; Ring_theory.SRmul_comm; Ring_theory.SRmul_ext; Ring_theory.SRopp; Ring_theory.SRopp_add; Ring_theory.SRopp_ext; Ring_theory.SRopp_mul_l; Ring_theory.SRsub; Ring_theory.SRsub_def; Ring_theory.SRth_ARth; Setoid.Seq_refl; Setoid.Seq_sym; Setoid.Seq_trans; Setoid.Setoid_Theory; Ring_theory.Smorph0; Ring_theory.Smorph1; Ring_theory.Smorph_add; Ring_theory.Smorph_eq; Ring_theory.Smorph_morph; Ring_theory.Smorph_mul; Ring_theory.Smorph_opp; Ring_theory.Smorph_sub; RelationClasses.StrictOrder_Irreflexive; RelationClasses.StrictOrder_Transitive; CRelationClasses.Symmetric; RelationClasses.Symmetric; Tauto.TFormula; CRelationClasses.Transitive; RelationClasses.Transitive; ConstructiveRcomplete.Un_cauchy_mod; Rseries.Un_cv; ConstructiveLimits.Un_cv_nat_real; Init.Unconvertible; ConstructiveCauchyRealsMult.Weaken_Qle_QpowerAddExp; ConstructiveCauchyRealsMult.Weaken_Qle_QpowerFac; ConstructiveCauchyRealsMult.Weaken_Qle_QpowerRemSubExp; ZMicromega.ZChecker; ZMicromega.ZChecker_sound; ZMicromega.ZNpower; ZMicromega.ZSORaddon; ZMicromega.ZTautoChecker; ZMicromega.ZTautoChecker_sound; ZMicromega.ZWitness; Znat.Z_N_nat; RIneq.Z_R_minus; ZArith_dec.Z_dec'; Zdiv.Z_div_mod; Zdiv.Z_div_mod_eq_full; ConstructiveExtra.Z_inj_nat; ConstructiveExtra.Z_inj_nat_id; ConstructiveExtra.Z_inj_nat_rev; ZArith_dec.Z_le_lt_eq_dec; ZArith_dec.Z_lt_dec; ZArith_dec.Z_lt_ge_dec; ZArith_dec.Z_lt_le_dec; Znumtheory.Z_lt_neq; Zdiv.Z_mod_lt; Zdiv.Z_mod_mult; Field_theory.Z_pos_sub_gt; BinNums.Z_rec; BinNums.Z_rect; Zcompare.Zcompare_mult_compat; ZArith_dec.Zcompare_rec; ZArith_dec.Zcompare_rect; ZMicromega.Zdeduce; ZMicromega.Zdiv_pol; ZMicromega.Zdiv_pol_correct; Znumtheory.Zdivide_Zdiv_eq; ZMicromega.Zdivide_ceiling; Znumtheory.Zdivide_mod; Znumtheory.Zdivide_opp_r; ZMicromega.Zdivide_pol_Zdivide; ZMicromega.Zdivide_pol_ind; ZMicromega.Zdivide_pol_one; ZMicromega.Zdivide_pol_sub; Zbool.Zeq_bool; RIneq.Zeq_bool_IZR; Zbool.Zeq_bool_eq; Zbool.Zeq_bool_neq; Zbool.Zeq_is_eq_bool; ZMicromega.Zeval_bop2; ZMicromega.Zeval_expr; ZMicromega.Zeval_expr_compat; ZMicromega.Zeval_formula; ZMicromega.Zeval_formula'; ZMicromega.Zeval_formula_compat; ZMicromega.Zeval_formula_compat'; ZMicromega.Zeval_nformula_dec; ZMicromega.Zeval_op2; ZMicromega.Zeval_op2_hold; ZMicromega.Zeval_pop2; ZMicromega.ZgcdM; Znumtheory.Zgcd_is_gcd; ZMicromega.Zgcd_minus; ZMicromega.Zgcd_pol; ZMicromega.Zgcd_pol_correct_lt; ZMicromega.Zgcd_pol_div; Zbool.Zgt_cases; Zbool.Zgt_is_gt_bool; Zorder.Zgt_le_succ; Zorder.Zgt_pos_0; Zorder.Zgt_trans; Znumtheory.Zis_gcd_gcd; Znumtheory.Zis_gcd_ind; Znumtheory.Zis_gcd_uniqueness_apart_sign; Zorder.Zle_0_minus_le; Zbool.Zle_bool_imp_le; Zbool.Zle_is_le_bool; Zorder.Zle_lt_succ; Zorder.Zle_minus_le_0; Zorder.Zle_not_lt; Zorder.Zlt_0_minus_lt; Ztac.Zlt_le_add_1; Zorder.Zlt_le_succ; auxiliary.Zlt_left_lt; Zorder.Zlt_not_le; Zorder.Zlt_succ_le; Zmax.Zmax_spec; BinInt.Zminus_eq; Zdiv.Zmod_0_r; Zorder.Zmult_le_compat_r; Zorder.Zmult_lt_compat2; Zorder.Zmult_lt_reg_r; Zorder.Znot_le_gt; Zorder.Zplus_lt_compat_l; BinInt.Zpos_eq; Zpow_def.Zpower_theory; ZArithRing.Zr_ring_lemma1; ZArithRing.Zr_ring_lemma2; ZMicromega.Zsor; InitialRing.Zsth; InitialRing.Zth; Field_theory.ZtoN; InitialRing.Ztriv_div_th; ZMicromega.Zunsat; ZMicromega.Zunsat_sound; BinInt.Z.abs; BinInt.Z.abs_eq; BinInt.Z.abs_eq_cases; BinInt.Z.abs_eq_or_opp; BinInt.Z.abs_mul; BinInt.Z.abs_neq; BinInt.Z.abs_nonneg; BinInt.Z.abs_opp; BinInt.Z.abs_or_opp_abs; BinInt.Z.abs_triangle; BinInt.Z.abs_wd; Field_theory.absurd_PCond; Field_theory.absurd_PCond_bottom; Nat.add; BinNat.N.add; BinPos.Pos.add; BinInt.Z.add; BinNat.N.add_0_l; PeanoNat.Nat.add_0_l; BinInt.Z.add_0_l; BinNat.N.add_0_r; PeanoNat.Nat.add_0_r; BinInt.Z.Private_BootStrap.add_0_r; BinInt.Z.add_0_r; BinPos.Pos.add_1_l; BinInt.Z.add_1_l; BinPos.Pos.add_1_r; BinInt.Z.add_1_r; BinNat.N.add_assoc; PeanoNat.Nat.add_assoc; BinPos.Pos.add_assoc; BinInt.Z.Private_BootStrap.add_assoc; BinInt.Z.add_assoc; BinInt.Z.Private_BootStrap.add_assoc_pos; BinNat.N.add_cancel_l; BinPos.Pos.add_cancel_l; BinInt.Z.add_cancel_l; BinNat.N.add_cancel_r; BinInt.Z.add_cancel_r; BinPos.Pos.add_carry; BinPos.Pos.add_carry_add; BinPos.Pos.add_carry_spec; BinNat.N.add_comm; PeanoNat.Nat.add_comm; BinPos.Pos.add_comm; BinInt.Z.Private_BootStrap.add_comm; BinInt.Z.add_comm; BinPos.Pos.add_compare_mono_l; BinPos.Pos.add_compare_mono_r; BinPos.Pos.add_diag; Ztac.add_le; BinInt.Z.add_le_lt_mono; PeanoNat.Nat.add_le_mono; BinInt.Z.add_le_mono; PeanoNat.Nat.add_le_mono_l; BinPos.Pos.add_le_mono_l; BinInt.Z.add_le_mono_l; PeanoNat.Nat.add_le_mono_r; BinPos.Pos.add_le_mono_r; BinInt.Z.add_le_mono_r; BinPos.Pos.add_lt_mono; BinInt.Z.add_lt_mono; BinPos.Pos.add_lt_mono_l; BinInt.Z.add_lt_mono_l; BinPos.Pos.add_lt_mono_r; BinInt.Z.add_lt_mono_r; BinPos.Pos.add_max_distr_l; BinPos.Pos.add_max_distr_r; BinInt.Z.add_move_0_l; BinInt.Z.add_move_0_r; BinInt.Z.add_move_l; BinInt.Z.add_move_r; Ring_polynom.add_mult_dev; Ring_polynom.add_mult_dev_ok; BinInt.Z.add_neg_neg; BinPos.Pos.add_no_neutral; BinInt.Z.add_nonneg_nonneg; BinInt.Z.add_nonpos_nonpos; BinInt.Z.add_opp_diag_l; BinInt.Z.Private_BootStrap.add_opp_diag_r; BinInt.Z.add_opp_diag_r; BinInt.Z.add_opp_l; BinInt.Z.add_opp_r; BinInt.Pos2Z.add_pos_neg; Ring_polynom.add_pow_list; Ring_polynom.add_pow_list_ok; BinNat.N.add_pred_l; BinInt.Z.add_pred_l; BinNat.N.add_pred_r; BinInt.Z.add_pred_r; BinPos.Pos.add_reg_l; BinPos.Pos.add_reg_r; BinInt.Z.add_simpl_r; BinNat.N.add_sub; BinPos.Pos.add_sub; BinNat.N.add_sub_assoc; BinPos.Pos.add_sub_assoc; BinInt.Z.add_sub_assoc; BinNat.N.add_succ_l; PeanoNat.Nat.add_succ_l; BinPos.Pos.add_succ_l; BinInt.Z.add_succ_l; BinNat.N.add_succ_r; PeanoNat.Nat.add_succ_r; BinPos.Pos.add_succ_r; BinInt.Z.add_succ_r; Tauto.add_term; Tauto.add_term_correct; BinNat.N.add_wd; PeanoNat.Nat.add_wd; BinInt.Z.add_wd; PeanoNat.Nat.add_wd_obligation_1; BinPos.Pos.add_xI_pred_double; BinPos.Pos.add_xO; Rlimit.adhDa; Rtopology.adherence; Rtopology.adherence_P1; Rtopology.adherence_P2; Rtopology.adherence_P3; ZMicromega.agree_env; ZMicromega.agree_env_eval_nformula; ZMicromega.agree_env_eval_nformulae; ZMicromega.agree_env_jump; ZMicromega.agree_env_subset; ZMicromega.agree_env_tail; all; Morphisms_Prop.all_iff_morphism; Morphisms_Prop.all_iff_morphism_obligation_1; and_assoc; Tauto.and_cnf; Tauto.and_cnf_opt; Tauto.and_cnf_opt_cnf_ff_r; Tauto.and_cnf_opt_cnf_tt; and_comm; and_iff_compat_l; Morphisms_Prop.and_iff_morphism; Morphisms_Prop.and_iff_morphism_obligation_1; and_ind; ZifyClasses.and_morph; and_rec; and_rect; andb; Bool.andb_false_iff; andb_prop; Bool.andb_true_iff; app; CRelationClasses.arrow; CRelationClasses.arrow_Transitive; CRelationClasses.arrow_Transitive_obligation_1; ZMicromega.bdepth; BinNat.N.bi_induction; PeanoNat.Nat.bi_induction; BinInt.Z.bi_induction; ConstructiveCauchyReals.bound; Raxioms.bound; ZMicromega.bound_var; Rtopology.bounded; BinNat.N.case_analysis; PeanoNat.Nat.case_analysis; ConstructiveCauchyReals.cauchy; ZMicromega.ceiling; BinNat.N.central_induction; PeanoNat.Nat.central_induction; BinInt.Z.central_induction; EnvRing.ceqb_spec; Field_theory.ceqb_spec; Ring_polynom.ceqb_spec; Field_theory.ceqb_spec'; RingMicromega.check_inconsistent; RingMicromega.check_inconsistent_sound; RingMicromega.check_normalised_formulas; RingMicromega.checker_nf_sound; Classical_Prop.classic; Tauto.clause; RingMicromega.cleb_sound; Rtopology.closed_set; Rtopology.closed_set_P1; RingMicromega.cltb; RingMicromega.cltb_sound; RingMicromega.cneqb; RingMicromega.cneqb_sound; Tauto.cnf; Tauto.cnf_checker; Tauto.cnf_checker_sound; Tauto.cnf_ff; RingMicromega.cnf_negate; RingMicromega.cnf_negate_correct; RingMicromega.cnf_normalise; RingMicromega.cnf_normalise_correct; RingMicromega.cnf_of_list; ZMicromega.cnf_of_list; RingMicromega.cnf_of_list_correct; ZMicromega.cnf_of_list_correct; Tauto.cnf_tt; Rtopology.compact; Rtopology.compact_EMP; Rtopology.compact_P1; Rtopology.compact_P2; Rtopology.compact_P3; Rtopology.compact_eqDom; PeanoNat.Nat.compare; BinNat.N.compare; BinPos.Pos.compare; BinInt.Z.compare; BinNat.N.compare_antisym; PeanoNat.Nat.compare_antisym; BinPos.Pos.compare_antisym; BinInt.Z.compare_antisym; BinPos.Pos.compare_cont; BinPos.Pos.compare_cont_antisym; BinPos.Pos.compare_cont_spec; BinNat.N.compare_eq_iff; PeanoNat.Nat.compare_eq_iff; BinPos.Pos.compare_eq_iff; BinInt.Z.compare_eq_iff; PeanoNat.Nat.compare_ge_iff; PeanoNat.Nat.compare_gt_iff; BinInt.Z.compare_gt_iff; BinNat.N.compare_le_iff; PeanoNat.Nat.compare_le_iff; BinPos.Pos.compare_le_iff; BinInt.Z.compare_le_iff; BinNat.N.compare_lt_iff; PeanoNat.Nat.compare_lt_iff; BinPos.Pos.compare_lt_iff; BinInt.Z.compare_lt_iff; BinNat.N.compare_nge_iff; BinInt.Z.compare_nge_iff; BinInt.Z.compare_ngt_iff; BinNat.N.compare_nle_iff; BinInt.Z.compare_nle_iff; BinNat.N.compare_refl; PeanoNat.Nat.compare_refl; BinPos.Pos.compare_refl; BinInt.Z.compare_refl; BinNat.N.compare_spec; PeanoNat.Nat.compare_spec; BinPos.Pos.compare_spec; Qminmax.Q.OT.compare_spec; BinInt.Z.compare_spec; BinInt.Z.compare_sub; BinPos.Pos.compare_sub_mask; PeanoNat.Nat.compare_succ; BinPos.Pos.compare_succ_l; BinPos.Pos.compare_succ_r; BinPos.Pos.compare_succ_succ; BinPos.Pos.compare_xI_xI; BinPos.Pos.compare_xI_xO; BinPos.Pos.compare_xO_xI; BinPos.Pos.compare_xO_xO; RelationClasses.complement; Rtopology.complementary; Raxioms.completeness; Rtopology.cond_fam; RIneq.cond_neg; RIneq.cond_pos; Field_theory.condition; ConstructiveEpsilon.constructive_indefinite_ground_description; ConstructiveExtra.constructive_indefinite_ground_description_Z; ConstructiveEpsilon.constructive_indefinite_ground_description_nat; Rderiv.cont_deriv; Rderiv.continue_in; Ranalysis1.continuity; Rtopology.continuity_P1; Rtopology.continuity_P2; Rtopology.continuity_ab_maj; Rtopology.continuity_ab_min; Rtopology.continuity_compact; Ranalysis1.continuity_pt; Ranalysis1.continuity_pt_minus; Ranalysis1.continuity_pt_mult; Ranalysis1.continuity_pt_opp; Rtopology.covering; Rtopology.covering_finite; Rtopology.covering_open_set; CRelationClasses.crelation; Field_theory.cross_product_eq; ZMicromega.cutting_plane_sound; Decidable.decidable; Field_theory.default_isIn; Field_theory.default_isIn_ok; SetoidTactics.default_relation; Field_theory.denum; Ranalysis1.deriv_constant2; Ranalysis1.deriv_maximum; Ranalysis1.deriv_minimum; Ranalysis1.derivable; Ranalysis1.derivable_const; Ranalysis1.derivable_continuous; Ranalysis1.derivable_continuous_pt; Ranalysis1.derivable_derive; Ranalysis1.derivable_id; Ranalysis1.derivable_pt; Ranalysis1.derivable_pt_abs; Ranalysis1.derivable_pt_const; Ranalysis1.derivable_pt_id; Ranalysis1.derivable_pt_lim; Ranalysis1.derivable_pt_lim_D_in; Ranalysis1.derivable_pt_lim_const; Ranalysis1.derivable_pt_lim_id; Ranalysis1.derivable_pt_lim_minus; Ranalysis1.derivable_pt_lim_mult; Ranalysis1.derivable_pt_lim_opp; Ranalysis1.derivable_pt_lim_opp_fwd; Ranalysis1.derivable_pt_minus; Ranalysis1.derivable_pt_mult; Ranalysis1.derivable_pt_opp; Ranalysis1.derive_pt; Ranalysis1.derive_pt_D_in; Ranalysis1.derive_pt_const; Ranalysis1.derive_pt_eq; Ranalysis1.derive_pt_eq_0; Ranalysis1.derive_pt_eq_1; Ranalysis1.derive_pt_id; Ranalysis1.derive_pt_minus; Ranalysis1.derive_pt_mult; Ranalysis1.derive_pt_opp; Bool.diff_false_true; Rtopology.disc; Rtopology.disc_P1; Field_theory.display_pow_linear; Rlimit.dist; BinInt.Z.div; BinNat.N.div_eucl; BinInt.Z.div_eucl; BinInt.Z.div_eucl_eq; BinNat.N.div_eucl_spec; Ring_theory.div_eucl_th; BinInt.Z.div_mod; BinInt.Z.Private_NZDiv.div_mod_unique; BinInt.Z.div_mod_unique; BinInt.Z.div_mul; BinInt.Z.div_unique; BinInt.Z.div_unique_exact; BinInt.Z.div_wd; BinPos.Pos.divide; BinInt.Z.divide; BinInt.Z.divide_Zpos; BinInt.Z.divide_Zpos_Zneg_l; BinInt.Z.divide_Zpos_Zneg_r; BinInt.Z.divide_abs_l; BinInt.Z.divide_abs_r; BinPos.Pos.divide_add_cancel_l; BinInt.Z.divide_antisym; BinInt.Z.divide_antisym_abs; BinInt.Z.divide_antisym_nonneg; BinPos.Pos.divide_mul_l; BinPos.Pos.divide_mul_r; BinInt.Z.divide_opp_l; BinInt.Z.divide_opp_r; BinInt.Z.divide_refl; BinInt.Z.divide_trans; BinInt.Z.divide_wd; BinPos.Pos.divide_xO_xI; BinPos.Pos.divide_xO_xO; Rtopology.domain_finite; BinNat.N.double; BinInt.Z.double; BinNat.N.double_add; BinPos.Pos.double_mask; BinNat.N.double_mul; BinPos.Pos.double_pred_mask; Tauto.eAND; Tauto.eAnd_morph_Proper; Tauto.eFF; Tauto.eIFF; Tauto.eIFF_morph_Proper; Tauto.eIMPL; Tauto.eIMPL_morph_Proper; Tauto.eKind; Tauto.eNOT; Tauto.eNOT_morph_Proper; Tauto.eOR; Tauto.eOR_morph_Proper; Tauto.eTT; Tauto.e_rtyp; Tauto.eiff; Tauto.eiff_eq; Tauto.eiff_refl; Tauto.eiff_sym; Tauto.eiff_trans; Ztac.elim_concl_le; EnvRing.env_morph; Rlimit.eps2; Rlimit.eps2_Rgt_R0; BinNat.N.eq; BinInt.Z.eq; RingMicromega.eq0_cnf; Qreals.eqR_Qeq; Rtopology.eq_Dom; RIneq.eq_IZR; RIneq.eq_IZR_R0; RIneq.eq_IZR_contrapositive; RelationClasses.eq_Reflexive; RelationClasses.eq_Symmetric; RelationClasses.eq_Transitive; eq_add_S; ZMicromega.eq_cnf; BinPos.Pos.eq_dec; BinInt.Z.eq_dec; BinInt.Z.eq_decidable; BinNat.N.Private_OrderTac.IsTotal.eq_equiv; PeanoNat.Nat.Private_OrderTac.IsTotal.eq_equiv; BinInt.Z.Private_OrderTac.IsTotal.eq_equiv; BinNat.N.eq_equiv; PeanoNat.Nat.eq_equiv; BinPos.Pos.eq_equiv; Qminmax.Q.OT.eq_equiv; BinInt.Z.eq_equiv; RelationClasses.eq_equivalence; Ztac.eq_incl; eq_ind; eq_ind_r; BinPos.Pos.Private_Tac.eq_le; Qminmax.Q.Private_Tac.eq_le; BinInt.Z.Private_Tac.eq_le; BinInt.Z.Private_OrderTac.Tac.eq_le; ZMicromega.eq_le_iff; BinNat.N.eq_le_incl; PeanoNat.Nat.eq_le_incl; BinInt.Z.eq_le_incl; PeanoNat.Nat.Private_Tac.eq_lt; BinPos.Pos.Private_Tac.eq_lt; Qminmax.Q.Private_Tac.eq_lt; BinInt.Z.Private_Tac.eq_lt; BinInt.Z.Private_OrderTac.Tac.eq_lt; BinInt.Z.eq_mul_0; BinInt.Z.eq_mul_1_nonneg; BinInt.Z.eq_mul_1_nonneg'; BinPos.Pos.Private_Tac.eq_neq; BinInt.Z.Private_OrderTac.Tac.eq_neq; BinInt.Z.eq_opp_l; ZifyInst.eq_pos_inj; Morphisms.eq_proper_proxy; eq_rec; eq_rec_r; eq_rect; BinPos.Pos.Private_Tac.eq_refl; BinInt.Z.Private_OrderTac.Tac.eq_refl; BinInt.Z.eq_refl; eq_sym; PeanoNat.Nat.Private_Tac.eq_sym; BinPos.Pos.Private_Tac.eq_sym; Qminmax.Q.Private_Tac.eq_sym; BinInt.Z.Private_Tac.eq_sym; BinInt.Z.Private_OrderTac.Tac.eq_sym; BinInt.Z.eq_sym_iff; eq_trans; BinPos.Pos.Private_Tac.eq_trans; BinInt.Z.Private_OrderTac.Tac.eq_trans; Bool.eqb; BinNat.N.eqb; BinPos.Pos.eqb; BinInt.Z.eqb; BinNat.N.eqb_eq; BinPos.Pos.eqb_eq; BinInt.Z.eqb_eq; BinPos.Pos.eqb_neq; BinPos.Pos.eqb_refl; BinNat.N.eqb_spec; BinPos.Pos.eqb_spec; Bool.eqb_true_iff; SetoidTactics.equivalence_default; RelationClasses.equivalence_rewrite_relation; RingMicromega.eval_Psatz; ZMicromega.eval_Psatz; RingMicromega.eval_Psatz_Sound; ZMicromega.eval_Psatz_sound; Tauto.eval_bf; Tauto.eval_bf_map; Tauto.eval_clause; Tauto.eval_cnf; Tauto.eval_cnf_and_opt; Tauto.eval_cnf_app; Tauto.eval_cnf_cons_iff; Tauto.eval_cnf_ff; Tauto.eval_cnf_tt; ZMicromega.eval_expr; Tauto.eval_f; Tauto.eval_f_morph; RingMicromega.eval_formula; RingMicromega.eval_formulaSC; RingMicromega.eval_nformula; ZMicromega.eval_nformula; ZMicromega.eval_nformula_bound_var; RingMicromega.eval_nformula_dec; ZMicromega.eval_nformula_mk_eq_pos; ZMicromega.eval_nformula_split; RingMicromega.eval_op1; RingMicromega.eval_op2; Tauto.eval_opt_clause; RingMicromega.eval_pexpr; RingMicromega.eval_pexprSC; RingMicromega.eval_pol; ZMicromega.eval_pol; ZMicromega.eval_pol_Pc; RingMicromega.eval_pol_add; ZMicromega.eval_pol_add; RingMicromega.eval_pol_norm; ZMicromega.eval_pol_norm; RingMicromega.eval_pol_opp; RingMicromega.eval_pol_sub; ZMicromega.eval_pol_sub; RingMicromega.eval_sexpr; RingMicromega.eval_sformula; Tauto.eval_tt; Morphisms_Prop.ex_iff_morphism; Morphisms_Prop.ex_iff_morphism_obligation_1; ex_ind; Rtopology.f; f_equal; f_equal_nat; Rtopology.family_finite; Rtopology.family_open_set; Field_theory.fcons_ok; Ranalysis1.fct_cte; Field_theory.field_is_integral_domain; VarMap.find; Basics.flip; CRelationClasses.flip; CMorphisms.flip1; CMorphisms.flip2; RelationClasses.flip_Reflexive; List.fold_left; List.fold_right; fst; BinPos.Pos.gcd; BinInt.Z.gcd; BinInt.Z.gcd_divide_l; BinInt.Z.gcd_divide_r; BinPos.Pos.gcd_greatest; BinInt.Z.gcd_greatest; BinInt.Z.gcd_nonneg; BinPos.Pos.gcdn; BinPos.Pos.gcdn_greatest; ge; BinPos.Pos.ge; BinInt.Z.ge; BinInt.Z.ge_le; BinPos.Pos.ge_le_iff; BinInt.Z.ge_le_iff; BinInt.Z.geb; BinInt.Z.geb_le; BinInt.Z.geb_leb; ZMicromega.genCuttingPlane; ZMicromega.genCuttingPlaneNone; InitialRing.gen_Zeqb_ok; InitialRing.gen_phiN; InitialRing.gen_phiN1; InitialRing.gen_phiN_add; InitialRing.gen_phiN_morph; InitialRing.gen_phiN_mult; InitialRing.gen_phiN_sub; InitialRing.gen_phiPOS; InitialRing.gen_phiPOS1; InitialRing.gen_phiZ; InitialRing.gen_phiZ1; InitialRing.gen_phiZ1_pos_sub; InitialRing.gen_phiZ_add; InitialRing.gen_phiZ_ext; InitialRing.gen_phiZ_morph; InitialRing.gen_phiZ_mul; EnvRing.get_PEopp; Ring_polynom.get_PEopp; InitialRing.get_signZ; InitialRing.get_signZ_th; Ring_theory.get_sign_None; Ring_theory.get_sign_None_th; BinPos.Pos.ggcd; BinInt.Z.ggcd; BinPos.Pos.ggcd_correct_divisors; BinInt.Z.ggcd_correct_divisors; BinPos.Pos.ggcd_gcd; BinInt.Z.ggcd_gcd; BinPos.Pos.ggcdn; BinPos.Pos.ggcdn_correct_divisors; BinPos.Pos.ggcdn_gcdn; ConstructiveLUB.glb_dec_Q; BinPos.Pos.gt; BinInt.Z.gt; BinPos.Pos.gt_lt; BinInt.Z.gt_lt; BinPos.Pos.gt_lt_iff; BinInt.Z.gt_lt_iff; BinInt.Z.gt_wf; BinInt.Z.gtb; BinInt.Z.gtb_ltb; BinInt.Z.gtb_spec; Env.hd; List.hd; Tauto.hold; Tauto.hold_eAND; Tauto.hold_eEQ; Tauto.hold_eFF; Tauto.hold_eIFF; Tauto.hold_eIFF_IMPL; Tauto.hold_eIMPL; Tauto.hold_eNOT; Tauto.hold_eOR; Tauto.hold_eTT; Tauto.hold_eiff; id; Ranalysis1.id; Nnat.N2Nat.id; Znat.N2Z.id; Nnat.Nat2N.id; Pnat.Nat2Pos.id; Znat.Nat2Z.id; Pnat.Pos2Nat.id; Znat.Z2N.id; Znat.Z2Nat.id; BinInt.Z2Pos.id; Ring_theory.id_phi_N; Pnat.SuccNat2Pos.id_succ; Tauto.if_cnf_tt; Field_theory.if_true; iff; CRelationClasses.iffT; CMorphisms.iffT_arrow_subrelation; CMorphisms.iffT_flip_arrow_subrelation; RelationClasses.iff_Reflexive; RelationClasses.iff_Symmetric; RelationClasses.iff_Transitive; RelationClasses.iff_equivalence; Morphisms.iff_flip_impl_subrelation; Morphisms_Prop.iff_iff_iff_impl_morphism; Morphisms_Prop.iff_iff_iff_impl_morphism_obligation_1; Morphisms.iff_impl_subrelation; iff_refl; Bool.iff_reflect; iff_stepl; iff_sym; iff_trans; Rtopology.image_dir; Rtopology.image_rec; Basics.impl; RelationClasses.impl_Reflexive; RelationClasses.impl_Reflexive_obligation_1; implb; Classical_Prop.imply_to_and; ZMicromega.in_bdepth; Rtopology.included; Rtopology.included_trans; Rtopology.ind; BinNat.N.induction; PeanoNat.Nat.induction; ZifyClasses.inj; Nnat.N2Nat.inj; Znat.Nat2Z.inj; Pnat.Pos2Nat.inj; BinInt.Pos2Z.inj; Pnat.Pos2Nat.inj_1; Nnat.N2Nat.inj_add; Znat.N2Z.inj_add; Nnat.Nat2N.inj_add; Znat.Nat2Z.inj_add; Pnat.Pos2Nat.inj_add; BinInt.Pos2Z.inj_add; Nnat.N2Nat.inj_compare; Znat.N2Z.inj_compare; Nnat.Nat2N.inj_compare; Znat.Nat2Z.inj_compare; Pnat.Pos2Nat.inj_compare; Znat.Z2Nat.inj_compare; Znat.Nat2Z.inj_ge; Znat.Nat2Z.inj_iff; BinInt.Pos2Z.inj_iff; Znat.Nat2Z.inj_le; Pnat.Pos2Nat.inj_le; Znat.Z2Nat.inj_le; Znat.Nat2Z.inj_lt; Nnat.N2Nat.inj_max; Znat.N2Z.inj_max; Nnat.Nat2N.inj_max; Znat.Nat2Z.inj_max; Pnat.Pos2Nat.inj_mul; BinInt.Pos2Z.inj_mul; Znat.N2Z.inj_pos; BinInt.Pos2Z.inj_pow; BinInt.Pos2Z.inj_pow_pos; Znat.Nat2Z.inj_succ; Pnat.Pos2Nat.inj_succ; BinInt.Pos2Z.inj_succ; Pnat.Pos2Nat.inj_xI; Pnat.Pos2Nat.inj_xO; ConstructiveCauchyReals.inject_Q; ConstructiveCauchyReals.inject_Q_cauchy; ConstructiveCauchyReals.inject_Q_compare; ConstructiveCauchyReals.inject_Q_le; ConstructiveCauchyReals.inject_Q_lt; ConstructiveCauchyReals.inject_Q_morph; ConstructiveCauchyReals.inject_Q_morph_Proper; ConstructiveCauchyRealsMult.inject_Q_mult; ConstructiveCauchyReals.inject_Q_plus; ConstructiveCauchyReals.inject_Z; QArith_base.inject_Z; Rtopology.interior; Rtopology.interior_P1; Rtopology.interior_P2; Ring_polynom.interp_PElist; Ring_polynom.interp_PElist_ok; PeanoNat.Nat.Private_Tac.interp_ord; BinPos.Pos.Private_Tac.interp_ord; Qminmax.Q.Private_Tac.interp_ord; BinInt.Z.Private_Tac.interp_ord; BinNat.N.Private_OrderTac.Tac.interp_ord; PeanoNat.Nat.Private_OrderTac.Tac.interp_ord; BinInt.Z.Private_OrderTac.Tac.interp_ord; Rtopology.intersection_domain; Pnat.SuccNat2Pos.inv; ConstructiveEpsilon.inv_before_witness; Field_theory.isIn; Field_theory.isIn_ok; ConstructiveReals.isLinearOrder; Tauto.is_bool; Tauto.is_bool_inv; Tauto.is_cnf_ff; Tauto.is_cnf_ff_cnf_ff; Tauto.is_cnf_ff_inv; Tauto.is_cnf_tt; Tauto.is_cnf_tt_cnf_ff; Tauto.is_cnf_tt_inv; ConstructiveLUB.is_lub; Raxioms.is_lub; Znat.Nat2Z.is_nonneg; BinInt.Pos2Z.is_nonneg; ZMicromega.is_pol_Z0; ZMicromega.is_pol_Z0_eval_pol; Pnat.Pos2Nat.is_pos; BinInt.Pos2Z.is_pos; Pnat.Pos2Nat.is_succ; is_true; ConstructiveLUB.is_upper_bound; Raxioms.is_upper_bound; ConstructiveLUB.is_upper_bound_closed; ConstructiveLUB.is_upper_bound_dec; ConstructiveLUB.is_upper_bound_epsilon; ConstructiveLUB.is_upper_bound_glb; ConstructiveLUB.is_upper_bound_not_epsilon; BinPos.Pos.iter; BinPos.Pos.iter_add; BinPos.Pos.iter_ind; BinPos.Pos.iter_invariant; BinPos.Pos.iter_op; BinPos.Pos.iter_op_succ; BinPos.Pos.iter_succ; BinPos.Pos.iter_swap; BinPos.Pos.iter_swap_gen; BinList.jump; Env.jump; BinList.jump_add; Env.jump_add; Ring_polynom.jump_add'; BinList.jump_pred_double; Env.jump_pred_double; Env.jump_simpl; BinList.jump_succ; BinList.jump_tl; BinNat.N.le; BinPos.Pos.le; BinInt.Z.le; ZMicromega.le_0_iff; BinNat.N.le_0_l; PeanoNat.Nat.le_0_l; le_0_n; BinInt.Z.le_0_sub; BinPos.Pos.le_1_l; le_S_n; BinInt.Z.le_add_le_sub_l; BinInt.Z.le_add_le_sub_r; BinPos.Pos.le_antisym; BinPos.Pos.Private_Tac.le_antisym; BinInt.Z.Private_OrderTac.Tac.le_antisym; BinInt.Z.le_antisymm; Qminmax.Q.Private_Tac.le_eq; BinInt.Z.Private_Tac.le_eq; BinInt.Z.Private_OrderTac.Tac.le_eq; BinInt.Z.le_exists_sub; BinInt.Z.le_ge; BinInt.Z.le_ge_cases; BinNat.N.le_gt_cases; PeanoNat.Nat.le_gt_cases; BinInt.Z.le_gt_cases; le_ind; BinInt.Z.le_ind; BinNat.N.le_le_succ_r; PeanoNat.Nat.le_le_succ_r; BinInt.Z.le_le_succ_r; BinInt.Z.le_lt_add_lt; Compare_dec.le_lt_dec; PeanoNat.Nat.Private_Tac.le_lt_trans; BinPos.Pos.Private_Tac.le_lt_trans; Qminmax.Q.Private_Tac.le_lt_trans; BinInt.Z.Private_Tac.le_lt_trans; BinNat.N.Private_OrderTac.Tac.le_lt_trans; PeanoNat.Nat.Private_OrderTac.Tac.le_lt_trans; BinInt.Z.Private_OrderTac.Tac.le_lt_trans; BinInt.Z.le_lt_trans; BinNat.N.Private_OrderTac.IsTotal.le_lteq; PeanoNat.Nat.Private_OrderTac.IsTotal.le_lteq; BinInt.Z.Private_OrderTac.IsTotal.le_lteq; BinNat.N.le_lteq; PeanoNat.Nat.le_lteq; BinPos.Pos.le_lteq; Qminmax.Q.OT.le_lteq; BinInt.Z.le_lteq; PeanoNat.Nat.le_max_l; BinPos.Pos.le_max_l; PeanoNat.Nat.le_max_r; BinPos.Pos.le_max_r; BinInt.Z.le_min_l; le_n_S; ZMicromega.le_neg; BinInt.Z.le_neq; BinPos.Pos.Private_Tac.le_neq_lt; BinInt.Z.Private_OrderTac.Tac.le_neq_lt; PeanoNat.Nat.le_ngt; BinInt.Z.le_ngt; BinPos.Pos.le_nlt; le_pred; BinNat.N.le_preorder; PeanoNat.Nat.le_preorder; BinInt.Z.le_preorder; BinNat.N.le_refl; PeanoNat.Nat.le_refl; BinPos.Pos.le_refl; BinInt.Z.Private_OrderTac.Tac.le_refl; BinInt.Z.le_refl; BinInt.Z.le_sub_le_add_l; BinInt.Z.le_sub_le_add_r; BinNat.N.le_succ_l; PeanoNat.Nat.le_succ_l; BinPos.Pos.le_succ_l; BinInt.Z.le_succ_l; BinNat.N.le_succ_r; PeanoNat.Nat.le_succ_r; BinInt.Z.le_succ_r; BinNat.N.le_trans; PeanoNat.Nat.le_trans; BinPos.Pos.le_trans; BinInt.Z.le_trans; BinNat.N.le_wd; PeanoNat.Nat.le_wd; BinInt.Z.le_wd; BinNat.N.leb; BinPos.Pos.leb; BinInt.Z.leb; BinInt.Z.leb_gt; BinNat.N.leb_le; BinPos.Pos.leb_le; BinInt.Z.leb_le; BinInt.Z.leb_nle; BinNat.N.leb_spec; BinInt.Z.leb_spec; BinNat.N.leb_spec0; BinInt.Z.leb_spec0; BinInt.Z.left_induction; Rlimit.limit1_in; Rlimit.limit_Ropp; Rlimit.limit_in; Rlimit.limit_minus; Rlimit.limit_mul; Rlimit.limit_plus; ConstructiveCauchyReals.linear_order_T; ConstructiveEpsilon.linear_search_conform; ConstructiveEpsilon.linear_search_from_0_conform; list_ind; list_rec; list_rect; Ring_polynom.local_mkpow_ok; lt; BinNat.N.lt; BinPos.Pos.lt; BinInt.Z.lt; BinInt.Z.lt_0_1; RIneq.lt_0_IZR; BinInt.Z.lt_0_sub; PeanoNat.Nat.lt_0_succ; BinInt.Z.lt_1_2; BinInt.Z.lt_1_l; BinInt.Z.lt_1_mul_pos; BinPos.Pos.lt_1_succ; ConstructiveReals.lt_CR_of_Q; RIneq.lt_IZR; BinInt.Z.lt_add_lt_sub_r; BinInt.Z.lt_add_pos_l; BinInt.Z.lt_add_pos_r; BinPos.Pos.lt_add_r; BinNat.N.lt_asymm; PeanoNat.Nat.lt_asymm; BinInt.Z.lt_asymm; BinNat.N.Private_OrderTac.IsTotal.lt_compat; PeanoNat.Nat.Private_OrderTac.IsTotal.lt_compat; BinInt.Z.Private_OrderTac.IsTotal.lt_compat; BinNat.N.lt_compat; PeanoNat.Nat.lt_compat; BinPos.Pos.lt_compat; Qminmax.Q.OT.lt_compat; BinInt.Z.lt_compat; BinPos.Pos.Private_Tac.lt_eq; Qminmax.Q.Private_Tac.lt_eq; BinInt.Z.Private_Tac.lt_eq; BinNat.N.Private_OrderTac.Tac.lt_eq; PeanoNat.Nat.Private_OrderTac.Tac.lt_eq; BinInt.Z.Private_OrderTac.Tac.lt_eq; BinNat.N.lt_eq_cases; PeanoNat.Nat.lt_eq_cases; BinPos.Pos.lt_eq_cases; BinInt.Z.lt_eq_cases; BinNat.N.lt_exists_pred; PeanoNat.Nat.lt_exists_pred; BinInt.Z.lt_exists_pred; BinInt.Z.lt_ge_cases; BinPos.Pos.lt_gt; BinInt.Z.lt_gt; BinInt.Z.lt_gt_cases; BinPos.Pos.lt_iff_add; BinNat.N.lt_ind; BinInt.Z.lt_ind; BinNat.N.lt_ind_rel; ConstructiveCauchyReals.lt_inject_Q; BinNat.N.lt_irrefl; PeanoNat.Nat.lt_irrefl; BinPos.Pos.lt_irrefl; PeanoNat.Nat.Private_Tac.lt_irrefl; BinPos.Pos.Private_Tac.lt_irrefl; Qminmax.Q.Private_Tac.lt_irrefl; BinInt.Z.Private_Tac.lt_irrefl; BinNat.N.Private_OrderTac.Tac.lt_irrefl; PeanoNat.Nat.Private_OrderTac.Tac.lt_irrefl; BinInt.Z.Private_OrderTac.Tac.lt_irrefl; BinInt.Z.lt_irrefl; ZMicromega.lt_le_iff; BinNat.N.lt_le_incl; PeanoNat.Nat.lt_le_incl; BinInt.Z.lt_le_incl; BinInt.Z.lt_le_pred; PeanoNat.Nat.lt_le_trans; BinPos.Pos.lt_le_trans; BinInt.Z.lt_le_trans; BinNat.N.lt_lt_succ_r; PeanoNat.Nat.lt_lt_succ_r; BinInt.Z.lt_lt_succ_r; BinInt.Z.lt_neq; BinInt.Z.lt_nge; BinPos.Pos.lt_nle; BinNat.N.Private_OrderTac.IsTotal.lt_strorder; PeanoNat.Nat.Private_OrderTac.IsTotal.lt_strorder; BinInt.Z.Private_OrderTac.IsTotal.lt_strorder; BinNat.N.lt_strorder; PeanoNat.Nat.lt_strorder; BinPos.Pos.lt_strorder; Qminmax.Q.OT.lt_strorder; BinInt.Z.lt_strorder; BinInt.Z.lt_sub_lt_add_r; BinNat.N.lt_succ_diag_r; PeanoNat.Nat.lt_succ_diag_r; BinPos.Pos.lt_succ_diag_r; BinInt.Z.lt_succ_diag_r; BinNat.N.lt_succ_l; BinInt.Z.lt_succ_l; BinNat.N.lt_succ_r; PeanoNat.Nat.lt_succ_r; BinPos.Pos.lt_succ_r; BinInt.Z.lt_succ_r; BinNat.N.Private_OrderTac.IsTotal.lt_total; PeanoNat.Nat.Private_OrderTac.IsTotal.lt_total; BinInt.Z.Private_OrderTac.IsTotal.lt_total; BinNat.N.lt_total; PeanoNat.Nat.lt_total; Qminmax.Q.OT.lt_total; BinPos.Pos.lt_total; BinInt.Z.lt_total; BinNat.N.lt_trans; PeanoNat.Nat.lt_trans; BinPos.Pos.lt_trans; PeanoNat.Nat.Private_Tac.lt_trans; BinPos.Pos.Private_Tac.lt_trans; BinInt.Z.Private_Tac.lt_trans; BinNat.N.Private_OrderTac.Tac.lt_trans; PeanoNat.Nat.Private_OrderTac.Tac.lt_trans; BinInt.Z.Private_OrderTac.Tac.lt_trans; BinInt.Z.lt_trans; BinNat.N.lt_trichotomy; PeanoNat.Nat.lt_trichotomy; BinInt.Z.lt_trichotomy; BinNat.N.lt_wd; PeanoNat.Nat.lt_wd; BinInt.Z.lt_wd; PeanoNat.Nat.lt_wd_obligation_1; BinNat.N.lt_wf; PeanoNat.Nat.lt_wf; BinInt.Z.lt_wf; BinInt.Z.ltb; BinInt.Z.ltb_ge; BinInt.Z.ltb_lt; BinInt.Z.ltb_nlt; BinInt.Z.ltb_spec; BinInt.Z.ltb_spec0; Wf_nat.ltof; ZMicromega.ltof_bdepth_split_l; ZMicromega.ltof_bdepth_split_r; ZMicromega.makeCuttingPlane; ZMicromega.makeCuttingPlane_ns_sound; Refl.make_conj; Refl.make_conj_app; Refl.make_conj_cons; Refl.make_conj_impl; Refl.make_conj_in; Refl.make_conj_rapp; Refl.make_impl; Refl.make_impl_map; List.map; RingMicromega.map_Formula; RingMicromega.map_PExpr; Tauto.map_bformula; RingMicromega.map_option; RingMicromega.map_option2; BinPos.Pos.mask2cmp; PeanoNat.Nat.max; BinNat.N.max; BinPos.Pos.max; BinInt.Z.max; BinPos.Pos.max_1_l; BinInt.Z.max_case; BinPos.Pos.max_case_strong; BinPos.Pos.Private_Dec.max_case_strong; BinInt.Z.Private_Dec.max_case_strong; BinInt.Z.max_case_strong; BinInt.Z.max_comm; max_l; PeanoNat.Nat.max_l; BinPos.Pos.max_l; BinInt.Z.max_l; BinPos.Pos.max_le_compat_r; BinPos.Pos.max_lub_iff; BinPos.Pos.max_mono; BinPos.Pos.max_monotone; max_r; PeanoNat.Nat.max_r; BinPos.Pos.max_r; BinInt.Z.max_r; PeanoNat.Nat.max_spec; BinPos.Pos.max_spec; BinInt.Z.max_spec; ZMicromega.max_var; ZMicromega.max_var_acc; ZMicromega.max_var_nformulae; ZMicromega.max_var_nformulae_mono_aux; ZMicromega.max_var_nformulae_mono_aux'; RingMicromega.micomega_sor_setoid; RingMicromega.micomega_sor_setoid_Reflexive; RingMicromega.micomega_sor_setoid_Symmetric; RingMicromega.micomega_sor_setoid_Transitive; BinInt.Z.min; BinInt.Z.Private_Dec.min_case; BinInt.Z.Private_Dec.min_case_strong; BinInt.Z.Private_Dec.min_dec; BinInt.Z.min_dec; BinInt.Z.min_l; BinInt.Z.min_r; BinInt.Z.min_spec; RIneq.minus_IPR; RIneq.minus_IZR; Ranalysis1.minus_fct; EnvRing.mkPX; Ring_polynom.mkPX; Ring_polynom.mkPX_ext; EnvRing.mkPX_ok; Ring_polynom.mkPX_ok; EnvRing.mkPinj; Ring_polynom.mkPinj; Ring_polynom.mkPinj_ext; EnvRing.mkPinj_ok; Ring_polynom.mkPinj_ok; EnvRing.mkPinj_pred; Ring_polynom.mkPinj_pred; Ring_polynom.mkVmon; Ring_polynom.mkVmon_ok; EnvRing.mkX; Ring_polynom.mkX; EnvRing.mkX_ok; Ring_polynom.mkX_ok; EnvRing.mkXi; Ring_polynom.mkXi; Ring_polynom.mkZmon; Ring_polynom.mkZmon_ok; EnvRing.mk_X; Ring_polynom.mk_X; Tauto.mk_and; ZMicromega.mk_eq_pos; Tauto.mk_iff; Tauto.mk_iff_is_bool; Tauto.mk_impl; Ring_polynom.mk_monpol_list; Tauto.mk_or; Ring_polynom.mkadd_mult; Ring_polynom.mkadd_mult_ok; ZifyClasses.mkapp; ZifyClasses.mkapp2; Ring_polynom.mkmult1; Ring_polynom.mkmult1_ok; Ring_polynom.mkmult_c; Ring_polynom.mkmult_c_ok; Ring_polynom.mkmult_c_pos; Ring_polynom.mkmult_c_pos_ok; Ring_polynom.mkmult_pow; Ring_polynom.mkmult_pow_ok; Ring_polynom.mkmult_rec; Ring_polynom.mkmult_rec_ok; Ring_polynom.mkmultm1; Ring_polynom.mkmultm1_ok; Ring_polynom.mkopp_pow; Ring_polynom.mkopp_pow_ok; Ring_polynom.mkpow; Ring_polynom.mkpow_ok; ZifyClasses.mkrel; BinInt.Z.mod_eq; BinInt.Z.mod_mul; BinInt.Z.mod_neg_bound; BinInt.Z.mod_pos_bound; BinInt.Z.modulo; Ring_polynom.mon_of_pol; Ring_polynom.mon_of_pol_ok; Ring_theory.morph0; Ring_theory.morph1; Ring_theory.morph_add; Ring_theory.morph_eq; Ring_theory.morph_mul; Ring_theory.morph_opp; Ring_theory.morph_sub; Nat.mul; BinNat.N.mul; BinPos.Pos.mul; BinInt.Z.mul; BinNat.N.mul_0_l; BinInt.Z.mul_0_l; BinNat.N.mul_0_r; BinInt.Z.Private_BootStrap.mul_0_r; BinInt.Z.mul_0_r; BinPos.Pos.mul_1_l; BinInt.Z.Private_BootStrap.mul_1_l; BinInt.Z.mul_1_l; BinPos.Pos.mul_1_r; BinInt.Z.mul_1_r; BinPos.Pos.mul_add_distr_l; BinInt.Z.mul_add_distr_l; BinInt.Z.Private_BootStrap.mul_add_distr_pos; BinPos.Pos.mul_add_distr_r; BinInt.Z.Private_BootStrap.mul_add_distr_r; BinInt.Z.mul_add_distr_r; BinPos.Pos.mul_assoc; BinInt.Z.mul_assoc; BinInt.Z.mul_cancel_l; BinInt.Z.mul_cancel_r; BinNat.N.mul_comm; BinPos.Pos.mul_comm; BinInt.Z.mul_comm; BinPos.Pos.mul_compare_mono_l; BinPos.Pos.mul_compare_mono_r; BinInt.Z.mul_div_le; BinInt.Z.mul_eq_0; Rlimit.mul_factor; Rlimit.mul_factor_gt; Rlimit.mul_factor_gt_f; Rlimit.mul_factor_wd; BinInt.Z.mul_id_l; BinPos.Pos.mul_le_mono_l; BinInt.Z.mul_le_mono_nonneg; BinInt.Z.mul_le_mono_nonneg_l; BinInt.Z.mul_le_mono_nonneg_r; BinInt.Z.mul_le_mono_nonpos_l; BinInt.Z.mul_le_mono_nonpos_r; BinInt.Z.mul_le_mono_pos_l; BinInt.Z.mul_le_mono_pos_r; BinPos.Pos.mul_lt_mono_l; BinInt.Z.mul_lt_mono_neg_l; BinInt.Z.mul_lt_mono_neg_r; BinInt.Z.mul_lt_mono_nonneg; BinInt.Z.mul_lt_mono_pos_l; BinInt.Z.mul_lt_mono_pos_r; BinPos.Pos.mul_lt_mono_r; BinInt.Z.mul_lt_pred; BinInt.Z.mul_neg_neg; BinInt.Z.mul_neg_pos; BinInt.Z.mul_nonneg_nonneg; BinInt.Z.mul_nonneg_nonpos; BinInt.Z.mul_opp_comm; BinInt.Z.mul_opp_l; BinInt.Z.mul_opp_opp; BinInt.Z.Private_BootStrap.mul_opp_r; BinInt.Z.mul_opp_r; BinInt.Z.mul_pos_cancel_l; BinInt.Z.mul_pos_neg; BinInt.Z.mul_pos_pos; BinInt.Z.mul_reg_r; BinInt.Z.mul_shuffle0; BinInt.Z.mul_shuffle1; BinPos.Pos.mul_sub_distr_l; BinPos.Pos.mul_sub_distr_r; BinNat.N.mul_succ_l; BinPos.Pos.mul_succ_l; BinInt.Z.mul_succ_l; BinNat.N.mul_succ_r; BinPos.Pos.mul_succ_r; BinInt.Z.mul_succ_r; BinNat.N.mul_wd; BinInt.Z.mul_wd; BinPos.Pos.mul_xI_r; BinPos.Pos.mul_xO_r; RIneq.mult_IPR; RIneq.mult_IZR; Ring_polynom.mult_dev; Ring_polynom.mult_dev_ok; Ranalysis1.mult_fct; ZMicromega.narrow_interval_lower_bound; Znat.nat_N_Z; Compare_dec.nat_compare_ge; Compare_dec.nat_compare_le; Compare_dec.nat_compare_lt; nat_ind; nat_rec; nat_rect; RIneq.neg; BinInt.Pos2Z.neg_is_neg; ZMicromega.negate; ZMicromega.negate_correct; negb; Bool.negb_false_iff; Bool.negb_true_iff; Rtopology.neighbourhood; PeanoNat.Nat.neq_0_lt_0; RelationClasses.neq_Symmetric; BinPos.Pos.Private_Tac.neq_eq; BinInt.Z.Private_OrderTac.Tac.neq_eq; BinNat.N.neq_succ_0; PeanoNat.Nat.neq_succ_0; BinNat.N.neq_succ_diag_l; PeanoNat.Nat.neq_succ_diag_l; BinInt.Z.neq_succ_diag_l; BinInt.Z.Private_OrderTac.Tac.neq_sym; BinInt.Z.neq_sym; ZMicromega.nformula_of_cutting_plane; RingMicromega.nformula_plus_nformula; RingMicromega.nformula_plus_nformula_correct; RingMicromega.nformula_times_nformula; RingMicromega.nformula_times_nformula_correct; BinInt.Z.nle_gt; BinNat.N.nle_succ_diag_l; PeanoNat.Nat.nle_succ_diag_l; BinInt.Z.nle_succ_diag_l; PeanoNat.Nat.nlt_0_r; BinPos.Pos.nlt_1_r; BinInt.Z.nlt_ge; BinNat.N.nlt_succ_diag_l; PeanoNat.Nat.nlt_succ_diag_l; BinInt.Z.nlt_succ_diag_l; Ranalysis1.no_cond; RingMicromega.norm; ZMicromega.normZ; EnvRing.norm_aux; Ring_polynom.norm_aux; EnvRing.norm_aux_PEadd; Ring_polynom.norm_aux_PEadd; EnvRing.norm_aux_PEopp; Ring_polynom.norm_aux_PEopp; EnvRing.norm_aux_spec; Ring_polynom.norm_aux_spec; Ring_polynom.norm_subst; Ring_polynom.norm_subst_ok; Ring_polynom.norm_subst_spec; RingMicromega.normalise; ZMicromega.normalise; ZMicromega.normalise_correct; RingMicromega.normalise_sound; not; RIneq.not_0_IZR; ZArith_dec.not_Zeq_inf; Classical_Pred_Type.not_all_ex_not; Classical_Pred_Type.not_all_not_ex; Classical_Prop.not_and_or; not_eq_sym; Classical_Pred_Type.not_ex_all_not; BinPos.Pos.Private_Tac.not_ge_lt; BinNat.N.Private_OrderTac.Tac.not_ge_lt; PeanoNat.Nat.Private_OrderTac.Tac.not_ge_lt; BinInt.Z.Private_OrderTac.Tac.not_ge_lt; PeanoNat.Nat.Private_Tac.not_gt_le; BinPos.Pos.Private_Tac.not_gt_le; Qminmax.Q.Private_Tac.not_gt_le; BinInt.Z.Private_Tac.not_gt_le; BinNat.N.Private_OrderTac.Tac.not_gt_le; PeanoNat.Nat.Private_OrderTac.Tac.not_gt_le; BinInt.Z.Private_OrderTac.Tac.not_gt_le; Morphisms_Prop.not_iff_morphism; Morphisms_Prop.not_iff_morphism_obligation_1; Classical_Prop.not_imply_elim; Classical_Prop.not_imply_elim2; BinPos.Pos.Private_Tac.not_neq_eq; BinInt.Z.Private_OrderTac.Tac.not_neq_eq; Bool.not_true_iff_false; BinList.nth; Env.nth; List.nth; List.nth_in_or_default; BinList.nth_jump; Env.nth_jump; BinList.nth_pred_double; Env.nth_pred_double; Env.nth_spec; Field_theory.num; BinInt.Z.of_N; BinNat.N.of_nat; BinPos.Pos.of_nat; BinInt.Z.of_nat; BinPos.Pos.of_nat_succ; BinPos.Pos.of_succ_nat; BinInt.Z.one_succ; Rtopology.open_set; Rtopology.open_set_P1; Rtopology.open_set_P4; Rtopology.open_set_P6; BinInt.Z.opp; BinInt.Z.opp_0; RIneq.opp_IZR; BinInt.Z.Private_BootStrap.opp_add_distr; BinInt.Z.opp_add_distr; Ranalysis1.opp_fct; BinInt.Z.Private_BootStrap.opp_inj; BinInt.Z.opp_inj; BinInt.Z.opp_inj_wd; ConstructiveCauchyReals.opp_inject_Q; BinInt.Z.opp_involutive; BinInt.Z.opp_le_mono; BinInt.Z.opp_lt_mono; BinInt.Z.opp_nonneg_nonpos; BinInt.Z.opp_nonpos_nonneg; BinInt.Pos2Z.opp_pos; BinInt.Z.opp_pred; BinInt.Z.opp_sub_distr; BinInt.Z.opp_succ; BinInt.Z.opp_wd; or_cancel_r; Tauto.or_clause; Tauto.or_clause_cnf; Tauto.or_clause_cnf_correct; Tauto.or_clause_correct; Tauto.or_cnf; Tauto.or_cnf_correct; Tauto.or_cnf_opt; Tauto.or_cnf_opt_cnf_ff; Tauto.or_cnf_opt_cnf_ff_r; Tauto.or_cnf_opt_correct; or_comm; or_iff_compat_r; Morphisms_Prop.or_iff_morphism; Morphisms_Prop.or_iff_morphism_obligation_1; or_ind; orb; Bool.orb_comm; Bool.orb_true_iff; BinInt.Z.order_induction; BinInt.Z.order_induction_0; RingMicromega.padd; ZMicromega.padd; BinPos.Pos.peano_ind; BinInt.Z.peano_ind; BinNat.N.peano_rect; BinPos.Pos.peano_rect; Morphisms.per_partial_app_morphism; Morphisms.per_partial_app_morphism_obligation_1; RingMicromega.pexpr_times_nformula; RingMicromega.pexpr_times_nformula_correct; Ring_theory.phi_ext1_Proper; RIneq.plus_IPR; RIneq.plus_IZR; RIneq.plus_IZR_NEG_POS; plus_Sn_m; plus_n_O; plus_n_Sm; Rtopology.point_adherent; Morphisms.pointwise_relation; QMicromega.pop2_bop2; RMicromega.pop2_bop2; ZMicromega.pop2_bop2; RingMicromega.popp; ZMicromega.popp; RIneq.pos; BinNat.N.pos_div_eucl; BinInt.Z.pos_div_eucl; BinInt.Z.pos_div_eucl_bound; BinInt.Z.pos_div_eucl_eq; BinNat.N.pos_div_eucl_spec; BinInt.Pos2Z.pos_is_pos; BinInt.Pos2Z.pos_le_pos; BinInt.Z.pos_sub; BinInt.Z.Private_BootStrap.pos_sub_add; BinInt.Z.pos_sub_diag; BinInt.Z.pos_sub_discr; BinInt.Z.pos_sub_gt; BinInt.Z.pos_sub_lt; BinInt.Z.pos_sub_opp; BinInt.Z.pos_sub_spec; Znat.positive_N_nat; BinNums.positive_ind; Znat.positive_nat_Z; BinNums.positive_rec; BinNums.positive_rect; Rpow_def.pow; BinPos.Pos.pow; BinInt.Z.pow; BinInt.Z.pow_0_r; BinInt.Z.pow_1_l; BinPos.Pos.pow_1_r; BinInt.Z.pow_1_r; Ring_theory.pow_N; Field_theory.pow_N_ext; Ring_theory.pow_N_pow_N; Ring_theory.pow_N_th; BinInt.Z.pow_add_r; Field_theory.pow_ext; BinInt.Z.pow_gt_1; BinInt.Z.pow_le_mono_r; BinInt.Z.pow_lt_mono_l; BinInt.Z.pow_lt_mono_r; BinInt.Z.pow_neg_r; BinInt.Z.pow_nonneg; Ring_theory.pow_pos; BinInt.Z.pow_pos; Field_theory.pow_pos_0; Field_theory.pow_pos_1; EnvRing.pow_pos_add; Ring_polynom.pow_pos_add; Ring_theory.pow_pos_add; Field_theory.pow_pos_add_r; Field_theory.pow_pos_cst; Field_theory.pow_pos_div; Field_theory.pow_pos_mul_l; Field_theory.pow_pos_mul_r; BinInt.Z.pow_pos_nonneg; Field_theory.pow_pos_nz; Ring_theory.pow_pos_succ; Ring_theory.pow_pos_swap; BinPos.Pos.pow_succ_r; BinInt.Z.pow_succ_r; BinInt.Z.pow_twice_r; BinInt.Z.pow_wd; Rfunctions.powerRZ; Ranalysis1.pr_nu; Ranalysis4.pr_nu_var; PeanoNat.Nat.pred; BinNat.N.pred; BinPos.Pos.pred; BinInt.Z.pred; BinNat.N.pred_0; PeanoNat.Nat.pred_0; BinPos.Pos.pred_N; BinPos.Pos.pred_N_succ; BinPos.Pos.pred_double; BinInt.Z.pred_double; BinPos.Pos.pred_double_succ; BinInt.Z.pred_inj; BinInt.Z.pred_inj_wd; BinPos.Pos.pred_mask; BinNat.N.pred_succ; PeanoNat.Nat.pred_succ; BinInt.Z.pred_succ; BinNat.N.pred_wd; PeanoNat.Nat.pred_wd; BinInt.Z.pred_wd; PeanoNat.Nat.pred_wd_obligation_1; prod_ind; prod_rect; proj1; proj1_sig; proj2; proj2_sig; Rtopology.prolongement_C0; Rlimit.prop_eps; Morphisms.proper_prf; Morphisms.proper_sym_impl_iff; RingMicromega.psub; ZMicromega.psub; RingMicromega.psubC; QMicromega.qdeduce; QMicromega.qunsat; BinInt.Z.quotrem; BinInt.Z.quotrem_eq; Ring_polynom.r_list_pow; Ring_polynom.r_list_pow_rev; Field_theory.radd_ext; Ring_theory.radd_ext2_Proper; InitialRing.radd_ext3_Proper; InitialRing.radd_ext4_Proper; EnvRing.radd_ext_Proper; Field_theory.radd_ext_Proper; InitialRing.radd_ext_Proper; Ring_polynom.radd_ext_Proper; RMicromega.rdeduce; Field_theory.rdiv1; Field_theory.rdiv2b; Field_theory.rdiv3b; Field_theory.rdiv4; Field_theory.rdiv4b; Field_theory.rdiv5; Field_theory.rdiv6; Field_theory.rdiv7; Field_theory.rdiv7b; Field_theory.rdiv_ext; Field_theory.rdiv_r_r; Field_theory.rdiv_simpl; Morphisms.reflexive_eq_dom_reflexive; Morphisms.reflexive_proper; CMorphisms.reflexive_proper_proxy; Morphisms.reflexive_proper_proxy; Morphisms.reflexive_reflexive_proxy; RelationClasses.reflexivity; ConstructiveEpsilon.rel_ls_ind; ConstructiveEpsilon.rel_ls_post; Relation_Definitions.relation; CMorphisms.respectful; Morphisms.respectful; Rtopology.restriction_family; List.rev'; List.rev_append; ZifyClasses.rew_iff; ZifyClasses.rew_iff_rev; Morphisms.rewrite_relation_eq_dom; BinNat.N.right_induction; PeanoNat.Nat.right_induction; BinInt.Z.right_induction; Ring_polynom.ring_correct; Ring_polynom.ring_rw_correct; Ring_polynom.ring_rw_pow_correct; Ring_tac.ring_subst_niter; Field_theory.rinv_ext_Proper; OrderedRing.rle_morph_Proper; RingMicromega.rle_morph_Proper; OrderedRing.rlt_morph_Proper; RingMicromega.rlt_morph_Proper; OrderedRing.rminus_morph; OrderedRing.rminus_morph_Proper; RingMicromega.rminus_morph_Proper; Field_theory.rmul_ext; Ring_theory.rmul_ext2_Proper; InitialRing.rmul_ext3_Proper; InitialRing.rmul_ext4_Proper; EnvRing.rmul_ext_Proper; Field_theory.rmul_ext_Proper; InitialRing.rmul_ext_Proper; Ring_polynom.rmul_ext_Proper; Field_theory.rmul_reg_l; Ring_theory.ropp_ext2_Proper; InitialRing.ropp_ext3_Proper; EnvRing.ropp_ext_Proper; Field_theory.ropp_ext_Proper; Ring_polynom.ropp_ext_Proper; OrderedRing.ropp_morph_Proper; RingMicromega.ropp_morph_Proper; Field_theory.ropp_neq_0; OrderedRing.rplus_morph_Proper; RingMicromega.rplus_morph_Proper; Ring_theory.rpow_pow_N; Field_theory.rsplit_common; Field_theory.rsplit_left; Field_theory.rsplit_right; Field_theory.rsub_0_l; Field_theory.rsub_0_r; EnvRing.rsub_ext_Proper; Field_theory.rsub_ext_Proper; Ring_polynom.rsub_ext_Proper; OrderedRing.rtimes_morph_Proper; RingMicromega.rtimes_morph_Proper; Tauto.rtyp; RMicromega.runsat; InitialRing.same_gen; InitialRing.same_genN; InitialRing.same_genZ; ConstructiveCauchyReals.scale; ConstructiveCauchyReals.seq; ConstructiveRcomplete.seq_cv; BinInt.Z.sgn; ClassicalDedekindReals.sig_forall_dec; ConstructiveLUB.sig_forall_dec_T; sig_ind; ConstructiveLUB.sig_lub; ClassicalDedekindReals.sig_not_dec; ConstructiveLUB.sig_not_dec_T; sig_rec; sig_rect; Ring_theory.sign_spec; Rlimit.single_limit; BinPos.Pos.size_nat; BinPos.Pos.size_nat_monotone; snd; OrderedRing.sor_setoid; OrderedRing.sor_setoid_Reflexive; OrderedRing.sor_setoid_Symmetric; OrderedRing.sor_setoid_Transitive; Field_theory.split; Field_theory.split_aux; Field_theory.split_aux_ok; Field_theory.split_aux_ok1; Field_theory.split_nz_l; Field_theory.split_nz_r; Field_theory.split_ok_l; Field_theory.split_ok_r; BinInt.Z.strong_left_induction; BinNat.N.strong_right_induction; PeanoNat.Nat.strong_right_induction; BinInt.Z.strong_right_induction; BinNat.N.sub; BinPos.Pos.sub; BinInt.Z.sub; BinInt.Z.sub_0_l; BinNat.N.sub_0_r; BinInt.Z.sub_0_r; BinInt.Z.sub_1_r; BinNat.N.sub_add; BinPos.Pos.sub_add; BinPos.Pos.sub_add_distr; BinInt.Z.sub_cancel_r; BinPos.Pos.sub_decr; BinNat.N.sub_diag; BinInt.Z.sub_diag; BinNat.N.sub_gt; BinInt.Z.sub_le_mono_r; BinInt.Z.sub_lt_mono_r; BinPos.Pos.sub_mask; BinPos.Pos.sub_mask_add; BinPos.Pos.sub_mask_add_diag_l; BinPos.Pos.sub_mask_add_diag_r; BinPos.Pos.sub_mask_carry; BinPos.Pos.sub_mask_carry_spec; BinPos.Pos.sub_mask_diag; BinPos.Pos.sub_mask_neg_iff; BinPos.Pos.sub_mask_nul_iff; BinPos.Pos.sub_mask_pos; BinPos.Pos.sub_mask_pos'; BinPos.Pos.sub_mask_pos_iff; BinPos.Pos.sub_mask_spec; BinPos.Pos.sub_mask_succ_r; BinInt.Z.sub_move_0_r; BinInt.Z.sub_move_r; BinInt.Z.sub_opp_r; BinInt.Z.sub_simpl_r; BinPos.Pos.sub_sub_distr; BinInt.Z.sub_sub_distr; BinNat.N.sub_succ; BinInt.Z.sub_succ_l; BinNat.N.sub_succ_r; BinInt.Z.sub_succ_r; BinNat.N.sub_wd; BinInt.Z.sub_wd; BinPos.Pos.sub_xI_xI; BinPos.Pos.sub_xI_xO; BinPos.Pos.sub_xO_xI; BinPos.Pos.sub_xO_xO; Rtopology.subfamily; CRelationClasses.subrelation; RelationClasses.subrelation; CMorphisms.subrelation_proper; Morphisms.subrelation_proper; CMorphisms.subrelation_refl; Morphisms.subrelation_refl; CMorphisms.subrelation_respectful; Morphisms.subrelation_respectful; BinNat.N.succ; BinPos.Pos.succ; BinInt.Z.succ; RIneq.succ_IPR; BinNat.N.succ_double; BinInt.Z.succ_double; BinNat.N.succ_double_add; BinPos.Pos.succ_double_mask; BinNat.N.succ_double_mul; BinInt.Z.succ_double_spec; BinNat.N.succ_inj; PeanoNat.Nat.succ_inj; BinPos.Pos.succ_inj; BinInt.Z.succ_inj; BinNat.N.succ_inj_wd; PeanoNat.Nat.succ_inj_wd; BinInt.Z.succ_inj_wd; PeanoNat.Nat.succ_le_mono; BinInt.Z.succ_le_mono; PeanoNat.Nat.succ_lt_mono; BinPos.Pos.succ_lt_mono; BinInt.Z.succ_lt_mono; BinPos.Pos.succ_not_1; BinInt.Z.succ_pred; BinPos.Pos.succ_pred_double; BinPos.Pos.succ_pred_or; BinNat.N.succ_wd; PeanoNat.Nat.succ_wd; BinInt.Z.succ_wd; PeanoNat.Nat.succ_wd_obligation_1; sumbool_rec; sumbool_rect; RMicromega.sumboolb; BinPos.Pos.switch_Eq; CRelationClasses.symmetry; RelationClasses.symmetry; Env.tail; Tauto.tauto_checker; Tauto.tauto_checker_sound; List.tl; BinInt.Z.to_N; BinNat.N.to_nat; BinPos.Pos.to_nat; BinInt.Z.to_nat; BinInt.Z.to_pos; Rdefinitions.total_order_T; PeanoNat.Nat.Private_Tac.trans; BinPos.Pos.Private_Tac.trans; Qminmax.Q.Private_Tac.trans; BinInt.Z.Private_Tac.trans; BinNat.N.Private_OrderTac.Tac.trans; PeanoNat.Nat.Private_OrderTac.Tac.trans; BinInt.Z.Private_OrderTac.Tac.trans; Morphisms.trans_co_eq_inv_impl_morphism; Morphisms.trans_co_eq_inv_impl_morphism_obligation_1; Morphisms.trans_co_impl_morphism; Morphisms.trans_co_impl_morphism_obligation_1; CMorphisms.trans_contra_inv_impl_type_morphism; CMorphisms.trans_contra_inv_impl_type_morphism_obligation_1; OrdersTac.trans_ord; Morphisms.trans_sym_co_inv_impl_morphism; Morphisms.trans_sym_co_inv_impl_morphism_obligation_1; CRelationClasses.transitivity; RelationClasses.transitivity; InitialRing.triv_div; InitialRing.triv_div_th; BinInt.Z.two_succ; Ranalysis1.uniqueness_limite; Ranalysis1.uniqueness_step1; Ranalysis1.uniqueness_step2; Ranalysis1.uniqueness_step3; ZMicromega.valid_cut_sign; well_founded; well_founded_ind; well_founded_induction; well_founded_induction_type; Wf_nat.well_founded_ltof; BinPos.Pos.xI_succ_xO; Tauto.xcnf; Tauto.xcnf_correct; Tauto.xcnf_iff; Tauto.xcnf_impl; RingMicromega.xnegate; ZMicromega.xnegate; RingMicromega.xnegate_correct; ZMicromega.xnegate_correct; ZMicromega.xnnormalise; ZMicromega.xnnormalise_correct; RingMicromega.xnormalise; ZMicromega.xnormalise; RingMicromega.xnormalise_correct; ZMicromega.xnormalise_correct; Tauto.xor_clause_cnf; RMicromega.z_of_exp; Ring_polynom.zmon_pred; Ring_polynom.zmon_pred_ok; Acc; BoolSpec; ConstructiveCauchyReals.CReal; CompareSpec; CompareSpecT; ConstructiveReals.ConstructiveReals; ConstructiveLUB.DedekindDecCut; SetoidTactics.DefaultRelation; CRelationClasses.Equivalence; RelationClasses.Equivalence; Field_theory.FExpr; False; RingMicromega.Formula; Tauto.GFormula; ZifyClasses.InjTyp; Rlimit.Metric_Space; Ring_polynom.Mon; BinNums.N; RingMicromega.Op1; RingMicromega.Op2; RelationClasses.PER; EnvRing.PExpr; Ring_polynom.PExpr; EnvRing.Pol; Ring_polynom.Pol; RelationClasses.PreOrder; RingMicromega.Psatz; QArith_base.Q; RMicromega.Rcst; RelationClasses.RewriteRelation; OrderedRing.SOR; RingMicromega.SORaddon; RelationClasses.StrictOrder; BinPos.Pos.SubMaskSpec; True; BinNums.Z; ZMicromega.ZArithProof; ZMicromega.Zdivide_pol; Znumtheory.Zis_gcd; Field_theory.almost_field_theory; Ring_theory.almost_ring_theory; and; ConstructiveEpsilon.before_witness; bool; comparison; Ring_theory.div_theory; eq; ex; Rtopology.family; Field_theory.field_theory; Tauto.kind; le; Field_theory.linear; list; BinPos.Pos.mask; nat; RIneq.negreal; option; or; OrdersTac.ord; BinNums.positive; RIneq.posreal; Ring_theory.power_theory; prod; Bool.reflect; ConstructiveEpsilon.rel_ls; Ring_theory.ring_eq_ext; Ring_theory.ring_morph; Ring_theory.ring_theory; Field_theory.rsplit; Ring_theory.semi_morph; Ring_theory.semi_ring_theory; sig; sigT; Ring_theory.sign_theory; Ring_theory.sring_eq_ext; sum; sumbool; sumor; VarMap.t; unit; Acc_intro; BoolSpecT; ConstructiveCauchyReals.mkCReal; CompEq; CompEqT; ConstructiveReals.Build_ConstructiveReals; ConstructiveLUB.Build_DedekindDecCut; SetoidTactics.Build_DefaultRelation; CRelationClasses.Build_Equivalence; RelationClasses.Build_Equivalence; Field_theory.FEO; RingMicromega.Build_Formula; Tauto.TT; ZifyClasses.mkinj; Rlimit.Build_Metric_Space; Ring_polynom.mon0; BinNums.N0; RingMicromega.Equal; RingMicromega.OpEq; RelationClasses.Build_PER; EnvRing.PEc; Ring_polynom.PEO; EnvRing.Pc; Ring_polynom.Pc; RelationClasses.Build_PreOrder; RingMicromega.PsatzLet; QArith_base.Qmake; RMicromega.C0; RelationClasses.Build_RewriteRelation; OrderedRing.mk_SOR_theory; RingMicromega.mk_SOR_addon; RelationClasses.Build_StrictOrder; BinPos.Pos.SubIsNul; I; BinNums.Z0; ZMicromega.DoneProof; ZMicromega.Zdiv_Pc; Znumtheory.Zis_gcd_intro; Field_theory.mk_afield; Ring_theory.mk_art; conj; ConstructiveEpsilon.stop; true; Eq; Ring_theory.mkdiv_th; eq_refl; ex_intro; Rtopology.mkfamily; Field_theory.mk_field; Tauto.isProp; le_n; Field_theory.mk_linear; nil; BinPos.Pos.IsNul; O; RIneq.mknegreal; Some; or_introl; OrdersTac.OEQ; BinNums.xI; RIneq.mkposreal; Ring_theory.mkpow_th; pair; Bool.ReflectT; ConstructiveEpsilon.Rstop; Ring_theory.mk_reqe; Ring_theory.mkmorph; Ring_theory.mk_rt; Field_theory.mk_rsplit; Ring_theory.mkRmorph; Ring_theory.mk_srt; exist; existT; Ring_theory.mksign_th; Ring_theory.mk_seqe; inl; left; inleft; VarMap.Empty; tt; BoolSpecF; CompLt; CompLtT; Field_theory.FEI; Tauto.FF; Ring_polynom.zmon; BinNums.Npos; RingMicromega.NonEqual; RingMicromega.OpNEq; EnvRing.PEX; Ring_polynom.PEI; EnvRing.Pinj; Ring_polynom.Pinj; RingMicromega.PsatzIn; RMicromega.C1; BinPos.Pos.SubIsPos; BinNums.Zpos; ZMicromega.RatProof; ZMicromega.Zdiv_Pinj; ConstructiveEpsilon.next; false; Lt; Tauto.isBool; le_S; cons; BinPos.Pos.IsPos; S; None; or_intror; OrdersTac.OLT; BinNums.xO; Bool.ReflectF; ConstructiveEpsilon.Rnext; inr; right; inright; VarMap.Elt; CompGt; CompGtT; Field_theory.FEc; Tauto.X; Ring_polynom.vmon; RingMicromega.Strict; RingMicromega.OpLe; EnvRing.PEadd; Ring_polynom.PEc; EnvRing.PX; Ring_polynom.PX; RingMicromega.PsatzSquare; RMicromega.CQ; BinPos.Pos.SubIsNeg; BinNums.Zneg; ZMicromega.CutProof; ZMicromega.Zdiv_PX; Gt; BinPos.Pos.IsNeg; OrdersTac.OLE; BinNums.xH; VarMap.Branch; Field_theory.FEX; Tauto.A; RingMicromega.NonStrict; RingMicromega.OpGe; EnvRing.PEsub; Ring_polynom.PEX; RingMicromega.PsatzMulC; RMicromega.CZ; ZMicromega.SplitProof; Field_theory.FEadd; Tauto.AND; RingMicromega.OpLt; EnvRing.PEmul; Ring_polynom.PEadd; RingMicromega.PsatzMulE; RMicromega.CPlus; ZMicromega.EnumProof; Field_theory.FEsub; Tauto.OR; RingMicromega.OpGt; EnvRing.PEopp; Ring_polynom.PEsub; RingMicromega.PsatzAdd; RMicromega.CMinus; ZMicromega.ExProof; Field_theory.FEmul; Tauto.NOT; EnvRing.PEpow; Ring_polynom.PEmul; RingMicromega.PsatzC; RMicromega.CMult; Field_theory.FEopp; Tauto.IMPL; Ring_polynom.PEopp; RingMicromega.PsatzZ; RMicromega.CPow; Field_theory.FEinv; Tauto.IFF; Ring_polynom.PEpow; RMicromega.CInv; Field_theory.FEdiv; Tauto.EQ; RMicromega.COpp; Field_theory.FEpow; }} Spilled_1 = 3373 T = 8.353773 Query assignments: GR = const «myc» eq_op myc t t : bool Query assignments: S = {{ Nat.add; eq; nat; O; }} Spilled_1 = 4 T = prod `x` (global (indt «nat»)) c0 \ app [global (indt «eq»), X0 c0, app [global (const «Nat.add»), c0, global (indc «O»)], c0] _uvk_18_ = c0 \ X0 c0 Syntactic constraints: {c0} : decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0) (X1 c0) (X0 c0) /* suspended on X0 */ {c0} : decl c0 `x` (global (indt «nat»)) ?- evar (X2 c0) (sort (typ «elpi.tests.test_API_env.30»)) (X1 c0) /* suspended on X2, X1 */ Universe constraints: UNIVERSES: {elpi.tests.test_API_env.30} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α7 WEAK CONSTRAINTS: Query assignments: I = const «imp» X2.imp : forall (T : Type) (x : T), x = x -> Prop X2.imp is not universe polymorphic Arguments X2.imp T%type_scope x _ Expands to: Constant elpi.tests.test_API_arguments.X2.imp Query assignments: L = [cs-instance (const «carrier») (cs-gref (const «W»)) (const «myc»), cs-instance (const «eq_op») (cs-gref (const «Z»)) (const «myc»)] Query assignments: Decl = record Rec (sort (typ «elpi.tests.test_API_env.31»)) BuildRec (field [] f (sort (typ «elpi.tests.test_API_env.32»)) c0 \ end-record) _uvk_27_ = «elpi.tests.test_API_env.31» _uvk_28_ = «elpi.tests.test_API_env.32» Universe constraints: UNIVERSES: {elpi.tests.test_API_env.32 elpi.tests.test_API_env.31} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_API_env.32 elpi.tests.test_API_env.31} UNDEFINED UNIVERSES: elpi.tests.test_API_env.32 elpi.tests.test_API_env.31 SORTS: WEAK CONSTRAINTS: Module Test := Struct Record Rec@{u u0} : Type@{u} := BuildRec { f : Type@{u0} }. (* u u0 |= u0 < u *) Definition f : Rec@{u u0} -> Type@{u0}. (* u u0 |= u0 < u *) End Test.f@{elpi.tests.test_API_env.33 elpi.tests.test_API_env.34} : Test.Rec@{elpi.tests.test_API_env.33 elpi.tests.test_API_env.34} -> Type@{elpi.tests.test_API_env.34} (* {elpi.tests.test_API_env.34 elpi.tests.test_API_env.33} |= elpi.tests.test_API_env.34 < elpi.tests.test_API_env.33 *) Query assignments: Spilled_1 = const «foo» foo 3 : nat Query assignments: I = «eq» P1 = «carrier» P2 = «eq_op» Query assignments: LP = «Coq.ZArith.Znat» MP = «Coq.ZArith.Znat.N2Z» Query assignments: Spilled_1 = const «f» Spilled_2 = const «f» Spilled_3 = const «f» Spilled_4 = const «f» Spilled_5 = const «f» f : forall [S : Type], S -> Prop f is not universe polymorphic Arguments f [S]%type_scope _ (where some original arguments have been renamed) f is transparent Expands to: Constant elpi.tests.test_API_arguments.f f (S:=bool * bool) : bool * bool -> Prop COQC tests/test_API_notations.v Query assignments: GR = const «myc1» eq_op myc1 t1 t1 : bool Query assignments: Spilled_1 = const «f» f : forall [S : Type], S -> Prop f is not universe polymorphic Arguments f [S]%type_scope / _ (where some original arguments have been renamed) The reduction tactics unfold f when applied to 1 argument f is transparent Expands to: Constant elpi.tests.test_API_arguments.f f (S:=bool * bool) : bool * bool -> Prop = fun x : bool => x = x : bool -> Prop COQC tests/test_API2.v Query assignments: P = const «eq_op» «elpi.tests.test_API_notations.abbr» Query assignments: A = «elpi.tests.test_API_notations.abbr» _uvk_1_ = X0 _uvk_2_ = c0 \ X1 c0 _uvk_3_ = c0 \ c1 \ X2 c0 c1 Syntactic constraints: {c0 c1} : decl c1 `y` (X1 c0), decl c0 `x` X0 ?- evar (X2 c0 c1) (X3 c0 c1) (X2 c0 c1) /* suspended on X2 */ {c0 c1} : decl c1 `y` (X1 c0), decl c0 `x` X0 ?- evar (X4 c0 c1) (sort (typ «elpi.tests.test_API_notations.3»)) (X3 c0 c1) /* suspended on X4, X3 */ {c0} : decl c0 `x` X0 ?- evar (X1 c0) (sort (typ «elpi.tests.test_API_notations.2»)) (X1 c0) /* suspended on X1 */ evar (X0) (sort (typ «elpi.tests.test_API_notations.1»)) (X0) /* suspended on X0 */ Universe constraints: UNIVERSES: {elpi.tests.test_API_notations.3 elpi.tests.test_API_notations.2 elpi.tests.test_API_notations.1} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α1 α2 α3 WEAK CONSTRAINTS: Notation abbr _elpi_ctx_entry_2_was_x_ _elpi_ctx_entry_1_ := (_elpi_ctx_entry_2_was_x_ = _elpi_ctx_entry_2_was_x_) Expands to: Notation elpi.tests.test_API_notations.abbr 4 = 4 : Prop Query assignments: W = const «W» Query assignments: _uvk_16_ = X0 _uvk_17_ = c0 \ X1 c0 _uvk_18_ = c0 \ c1 \ X2 c0 c1 Syntactic constraints: {c0 c1} : decl c1 `y` (X1 c0), decl c0 `x` X0 ?- evar (X2 c0 c1) (X3 c0 c1) (X2 c0 c1) /* suspended on X2 */ {c0 c1} : decl c1 `y` (X1 c0), decl c0 `x` X0 ?- evar (X4 c0 c1) (sort (typ «elpi.tests.test_API_notations.6»)) (X3 c0 c1) /* suspended on X4, X3 */ {c0} : decl c0 `x` X0 ?- evar (X1 c0) (sort (typ «elpi.tests.test_API_notations.5»)) (X1 c0) /* suspended on X1 */ evar (X0) (sort (typ «elpi.tests.test_API_notations.4»)) (X0) /* suspended on X0 */ Universe constraints: UNIVERSES: {elpi.tests.test_API_notations.6 elpi.tests.test_API_notations.5 elpi.tests.test_API_notations.4} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α4 α5 α6 WEAK CONSTRAINTS: Notation abbr2 _elpi_ctx_entry_1_was_x_ := (fun H => _elpi_ctx_entry_1_was_x_ = _elpi_ctx_entry_1_was_x_) Expands to: Notation elpi.tests.test_API_notations.abbr2 [cs-instance (const «eq_op») (cs-gref (const «Z1»)) (const «myc1»)] Query assignments: L = [cs-instance (const «eq_op») (cs-gref (const «Z1»)) (const «myc1»)] P = const «eq_op» W = const «Z1» (fun _ : nat => 2 = 2) 3 : Prop fun `H` X0 c0 \ app [global (indt «eq»), X1 c0, fun `x` X2 c1 \ c1, fun `x` X2 c1 \ c1] Query assignments: Spilled_1 = «elpi.tests.test_API_notations.abbr2» T = fun `H` X0 c0 \ app [global (indt «eq»), X1 c0, fun `x` X2 c1 \ c1, fun `x` X2 c1 \ c1] _uvk_31_ = X2 Query assignments: P = const «eq_op» W = indt «nat» Query assignments: X1 = «x1» X2 = «x2» X3 = «x3» projSucc1 : peano -> peano -> peano : peano -> peano -> peano projSome1 : forall A : Type, A -> option A -> A : forall A : Type, A -> option A -> A projComma1 : forall A B : Type, A -> B -> pair A B -> A : forall A B : Type, A -> B -> pair A B -> A projComma2 : forall A B : Type, A -> B -> pair A B -> B : forall A B : Type, A -> B -> pair A B -> B projCons1 : forall A : Type, A -> seq A -> seq A -> A : forall A : Type, A -> seq A -> seq A -> A projCons2 : forall A : Type, A -> seq A -> seq A -> seq A : forall A : Type, A -> seq A -> seq A -> seq A projLeaf1 : forall A : Type, A -> rose A -> A : forall A : Type, A -> rose A -> A projNode1 : forall A : Type, seq (rose A) -> rose A -> seq (rose A) : forall A : Type, seq (rose A) -> rose A -> seq (rose A) projConsN1 : forall A : Type, A -> nest (pair A A) -> nest A -> A : forall A : Type, A -> nest (pair A A) -> nest A -> A projConsN2 : forall A : Type, A -> nest (pair A A) -> nest A -> nest (pair A A) : forall A : Type, A -> nest (pair A A) -> nest A -> nest (pair A A) projvia1 : forall A : Type, (A -> w A) -> w A -> A -> w A : forall A : Type, (A -> w A) -> w A -> A -> w A projVCons1 : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> A : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> A projVCons2 : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> peano : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> peano projVCons3 : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> {w : peano & vect A w} : forall (A : Type) (i : peano), A -> forall j : peano, vect A j -> vect A i -> {w : peano & vect A w} projbox1 : forall T : Type, T -> dyn -> Type : forall T : Type, T -> dyn -> Type projbox2 : forall T : Type, T -> dyn -> {T0 : Type & T0} : forall T : Type, T -> dyn -> {T0 : Type & T0} projEnvelope1 : forall A : Type, A -> A -> zeta A -> A : forall A : Type, A -> A -> zeta A -> A eq_refl : projEnvelope1 nat 1 1 (Envelope nat 0 1) = 0 : projEnvelope1 nat 1 1 (Envelope nat 0 1) = 0 projEnvelope2 : forall A : Type, A -> A -> zeta A -> A : forall A : Type, A -> A -> zeta A -> A eq_refl : projEnvelope2 nat 1 1 (Envelope nat 1 0) = 0 : projEnvelope2 nat 1 1 (Envelope nat 1 0) = 0 projRedex1 : forall A : Type, A -> beta A -> A : forall A : Type, A -> beta A -> A projWhy1 : forall n : peano, match n with | Zero => peano | Succ _ => unit end -> iota -> peano : forall n : peano, match n with | Zero => peano | Succ _ => unit end -> iota -> peano projWhy2 : forall n : peano, match n with | Zero => peano | Succ _ => unit end -> iota -> {i : peano & match i with | Zero => peano | Succ _ => unit end} : forall n : peano, match n with | Zero => peano | Succ _ => unit end -> iota -> {i : peano & match i with | Zero => peano | Succ _ => unit end} projPI1 : PrimInt63.int -> prim_int -> PrimInt63.int projPF1 : PrimFloat.float -> prim_float -> PrimFloat.float projBuild_fo_record1 : peano -> unit -> fo_record -> peano : peano -> unit -> fo_record -> peano projBuild_fo_record2 : peano -> unit -> fo_record -> unit : peano -> unit -> fo_record -> unit projBuild_pa_record2 : forall A : Type, peano -> A -> pa_record A -> A : forall A : Type, peano -> A -> pa_record A -> A projBuild_pr_record2 : forall A : Type, peano -> A -> pr_record A -> A : forall A : Type, peano -> A -> pr_record A -> A COQC tests/test_derive.v Query assignments: Spilled_1 = «elpi.tests.test_API_notations.abbr2» COQC tests/test_HOAS.v Query assignments: C1 = const «C1» GR1 = const «c12» GR2 = const «c1t» GR3 = const «c1f» fun x : C1 => x : C2 : C1 -> C2 fun (x : C1) (_ : x) => true : forall x : C1, x -> bool fun x : C1 => x 3 : C1 -> nat Query assignments: M = [[mode-ground], [mode-input]] Query assignments: L = [coercion (const «c1t») 0 (const «C1») sortclass, coercion (const «c1f») 0 (const «C1») funclass, coercion (const «c12») 0 (const «C1») (grefclass (const «C2»)), coercion (const «reverse_coercion») 3 (const «ReverseCoercionSource») (grefclass (const «ReverseCoercionTarget»))] {c0} : decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0) (prod `_` (global (indt «bool»)) c1 \ global (indt «True»)) (X1 c0) /* suspended on X0, X1 */ EVARS: ?X2==[x |- bool -> True] (goal evar) {?Goal} ?X1==[ |- => fun x : nat => ?Goal] (goal evar) SHELF:|| FUTURE GOALS STACK: || Coq-Elpi mapping: RAW: ?X2 <-> c0 \ X0 c0 ELAB: ?X2 <-> X1 {c0} : decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0) (prod `_` (global (indt «bool»)) c1 \ global (indt «True»)) (X1 c0) /* suspended on X0, X1 */ Query assignments: Spilled_1 = const «nuc» nuc : forall x : nat, C1 -> C3 x nuc is not universe polymorphic Arguments nuc x%nat_scope _ nuc is a reversible coercion Expands to: Constant elpi.tests.test_API_TC_CS.nuc COQC tests/test_arg_HOAS.v H [nabla c1 \ seal (goal [decl c1 `H` (prod `b` (prod `b` (global (indt «bool»)) c2 \ app [global (indt «eq»), global (indt «bool»), c2, c2]) c2 \ global (indt «True»))] (X0 c1) (prod `b` (global (indt «bool»)) c2 \ app [global (indt «eq»), global (indt «bool»), c2, c2]) (X1 c1) [])] 1 1 1.000000 1.2 [str fun, str in, str as, int 4, str end, str match, str return, str =>, str :, str :=, str {, str }, str ;, str ,, str |, str x, int 1, str H, trm (fun `x` (global (indt «False»)) c0 \ match c0 (fun `y` (global (indt «False»)) c1 \ global (indt «nat»)) [])] Query assignments: T = sort (typ «elpi.tests.test_HOAS.3») U = «elpi.tests.test_HOAS.3» ----<<---- enter: coq.say raw: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) raw: parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] ---->>---- exit: coq.say raw: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) typed: parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] ---->>---- exit: coq.say typed: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) ----<<---- enter: coq.env.add-indt (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.2»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.7»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.3»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.4»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) X0 ---->>---- exit: coq.env.add-indt (parameter A1 maximal (sort (typ «foo1.u0»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «foo1.u1»)) c2 \ parameter B2 explicit (sort (typ «foo1.u2»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «foo1.u3»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) «foo1» foo1 ?A2 ?B1 ?B2 ?n : Type : Type where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?n : [ |- nat] a_k1 ?A2 ?B1 ?B2 3 ?f : foo1 ?A2 ?B1 ?B2 3 : foo1 ?A2 ?B1 ?B2 3 where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?f : [ |- foo1 ?A2 (?B1 * ?B1) ?B2 3] ----<<---- enter: coq.say raw: (parameter A1 maximal X0 c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ X1)) c2 \ parameter B2 explicit (sort (typ X2)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ X3))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ X4)) c3 \ parameter B2 explicit (sort (typ X5)) c4 \ arity (prod `x` (X6 c0 c1 c2 c3 c4) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ X7)) c3 \ parameter B2 explicit (sort (typ X8)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) raw: parameter A1 maximal X0 c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ X1)) c2 \ parameter B2 explicit (sort (typ X2)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ X3))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ X4)) c3 \ parameter B2 explicit (sort (typ X5)) c4 \ arity (prod `x` (X6 c0 c1 c2 c3 c4) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ X7)) c3 \ parameter B2 explicit (sort (typ X8)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] ---->>---- exit: coq.say raw: (parameter A1 maximal X0 c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ X1)) c2 \ parameter B2 explicit (sort (typ X2)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ X3))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ X4)) c3 \ parameter B2 explicit (sort (typ X5)) c4 \ arity (prod `x` (X6 c0 c1 c2 c3 c4) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ X7)) c3 \ parameter B2 explicit (sort (typ X8)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) ----<<---- enter: std.assert-ok! (coq.elaborate-indt-decl-skeleton (parameter A1 maximal X0 c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ X1)) c2 \ parameter B2 explicit (sort (typ X2)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ X3))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ X4)) c3 \ parameter B2 explicit (sort (typ X5)) c4 \ arity (prod `x` (X6 c0 c1 c2 c3 c4) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ X7)) c3 \ parameter B2 explicit (sort (typ X8)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) X9) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.elaborate-indt-decl-skeleton (parameter A1 maximal X0 c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.41»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.44»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.47»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.52»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.54»)) c4 \ arity (prod `x` (X6 c0 c1 c2 c3 c4) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.61»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.63»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.40»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.42»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.45»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.48»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.40»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.42»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.45»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.48»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) typed: parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.40»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.42»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.45»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.48»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] ---->>---- exit: coq.say typed: (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.40»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.42»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.45»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.48»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) ----<<---- enter: coq.env.add-indt (parameter A1 maximal (sort (typ «elpi.tests.test_arg_HOAS.40»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.42»)) c2 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.45»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «elpi.tests.test_arg_HOAS.48»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) X10 ---->>---- exit: coq.env.add-indt (parameter A1 maximal (sort (typ «foo1.u0»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «foo1.u1»)) c2 \ parameter B2 explicit (sort (typ «foo1.u2»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «foo1.u3»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.53»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.55»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «elpi.tests.test_arg_HOAS.62»)) c3 \ parameter B2 explicit (sort (typ «elpi.tests.test_arg_HOAS.64»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))]) «foo1» foo1 ?A2 ?B1 ?B2 ?n : Type : Type where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?n : [ |- nat] a_k1 ?A2 ?B1 ?B2 3 ?f : foo1 ?A2 ?B1 ?B2 3 : foo1 ?A2 ?B1 ?B2 3 where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?f : [ |- foo1 ?A2 (?B1 * ?B1) ?B2 3] Query assignments: U = «elpi.tests.test_HOAS.4» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.4} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: D = parameter A explicit (sort (typ «t.u0»)) c0 \ inductive t tt (parameter y explicit (global (indt «nat»)) c1 \ arity (sort (typ «elpi.tests.test_arg_HOAS.82»))) c1 \ [constructor K (parameter y explicit (global (indt «nat»)) c2 \ parameter x explicit c0 c3 \ parameter n maximal (global (indt «nat»)) c4 \ arity (prod `_` (app [c1, c4]) c5 \ app [c1, c2]))] I = «t» Universe constraints: UNIVERSES: {elpi.tests.test_arg_HOAS.82} |= Set <= elpi.tests.test_arg_HOAS.82 t.u0 <= elpi.tests.test_arg_HOAS.82 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: ----<<---- enter: coq.say raw: (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) raw: record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record) ---->>---- exit: coq.say raw: (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record))) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record))) Illtyped inductive declaration ----<<---- enter: coq.say typed: (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) typed: record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record) ---->>---- exit: coq.say typed: (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) ----<<---- enter: coq.env.add-indt (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) X0 ---->>---- exit: coq.env.add-indt (record foo (sort (typ «Set»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) «foo» ----<<---- enter: coq.say raw: (record foo (sort (typ X0)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), X1 c0, app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) raw: record foo (sort (typ X0)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), X1 c0, app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record) ---->>---- exit: coq.say raw: (record foo (sort (typ X0)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), X1 c0, app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) ----<<---- enter: std.assert-ok! (coq.elaborate-indt-decl-skeleton (record foo (sort (typ X0)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), X1 c0, app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) X2) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.elaborate-indt-decl-skeleton (record foo (sort (typ «elpi.tests.test_arg_HOAS.85»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), X1 c0, app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) (record foo (sort (typ «elpi.tests.test_arg_HOAS.86»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record))) Illtyped inductive declaration ----<<---- enter: coq.say typed: (record foo (sort (typ «elpi.tests.test_arg_HOAS.86»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) typed: record foo (sort (typ «elpi.tests.test_arg_HOAS.86»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record) ---->>---- exit: coq.say typed: (record foo (sort (typ «elpi.tests.test_arg_HOAS.86»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) ----<<---- enter: coq.env.add-indt (record foo (sort (typ «elpi.tests.test_arg_HOAS.86»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) X3 ---->>---- exit: coq.env.add-indt (record foo (sort (typ «foo.u0»)) Build_foo (field [coercion off, canonical tt] f (prod `_` (global (indt «nat»)) c0 \ global (indt «nat»)) c0 \ field [coercion off, canonical tt] _ (app [global (indt «eq»), global (indt «nat»), app [c0, global (indc «O»)], global (indc «O»)]) c1 \ end-record)) «foo» ----<<---- enter: coq.say raw: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) raw: parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record) ---->>---- exit: coq.say raw: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record))) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record))) Illtyped inductive declaration ----<<---- enter: coq.say typed: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) typed: parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record) ---->>---- exit: coq.say typed: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) ----<<---- enter: coq.env.add-indt (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.88»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.88»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) X0 ---->>---- exit: coq.env.add-indt (parameter A explicit (sort (typ «foo.u0»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «foo.u0»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) «foo» Query assignments: U = «foo» File "./tests/test_API2.v", line 126, characters 0-16: Warning: Option Foo Bar is deprecated. elpi [deprecated-option,deprecated,default] Query assignments: I = «foo» ----<<---- enter: coq.say raw: (parameter A explicit X0 c0 \ parameter B explicit c0 c1 \ record foo (sort (typ X1)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), X2 c0 c1 c3, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (X3 c0 c1 c2 c3) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` (X4 c0 c1 c2 c3 c4) c5 \ app [global (indt «eq»), X5 c0 c1 c2 c3 c4 c5, app [c2, c5, c5], c5]) c4 \ end-record)) raw: parameter A explicit X0 c0 \ parameter B explicit c0 c1 \ record foo (sort (typ X1)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), X2 c0 c1 c3, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (X3 c0 c1 c2 c3) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` (X4 c0 c1 c2 c3 c4) c5 \ app [global (indt «eq»), X5 c0 c1 c2 c3 c4 c5, app [c2, c5, c5], c5]) c4 \ end-record) ---->>---- exit: coq.say raw: (parameter A explicit X0 c0 \ parameter B explicit c0 c1 \ record foo (sort (typ X1)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), X2 c0 c1 c3, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (X3 c0 c1 c2 c3) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` (X4 c0 c1 c2 c3 c4) c5 \ app [global (indt «eq»), X5 c0 c1 c2 c3 c4 c5, app [c2, c5, c5], c5]) c4 \ end-record)) ----<<---- enter: std.assert-ok! (coq.elaborate-indt-decl-skeleton (parameter A explicit X0 c0 \ parameter B explicit c0 c1 \ record foo (sort (typ X1)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), X2 c0 c1 c3, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (X3 c0 c1 c2 c3) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` (X4 c0 c1 c2 c3 c4) c5 \ app [global (indt «eq»), X5 c0 c1 c2 c3 c4 c5, app [c2, c5, c5], c5]) c4 \ end-record)) X6) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.elaborate-indt-decl-skeleton (parameter A explicit X0 c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.95»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `a` c0 c3 \ prod `_` (app [global (indt «eq»), X2 c0 c1 c3, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (X3 c0 c1 c2 c3) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` (X4 c0 c1 c2 c3 c4) c5 \ app [global (indt «eq»), X5 c0 c1 c2 c3 c4 c5, app [c2, c5, c5], c5]) c4 \ end-record)) (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.94»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.96»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record))) Illtyped inductive declaration ----<<---- enter: coq.say typed: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.94»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.96»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) typed: parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.94»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.96»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record) ---->>---- exit: coq.say typed: (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.94»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.96»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) ----<<---- enter: coq.env.add-indt (parameter A explicit (sort (typ «elpi.tests.test_arg_HOAS.94»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «elpi.tests.test_arg_HOAS.96»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) X7 ---->>---- exit: coq.env.add-indt (parameter A explicit (sort (typ «foo.u0»)) c0 \ parameter B explicit c0 c1 \ record foo (sort (typ «foo.u1»)) Build_foo (field [coercion off, canonical tt] a (prod `_` c0 c2 \ prod `_` c0 c3 \ c0) c2 \ field [coercion reversible, canonical tt] z (prod `elpi_ctx_entry_4_` c0 c3 \ prod `_` (app [global (indt «eq»), c0, c1, c1]) c4 \ c0) c3 \ field [coercion off, canonical ff] x (let `w` (global (indt «nat»)) (app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c4 \ prod `x` c0 c5 \ app [global (indt «eq»), c0, app [c2, c5, c5], c5]) c4 \ end-record)) «foo» Query assignments: X = c0 \ c1 \ c2 \ X0 c0 c1 c2 _uvk_19_ = global (indt «nat») Syntactic constraints: {c0 c1 c2 c3 c4 c5 c6} : decl c6 `z` (app [global (const «N»), c5]), decl c5 `x` (global (indt «nat»)), decl c4 `a` (global (indt «bool»)) ?- evar (X0 c4 c5 c6) (X1 c4 c5 c6) (X0 c4 c5 c6) /* suspended on X0 */ {c0 c1 c2 c3 c4 c5 c6} : decl c6 `z` (app [global (const «N»), c5]), decl c5 `x` (global (indt «nat»)), decl c4 `a` (global (indt «bool»)) ?- evar (X2 c4 c5 c6) (sort (typ «elpi.tests.test_HOAS.9»)) (X1 c4 c5 c6) /* suspended on X2, X1 */ Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.9 elpi.tests.test_HOAS.8} |= Set <= elpi.tests.test_HOAS.8 elpi.tests.test_HOAS.8 <= elpi.tests.test_HOAS.8 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α3 := Type α4 WEAK CONSTRAINTS: Query assignments: I = «foo» ----<<---- enter: coq.arity->term (parameter P explicit (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ parameter w explicit c0 c1 \ parameter n explicit (global (indt «nat»)) c2 \ arity (global (indt «nat»))) X0 ---->>---- exit: coq.arity->term (parameter P explicit (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ parameter w explicit c0 c1 \ parameter n explicit (global (indt «nat»)) c2 \ arity (global (indt «nat»))) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) ----<<---- enter: std.assert-ok! (coq.typecheck (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»))) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»))) illtyped definition ----<<---- enter: coq.env.add-const x1 (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.98»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) X1 X2 ---->>---- exit: coq.env.add-const x1 (fun `P` (sort (typ «x1.u0»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «x1.u0»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) X1 «x1» File "./tests/test_API2.v", line 134, characters 0-14: Warning: Option Foo Bar is deprecated. elpi [deprecated-option,deprecated,default] x1 : forall P : Type, P -> nat -> nat : forall P : Type, P -> nat -> nat eq_refl : x1 = (fun (P : Type) (_ : P) (n : nat) => n + 1) : x1 = (fun (P : Type) (_ : P) (n : nat) => n + 1) ----<<---- enter: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (sort (typ «elpi.tests.test_arg_HOAS.101»))) X0 ---->>---- exit: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (sort (typ «elpi.tests.test_arg_HOAS.101»))) (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.101»)) ----<<---- enter: std.assert-ok! (coq.typecheck-ty (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.101»)) X1) illtyped axiom ---->>---- exit: std.assert-ok! (coq.typecheck-ty (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.101»)) (typ «elpi.tests.test_arg_HOAS.102»)) illtyped axiom ----<<---- enter: coq.env.add-axiom y (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.101»)) X2 ---->>---- exit: coq.env.add-axiom y (prod `n` (global (indt «nat»)) c0 \ sort (typ «y.u0»)) «y» y : nat -> Type : nat -> Type ----<<---- enter: coq.arity->term (parameter P explicit (sort (typ X0)) c0 \ parameter w explicit c0 c1 \ parameter n explicit (global (indt «nat»)) c2 \ arity (X1 c0 c1 c2)) X2 ---->>---- exit: coq.arity->term (parameter P explicit (sort (typ X0)) c0 \ parameter w explicit c0 c1 \ parameter n explicit (global (indt «nat»)) c2 \ arity (X3 c0 c1 c2)) (prod `P` (sort (typ X0)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) (X3 c0 c1)) ----<<---- enter: std.assert-ok! (coq.elaborate-ty-skeleton (prod `P` (sort (typ X0)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) (X3 c0 c1)) X4 X5) illtyped arity ---->>---- exit: std.assert-ok! (coq.elaborate-ty-skeleton (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.104»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) (X6 c0 c1)) (typ «elpi.tests.test_arg_HOAS.107») (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.105»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ X7 c0 c1 c2)) illtyped arity ----<<---- enter: std.assert-ok! (coq.elaborate-skeleton (fun `P` (sort (typ X8)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.105»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ X7 c0 c1 c2) X9) illtyped definition ---->>---- exit: std.assert-ok! (coq.elaborate-skeleton (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.108»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.105»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.109»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]])) illtyped definition ----<<---- enter: coq.env.add-const x1 (fun `P` (sort (typ «elpi.tests.test_arg_HOAS.109»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «elpi.tests.test_arg_HOAS.105»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) X10 X11 ---->>---- exit: coq.env.add-const x1 (fun `P` (sort (typ «x1.u1»)) c0 \ fun `w` c0 c1 \ fun `n` (global (indt «nat»)) c2 \ app [global (const «Nat.add»), c2, app [global (indc «S»), global (indc «O»)]]) (prod `P` (sort (typ «x1.u0»)) c0 \ prod `w` c0 c1 \ prod `n` (global (indt «nat»)) c2 \ global (indt «nat»)) X10 «x1» x1 : forall P : Type, P -> nat -> nat : forall P : Type, P -> nat -> nat eq_refl : x1 = (fun (P : Type) (_ : P) (n : nat) => n + 1) : x1 = (fun (P : Type) (_ : P) (n : nat) => n + 1) ----<<---- enter: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (sort (typ «elpi.tests.test_arg_HOAS.112»))) X0 ---->>---- exit: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (sort (typ «elpi.tests.test_arg_HOAS.112»))) (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.112»)) ----<<---- enter: std.assert-ok! (coq.typecheck-ty (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.112»)) X1) illtyped axiom ---->>---- exit: std.assert-ok! (coq.typecheck-ty (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.112»)) (typ «elpi.tests.test_arg_HOAS.113»)) illtyped axiom ----<<---- enter: coq.env.add-axiom y (prod `n` (global (indt «nat»)) c0 \ sort (typ «elpi.tests.test_arg_HOAS.112»)) X2 ---->>---- exit: coq.env.add-axiom y (prod `n` (global (indt «nat»)) c0 \ sort (typ «y.u0»)) «y» y : nat -> Type : nat -> Type ----<<---- enter: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (global (indt «nat»))) X0 ---->>---- exit: coq.arity->term (parameter n explicit (global (indt «nat»)) c0 \ arity (global (indt «nat»))) (prod `n` (global (indt «nat»)) c0 \ global (indt «nat»)) ----<<---- enter: std.assert-ok! (coq.typecheck (fun `n` (global (indt «nat»)) c0 \ app [global (indc «S»), c0]) (prod `n` (global (indt «nat»)) c0 \ global (indt «nat»))) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (fun `n` (global (indt «nat»)) c0 \ app [global (indc «S»), c0]) (prod `n` (global (indt «nat»)) c0 \ global (indt «nat»))) illtyped definition ----<<---- enter: coq.env.add-const x (fun `n` (global (indt «nat»)) c0 \ app [global (indc «S»), c0]) (prod `n` (global (indt «nat»)) c0 \ global (indt «nat»)) X1 X2 ---->>---- exit: coq.env.add-const x (fun `n` (global (indt «nat»)) c0 \ app [global (indc «S»), c0]) (prod `n` (global (indt «nat»)) c0 \ global (indt «nat»)) X1 «x» parameter A1 maximal (sort (typ «foo1.u0»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «foo1.u1»)) c2 \ parameter B2 explicit (sort (typ «foo1.u2»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «foo1.u3»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] Query assignments: D = parameter A1 maximal (sort (typ «foo1.u0»)) c0 \ parameter A2 explicit c0 c1 \ inductive foo1 tt (parameter B1 explicit (sort (typ «foo1.u1»)) c2 \ parameter B2 explicit (sort (typ «foo1.u2»)) c3 \ arity (prod `_` (global (indt «nat»)) c4 \ sort (typ «foo1.u3»))) c2 \ [constructor a_k1 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `x` (global (indt «nat»)) c5 \ prod `_` (app [c2, app [global (indt «prod»), c3, c3], c4, app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]) c6 \ app [c2, c3, c4, c5])), constructor a_k2 (parameter B1 explicit (sort (typ «foo1.u1»)) c3 \ parameter B2 explicit (sort (typ «foo1.u2»)) c4 \ arity (prod `_` c0 c5 \ app [c2, c3, c4, app [global (indc «S»), global (indc «O»)]]))] I = «inductive_nup.foo1» foo1 ?A2 ?B1 ?B2 ?n : Type : Type where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?n : [ |- nat] a_k1 ?A2 ?B1 ?B2 3 ?f : foo1 ?A2 ?B1 ?B2 3 : foo1 ?A2 ?B1 ?B2 3 where ?A1 : [ |- Type] ?A2 : [ |- ?A1] ?B1 : [ |- Type] ?B2 : [ |- Type] ?f : [ |- foo1 ?A2 (?B1 * ?B1) ?B2 3] derive.param1_trivial: wrong shape is_nest . It does not look like a unary parametricity translation of an inductive with no indexes. ---------------------------------- {c0 c1} : decl c1 `a` (global (indt «bool»)) ?- evar X0 (sort (typ «elpi.tests.test_HOAS.10»)) X1 /* suspended on X0, X1 */ {c0 c1} : decl c1 `a` (global (indt «bool»)) ?- evar (X2 c1) X1 (X2 c1) /* suspended on X2 */ EVARS: ?X11==[a |- ?elpi_evar] (internal placeholder) {?elpi_evar0} ?X10==[ |- Type] (internal placeholder) {?elpi_evar} ?X9==[a |- => ?elpi_evar0] (internal placeholder) ?X8==[a |- => ?elpi_evar] (internal placeholder) SHELF: FUTURE GOALS STACK:?X11 ?X10 Coq-Elpi mapping: RAW: ?X10 <-> X0 ?X11 <-> X2 ELAB: ?X10 <-> X1 ?X11 <-> X2 X2 c0 : X1 Query assignments: TY = X1 X = c0 \ c1 \ X2 c0 Syntactic constraints: {c0 c1} : decl c1 `a` (global (indt «bool»)) ?- evar X0 (sort (typ «elpi.tests.test_HOAS.10»)) X1 /* suspended on X0, X1 */ {c0 c1} : decl c1 `a` (global (indt «bool»)) ?- evar (X2 c1) X1 (X2 c1) /* suspended on X2 */ Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.10} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α5 WEAK CONSTRAINTS: Query assignments: C1 = «Nat.add» C2 = «times» X1 = tt X2 = ff derive.param1_trivial: wrong shape is_vect A PA . It does not look like a unary parametricity translation of an inductive with no indexes. Query assignments: I = «inductive_nup.r» R = parameter A explicit (sort (typ «r.u0»)) c0 \ parameter a explicit c0 c1 \ record r (sort (typ «r.u0»)) R (field [coercion reversible, canonical tt] f (prod `_` c0 c2 \ c0) c2 \ field [coercion off, canonical tt] g c0 c3 \ field [coercion off, canonical tt] p (app [global (indt «eq»), c0, c1, c3]) c4 \ end-record) Record r (A : Type) (a : A) : Type := R { f : A -> A; g : A; p : a = g }. Arguments r A%type_scope a Arguments R A%type_scope a f%function_scope g p ----<<---- enter: coq.say raw: (inductive X1 tt (arity (sort prop)) c0 \ []) raw: inductive X1 tt (arity (sort prop)) c0 \ [] ---->>---- exit: coq.say raw: (inductive X1 tt (arity (sort prop)) c0 \ []) ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (inductive X1 tt (arity (sort prop)) c0 \ [])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (inductive X1 tt (arity (sort prop)) c0 \ [])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X1 tt (arity (sort prop)) c0 \ []) typed: inductive X1 tt (arity (sort prop)) c0 \ [] ---->>---- exit: coq.say typed: (inductive X1 tt (arity (sort prop)) c0 \ []) ----<<---- enter: coq.env.add-indt (inductive X1 tt (arity (sort prop)) c0 \ []) X0 ---->>---- exit: coq.env.add-indt (inductive X1 tt (arity (sort prop)) c0 \ []) «X1» X1 : Prop X1 is not universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X1 File "./tests/test_HOAS.v", line 123, characters 0-34: Warning: Use of “Require” inside a module is fragile. It is not recommended to use this functionality in finished proof scripts. [require-in-module,fragile,default] Raw term: app [global (const «add»), primitive (uint63 2000000003333002), primitive (uint63 1)] Nice term: add 2000000003333002 1 Red: 2000000003333003 File "./tests/test_HOAS.v", line 127, characters 0-34: Warning: Use of “Require” inside a module is fragile. It is not recommended to use this functionality in finished proof scripts. [require-in-module,fragile,default] Raw term: app [global (const «add»), primitive (float64 24000000000000), primitive (float64 1)] Nice term: 24000000000000 + 1 Red: 24000000000001 Query assignments: C1 = «x» ----<<---- enter: coq.say raw: (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) raw: inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ [] upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt ---->>---- exit: coq.say raw: (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) ----<<---- enter: coq.univ.print Universe constraints: UNIVERSES: {eu1} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: eu1 SORTS: WEAK CONSTRAINTS: ---->>---- exit: coq.univ.print ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ [])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ [])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) typed: inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ [] ---->>---- exit: coq.say typed: (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) X0 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) => coq.env.add-indt (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) X1 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.128»] tt [] tt) => coq.env.add-indt (inductive X3 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.128»))) c0 \ []) «X3» ----<<---- enter: coq.say raw: (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) raw: inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ [] upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt ---->>---- exit: coq.say raw: (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) ----<<---- enter: coq.univ.print Universe constraints: UNIVERSES: {eu2} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: eu2 SORTS: WEAK CONSTRAINTS: ---->>---- exit: coq.univ.print ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ [])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ [])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) typed: inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ [] ---->>---- exit: coq.say typed: (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) ----<<---- enter: coq.upoly-decl->attribute (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) X0 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) (get-option coq:udecl-cumul (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt)) ----<<---- enter: get-option coq:udecl-cumul (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) => coq.env.add-indt (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) X1 ---->>---- exit: get-option coq:udecl-cumul (upoly-decl-cumul [auto «elpi.tests.test_arg_HOAS.136»] tt [] tt) => coq.env.add-indt (inductive X4 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.136»))) c0 \ []) «X4» X3@{eu1} : Type@{eu1} (* eu1 |= *) X3 is universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X3 X4@{eu2} : Type@{eu2} (* *eu2 |= *) X4 is universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X4 Query assignments: C = «Nat.add» F = TODO T = app [fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]], app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T1 = app [global (const «Nat.add»), app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T2 = app [fix `plus` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]], app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] _uvk_35_ = global (indt «nat») _uvk_36_ = c0 \ global (indt «nat») _uvk_37_ = c0 \ c1 \ global (indt «nat») _uvk_38_ = c0 \ global (indt «nat») _uvk_39_ = c0 \ c1 \ global (indt «nat») _uvk_40_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_41_ = c0 \ c1 \ c2 \ global (indt «nat») Query assignments: C1 = «x» M = «elpi.tests.test_API2.xx» Query assignments: C = «Nat.add» F = TODO T = app [fun `n` (global (indt «nat»)) c0 \ fun `m` (global (indt «nat»)) c1 \ match c0 (fun `n` (global (indt «nat»)) c2 \ global (indt «nat»)) [c1, fun `p` (global (indt «nat»)) c2 \ app [global (indc «S»), app [fix `add` 0 (prod `n` (global (indt «nat»)) c3 \ prod `m` (global (indt «nat»)) c4 \ global (indt «nat»)) c3 \ fun `n` (global (indt «nat»)) c4 \ fun `m` (global (indt «nat»)) c5 \ match c4 (fun `n` (global (indt «nat»)) c6 \ global (indt «nat»)) [c5, fun `p` (global (indt «nat»)) c6 \ app [global (indc «S»), app [c3, c6, c5]]], c2, c1]]], app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T1 = app [global (const «Nat.add»), app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T2 = app [fun `n` (global (indt «nat»)) c0 \ fun `m` (global (indt «nat»)) c1 \ match c0 (fun `n` (global (indt «nat»)) c2 \ global (indt «nat»)) [c1, fun `p` (global (indt «nat»)) c2 \ app [global (indc «S»), app [fix `plus` 0 (prod `n` (global (indt «nat»)) c3 \ prod `m` (global (indt «nat»)) c4 \ global (indt «nat»)) c3 \ fun `n` (global (indt «nat»)) c4 \ fun `m` (global (indt «nat»)) c5 \ match c4 (fun `n` (global (indt «nat»)) c6 \ global (indt «nat»)) [c5, fun `p` (global (indt «nat»)) c6 \ app [global (indc «S»), app [c3, c6, c5]]], c2, c1]]], app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] _uvk_42_ = global (indt «nat») _uvk_43_ = c0 \ global (indt «nat») _uvk_44_ = c0 \ c1 \ global (indt «nat») _uvk_45_ = c0 \ c1 \ global (indt «nat») _uvk_46_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_47_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_48_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_49_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») _uvk_50_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») _uvk_51_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») _uvk_52_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») Query assignments: GR = indt «X3» Universe constraints: UNIVERSES: {elpi.tests.test_arg_HOAS.144} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_arg_HOAS.144 SORTS: WEAK CONSTRAINTS: Query assignments: C = «Nat.add» F = TODO T = match (app [global (indc «S»), global (indc «O»)]) (fun `n` (global (indt «nat»)) c0 \ global (indt «nat»)) [app [global (indc «S»), app [global (indc «S»), global (indc «O»)]], fun `p` (global (indt «nat»)) c0 \ app [global (indc «S»), app [fix `add` 0 (prod `n` (global (indt «nat»)) c1 \ prod `m` (global (indt «nat»)) c2 \ global (indt «nat»)) c1 \ fun `n` (global (indt «nat»)) c2 \ fun `m` (global (indt «nat»)) c3 \ match c2 (fun `n` (global (indt «nat»)) c4 \ global (indt «nat»)) [c3, fun `p` (global (indt «nat»)) c4 \ app [global (indc «S»), app [c1, c4, c3]]], c0, app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]] T1 = app [global (const «Nat.add»), app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T2 = match (app [global (indc «S»), global (indc «O»)]) (fun `_` (global (indt «nat»)) c0 \ global (indt «nat»)) [app [global (indc «S»), app [global (indc «S»), global (indc «O»)]], fun `p` (global (indt «nat»)) c0 \ app [global (indc «S»), app [fix `plus` 0 (prod `n` (global (indt «nat»)) c1 \ prod `m` (global (indt «nat»)) c2 \ global (indt «nat»)) c1 \ fun `n` (global (indt «nat»)) c2 \ fun `m` (global (indt «nat»)) c3 \ match c2 (fun `n` (global (indt «nat»)) c4 \ global (indt «nat»)) [c3, fun `p` (global (indt «nat»)) c4 \ app [global (indc «S»), app [c1, c4, c3]]], c0, app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]]] _uvk_53_ = c0 \ global (indt «nat») _uvk_54_ = global (indt «nat») _uvk_55_ = c0 \ global (indt «nat») _uvk_56_ = c0 \ c1 \ global (indt «nat») _uvk_57_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_58_ = c0 \ c1 \ global (indt «nat») _uvk_59_ = c0 \ c1 \ c2 \ global (indt «nat») _uvk_60_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») _uvk_61_ = c0 \ c1 \ c2 \ c3 \ global (indt «nat») Query assignments: C1 = «x» M = «elpi.tests.test_API2.xx2» Query assignments: GR = indt «X4» Universe constraints: UNIVERSES: {elpi.tests.test_arg_HOAS.145} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_arg_HOAS.145 SORTS: WEAK CONSTRAINTS: ----<<---- enter: coq.say raw: (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) raw: inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ [] upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff ---->>---- exit: coq.say raw: (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) ----<<---- enter: coq.univ.print Universe constraints: UNIVERSES: {eu3} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: eu3 SORTS: WEAK CONSTRAINTS: ---->>---- exit: coq.univ.print ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ [])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ [])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) typed: inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ [] ---->>---- exit: coq.say typed: (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) X0 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) => coq.env.add-indt (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) X1 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.146»] ff [] ff) => coq.env.add-indt (inductive X5 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.146»))) c0 \ []) «X5» X5@{eu3} : Type@{eu3} (* eu3 |= *) X5 is universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X5 ----<<---- enter: coq.say raw: (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) raw: inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))] upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff ---->>---- exit: coq.say raw: (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) ----<<---- enter: coq.univ.print Universe constraints: UNIVERSES: {eu5 eu4} |= eu4 < eu5 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: eu5 eu4 SORTS: WEAK CONSTRAINTS: ---->>---- exit: coq.univ.print ----<<---- enter: std.assert-ok! (coq.typecheck-indt-decl (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))])) Illtyped inductive declaration ---->>---- exit: std.assert-ok! (coq.typecheck-indt-decl (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) typed: inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))] ---->>---- exit: coq.say typed: (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) X0 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) => coq.env.add-indt (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) X1 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.154», «elpi.tests.test_arg_HOAS.155»] ff [lt «elpi.tests.test_arg_HOAS.154» «elpi.tests.test_arg_HOAS.155»] ff) => coq.env.add-indt (inductive X6 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.155»))) c0 \ [constructor K (arity (prod `u` (sort (typ «elpi.tests.test_arg_HOAS.154»)) c1 \ c0))]) «X6» X6@{eu4 eu5} : Type@{eu5} (* eu4 eu5 |= eu4 < eu5 *) X6 is universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X6 ----<<---- enter: coq.say raw: (inductive X8 tt (arity (sort (typ X0))) c0 \ []) (upoly-decl [] tt [] tt) raw: inductive X8 tt (arity (sort (typ X0))) c0 \ [] upoly-decl [] tt [] tt ---->>---- exit: coq.say raw: (inductive X8 tt (arity (sort (typ X0))) c0 \ []) (upoly-decl [] tt [] tt) ----<<---- enter: coq.univ.print Universe constraints: ---->>---- exit: coq.univ.print ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-indt-decl-skeleton (inductive X8 tt (arity (sort (typ X0))) c0 \ []) X1) Illtyped inductive declaration ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-indt-decl-skeleton (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ []) (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ [])) Illtyped inductive declaration ----<<---- enter: coq.say typed: (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ []) typed: inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ [] ---->>---- exit: coq.say typed: (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ []) ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X2 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-indt (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ []) X3 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-indt (inductive X8 tt (arity (sort (typ «elpi.tests.test_arg_HOAS.170»))) c0 \ []) «X8» X8@{u} : Type@{u} (* u |= *) X8 is universe polymorphic Expands to: Inductive elpi.tests.test_arg_HOAS.X8 ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ parameter x explicit c0 c1 \ arity c0) X0 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ parameter x explicit c0 c1 \ arity c0) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ prod `x` c0 c1 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ prod `x` c0 c1 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ prod `x` c0 c1 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f1 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ prod `x` c0 c1 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f1 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.178»)) c0 \ prod `x` c0 c1 \ c0) X2 «f1» f1@{u} : forall T : Type@{u}, T -> T (* u |= *) f1 is universe polymorphic Arguments f1 T%type_scope x f1 is transparent Expands to: Constant elpi.tests.test_arg_HOAS.f1 ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ parameter x explicit c0 c2 \ arity c0) X0 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ parameter x explicit c0 c2 \ arity c0) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ prod `x` c0 c2 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.179»] ff [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.179»] ff [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.179»] ff [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.179»] ff [] tt) => coq.env.add-const f2 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ prod `x` c0 c2 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.179»] ff [] tt) => coq.env.add-const f2 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.179»)) c1 \ prod `x` c0 c2 \ c0) X2 «f2» f2@{u} : forall T : Type@{u}, Type@{u} -> T -> T (* u |= *) f2 is universe polymorphic Arguments f2 (T T1)%type_scope x f2 is transparent Expands to: Constant elpi.tests.test_arg_HOAS.f2 ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ X0)) c0 \ parameter x explicit c0 c1 \ arity (X1 c0 c1)) X2 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ X0)) c0 \ parameter x explicit c0 c1 \ arity (X3 c0 c1)) (prod `T` (sort (typ X0)) c0 \ prod `x` c0 (X3 c0)) ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ X0)) c0 \ prod `x` c0 (X3 c0)) X4 X5) illtyped arity ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 (X6 c0)) (typ «elpi.tests.test_arg_HOAS.182») (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 c1 \ X7 c0 c1)) illtyped arity ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ X8)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 c1 \ X7 c0 c1) X9) illtyped definition ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.183»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 c1 \ c0) (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ fun `x` c0 c1 \ c1)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X10 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f3 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 c1 \ c0) X11 X12 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f3 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ fun `x` c0 c1 \ c1) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.180»)) c0 \ prod `x` c0 c1 \ c0) X11 «f3» f3@{u} : forall T : Type@{u}, T -> T (* u |= *) f3 is universe polymorphic Arguments f3 T%type_scope x f3 is transparent Expands to: Constant elpi.tests.test_arg_HOAS.f3 ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ parameter x explicit c0 c2 \ arity (X0 c0 c1 c2)) X1 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ parameter x explicit c0 c2 \ arity (X2 c0 c1 c2)) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 (X2 c0 c1)) ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 (X2 c0 c1)) X3 X4) illtyped arity ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 (X5 c0 c1)) (typ «elpi.tests.test_arg_HOAS.186») (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 c2 \ X6 c0 c1 c2)) illtyped arity ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 c2 \ X6 c0 c1 c2) X7) illtyped definition ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 c2 \ c0) (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ fun `x` c0 c2 \ c2)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.184»] ff [] tt) X8 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.184»] ff [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.184»] ff [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.184»] ff [] tt) => coq.env.add-const f4 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 c2 \ c0) X9 X10 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.184»] ff [] tt) => coq.env.add-const f4 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.184»)) c1 \ prod `x` c0 c2 \ c0) X9 «f4» f4@{u} : forall T : Type@{u}, Type@{u} -> T -> T (* u |= *) f4 is universe polymorphic Arguments f4 (T T1)%type_scope x f4 is transparent Expands to: Constant elpi.tests.test_arg_HOAS.f4 ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ «uuu»)) c0 \ parameter T1 explicit (sort (typ «uuu»)) c1 \ parameter x explicit c0 c2 \ arity (X0 c0 c1 c2)) X1 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ «uuu»)) c0 \ parameter T1 explicit (sort (typ «uuu»)) c1 \ parameter x explicit c0 c2 \ arity (X2 c0 c1 c2)) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 (X2 c0 c1)) ----<<---- enter: std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 (X2 c0 c1)) X3 X4) illtyped arity ---->>---- exit: std.assert-ok! (coq.elaborate-ty-skeleton (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 (X5 c0 c1)) (typ «elpi.tests.test_arg_HOAS.191») (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.188»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.189»)) c1 \ prod `x` c0 c2 \ X6 c0 c1 c2)) illtyped arity ----<<---- enter: std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «uuu»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.188»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.189»)) c1 \ prod `x` c0 c2 \ X6 c0 c1 c2) X7) illtyped definition ---->>---- exit: std.assert-ok! (coq.elaborate-skeleton (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «uuu»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.188»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.189»)) c1 \ prod `x` c0 c2 \ c0) (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.192»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.193»)) c1 \ fun `x` c0 c2 \ c2)) illtyped definition ----<<---- enter: coq.env.add-const f5 (fun `T` (sort (typ «elpi.tests.test_arg_HOAS.192»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.193»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «elpi.tests.test_arg_HOAS.188»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.189»)) c1 \ prod `x` c0 c2 \ c0) X8 X9 ---->>---- exit: coq.env.add-const f5 (fun `T` (sort (typ «f5.u2»)) c0 \ fun `T1` (sort (typ «f5.u3»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «f5.u0»)) c0 \ prod `T1` (sort (typ «f5.u1»)) c1 \ prod `x` c0 c2 \ c0) X8 «f5» ----<<---- enter: coq.arity->term (parameter T explicit (sort (typ «uuu»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ parameter x explicit c0 c2 \ arity c0) X0 ---->>---- exit: coq.arity->term (parameter T explicit (sort (typ «uuu»)) c0 \ parameter T1 explicit (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ parameter x explicit c0 c2 \ arity c0) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ prod `x` c0 c2 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.194»] ff [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.194»] ff [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.194»] ff [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.194»] ff [] tt) => coq.env.add-const f6 (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ prod `x` c0 c2 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.194»] ff [] tt) => coq.env.add-const f6 (fun `T` (sort (typ «uuu»)) c0 \ fun `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ fun `x` c0 c2 \ c2) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.194»)) c1 \ prod `x` c0 c2 \ c0) X2 «f6» f6@{uuux} : forall T : Type@{uuu}, Type@{uuux} -> T -> T (* uuux |= *) f6 is universe polymorphic Arguments f6 (T T1)%type_scope x f6 is transparent Expands to: Constant elpi.tests.test_arg_HOAS.f6 ----<<---- enter: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0)) X0 ---->>---- exit: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0)) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f7 (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f7 (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) X2 «f7» ----<<---- enter: coq.arity->term (arity X0) X1 ---->>---- exit: coq.arity->term (arity X1) X1 ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 X2 X3) illtyped arity ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 (typ «elpi.tests.test_arg_HOAS.195») (X4)) illtyped arity ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «Set») (X4) X5) illtyped definition ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) (pglobal (const «f6») «Set»)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X6 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f8 (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) X7 X8 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f8 (pglobal (const «f6») «Set») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «Set»)) c1 \ prod `x` c0 c2 \ c0) X7 «f8» ----<<---- enter: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0)) X0 ---->>---- exit: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0)) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f7' (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f7' (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) X2 «f7'» ----<<---- enter: coq.arity->term (arity X0) X1 ---->>---- exit: coq.arity->term (arity X1) X1 ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 X2 X3) illtyped arity ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 (typ «elpi.tests.test_arg_HOAS.196») (X4)) illtyped arity ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «uuu») (X4) X5) illtyped definition ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) (pglobal (const «f6») «uuu»)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) X6 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [] tt [] tt) (get-option coq:udecl (upoly-decl [] tt [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f8' (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) X7 X8 ---->>---- exit: get-option coq:udecl (upoly-decl [] tt [] tt) => coq.env.add-const f8' (pglobal (const «f6») «uuu») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «uuu»)) c1 \ prod `x` c0 c2 \ c0) X7 «f8'» ----<<---- enter: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0)) X0 ---->>---- exit: coq.arity->term (arity (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0)) (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0) ----<<---- enter: std.assert-ok! (coq.typecheck (pglobal (const «f6») «elpi.tests.test_arg_HOAS.197») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ---->>---- exit: std.assert-ok! (coq.typecheck (pglobal (const «f6») «elpi.tests.test_arg_HOAS.197») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.197»] ff [] tt) X1 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.197»] ff [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.197»] ff [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.197»] ff [] tt) => coq.env.add-const f7'' (pglobal (const «f6») «elpi.tests.test_arg_HOAS.197») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0) X2 X3 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.197»] ff [] tt) => coq.env.add-const f7'' (pglobal (const «f6») «elpi.tests.test_arg_HOAS.197») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.197»)) c1 \ prod `x` c0 c2 \ c0) X2 «f7''» ----<<---- enter: coq.arity->term (arity X0) X1 ---->>---- exit: coq.arity->term (arity X1) X1 ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 X2 X3) illtyped arity ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-ty-skeleton X1 (typ «elpi.tests.test_arg_HOAS.199») (X4)) illtyped arity ----<<---- enter: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «elpi.tests.test_arg_HOAS.198») (X4) X5) illtyped definition ---->>---- exit: get-option coq:keepunivs tt => std.assert-ok! (coq.elaborate-skeleton (pglobal (const «f6») «elpi.tests.test_arg_HOAS.198») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.198»)) c1 \ prod `x` c0 c2 \ c0) (pglobal (const «f6») «elpi.tests.test_arg_HOAS.198»)) illtyped definition ----<<---- enter: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.198»] ff [] tt) X6 ---->>---- exit: coq.upoly-decl->attribute (upoly-decl [«elpi.tests.test_arg_HOAS.198»] ff [] tt) (get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.198»] ff [] tt)) ----<<---- enter: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.198»] ff [] tt) => coq.env.add-const f8'' (pglobal (const «f6») «elpi.tests.test_arg_HOAS.198») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.198»)) c1 \ prod `x` c0 c2 \ c0) X7 X8 ---->>---- exit: get-option coq:udecl (upoly-decl [«elpi.tests.test_arg_HOAS.198»] ff [] tt) => coq.env.add-const f8'' (pglobal (const «f6») «elpi.tests.test_arg_HOAS.198») (prod `T` (sort (typ «uuu»)) c0 \ prod `T1` (sort (typ «elpi.tests.test_arg_HOAS.198»)) c1 \ prod `x` c0 c2 \ c0) X7 «f8''» Query assignments: C = «Nat.add» F = TODO T = app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T1 = app [global (const «Nat.add»), app [global (indc «S»), global (indc «O»)], app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] T2 = app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] Query assignments: C1 = «x» M = «elpi.tests.test_API2.xx3» const-decl D (some (fun `i` (global (indt «I»)) c0 \ fun `l` (app [global (indt «L»), c0]) c1 \ global (indt «True»))) (parameter i maximal (global (indt «I»)) c0 \ parameter l maximal (app [global (indt «L»), c0]) c1 \ arity (sort prop)) const-decl D (some (fun `i` (global (indt «I»)) c0 \ fun `H` (app [global (indt «L»), c0]) c1 \ global (indt «True»))) (parameter i maximal (global (indt «I»)) c0 \ parameter H maximal (app [global (indt «L»), c0]) c1 \ arity (sort prop)) const-decl D (some (fun `i` (global (indt «I»)) c0 \ fun `H` (app [global (indt «L»), c0]) c1 \ fun `n` (global (indt «nat»)) c2 \ global (indt «True»))) (parameter i maximal (global (indt «I»)) c0 \ parameter H maximal (app [global (indt «L»), c0]) c1 \ parameter n explicit (global (indt «nat»)) c2 \ arity (sort prop)) COQC tests/test_quotation.v Debug: Cannot enforce elpi.apps.derive.tests.test_derive.3354 <= Set elpi.tests.test_HOAS.P.p1 1 global (const «P.x») @P.p1 X0 global (const «P.x») P.p1 P.x some (fun `A` (sort (typ «P.foo.u0»)) c0 \ fun `f` (app [global (indt «P.foo»), c0]) c1 \ app [primitive (proj elpi.tests.test_HOAS.P.p1 1), c1]) elpi.tests.test_HOAS.P.p2 2 global (const «P.x») @P.p2 X0 global (const «P.x») P.p2 P.x some (fun `A` (sort (typ «P.foo.u0»)) c0 \ fun `f` (app [global (indt «P.foo»), c0]) c1 \ app [primitive (proj elpi.tests.test_HOAS.P.p1 1), c1]) Skipping derivation map on indt «nat» since it has been already run Derivation lens on indt «nat» Derivation lens on indt «nat» failed, continuing Skipping derivation param1 on indt «nat» since it has been already run Skipping derivation param2 on indt «nat» since it has been already run Skipping derivation tag on indt «nat» since it has been already run Skipping derivation eqType_ast on indt «nat» since it has been already run Derivation projK on indt «nat» Derivation projK on indt «nat» took 0.018491 Derivation isK on indt «nat» Derivation isK on indt «nat» took 0.035438 Derivation eq on indt «nat» Derivation eq on indt «nat» took 0.032229 Derivation invert on indt «nat» Query assignments: BO = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] GR = «Nat.add» TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») Derivation invert on indt «nat» took 0.041846 Skipping derivation lens_laws on indt «nat» since it has been already run Skipping derivation param1_congr on indt «nat» since it has been already run Skipping derivation param1_inhab on indt «nat» since it has been already run Skipping derivation param1_functor on indt «nat» since it has been already run Skipping derivation fields on indt «nat» since it has been already run Derivation bcongr on indt «nat» Derivation bcongr on indt «nat» took 0.039934 Derivation idx2inv on indt «nat» Derivation idx2inv on indt «nat» failed, continuing Skipping derivation param1_trivial on indt «nat» since it has been already run Skipping derivation induction on indt «nat» since it has been already run Skipping derivation eqb on indt «nat» since it has been already run Derivation eqK on indt «nat» Derivation eqK on indt «nat» took 0.045630 Skipping derivation eqbcorrect on indt «nat» since it has been already run Derivation eqcorrect on indt «nat» Derivation eqcorrect on indt «nat» took 0.016942 Skipping derivation eqbOK on indt «nat» since it has been already run Derivation eqOK on indt «nat» Derivation eqOK on indt «nat» took 0.013408 nat_eqb : nat -> nat -> bool : nat -> nat -> bool is_nat : nat -> Type : nat -> Type is_nat_inhab : (forall x : nat, is_nat x) : forall x : nat, is_nat x is_nat_functor : (forall x : nat, is_nat x -> is_nat x) : forall x : nat, is_nat x -> is_nat x nat_induction : (forall P : nat -> Type, P 0 -> (forall n : nat, P n -> P (S n)) -> forall x : nat, is_nat x -> P x) : forall P : nat -> Type, P 0 -> (forall n : nat, P n -> P (S n)) -> forall x : nat, is_nat x -> P x nat_tag : nat -> BinNums.positive : nat -> BinNums.positive nat_fields_t : BinNums.positive -> Type : BinNums.positive -> Type nat_fields : (forall n : nat, nat_fields_t (nat_tag n)) : forall n : nat, nat_fields_t (nat_tag n) nat_construct : (forall p : BinNums.positive, nat_fields_t p -> option nat) : forall p : BinNums.positive, nat_fields_t p -> option nat nat_constructP : (forall n : nat, nat_construct (nat_tag n) (nat_fields n) = Some n) : forall n : nat, nat_construct (nat_tag n) (nat_fields n) = Some n nat_eqb : nat -> nat -> bool : nat -> nat -> bool nat_eqb_correct : forall x : nat, eqb_correct_on nat_eqb x nat_eqb_refl : forall x : nat, eqb_refl_on nat_eqb x list_map : (forall A B : Type, (A -> B) -> list A -> list B) : forall A B : Type, (A -> B) -> list A -> list B is_nil : (forall (A : Type) (P : A -> Type), is_list A P nil) : forall (A : Type) (P : A -> Type), is_list A P nil is_cons : (forall (A : Type) (P : A -> Type) (x : A), P x -> forall tl : list A, is_list A P tl -> is_list A P (x :: tl)) : forall (A : Type) (P : A -> Type) (x : A), P x -> forall tl : list A, is_list A P tl -> is_list A P (x :: tl) is_list_functor : (forall (A : Type) (P Q : A -> Type), (forall x : A, P x -> Q x) -> forall l : list A, is_list A P l -> is_list A Q l) : forall (A : Type) (P Q : A -> Type), (forall x : A, P x -> Q x) -> forall l : list A, is_list A P l -> is_list A Q l list_induction : (forall (A : Type) (PA : A -> Type) (P : list A -> Type), P nil -> (forall x : A, PA x -> forall xs : list A, P xs -> P (x :: xs)%list) -> forall l : list A, is_list A PA l -> P l) : forall (A : Type) (PA : A -> Type) (P : list A -> Type), P nil -> (forall x : A, PA x -> forall xs : list A, P xs -> P (x :: xs)%list) -> forall l : list A, is_list A PA l -> P l list_tag : (forall A : Type, list A -> BinNums.positive) : forall A : Type, list A -> BinNums.positive list_fields_t : Type -> BinNums.positive -> Type : Type -> BinNums.positive -> Type list_fields : (forall (A : Type) (l : list A), list_fields_t A (list_tag A l)) : forall (A : Type) (l : list A), list_fields_t A (list_tag A l) list_construct : (forall (A : Type) (p : BinNums.positive), list_fields_t A p -> option (list A)) : forall (A : Type) (p : BinNums.positive), list_fields_t A p -> option (list A) list_constructP : (forall (A : Type) (l : list A), list_construct A (list_tag A l) (list_fields A l) = Some l) : forall (A : Type) (l : list A), list_construct A (list_tag A l) (list_fields A l) = Some l list_eqb : (forall A : Type, (A -> A -> bool) -> list A -> list A -> bool) : forall A : Type, (A -> A -> bool) -> list A -> list A -> bool list_eqb_correct : forall (a : Type) (eqA : a -> a -> bool), eqb_correct eqA -> forall x : list a, eqb_correct_on (list_eqb a eqA) x list_eqb_refl : forall (a : Type) (eqA : a -> a -> bool), eqb_reflexive eqA -> forall x : list a, eqb_refl_on (list_eqb a eqA) x Query assignments: _uvk_1_ = X0 _uvk_2_ = X1 Syntactic constraints: evar (X1) (X2) (X1) /* suspended on X1 */ evar X3 (sort (typ «elpi.tests.test_API2.6»)) (X2) /* suspended on X3, X2 */ evar (X0) (X4) (X0) /* suspended on X0 */ evar X5 (sort (typ «elpi.tests.test_API2.5»)) (X4) /* suspended on X5, X4 */ Universe constraints: UNIVERSES: {elpi.tests.test_API2.6 elpi.tests.test_API2.5} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α4 α5 WEAK CONSTRAINTS: Non-discriminated database Unfoldable variable definitions: all Unfoldable constant definitions: all Cut: emp For any goal -> For xeq -> exact xxx(level 0, pattern 0 = _, id 0) fix X0 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ X1 c2 c3) [c2, fun `p` (X2 c1 c2) c3 \ app [c0, c3, c2]] fix X0 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (X3 c1 c2) c3 \ app [c0, c3, c2]] Query assignments: BO1 = fix X0 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (X3 c1 c2) c3 \ app [c0, c3, c2]] GR = «Nat.add» TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») _uvk_1_ = c0 \ c1 \ global (indt «nat») _uvk_2_ = c0 \ c1 \ X3 c0 c1 Syntactic constraints: {c0 c1} : decl c1 `m` (global (indt «nat»)), decl c0 `n` (global (indt «nat»)) ?- evar (X3 c0 c1) (sort (typ «elpi.tests.test_quotation.2»)) (X3 c0 c1) /* suspended on X3 */ Universe constraints: UNIVERSES: {elpi.tests.test_quotation.3 elpi.tests.test_quotation.2 elpi.tests.test_quotation.1} |= Set <= elpi.tests.test_quotation.3 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_quotation.3 SORTS: α1 α2 WEAK CONSTRAINTS: some (pglobal (const «toto») «elpi.tests.test_HOAS.19 elpi.tests.test_HOAS.20») prod `T1` (sort (typ «elpi.tests.test_HOAS.19»)) c0 \ prod `T2` (sort (typ «elpi.tests.test_HOAS.20»)) c1 \ prod `x` c0 c2 \ c0 Query assignments: Body = some (pglobal (const «toto») «elpi.tests.test_HOAS.19 elpi.tests.test_HOAS.20») C = «titi» Term = prod `T1` (sort (typ «elpi.tests.test_HOAS.19»)) c0 \ prod `T2` (sort (typ «elpi.tests.test_HOAS.20»)) c1 \ prod `x` c0 c2 \ c0 Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.20 elpi.tests.test_HOAS.19} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: _uvk_19_ = «elpi.tests.test_API2.7» Universe constraints: UNIVERSES: ALGEBRAIC UNIVERSES: {elpi.tests.test_API2.7} UNDEFINED UNIVERSES: elpi.tests.test_API2.7 SORTS: WEAK CONSTRAINTS: fun `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c0 \ match c0 (fun `_` (X0 c0) c1 \ fun `v` (app [global (indt «Vector.t»), X1 c0 c1, X2 c0 c1]) c2 \ X3 c1 c2) [global (indc «O»), fun `_` (X4 c0) c1 \ fun `_` (X5 c0 c1) c2 \ fun `_` (X6 c0 c1 c2) c3 \ app [global (indc «S»), global (indc «O»)]] fun `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c0 \ match c0 (fun `_` (X7 c0) c1 \ fun `v` (app [global (indt «Vector.t»), global (indt «nat»), X8 c0 c1]) c2 \ global (indt «nat»)) [global (indc «O»), fun `_` (X9 c0) c1 \ fun `_` (X10 c0 c1) c2 \ fun `_` (X11 c0 c1 c2) c3 \ app [global (indc «S»), global (indc «O»)]] Query assignments: T = fun `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) c0 \ match c0 (fun `_` (X7 c0) c1 \ fun `v` (app [global (indt «Vector.t»), global (indt «nat»), X8 c0 c1]) c2 \ global (indt «nat»)) [global (indc «O»), fun `_` (X9 c0) c1 \ fun `_` (X10 c0 c1) c2 \ fun `_` (X11 c0 c1 c2) c3 \ app [global (indc «S»), global (indc «O»)]] _uvk_10_ = c0 \ c1 \ global (indt «nat») _uvk_11_ = c0 \ X9 c0 _uvk_12_ = c0 \ c1 \ X10 c0 c1 _uvk_13_ = c0 \ c1 \ c2 \ X11 c0 c1 c2 _uvk_7_ = c0 \ X7 c0 _uvk_8_ = c0 \ c1 \ global (indt «nat») _uvk_9_ = c0 \ c1 \ X8 c0 c1 Syntactic constraints: {c0 c1 c2} : decl c2 `y0` (X10 c0 c1), decl c1 `y` (X9 c0), decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X11 c0 c1 c2) (sort (typ «elpi.tests.test_quotation.10»)) (X11 c0 c1 c2) /* suspended on X11 */ {c0 c1} : decl c1 `y` (X9 c0), decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X10 c0 c1) (sort (typ «elpi.tests.test_quotation.9»)) (X10 c0 c1) /* suspended on X10 */ {c0} : decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X9 c0) (sort (typ «elpi.tests.test_quotation.8»)) (X9 c0) /* suspended on X9 */ {c0 c1} : decl c1 `y` (X7 c0), decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X8 c0 c1) (X12 c0 c1) (X8 c0 c1) /* suspended on X8 */ {c0 c1} : decl c1 `y` (X7 c0), decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X13 c0 c1) (sort (typ «elpi.tests.test_quotation.6»)) (X12 c0 c1) /* suspended on X13, X12 */ {c0} : decl c0 `v` (app [global (indt «Vector.t»), global (indt «nat»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]]) ?- evar (X7 c0) (sort (typ «elpi.tests.test_quotation.4»)) (X7 c0) /* suspended on X7 */ Universe constraints: UNIVERSES: {elpi.tests.test_quotation.12 elpi.tests.test_quotation.11 elpi.tests.test_quotation.10 elpi.tests.test_quotation.9 elpi.tests.test_quotation.8 elpi.tests.test_quotation.7 elpi.tests.test_quotation.6 elpi.tests.test_quotation.5 elpi.tests.test_quotation.4} |= elpi.tests.test_quotation.11 < elpi.tests.test_quotation.5 Set <= Vector.t.u0 Set <= elpi.tests.test_quotation.11 Set <= elpi.tests.test_quotation.12 elpi.tests.test_quotation.11 <= Vector.t.u0 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_quotation.12 SORTS: α3 α4 := Type α5 α6 α7 α8 α9 WEAK CONSTRAINTS: pglobal (const «toto») X0 pglobal (const «toto») «u1 u2» toto Query assignments: Spilled_1 = toto _uvk_62_ = X0 _uvk_63_ = «elpi.tests.test_HOAS.23 elpi.tests.test_HOAS.24» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.24 elpi.tests.test_HOAS.23} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.24 elpi.tests.test_HOAS.23} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.24 elpi.tests.test_HOAS.23 SORTS: WEAK CONSTRAINTS: Query assignments: GR = const const EXN PRINTING: Not_found T = «elpi.tests.test_API2.T» 3 Query assignments: X = 3 app [pglobal (const «t») X0, global (indt «nat»), pglobal (const «fnat») X1] app [pglobal (const «t») «elpi.tests.test_HOAS.29», global (indt «nat»), pglobal (const «fnat») «»] Query assignments: T = app [pglobal (const «t») «elpi.tests.test_HOAS.29», global (indt «nat»), pglobal (const «fnat») «»] Ty = global (indt «nat») _uvk_64_ = «elpi.tests.test_HOAS.29» _uvk_65_ = «» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.29} |= Set <= elpi.tests.test_HOAS.29 Set = elpi.tests.test_HOAS.29 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.29} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.29 := Set SORTS: WEAK CONSTRAINTS: fun `x` X0 c0 \ app [X1, c0] Query assignments: X = X1 Y = fun `x` X0 c0 \ app [X1, c0] _uvk_34_ = X0 Query assignments: A4 = «elpi.tests.test_HOAS.36» A5 = «elpi.tests.test_HOAS.37» A6 = «elpi.tests.test_HOAS.38» A7 = «elpi.tests.test_HOAS.39» A8 = «elpi.tests.test_HOAS.40» Arity = prod `T` (sort (typ «elpi.tests.test_HOAS.30»)) c0 \ sort (typ «elpi.tests.test_HOAS.30») Arity1 = prod `T` (sort (typ «elpi.tests.test_HOAS.31»)) c0 \ sort (typ «elpi.tests.test_HOAS.31») Arity2 = prod `T` (sort (typ «elpi.tests.test_HOAS.32»)) c0 \ sort (typ «elpi.tests.test_HOAS.32») Arity4 = prod `T` (sort (typ «elpi.tests.test_HOAS.36»)) c0 \ sort (typ «elpi.tests.test_HOAS.36») Arity5 = prod `T` (sort (typ «elpi.tests.test_HOAS.37»)) c0 \ sort (typ «elpi.tests.test_HOAS.37») B = «Build_F» B1 = «elpi.tests.test_HOAS.43» B2 = «elpi.tests.test_HOAS.44» BTy2 = prod `T` (sort (typ «elpi.tests.test_HOAS.42»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.42», c0] BTy3 = prod `T` (sort (typ «elpi.tests.test_HOAS.43»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.43», c0] BoN = none BoT = some (fun `T` (sort (typ «elpi.tests.test_HOAS.45»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.45», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.45», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT1 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.46»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.46», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.46», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT2 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.47»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.47», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.47», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT4 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.49»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.49», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.49», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT5 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.50»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.50», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.50», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT6 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.64»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.64», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.64», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) BoT7 = some (fun `T` (sort (typ «elpi.tests.test_HOAS.66»)) c0 \ fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.66», c0]) c1 \ match c1 (fun `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.66», c0]) c2 \ c0) [fun `t` c0 c2 \ c2]) C1 = «elpi.tests.test_HOAS.54» C2 = «elpi.tests.test_HOAS.55» C3 = «elpi.tests.test_HOAS.58» C4 = «elpi.tests.test_HOAS.59» C5 = «elpi.tests.test_HOAS.62» C6 = «elpi.tests.test_HOAS.63» D1 = «elpi.tests.test_HOAS.49» D2 = «elpi.tests.test_HOAS.50» D3 = «elpi.tests.test_HOAS.51» D4 = X0 E5 = «elpi.tests.test_HOAS.66» E6 = «elpi.tests.test_HOAS.67» GRB = indc «Build_F» GRF = indt «F» GRn = const «n» GRt = const «t» I = «elpi.tests.test_HOAS.30» I2 = «elpi.tests.test_HOAS.41» I3 = «elpi.tests.test_HOAS.45» I4 = «» Ind = «F» K = [«Build_F»] KTys = [prod `T` (sort (typ «elpi.tests.test_HOAS.30»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.30», c0]] KTys1 = [prod `T` (sort (typ «elpi.tests.test_HOAS.31»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.31», c0]] KTys3 = [prod `T` (sort (typ «elpi.tests.test_HOAS.33»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.33», c0]] KTys4 = [prod `T` (sort (typ «elpi.tests.test_HOAS.36»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.36», c0]] KTys6 = [prod `T` (sort (typ «elpi.tests.test_HOAS.38»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.38», c0]] N = «n» T = «t» TyB = prod `T` (sort (typ «elpi.tests.test_HOAS.41»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.41», c0] TyB2 = prod `T` (sort (typ «elpi.tests.test_HOAS.56»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.56», c0] TyB3 = prod `T` (sort (typ «elpi.tests.test_HOAS.58»)) c0 \ prod `t` c0 c1 \ app [pglobal (indt «F») «elpi.tests.test_HOAS.58», c0] TyF = prod `T` (sort (typ «elpi.tests.test_HOAS.30»)) c0 \ sort (typ «elpi.tests.test_HOAS.30») TyF2 = prod `T` (sort (typ «elpi.tests.test_HOAS.52»)) c0 \ sort (typ «elpi.tests.test_HOAS.52») TyF3 = prod `T` (sort (typ «elpi.tests.test_HOAS.54»)) c0 \ sort (typ «elpi.tests.test_HOAS.54») TyN = global (indt «nat») TyT = prod `T` (sort (typ «elpi.tests.test_HOAS.45»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.45», c0]) c1 \ c0 TyT1 = prod `T` (sort (typ «elpi.tests.test_HOAS.46»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.46», c0]) c1 \ c0 TyT3 = prod `T` (sort (typ «elpi.tests.test_HOAS.48»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.48», c0]) c1 \ c0 TyT4 = prod `T` (sort (typ «elpi.tests.test_HOAS.49»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.49», c0]) c1 \ c0 TyT5 = prod `T` (sort (typ «elpi.tests.test_HOAS.51»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.51», c0]) c1 \ c0 TyT6 = prod `T` (sort (typ «elpi.tests.test_HOAS.60»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.60», c0]) c1 \ c0 TyT7 = prod `T` (sort (typ «elpi.tests.test_HOAS.62»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.62», c0]) c1 \ c0 Tyt = prod `T` (sort (typ «elpi.tests.test_HOAS.45»)) c0 \ prod `f` (app [pglobal (indt «F») «elpi.tests.test_HOAS.45», c0]) c1 \ c0 Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.67 elpi.tests.test_HOAS.66 elpi.tests.test_HOAS.65 elpi.tests.test_HOAS.64 elpi.tests.test_HOAS.63 elpi.tests.test_HOAS.62 elpi.tests.test_HOAS.61 elpi.tests.test_HOAS.60 elpi.tests.test_HOAS.59 elpi.tests.test_HOAS.58 elpi.tests.test_HOAS.57 elpi.tests.test_HOAS.56 elpi.tests.test_HOAS.55 elpi.tests.test_HOAS.54 elpi.tests.test_HOAS.53 elpi.tests.test_HOAS.52 elpi.tests.test_HOAS.51 elpi.tests.test_HOAS.50 elpi.tests.test_HOAS.49 elpi.tests.test_HOAS.48 elpi.tests.test_HOAS.47 elpi.tests.test_HOAS.46 elpi.tests.test_HOAS.45 elpi.tests.test_HOAS.44 elpi.tests.test_HOAS.43 elpi.tests.test_HOAS.42 elpi.tests.test_HOAS.41 elpi.tests.test_HOAS.40 elpi.tests.test_HOAS.39 elpi.tests.test_HOAS.38 elpi.tests.test_HOAS.37 elpi.tests.test_HOAS.36 elpi.tests.test_HOAS.35 elpi.tests.test_HOAS.34 elpi.tests.test_HOAS.33 elpi.tests.test_HOAS.32 elpi.tests.test_HOAS.31 elpi.tests.test_HOAS.30} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.45 elpi.tests.test_HOAS.44 elpi.tests.test_HOAS.43 elpi.tests.test_HOAS.42 elpi.tests.test_HOAS.41 elpi.tests.test_HOAS.40 elpi.tests.test_HOAS.39 elpi.tests.test_HOAS.38 elpi.tests.test_HOAS.37 elpi.tests.test_HOAS.36 elpi.tests.test_HOAS.35 elpi.tests.test_HOAS.34 elpi.tests.test_HOAS.33 elpi.tests.test_HOAS.32 elpi.tests.test_HOAS.31 elpi.tests.test_HOAS.30} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.45 elpi.tests.test_HOAS.44 elpi.tests.test_HOAS.43 elpi.tests.test_HOAS.42 elpi.tests.test_HOAS.41 elpi.tests.test_HOAS.40 elpi.tests.test_HOAS.39 elpi.tests.test_HOAS.38 elpi.tests.test_HOAS.37 elpi.tests.test_HOAS.36 elpi.tests.test_HOAS.35 elpi.tests.test_HOAS.34 elpi.tests.test_HOAS.33 elpi.tests.test_HOAS.32 elpi.tests.test_HOAS.31 elpi.tests.test_HOAS.30 SORTS: WEAK CONSTRAINTS: fun `r` (global (indt «nat»)) c0 \ fun `p` (prod `y` (global (indt «nat»)) c1 \ app [global (indt «eq»), global (indt «nat»), c1, global (indc «O»)]) c1 \ fun `q` (global (indt «bool»)) c2 \ prod `y` (global (indt «nat»)) c3 \ app [global (indt «eq»), global (indt «nat»), c3, global (indc «O»)] Query assignments: Spilled_1 = c0 \ c1 \ c2 \ prod `y` (global (indt «nat»)) c3 \ app [global (indt «eq»), global (indt «nat»), c3, global (indc «O»)] X = fun `r` (global (indt «nat»)) c0 \ fun `p` (prod `y` (global (indt «nat»)) c1 \ app [global (indt «eq»), global (indt «nat»), c1, global (indc «O»)]) c1 \ fun `q` (global (indt «bool»)) c2 \ prod `y` (global (indt «nat»)) c3 \ app [global (indt «eq»), global (indt «nat»), c3, global (indc «O»)] fun u : nat => {| val := oval u; Sub := Ord u; Sub_rect := inlined_sub_rect |} : forall u : nat, is_SUB nat (fun x : nat => leq x u) (ord u) «elpi.tests.test_API2.G» Query assignments: F = «elpi.tests.test_API2.F» G = «elpi.tests.test_API2.G» X = «elpi.tests.test_API2.X» Query assignments: GR = indc «Ord» K = global (indc «Ord») Module G : Sig Definition id : X.T -> X.T. End := (F X) T = fun `u` X0 c0 \ app [global (indc «SubType»), X1 c0, X2 c0, X3 c0, app [global (const «oval»), c0], X4 c0, fun `K` (X5 c0) c1 \ fun `K_S` (X6 c0 c1) c2 \ fun `u` (X7 c0 c1 c2) c3 \ match c3 (fun `u0` (X8 c1 c2 c3) c4 \ app [c1, c4]) [fun `x` (X9 c1 c2 c3) c4 \ fun `Px` (X10 c1 c2 c3 c4) c5 \ app [c2, c4, c5]]] T1 = fun `u` (global (indt «nat»)) c0 \ app [global (indc «SubType»), global (indt «nat»), fun `x` (global (indt «nat»)) c1 \ app [global (const «leq»), c1, c0], app [global (indt «ord»), c0], app [global (const «oval»), c0], app [global (indc «Ord»), c0], fun `K` (prod `x` (app [global (indt «ord»), c0]) c1 \ sort (typ «is_SUB.u2»)) c1 \ fun `K_S` (prod `x` (global (indt «nat»)) c2 \ prod `Px` (app [global (indt «eq»), global (indt «bool»), app [fun `x` (global (indt «nat»)) c3 \ app [global (const «leq»), c3, c0], c2], global (indc «true»)]) c3 \ app [c1, app [global (indc «Ord»), c0, c2, c3]]) c2 \ fun `u0` (app [global (indt «ord»), c0]) c3 \ match c3 (fun `u1` (app [global (indt «ord»), c0]) c4 \ app [c1, c4]) [fun `x` (global (indt «nat»)) c4 \ fun `Px` (app [global (indt «eq»), global (indt «bool»), app [global (const «leq»), c4, c0], global (indc «true»)]) c5 \ app [c2, c4, c5]]] _uvk_35_ = X0 _uvk_36_ = X1 _uvk_37_ = X2 _uvk_38_ = X3 _uvk_39_ = X4 _uvk_40_ = X5 _uvk_41_ = X6 _uvk_42_ = X7 _uvk_43_ = X8 _uvk_44_ = X9 _uvk_45_ = X10 _uvk_46_ = global (indt «nat») _uvk_47_ = c0 \ global (indt «nat») _uvk_48_ = c0 \ fun `x` (global (indt «nat»)) c1 \ app [global (const «leq»), c1, c0] _uvk_49_ = c0 \ app [global (indt «ord»), c0] _uvk_50_ = c0 \ app [global (const «oval»), c0] _uvk_51_ = c0 \ fun `K` (prod `x` (app [global (indt «ord»), c0]) c1 \ sort (typ «is_SUB.u2»)) c1 \ fun `K_S` (prod `x` (global (indt «nat»)) c2 \ prod `Px` (app [global (indt «eq»), global (indt «bool»), app [fun `x` (global (indt «nat»)) c3 \ app [global (const «leq»), c3, c0], c2], global (indc «true»)]) c3 \ app [c1, app [global (indc «Ord»), c0, c2, c3]]) c2 \ fun `u0` (app [global (indt «ord»), c0]) c3 \ match c3 (fun `u1` (app [global (indt «ord»), c0]) c4 \ app [c1, c4]) [fun `x` (global (indt «nat»)) c4 \ fun `Px` (app [global (indt «eq»), global (indt «bool»), app [global (const «leq»), c4, c0], global (indc «true»)]) c5 \ app [c2, c4, c5]] Universe constraints: UNIVERSES: {elpi.tests.test_quotation.28 elpi.tests.test_quotation.27} |= Set <= is_SUB.u0 Set <= is_SUB.u1 Set <= elpi.tests.test_quotation.27 is_SUB.u2 <= elpi.tests.test_quotation.28 ALGEBRAIC UNIVERSES: {elpi.tests.test_quotation.28 elpi.tests.test_quotation.27} UNDEFINED UNIVERSES: elpi.tests.test_quotation.28 elpi.tests.test_quotation.27 SORTS: α22 := Type α23 := Type WEAK CONSTRAINTS: «elpi.tests.test_HOAS.68» parameter T explicit (sort (typ «elpi.tests.test_HOAS.68»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.68»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) «elpi.tests.test_HOAS.68» parameter T explicit (sort (typ «elpi.tests.test_HOAS.68»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.68»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) parameter T explicit (sort (typ «elpi.tests.test_HOAS.69»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.69»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) Query assignments: Decl = parameter T explicit (sort (typ «elpi.tests.test_HOAS.68»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.68»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) Decl1 = parameter T explicit (sort (typ «elpi.tests.test_HOAS.68»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.68»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) Decl2 = parameter T explicit (sort (typ «elpi.tests.test_HOAS.69»)) c0 \ record F (sort (typ «elpi.tests.test_HOAS.69»)) Build_F (field [coercion off, canonical tt] t c0 c1 \ end-record) GRF = indt «F» I = «elpi.tests.test_HOAS.68» Ind = «F» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.69 elpi.tests.test_HOAS.68} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.69 elpi.tests.test_HOAS.68} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.69 elpi.tests.test_HOAS.68 SORTS: WEAK CONSTRAINTS: COQC tests/test_vernacular1.v «elpi.tests.test_API2.H» Query assignments: F = «elpi.tests.test_API2.F» H = «elpi.tests.test_API2.H» X = «elpi.tests.test_API2.X» Module H : Sig Definition id : nat -> nat. End := (F X) test2 test1 str hello test1 too many arguments test1 str hello my str Dear test1 too many arguments «elpi.tests.test_HOAS.70» «elpi.tests.test_HOAS.71» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70 SORTS: WEAK CONSTRAINTS: Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} |= elpi.tests.test_HOAS.70 = elpi.tests.test_HOAS.71 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70 := elpi.tests.test_HOAS.71 SORTS: WEAK CONSTRAINTS: Query assignments: GRF = indt «F» I1 = «elpi.tests.test_HOAS.70» I2 = «elpi.tests.test_HOAS.71» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} |= elpi.tests.test_HOAS.70 = elpi.tests.test_HOAS.71 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.71 elpi.tests.test_HOAS.70 := elpi.tests.test_HOAS.71 SORTS: WEAK CONSTRAINTS: Query assignments: GR = const const EXN PRINTING: Not_found T = «elpi.tests.test_API2.T» Module Type FT = Funsig (P:T) Sig Parameter idT : P.T -> P.T. End «elpi.tests.test_HOAS.72» «» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.72} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.72} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.72 SORTS: WEAK CONSTRAINTS: different universe instance lengths Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.72} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.72} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.72 SORTS: WEAK CONSTRAINTS: Query assignments: E = different universe instance lengths GRF = indt «F» GRfnat = const «fnat» I1 = «elpi.tests.test_HOAS.72» I2 = «» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.72} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.72} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.72 SORTS: WEAK CONSTRAINTS: «elpi.tests.test_API2.GT» Query assignments: F = «elpi.tests.test_API2.FT» G = «elpi.tests.test_API2.GT» X = «elpi.tests.test_API2.X» Module Type GT = Sig Parameter idT : X.T -> X.T. End Query assignments: GRF = indt «F» I1 = «elpi.tests.test_HOAS.73» I2 = «elpi.tests.test_HOAS.73» U = «elpi.tests.test_HOAS.73» UL1 = [«elpi.tests.test_HOAS.73»] Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.73} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.73} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.73 SORTS: WEAK CONSTRAINTS: [attribute elpi.loc (leaf-loc File "./tests/test_vernacular1.v", line 48, column 5, character 947:), attribute foo (leaf-str bar)] [get-option elpi.loc File "./tests/test_vernacular1.v", line 48, column 5, character 947:, get-option foo bar] [attribute elpi.loc (leaf-loc File "./tests/test_vernacular1.v", line 52, column 0, character 981:), attribute foo (leaf-str bar), attribute poly (leaf-str )] [get-option elpi.loc File "./tests/test_vernacular1.v", line 52, column 0, character 981:, get-option foo bar, get-option poly tt] [attribute elpi.loc (leaf-loc File "./tests/test_vernacular1.v", line 53, column 0, character 1009:), attribute foo (leaf-str bar), attribute poly (leaf-str ), attribute suppa (node [attribute duppa (leaf-str )])] [get-option elpi.loc File "./tests/test_vernacular1.v", line 53, column 0, character 1009:, get-option foo bar, get-option poly tt] «elpi.tests.test_API2.HT» Query assignments: F = «elpi.tests.test_API2.FT» H = «elpi.tests.test_API2.HT» X = «elpi.tests.test_API2.X» Module Type HT = Sig Parameter idT : nat -> nat. End Cannot enforce elpi.tests.test_HOAS.74 = elpi.tests.test_HOAS.75 because elpi.tests.test_HOAS.74 < elpi.tests.test_HOAS.75 Query assignments: E = Cannot enforce elpi.tests.test_HOAS.74 = elpi.tests.test_HOAS.75 because elpi.tests.test_HOAS.74 < elpi.tests.test_HOAS.75 GRF = indt «F» I1 = «elpi.tests.test_HOAS.74» I2 = «elpi.tests.test_HOAS.75» L1 = «elpi.tests.test_HOAS.74» L2 = «elpi.tests.test_HOAS.75» U1 = «elpi.tests.test_HOAS.74» U2 = «elpi.tests.test_HOAS.75» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.75 elpi.tests.test_HOAS.74} |= elpi.tests.test_HOAS.74 < elpi.tests.test_HOAS.75 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.75 elpi.tests.test_HOAS.74} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.75 elpi.tests.test_HOAS.74 SORTS: WEAK CONSTRAINTS: Query assignments: L = [«elpi.tests.test_API2.8», «elpi.tests.test_API2.9»] S = {{ elpi.tests.test_API2.8; elpi.tests.test_API2.9; }} U = «elpi.tests.test_API2.8» UV = «elpi.tests.test_API2.8» V = «elpi.tests.test_API2.9» VV = «elpi.tests.test_API2.9» Universe constraints: UNIVERSES: {elpi.tests.test_API2.9 elpi.tests.test_API2.8} |= ALGEBRAIC UNIVERSES: {elpi.tests.test_API2.9 elpi.tests.test_API2.8} UNDEFINED UNIVERSES: elpi.tests.test_API2.9 elpi.tests.test_API2.8 SORTS: WEAK CONSTRAINTS: Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78} |= elpi.tests.test_HOAS.78 < elpi.tests.test_HOAS.79 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78 SORTS: WEAK CONSTRAINTS: Query assignments: GRF = indt «F2» I1 = «elpi.tests.test_HOAS.78» I2 = «elpi.tests.test_HOAS.79» L1 = «elpi.tests.test_HOAS.78» L2 = «elpi.tests.test_HOAS.79» U1 = «elpi.tests.test_HOAS.78» U2 = «elpi.tests.test_HOAS.79» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78} |= elpi.tests.test_HOAS.78 < elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78 <= elpi.tests.test_HOAS.79 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.79 elpi.tests.test_HOAS.78 SORTS: WEAK CONSTRAINTS: Query assignments: X = 3 app [global (const «Nat.mul»), X0, X1] type COQC tests/test_tactic.v File "./tests/test_API2.v", line 361, characters 3-201: Warning: constant test has no declared type. [elpi.typecheck,elpi,default] Skipping derivation map on indt «nat» since the user did not select it Skipping derivation lens on indt «nat» since the user did not select it Skipping derivation param1 on indt «nat» since it has been already run Skipping derivation param2 on indt «nat» since the user did not select it Skipping derivation tag on indt «nat» since the user did not select it Skipping derivation eqType_ast on indt «nat» since the user did not select it Skipping derivation projK on indt «nat» since it has been already run Skipping derivation isK on indt «nat» since it has been already run Skipping derivation eq on indt «nat» since it has been already run Skipping derivation invert on indt «nat» since the user did not select it Skipping derivation lens_laws on indt «nat» since the user did not select it Skipping derivation param1_congr on indt «nat» since it has been already run Skipping derivation param1_inhab on indt «nat» since it has been already run Skipping derivation param1_functor on indt «nat» since it has been already run Skipping derivation fields on indt «nat» since the user did not select it Skipping derivation bcongr on indt «nat» since it has been already run Skipping derivation idx2inv on indt «nat» since the user did not select it Skipping derivation param1_trivial on indt «nat» since it has been already run Skipping derivation induction on indt «nat» since it has been already run Skipping derivation eqb on indt «nat» since the user did not select it Skipping derivation eqK on indt «nat» since it has been already run Skipping derivation eqbcorrect on indt «nat» since the user did not select it Skipping derivation eqcorrect on indt «nat» since it has been already run Skipping derivation eqbOK on indt «nat» since the user did not select it Skipping derivation eqOK on indt «nat» since it has been already run derive.param1_trivial: wrong shape is_t A PA . It does not look like a unary parametricity translation of an inductive with no indexes. Vector.t_eq : (forall A : Type, (A -> A -> bool) -> forall n : nat, Vector.t A n -> Vector.t A n -> bool) : forall A : Type, (A -> A -> bool) -> forall n : nat, Vector.t A n -> Vector.t A n -> bool Vector.t_isk_nil : (forall (A : Type) (n : nat), Vector.t A n -> bool) : forall (A : Type) (n : nat), Vector.t A n -> bool Vector.t_isk_cons : (forall (A : Type) (n : nat), Vector.t A n -> bool) : forall (A : Type) (n : nat), Vector.t A n -> bool Vector.t_map : (forall A B : Type, (A -> B) -> forall n : nat, Vector.t A n -> Vector.t B n) : forall A B : Type, (A -> B) -> forall n : nat, Vector.t A n -> Vector.t B n Vector.t_getk_cons1 : (forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> A) : forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> A Vector.t_getk_cons2 : (forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> nat) : forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> nat Vector.t_getk_cons3 : (forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> {k : nat & Vector.t A k}) : forall (A : Type) (n : nat), A -> forall m : nat, Vector.t A m -> Vector.t A n -> {k : nat & Vector.t A k} Vector.is_t : (forall A : Type, (A -> Type) -> forall n : nat, is_nat n -> Vector.t A n -> Type) : forall A : Type, (A -> Type) -> forall n : nat, is_nat n -> Vector.t A n -> Type Vector.is_nil : (forall (A : Type) (PA : A -> Type), Vector.is_t A PA 0 is_O (Vector.nil A)) : forall (A : Type) (PA : A -> Type), Vector.is_t A PA 0 is_O (Vector.nil A) Vector.is_cons : (forall (A : Type) (PA : A -> Type) (a : A), PA a -> forall (n : nat) (Pn : is_nat n) (H : Vector.t A n), Vector.is_t A PA n Pn H -> Vector.is_t A PA (S n) (is_S n Pn) (Vector.cons A a n H)) : forall (A : Type) (PA : A -> Type) (a : A), PA a -> forall (n : nat) (Pn : is_nat n) (H : Vector.t A n), Vector.is_t A PA n Pn H -> Vector.is_t A PA (S n) (is_S n Pn) (Vector.cons A a n H) Vector.is_t_functor : (forall (A : Type) (PA QA : A -> Type), (forall x : A, PA x -> QA x) -> forall (n : nat) (nR : is_nat n) (v : Vector.t A n), Vector.is_t A PA n nR v -> Vector.is_t A QA n nR v) : forall (A : Type) (PA QA : A -> Type), (forall x : A, PA x -> QA x) -> forall (n : nat) (nR : is_nat n) (v : Vector.t A n), Vector.is_t A PA n nR v -> Vector.is_t A QA n nR v Vector.t_induction : (forall (A : Type) (PA : A -> Type) (P : forall n : nat, is_nat n -> Vector.t A n -> Type), P 0 is_O (Vector.nil A) -> (forall a : A, PA a -> forall (m : nat) (mR : is_nat m) (v : Vector.t A m), P m mR v -> P (S m) (is_S m mR) (Vector.cons A a m v)) -> forall (n : nat) (nR : is_nat n) (v : Vector.t A n), Vector.is_t A PA n nR v -> P n nR v) : forall (A : Type) (PA : A -> Type) (P : forall n : nat, is_nat n -> Vector.t A n -> Type), P 0 is_O (Vector.nil A) -> (forall a : A, PA a -> forall (m : nat) (mR : is_nat m) (v : Vector.t A m), P m mR v -> P (S m) (is_S m mR) (Vector.cons A a m v)) -> forall (n : nat) (nR : is_nat n) (v : Vector.t A n), Vector.is_t A PA n nR v -> P n nR v Vector.t_tag : (forall (A : Type) (i : nat), Vector.t A i -> BinNums.positive) : forall (A : Type) (i : nat), Vector.t A i -> BinNums.positive Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.81 elpi.tests.test_HOAS.80} |= elpi.tests.test_HOAS.80 < elpi.tests.test_HOAS.81 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.81} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.81 elpi.tests.test_HOAS.80 SORTS: WEAK CONSTRAINTS: Cannot enforce elpi.tests.test_HOAS.81 = elpi.tests.test_HOAS.80 because elpi.tests.test_HOAS.80 < elpi.tests.test_HOAS.81 Query assignments: E = Cannot enforce elpi.tests.test_HOAS.81 = elpi.tests.test_HOAS.80 because elpi.tests.test_HOAS.80 < elpi.tests.test_HOAS.81 GRF = indt «F» I1 = «elpi.tests.test_HOAS.80» I2 = «elpi.tests.test_HOAS.81» L1 = «elpi.tests.test_HOAS.80» L2 = «elpi.tests.test_HOAS.81» U1 = «elpi.tests.test_HOAS.80» U2 = «elpi.tests.test_HOAS.81» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.81 elpi.tests.test_HOAS.80} |= elpi.tests.test_HOAS.80 < elpi.tests.test_HOAS.81 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.81} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.81 elpi.tests.test_HOAS.80 SORTS: WEAK CONSTRAINTS: W_tag : (forall A : Type, W A -> BinNums.positive) : forall A : Type, W A -> BinNums.positive Query assignments: _uvk_20_ = X0 _uvk_21_ = X0 _uvk_22_ = X1 _uvk_23_ = X2 _uvk_24_ = c0 \ X3 c0 _uvk_25_ = X4 _uvk_26_ = c0 \ X5 c0 _uvk_27_ = X4 _uvk_28_ = c0 \ X5 c0 _uvk_29_ = X6 _uvk_30_ = c0 \ X7 c0 _uvk_31_ = c0 \ c1 \ X8 c0 c1 _uvk_32_ = X9 _uvk_33_ = c0 \ X10 c0 _uvk_34_ = c0 \ c1 \ X11 c0 c1 _uvk_35_ = X12 _uvk_36_ = c0 \ X13 c0 _uvk_37_ = c0 \ c1 \ X14 c0 c1 _uvk_38_ = X12 Syntactic constraints: evar X12 (sort (typ «elpi.tests.test_API2.25»)) X12 /* suspended on X12 */ evar X12 (sort (typ «elpi.tests.test_API2.28»)) X12 /* suspended on X12 */ {c0 c1} : decl c1 `x` (X13 c0), decl c0 `z` X12 ?- evar (X14 c0 c1) (sort (typ «elpi.tests.test_API2.27»)) (X14 c0 c1) /* suspended on X14 */ {c0} : decl c0 `z` X12 ?- evar (X13 c0) (sort (typ «elpi.tests.test_API2.26»)) (X13 c0) /* suspended on X13 */ {c0 c1} : decl c1 `x` (X10 c0), decl c0 `z` X9 ?- evar (X11 c0 c1) (sort (typ «elpi.tests.test_API2.24»)) (X11 c0 c1) /* suspended on X11 */ {c0} : decl c0 `z` X9 ?- evar (X10 c0) (sort (typ «elpi.tests.test_API2.23»)) (X10 c0) /* suspended on X10 */ evar (X9) (sort (typ «elpi.tests.test_API2.22»)) (X9) /* suspended on X9 */ {c0 c1} : decl c1 `x` (X7 c0), decl c0 `z` X6 ?- evar (X8 c0 c1) (sort (typ «elpi.tests.test_API2.21»)) (X8 c0 c1) /* suspended on X8 */ {c0} : decl c0 `z` X6 ?- evar (X7 c0) (sort (typ «elpi.tests.test_API2.20»)) (X7 c0) /* suspended on X7 */ evar (X6) (sort (typ «elpi.tests.test_API2.19»)) (X6) /* suspended on X6 */ evar X4 (sort (typ «elpi.tests.test_API2.15»)) X4 /* suspended on X4 */ evar X4 (sort (typ «elpi.tests.test_API2.17»)) X4 /* suspended on X4 */ {c0} : decl c0 `x` X4 ?- evar (X5 c0) (sort (typ «elpi.tests.test_API2.16»)) (X5 c0) /* suspended on X5 */ {c0} : decl c0 `x` X4 ?- evar (X5 c0) (sort (typ «elpi.tests.test_API2.18»)) (X5 c0) /* suspended on X5 */ {c0} : decl c0 `x` X2 ?- evar (X3 c0) (sort (typ «elpi.tests.test_API2.14»)) (X3 c0) /* suspended on X3 */ evar (X2) (sort (typ «elpi.tests.test_API2.13»)) (X2) /* suspended on X2 */ evar (X1) (sort (typ «elpi.tests.test_API2.12»)) (X1) /* suspended on X1 */ evar X0 (sort (typ «elpi.tests.test_API2.10»)) X0 /* suspended on X0 */ evar X0 (sort (typ «elpi.tests.test_API2.11»)) X0 /* suspended on X0 */ Universe constraints: UNIVERSES: {elpi.tests.test_API2.28 elpi.tests.test_API2.27 elpi.tests.test_API2.26 elpi.tests.test_API2.25 elpi.tests.test_API2.24 elpi.tests.test_API2.23 elpi.tests.test_API2.22 elpi.tests.test_API2.21 elpi.tests.test_API2.20 elpi.tests.test_API2.19 elpi.tests.test_API2.18 elpi.tests.test_API2.17 elpi.tests.test_API2.16 elpi.tests.test_API2.15 elpi.tests.test_API2.14 elpi.tests.test_API2.13 elpi.tests.test_API2.12 elpi.tests.test_API2.11 elpi.tests.test_API2.10} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: α6 α7 α8 α9 α10 α11 α12 α13 α14 α15 α16 α17 α18 α19 α20 α21 α22 α23 α24 WEAK CONSTRAINTS: COQC tests/test_elaborator.v Query assignments: GR = indt «nat» XXX.rtree_tag : (forall A : Type, rtree A -> BinNums.positive) : forall A : Type, rtree A -> BinNums.positive XXX.rtree_fields_t : Type -> BinNums.positive -> Type : Type -> BinNums.positive -> Type XXX.rtree_fields : (forall (A : Type) (l : rtree A), XXX.rtree_fields_t A (XXX.rtree_tag A l)) : forall (A : Type) (l : rtree A), XXX.rtree_fields_t A (XXX.rtree_tag A l) XXX.rtree_construct : (forall (A : Type) (p : BinNums.positive), XXX.rtree_fields_t A p -> option (rtree A)) : forall (A : Type) (p : BinNums.positive), XXX.rtree_fields_t A p -> option (rtree A) XXX.rtree_constructP : (forall (A : Type) (l : rtree A), XXX.rtree_construct A (XXX.rtree_tag A l) (XXX.rtree_fields A l) = Some l) : forall (A : Type) (l : rtree A), XXX.rtree_construct A (XXX.rtree_tag A l) (XXX.rtree_fields A l) = Some l XXX.rtree_eqb : (forall A : Type, (A -> A -> bool) -> rtree A -> rtree A -> bool) : forall A : Type, (A -> A -> bool) -> rtree A -> rtree A -> bool derive.param1_trivial: wrong shape is_triv . It does not look like a unary parametricity translation of an inductive with no indexes. triv.induction : (forall P : forall H : Coverage.unit, is_unit H -> triv H -> Prop, (forall (t : Coverage.unit) (Pt : is_unit t), P t Pt (one t)) -> (forall (x : Coverage.unit) (Px : is_unit x), P x Px (more x)) -> forall (u : Coverage.unit) (p : is_unit u) (s : triv u), triv.is_triv u p s -> P u p s) : forall P : forall H : Coverage.unit, is_unit H -> triv H -> Prop, (forall (t : Coverage.unit) (Pt : is_unit t), P t Pt (one t)) -> (forall (x : Coverage.unit) (Px : is_unit x), P x Px (more x)) -> forall (u : Coverage.unit) (p : is_unit u) (s : triv u), triv.is_triv u p s -> P u p s Query assignments: GR = indt «F» I = «elpi.tests.test_HOAS.82» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.82} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.82 SORTS: WEAK CONSTRAINTS: Debug: Cannot enforce elpi.apps.derive.tests.test_derive.4344 <= Set Query assignments: B = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] GR = «Nat.add» RB = fix `add` 0 (prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat»)) c0 \ fun `n` (global (indt «nat»)) c1 \ fun `m` (global (indt «nat»)) c2 \ match c1 (fun `n` (global (indt «nat»)) c3 \ global (indt «nat»)) [c2, fun `p` (global (indt «nat»)) c3 \ app [global (indc «S»), app [c0, c3, c2]]] T = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») TY = prod `n` (global (indt «nat»)) c0 \ prod `m` (global (indt «nat»)) c1 \ global (indt «nat») Syntactic constraints: {c0 c1 c2 c3} : decl c3 `n` (global (indt «nat»)), decl c2 `m` (global (indt «nat»)), decl c1 `n` (global (indt «nat»)), decl c0 `add` (prod `n` (global (indt «nat»)) c1 \ prod `m` (global (indt «nat»)) c2 \ global (indt «nat»)) ?- evar (X0 c0 c1 c2 c3) (sort (typ «elpi.tests.test_elaborator.17»)) (X1 c0 c1 c2 c3) /* suspended on X0, X1 */ Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.23 elpi.tests.test_elaborator.22 elpi.tests.test_elaborator.21 elpi.tests.test_elaborator.20 elpi.tests.test_elaborator.19 elpi.tests.test_elaborator.18 elpi.tests.test_elaborator.17 elpi.tests.test_elaborator.16 elpi.tests.test_elaborator.15 elpi.tests.test_elaborator.14 elpi.tests.test_elaborator.13 elpi.tests.test_elaborator.12 elpi.tests.test_elaborator.11 elpi.tests.test_elaborator.10 elpi.tests.test_elaborator.9 elpi.tests.test_elaborator.8 elpi.tests.test_elaborator.7 elpi.tests.test_elaborator.6 elpi.tests.test_elaborator.5 elpi.tests.test_elaborator.4 elpi.tests.test_elaborator.3 elpi.tests.test_elaborator.2 elpi.tests.test_elaborator.1} |= Set <= elpi.tests.test_elaborator.1 Set <= elpi.tests.test_elaborator.2 Set <= elpi.tests.test_elaborator.3 Set <= elpi.tests.test_elaborator.8 Set <= elpi.tests.test_elaborator.12 Set <= elpi.tests.test_elaborator.16 Set <= elpi.tests.test_elaborator.20 elpi.tests.test_elaborator.1 <= elpi.tests.test_elaborator.6 elpi.tests.test_elaborator.2 <= elpi.tests.test_elaborator.4 elpi.tests.test_elaborator.3 <= elpi.tests.test_elaborator.4 elpi.tests.test_elaborator.4 <= elpi.tests.test_elaborator.5 elpi.tests.test_elaborator.5 <= elpi.tests.test_elaborator.6 elpi.tests.test_elaborator.6 <= elpi.tests.test_elaborator.7 elpi.tests.test_elaborator.8 <= elpi.tests.test_elaborator.10 elpi.tests.test_elaborator.9 <= elpi.tests.test_elaborator.10 elpi.tests.test_elaborator.10 <= elpi.tests.test_elaborator.11 elpi.tests.test_elaborator.12 <= elpi.tests.test_elaborator.14 elpi.tests.test_elaborator.13 <= elpi.tests.test_elaborator.14 elpi.tests.test_elaborator.14 <= elpi.tests.test_elaborator.15 elpi.tests.test_elaborator.16 <= elpi.tests.test_elaborator.18 elpi.tests.test_elaborator.17 <= elpi.tests.test_elaborator.18 elpi.tests.test_elaborator.18 <= elpi.tests.test_elaborator.19 elpi.tests.test_elaborator.20 <= elpi.tests.test_elaborator.22 elpi.tests.test_elaborator.21 <= elpi.tests.test_elaborator.22 elpi.tests.test_elaborator.22 <= elpi.tests.test_elaborator.23 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Query assignments: GR = indt «F» derive.param1_trivial: wrong shape is_Pred . It does not look like a unary parametricity translation of an inductive with no indexes. Pred.Pred_to_Predinv : (forall T : RoseTree, Pred T -> Pred.Predinv T) : forall T : RoseTree, Pred T -> Pred.Predinv T wimpls.wimpls : forall {A : Type}, rtree A -> Type wimpls.wimpls is not universe polymorphic Arguments wimpls.wimpls {A}%type_scope {rtree0} Expands to: Inductive elpi.apps.derive.tests.test_derive.derive_container.wimpls.wimpls wimpls.Kwi : forall {A : Type} {rtree0 : rtree A} (x : A), x = x -> wimpls wimpls.Kwi is not universe polymorphic Arguments wimpls.Kwi {A}%type_scope {rtree0} x _ Expands to: Constructor elpi.apps.derive.tests.test_derive.derive_container.wimpls.Kwi Kwi 3 eq_refl : wimpls where ?rtree0 : [ |- rtree nat] Query assignments: B = fun `n` (global (indt «nat»)) c0 \ app [global (const «nat_ind»), fun `n` (global (indt «nat»)) c1 \ app [global (indt «eq»), global (indt «nat»), c1, app [global (const «Nat.add»), c1, global (indc «O»)]], let `_` (app [global (indt «eq»), global (indt «nat»), global (indc «O»), app [global (const «Nat.add»), global (indc «O»), global (indc «O»)]]) (app [global (indc «eq_refl»), global (indt «nat»), global (indc «O»)]) c1 \ c1, fun `n` (global (indt «nat»)) c1 \ fun `IHn` (app [global (indt «eq»), global (indt «nat»), c1, app [global (const «Nat.add»), c1, global (indc «O»)]]) c2 \ let `_` (app [global (indt «eq»), global (indt «nat»), app [global (indc «S»), c1], app [global (const «Nat.add»), app [global (indc «S»), c1], global (indc «O»)]]) (app [global (const «f_equal_nat»), global (indt «nat»), global (indc «S»), c1, app [global (const «Nat.add»), c1, global (indc «O»)], c2]) c3 \ c3, c0] GR = «plus_n_O» RB = fun `n` (global (indt «nat»)) c0 \ app [global (const «nat_ind»), fun `n` (global (indt «nat»)) c1 \ app [global (indt «eq»), global (indt «nat»), c1, app [global (const «Nat.add»), c1, global (indc «O»)]], let `_` (app [global (indt «eq»), global (indt «nat»), global (indc «O»), app [global (const «Nat.add»), global (indc «O»), global (indc «O»)]]) (app [global (indc «eq_refl»), global (indt «nat»), global (indc «O»)]) c1 \ c1, fun `n` (global (indt «nat»)) c1 \ fun `IHn` (app [global (indt «eq»), global (indt «nat»), c1, app [global (const «Nat.add»), c1, global (indc «O»)]]) c2 \ let `_` (app [global (indt «eq»), global (indt «nat»), app [global (indc «S»), c1], app [global (const «Nat.add»), app [global (indc «S»), c1], global (indc «O»)]]) (app [global (const «f_equal_nat»), global (indt «nat»), global (indc «S»), c1, app [global (const «Nat.add»), c1, global (indc «O»)], c2]) c3 \ c3, c0] TY = prod `n` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, app [global (const «Nat.add»), c0, global (indc «O»)]] Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.38 elpi.tests.test_elaborator.37 elpi.tests.test_elaborator.36 elpi.tests.test_elaborator.35 elpi.tests.test_elaborator.34 elpi.tests.test_elaborator.33 elpi.tests.test_elaborator.32 elpi.tests.test_elaborator.31 elpi.tests.test_elaborator.30 elpi.tests.test_elaborator.29 elpi.tests.test_elaborator.28 elpi.tests.test_elaborator.27 elpi.tests.test_elaborator.26 elpi.tests.test_elaborator.25 elpi.tests.test_elaborator.24} |= Set <= eq.u0 Set <= Coq.Init.Logic.11 Set <= elpi.tests.test_elaborator.24 Set <= elpi.tests.test_elaborator.28 Set <= elpi.tests.test_elaborator.32 elpi.tests.test_elaborator.24 <= elpi.tests.test_elaborator.26 elpi.tests.test_elaborator.25 <= elpi.tests.test_elaborator.26 elpi.tests.test_elaborator.26 <= elpi.tests.test_elaborator.27 elpi.tests.test_elaborator.28 <= elpi.tests.test_elaborator.30 elpi.tests.test_elaborator.29 <= elpi.tests.test_elaborator.30 elpi.tests.test_elaborator.30 <= elpi.tests.test_elaborator.31 elpi.tests.test_elaborator.32 <= elpi.tests.test_elaborator.34 elpi.tests.test_elaborator.33 <= elpi.tests.test_elaborator.34 elpi.tests.test_elaborator.34 <= elpi.tests.test_elaborator.35 elpi.tests.test_elaborator.36 <= elpi.tests.test_elaborator.37 elpi.tests.test_elaborator.37 <= elpi.tests.test_elaborator.38 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: pglobal (indt «F») «elpi.tests.test_HOAS.84» «elpi.tests.test_HOAS.84» pglobal (indc «Build_F») «elpi.tests.test_HOAS.84» Query assignments: GR = indt «F» GR1 = indc «Build_F» I = «elpi.tests.test_HOAS.84» Spilled_1 = pglobal (indc «Build_F») «elpi.tests.test_HOAS.84» Spilled_2 = pglobal (indt «F») «elpi.tests.test_HOAS.84» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.84} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.84 SORTS: WEAK CONSTRAINTS: COQC tests/test_eq.v «elpi.tests.test_HOAS.85 elpi.tests.test_HOAS.85» Query assignments: I = «elpi.tests.test_HOAS.85 elpi.tests.test_HOAS.85» U = «elpi.tests.test_HOAS.85» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.85} |= ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: CHR: Uniqueness of typing of frozen--1011 + [] <-> [] 1 |> [decl c0 `x` (uvar frozen--1011 [])] |- frozen--1011 [] : sort (typ «elpi.tests.test_elaborator.40») 0 |> [] |- frozen--1011 [] : sort (typ «elpi.tests.test_elaborator.39») 0 |> [] |- unify-eq (sort (typ «elpi.tests.test_elaborator.40»)) (sort (typ «elpi.tests.test_elaborator.39»)) Query assignments: R = fun `x` X0 c0 \ c0 T = prod `x` X0 c0 \ X0 _uvk_87_ = X1 Syntactic constraints: {c0} : decl c0 `x` X0 ?- evar X2 (sort (typ «elpi.tests.test_elaborator.40»)) X0 /* suspended on X2, X0 */ Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.42 elpi.tests.test_elaborator.41 elpi.tests.test_elaborator.40 elpi.tests.test_elaborator.39} |= elpi.tests.test_elaborator.39 <= elpi.tests.test_elaborator.41 elpi.tests.test_elaborator.40 <= elpi.tests.test_elaborator.39 elpi.tests.test_elaborator.40 <= elpi.tests.test_elaborator.41 elpi.tests.test_elaborator.41 <= elpi.tests.test_elaborator.42 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: {c0 c1 c2 c3} : decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c4 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X0 c0 c1 c2 c3) (prod `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]) c4 \ prod `j` (app [c1, c3]) c5 \ app [global (indt «ex»), app [c1, c3], fun `a` (app [c1, c3]) c6 \ app [global (indt «eq»), app [c1, c3], c6, c6]]) (X1 c0 c1 c2 c3) /* suspended on X0, X1 */ Goal: [] [decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c4 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»))] ------------ prod `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]) c4 \ prod `j` (app [c1, c3]) c5 \ app [global (indt «ex»), app [c1, c3], fun `a` (app [c1, c3]) c6 \ app [global (indt «eq»), app [c1, c3], c6, c6]] x w = Type -> x w -> exists a : x w, a = a {c0 c1 c2 c3} : decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c4 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X0 c0 c1 c2 c3) (prod `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]) c4 \ prod `j` (app [c1, c3]) c5 \ app [global (indt «ex»), app [c1, c3], fun `a` (app [c1, c3]) c6 \ app [global (indt «eq»), app [c1, c3], c6, c6]]) (X1 c0 c1 c2 c3) /* suspended on X0, X1 */ Goal: [] [decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c4 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»))] ------------ prod `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]) c4 \ prod `j` (app [c1, c3]) c5 \ app [global (indt «ex»), app [c1, c3], fun `a` (app [c1, c3]) c6 \ app [global (indt «eq»), app [c1, c3], c6, c6]] x w = Type -> x w -> exists a : x w, a = a {c0 c1 c2 c3 c4 c5} : decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X0 c0 c1 c2 c3 c4 c5) (app [c1, c3]) (X1 c0 c1 c2 c3 c4 c5) /* suspended on X0, X1 */ {c0 c1 c2 c3 c4 c5} : decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X2 c0 c1 c2 c3 c4 c5) (app [global (indt «eq»), app [c1, c3], X1 c0 c1 c2 c3 c4 c5, X1 c0 c1 c2 c3 c4 c5]) (X3 c0 c1 c2 c3 c4 c5) /* suspended on X2, X3 */ Goal: [] [decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»))] ------------ app [global (indt «eq»), app [c1, c3], X1 c0 c1 c2 c3 c4 c5, X1 c0 c1 c2 c3 c4 c5] ?elpi_evar = ?elpi_evar {c0 c1 c2 c3 c4 c5} : decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X0 c0 c1 c2 c3 c4 c5) (app [c1, c3]) (X1 c0 c1 c2 c3 c4 c5) /* suspended on X0, X1 */ {c0 c1 c2 c3 c4 c5} : decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»)) ?- evar (X2 c0 c1 c2 c3 c4 c5) (app [global (indt «eq»), app [c1, c3], X1 c0 c1 c2 c3 c4 c5, X1 c0 c1 c2 c3 c4 c5]) (X3 c0 c1 c2 c3 c4 c5) /* suspended on X2, X3 */ Goal: [] [decl c5 `j` (app [c1, c3]), decl c4 `e` (app [global (indt «eq»), sort (typ «elpi.tests.test_tactic.2»), app [c1, c3], sort (typ «elpi.tests.test_tactic.3»)]), decl c3 `w` c0, decl c2 `h` (app [global (indt «eq»), global (indt «nat»), global (const «o»), global (const «m»)]), decl c1 `x` (prod `y` c0 c6 \ sort (typ «elpi.tests.test_tactic.2»)), decl c0 `T` (sort (typ «elpi.tests.test_tactic.1»))] ------------ app [global (indt «eq»), app [c1, c3], X1 c0 c1 c2 c3 c4 c5, X1 c0 c1 c2 c3 c4 c5] ?elpi_evar0 = ?elpi_evar0 Universe constraints: ------------------ Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} |= elpi.tests.test_HOAS.86 < elpi.tests.test_HOAS.87 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86 SORTS: WEAK CONSTRAINTS: Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} |= elpi.tests.test_HOAS.86 < elpi.tests.test_HOAS.87 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86 SORTS: WEAK CONSTRAINTS: Query assignments: Body = sort (typ «elpi.tests.test_HOAS.86») LX = «elpi.tests.test_HOAS.86» LY = «elpi.tests.test_HOAS.87» Type = sort (typ «elpi.tests.test_HOAS.87») UX = «elpi.tests.test_HOAS.86» UY = «elpi.tests.test_HOAS.87» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} |= elpi.tests.test_HOAS.86 < elpi.tests.test_HOAS.87 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.87 elpi.tests.test_HOAS.86 SORTS: WEAK CONSTRAINTS: poly@{u u0} : Type@{u0} (* u u0 |= u < u0 *) poly is universe polymorphic poly is transparent Expands to: Constant elpi.tests.test_HOAS.poly poly@{Set elpi.tests.test_HOAS.88} : Type@{elpi.tests.test_HOAS.88} (* {elpi.tests.test_HOAS.88} |= Set < elpi.tests.test_HOAS.88 *) Box not a defined object. Query assignments: R = fun `x` (global (indt «nat»)) c0 \ app [global (const «Nat.add»), c0, global (indc «O»)] T = prod `x` (global (indt «nat»)) c0 \ global (indt «nat») _uvk_109_ = X0 Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.46 elpi.tests.test_elaborator.45 elpi.tests.test_elaborator.44 elpi.tests.test_elaborator.43} |= elpi.tests.test_elaborator.43 <= elpi.tests.test_elaborator.45 elpi.tests.test_elaborator.44 <= elpi.tests.test_elaborator.45 elpi.tests.test_elaborator.45 <= elpi.tests.test_elaborator.46 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: sort (typ «Set») Query assignments: U = «elpi.tests.test_HOAS.89» Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.89} |= Set = elpi.tests.test_HOAS.89 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.89} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.89 := Set SORTS: WEAK CONSTRAINTS: Inductive tree@{u} (A : Type@{u}) : Type@{max(Set,u)} := leaf : A -> tree@{u} A | node : A -> list (tree@{u} A) -> tree@{u} A. (* u |= u <= list.u0 *) Arguments tree A%type_scope Arguments leaf A%type_scope _ Arguments node A%type_scope _ _%list_scope sort (typ X0) Query assignments: _uvk_129_ = X0 parameter A explicit (sort (typ «elpi.tests.test_HOAS.98»)) c0 \ inductive tree tt (arity (sort (typ «elpi.tests.test_HOAS.99»))) c1 \ [constructor leaf (arity (prod `_` c0 c2 \ c1)), constructor node (arity (prod `_` c0 c2 \ prod `_` (app [global (indt «list»), c1]) c3 \ c1))] Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.102 elpi.tests.test_HOAS.101 elpi.tests.test_HOAS.100 elpi.tests.test_HOAS.99 elpi.tests.test_HOAS.98} |= elpi.tests.test_HOAS.98 < elpi.tests.test_HOAS.100 elpi.tests.test_HOAS.99 < elpi.tests.test_HOAS.101 Set <= elpi.tests.test_HOAS.99 Set <= elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.98 <= list.u0 elpi.tests.test_HOAS.98 <= elpi.tests.test_HOAS.99 elpi.tests.test_HOAS.98 <= elpi.tests.test_HOAS.102 elpi.tests.test_HOAS.98 <= elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.99 <= list.u0 elpi.tests.test_HOAS.99 <= elpi.tests.test_HOAS.102 elpi.tests.test_HOAS.99 <= elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.102 <= elpi.tests.test_HOAS.99 elpi.tests.test_HOAS.103 <= elpi.tests.test_HOAS.99 ALGEBRAIC UNIVERSES: {elpi.tests.test_HOAS.98} UNDEFINED UNIVERSES: elpi.tests.test_HOAS.98 SORTS: WEAK CONSTRAINTS: Query assignments: D = parameter A explicit (sort (typ «M.tree.u0»)) c0 \ inductive tree tt (arity (sort (typ «M.tree.u1»))) c1 \ [constructor leaf (arity (prod `_` c0 c2 \ c1)), constructor node (arity (prod `_` c0 c2 \ prod `_` (app [global (indt «list»), c1]) c3 \ c1))] I = «tree» _uvk_66_ = X0 Universe constraints: UNIVERSES: {elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.102 elpi.tests.test_HOAS.101 elpi.tests.test_HOAS.100} |= M.tree.u0 < elpi.tests.test_HOAS.100 M.tree.u1 < elpi.tests.test_HOAS.101 Set <= M.tree.u1 Set <= elpi.tests.test_HOAS.103 M.tree.u0 <= elpi.tests.test_HOAS.102 M.tree.u0 <= elpi.tests.test_HOAS.103 M.tree.u1 <= elpi.tests.test_HOAS.102 M.tree.u1 <= elpi.tests.test_HOAS.103 elpi.tests.test_HOAS.102 <= M.tree.u1 elpi.tests.test_HOAS.103 <= M.tree.u1 ALGEBRAIC UNIVERSES: {M.tree.u0} UNDEFINED UNIVERSES: M.tree.u0 SORTS: WEAK CONSTRAINTS: COQC tests/test_ltac.v empty_eq : eq_test empty : eq_test empty unit_eq : eq_test unit : eq_test unit peano_eq : eq_test peano : eq_test peano option_eq : forall A : Type, eq_test A -> eq_test (option A) : forall A : Type, eq_test A -> eq_test (option A) pair_eq : forall A : Type, eq_test A -> forall B : Type, eq_test B -> eq_test (pair A B) : forall A : Type, eq_test A -> forall B : Type, eq_test B -> eq_test (pair A B) seq_eq : forall A : Type, eq_test A -> eq_test (seq A) : forall A : Type, eq_test A -> eq_test (seq A) rose_eq : forall A : Type, eq_test A -> eq_test (rose A) : forall A : Type, eq_test A -> eq_test (rose A) vect_eq : forall A : Type, eq_test A -> forall i : peano, eq_test (vect A i) : forall A : Type, eq_test A -> forall i : peano, eq_test (vect A i) zeta_eq : forall A : Type, eq_test A -> eq_test (zeta A) : forall A : Type, eq_test A -> eq_test (zeta A) beta_eq : forall A : Type, eq_test A -> eq_test (beta A) : forall A : Type, eq_test A -> eq_test (beta A) large_eq : eq_test large : eq_test large prim_int_eq : eq_test prim_int : eq_test prim_int prim_float_eq : eq_test prim_float : eq_test prim_float fo_record_eq : eq_test fo_record : eq_test fo_record pa_record_eq : forall A : Type, eq_test A -> eq_test (pa_record A) : forall A : Type, eq_test A -> eq_test (pa_record A) pr_record_eq : forall A : Type, eq_test A -> eq_test (pr_record A) : forall A : Type, eq_test A -> eq_test (pr_record A) enum_eq : eq_test enum : eq_test enum COQC tests/test_isK.v Query assignments: S = sort (typ «elpi.tests.test_elaborator.48») T = sort (typ «elpi.tests.test_elaborator.47») _uvk_130_ = «elpi.tests.test_elaborator.47» Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.48 elpi.tests.test_elaborator.47} |= elpi.tests.test_elaborator.47 < elpi.tests.test_elaborator.48 ALGEBRAIC UNIVERSES: {elpi.tests.test_elaborator.47} UNDEFINED UNIVERSES: elpi.tests.test_elaborator.47 SORTS: WEAK CONSTRAINTS: evar (X0) (global (indt «nat»)) X1 /* suspended on X0, X1 */ X0 global (indt «nat») evar (X2) (global (indt «nat»)) X3 /* suspended on X2, X3 */ hello eq_refl : one = 1 : one = 1 z : nat Query assignments: S = sort (typ «elpi.tests.test_elaborator.50») T = sort (typ «elpi.tests.test_elaborator.49») TW = sort (typ «elpi.tests.test_elaborator.49») W = sort (typ «elpi.tests.test_elaborator.51») _uvk_131_ = «elpi.tests.test_elaborator.49» _uvk_132_ = «elpi.tests.test_elaborator.51» Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.51 elpi.tests.test_elaborator.50 elpi.tests.test_elaborator.49} |= elpi.tests.test_elaborator.49 < elpi.tests.test_elaborator.50 elpi.tests.test_elaborator.51 < elpi.tests.test_elaborator.49 ALGEBRAIC UNIVERSES: {elpi.tests.test_elaborator.51 elpi.tests.test_elaborator.49} UNDEFINED UNIVERSES: elpi.tests.test_elaborator.51 elpi.tests.test_elaborator.49 SORTS: WEAK CONSTRAINTS: it = elpi_subproof : True it : True it is not universe polymorphic it is transparent Expands to: Constant elpi.tests.test_ltac.it elpi_subproof = I : True elpi_subproof : True elpi_subproof is not universe polymorphic elpi_subproof is opaque Expands to: Constant elpi.tests.test_ltac.elpi_subproof Closed under the global context COQC tests/test_ltac3.v Debug: Cannot enforce elpi.tests.test_elaborator.52 < elpi.tests.test_elaborator.52 because elpi.tests.test_elaborator.52 = elpi.tests.test_elaborator.52 Query assignments: X = sort (typ X0) _uvk_133_ = X0 [(c4 \ app [c1, c2]), (c4 \ app [c0, c2]), (c4 \ c4), (c4 \ prod `x0` (app [c0, c2]) c5 \ prod `x1` (global (indt «nat»)) c6 \ sort (typ «elpi.tests.test_tactic.16»))] [app [global (indt «eq»), global (indt «nat»), c2, app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]], sort prop] Query assignments: X = sort (typ «elpi.tests.test_elaborator.53») Y = sort (typ «elpi.tests.test_elaborator.54») Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.54 elpi.tests.test_elaborator.53} |= elpi.tests.test_elaborator.53 < elpi.tests.test_elaborator.54 ALGEBRAIC UNIVERSES: {elpi.tests.test_elaborator.54 elpi.tests.test_elaborator.53} UNDEFINED UNIVERSES: elpi.tests.test_elaborator.54 elpi.tests.test_elaborator.53 SORTS: WEAK CONSTRAINTS: unit_is_tt : unit -> bool : unit -> bool peano_is_Zero : peano -> bool : peano -> bool peano_is_Succ : peano -> bool : peano -> bool option_is_None : forall A : Type, option A -> bool : forall A : Type, option A -> bool option_is_Some : forall A : Type, option A -> bool : forall A : Type, option A -> bool pair_is_Comma : forall A B : Type, pair A B -> bool : forall A B : Type, pair A B -> bool seq_is_Nil : forall A : Type, seq A -> bool : forall A : Type, seq A -> bool seq_is_Cons : forall A : Type, seq A -> bool : forall A : Type, seq A -> bool rose_is_Leaf : forall A : Type, rose A -> bool : forall A : Type, rose A -> bool rose_is_Node : forall A : Type, rose A -> bool : forall A : Type, rose A -> bool nest_is_NilN : forall A : Type, nest A -> bool : forall A : Type, nest A -> bool nest_is_ConsN : forall A : Type, nest A -> bool : forall A : Type, nest A -> bool w_is_via : forall A : Type, w A -> bool : forall A : Type, w A -> bool vect_is_VNil : forall (A : Type) (i : peano), vect A i -> bool : forall (A : Type) (i : peano), vect A i -> bool vect_is_VCons : forall (A : Type) (i : peano), vect A i -> bool : forall (A : Type) (i : peano), vect A i -> bool dyn_is_box : dyn -> bool : dyn -> bool zeta_is_Envelope : forall A : Type, zeta A -> bool : forall A : Type, zeta A -> bool beta_is_Redex : forall A : Type, beta A -> bool : forall A : Type, beta A -> bool iota_is_Why : iota -> bool : iota -> bool large_is_K1 : large -> bool large_is_K2 : large -> bool prim_int_is_PI : prim_int -> bool prim_float_is_PF : prim_float -> bool fo_record_is_Build_fo_record : fo_record -> bool : fo_record -> bool pa_record_is_Build_pa_record : forall A : Type, pa_record A -> bool : forall A : Type, pa_record A -> bool pr_record_is_Build_pr_record : forall A : Type, pr_record A -> bool : forall A : Type, pr_record A -> bool enum_is_E1 : enum -> bool : enum -> bool COQC tests/test_cache_async.v COQC tests/test_param1.v 1356 : nat this 3 app [c4, X0 c0 c1 c2 c3 c4] app [c3, app [c1, c2], global (const «a»)] foo.bar COQC tests/test_COQ_ELPI_ATTRIBUTES.v Query assignments: D = X0 R = app [global (indc «ex_intro»), X0, fun `hd_beta_auto` X0 c0 \ app [global (indt «eq»), global (indt «nat»), global (indc «O»), global (indc «O»)], X1, global (const «p»)] TY = app [global (indt «ex»), X0, fun `hd_beta_auto` X0 c0 \ app [global (indt «eq»), global (indt «nat»), global (indc «O»), global (indc «O»)]] _uvk_135_ = X2 _uvk_136_ = X3 _uvk_137_ = X4 Syntactic constraints: evar (X2) (sort (typ «ex.u0»)) X0 /* suspended on X2, X0 */ evar (X4) X0 (X1) /* suspended on X4, X1 */ evar (X1) X0 X5 /* suspended on X1, X5 */ Query assignments: R = app [global (indc «ex_intro»), global (indt «nat»), fun `hd_beta_auto` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, c0], global (indc «O»), global (const «p»)] TY = app [global (indt «ex»), global (indt «nat»), fun `hd_beta_auto` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, c0]] _uvk_164_ = X0 _uvk_165_ = X1 [trm c0, trm (app [global (const «Nat.add»), c0, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm c0, trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «nat»)) (X0 c0 c1) /* suspended on X1, X0 */ {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X2 c0 c1) (global (indt «True»)) (X3 c0 c1) /* suspended on X2, X3 */ [trm c0, trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «True»)) (X2 c0 c1) /* suspended on X1, X2 */ [trm c0, trm c1] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm (app [global (const «Nat.add»), c0, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «nat»)) (X0 c0 c1) /* suspended on X1, X0 */ {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X2 c0 c1) (global (indt «True»)) (X3 c0 c1) /* suspended on X2, X3 */ [trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «True»)) (X2 c0 c1) /* suspended on X1, X2 */ COQC tests/perf_calls.v [trm (app [global (indc «O»), global (indc «O»)])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm c0] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [int 1] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [int -1] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [str a] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [str a] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [str x] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm (app [global (const «Nat.add»), c0, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ [trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «True»)) (X2 c0 c1) /* suspended on X1, X2 */ [trm (app [global (const «Nat.add»), X0 c0 c1, c1])] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X1 c0 c1) (global (indt «True»)) (X2 c0 c1) /* suspended on X1, X2 */ [trm c0] {c0 c1} : decl c1 `y` (global (indt «nat»)), decl c0 `x` (global (indt «nat»)) ?- evar (X0 c0 c1) (global (indt «True»)) (X1 c0 c1) /* suspended on X0, X1 */ Query assignments: R = app [global (indc «ex_intro»), global (indt «nat»), fun `hd_beta_auto` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, global (indc «O»)], global (indc «O»), global (const «p»)] TY = app [global (indt «ex»), global (indt «nat»), fun `n` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, global (indc «O»)]] _uvk_174_ = X0 _uvk_175_ = c0 \ X1 c0 _uvk_176_ = X2 _uvk_177_ = X3 Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.58 elpi.tests.test_elaborator.57 elpi.tests.test_elaborator.56 elpi.tests.test_elaborator.55} |= Set <= elpi.tests.test_elaborator.55 elpi.tests.test_elaborator.55 <= elpi.tests.test_elaborator.57 elpi.tests.test_elaborator.56 <= elpi.tests.test_elaborator.57 elpi.tests.test_elaborator.57 <= elpi.tests.test_elaborator.58 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: COQC tests/test_require_bad_order.v Query assignments: R = app [global (indc «ex_intro»), global (indt «nat»), fun `n` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, global (indc «O»)], global (indc «O»), global (const «p»)] TY = app [global (indt «ex»), global (indt «nat»), fun `n` (global (indt «nat»)) c0 \ app [global (indt «eq»), global (indt «nat»), c0, global (indc «O»)]] _uvk_211_ = X0 _uvk_212_ = c0 \ X1 c0 _uvk_213_ = X2 _uvk_214_ = X3 Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.62 elpi.tests.test_elaborator.61 elpi.tests.test_elaborator.60 elpi.tests.test_elaborator.59} |= Set <= elpi.tests.test_elaborator.59 elpi.tests.test_elaborator.59 <= elpi.tests.test_elaborator.61 elpi.tests.test_elaborator.60 <= elpi.tests.test_elaborator.61 elpi.tests.test_elaborator.61 <= elpi.tests.test_elaborator.62 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: is_empty : pred empty : pred empty is_unit : pred unit : pred unit is_peano : pred peano : pred peano is_option : forall A : Type, pred A -> pred (option A) : forall A : Type, pred A -> pred (option A) is_pair : forall A : Type, pred A -> forall B : Type, pred B -> pred (pair A B) : forall A : Type, pred A -> forall B : Type, pred B -> pred (pair A B) is_seq : forall A : Type, pred A -> pred (seq A) : forall A : Type, pred A -> pred (seq A) is_rose : forall A : Type, pred A -> pred (rose A) : forall A : Type, pred A -> pred (rose A) is_nest : forall A : Type, pred A -> pred (nest A) : forall A : Type, pred A -> pred (nest A) is_w : forall A : Type, pred A -> pred (w A) : forall A : Type, pred A -> pred (w A) is_vect : forall A : Type, pred A -> forall i : peano, is_peano i -> pred (vect A i) : forall A : Type, pred A -> forall i : peano, is_peano i -> pred (vect A i) is_dyn : pred dyn : pred dyn is_zeta : forall A : Type, pred A -> pred (zeta A) : forall A : Type, pred A -> pred (zeta A) is_beta : forall A : Type, pred A -> pred (beta A) : forall A : Type, pred A -> pred (beta A) is_iota : pred iota : pred iota is_large : pred large : pred large is_prim_int : pred prim_int : pred prim_int is_prim_float : pred prim_float : pred prim_float is_fo_record : pred fo_record : pred fo_record is_pa_record : forall A : Type, pred A -> pred (pa_record A) : forall A : Type, pred A -> pred (pa_record A) is_pr_record : forall A : Type, pred A -> pred (pr_record A) : forall A : Type, pred A -> pred (pr_record A) is_enum : pred enum : pred enum is_ord : forall p : peano, is_peano p -> pred (ord p) : forall p : peano, is_peano p -> pred (ord p) is_ord2 : forall p : peano, is_peano p -> pred (ord2 p) : forall p : peano, is_peano p -> pred (ord2 p) is_val : pred val : pred val [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 300, column 10, character 6470:)] Query assignments: A = tt B = 0 C = 0 D = sort (typ «Set») E = [«true», «false»] F = [global (indt «bool»), global (indt «bool»)] GR = «bool» COQC tests/test_ctx_cache.v Entry binder_constr is [ LEFTA [ "exists2"; "'"; pattern LEVEL "0"; ":"; term LEVEL "200"; ","; term LEVEL "200"; "&"; term LEVEL "200" | "exists2"; "'"; pattern LEVEL "0"; ","; term LEVEL "200"; "&"; term LEVEL "200" | "exists2"; name; ":"; term LEVEL "200"; ","; term LEVEL "200"; "&"; term LEVEL "200" | "exists2"; name; ","; term LEVEL "200"; "&"; term LEVEL "200" | "exists"; "!"; open_binders; ","; term LEVEL "200" | "exists"; open_binders; ","; term LEVEL "200" | "forall"; open_binders; ","; term LEVEL "200" | "fun"; open_binders; "=>"; term LEVEL "200" | "let"; "fix"; fix_decl; "in"; term LEVEL "200" | "let"; "cofix"; cofix_body; "in"; term LEVEL "200" | "let"; "'"; pattern LEVEL "200"; ":="; term LEVEL "200"; "in"; term LEVEL "200" | "let"; "'"; pattern LEVEL "200"; ":="; term LEVEL "200"; case_type; "in"; term LEVEL "200" | "let"; "'"; pattern LEVEL "200"; "in"; pattern LEVEL "200"; ":="; term LEVEL "200"; case_type; "in"; term LEVEL "200" | "let"; name; binders; let_type_cstr; ":="; term LEVEL "200"; "in"; term LEVEL "200" | "let"; [ "("; LIST0 name SEP ","; ")" | "()" ]; as_return_type; ":="; term LEVEL "200"; "in"; term LEVEL "200" | "if"; term LEVEL "200"; as_return_type; "then"; term LEVEL "200"; "else"; term LEVEL "200" | "fix"; fix_decls | "cofix"; cofix_decls ] ] Entry constr is [ LEFTA [ "@"; global; univ_annot | term LEVEL "8" ] ] Entry lconstr is [ LEFTA [ term LEVEL "200" ] ] Entry term is [ "200" RIGHTA [ binder_constr ] | "100" RIGHTA [ SELF; "<:"; term LEVEL "200" | SELF; "<<:"; term LEVEL "200" | SELF; ":>"; term LEVEL "200" | SELF; ":"; term LEVEL "200" ] | "99" RIGHTA [ SELF; "->"; term LEVEL "200" ] | "95" RIGHTA [ SELF; "<->"; NEXT ] | "90" RIGHTA [ ] | "85" RIGHTA [ SELF; "\\/"; term LEVEL "85" ] | "80" RIGHTA [ SELF; "/\\"; term LEVEL "80" ] | "75" RIGHTA [ "~"; term LEVEL "75" ] | "70" RIGHTA [ SELF; ">"; NEXT | SELF; ">="; NEXT | SELF; "<"; NEXT; "<="; NEXT | SELF; "<"; NEXT; "<"; NEXT | SELF; "<"; NEXT | SELF; "<="; NEXT; "<"; NEXT | SELF; "<="; NEXT; "<="; NEXT | SELF; "<="; NEXT | SELF; "<>"; NEXT; ":>"; NEXT | SELF; "<>"; NEXT | SELF; "="; NEXT; "="; NEXT | SELF; "="; NEXT; ":>"; NEXT | SELF; "="; NEXT ] | "60" RIGHTA [ SELF; "++"; term LEVEL "60" | SELF; "::"; term LEVEL "60" ] | "50" LEFTA [ SELF; "||"; NEXT | SELF; "-"; NEXT | SELF; "+"; NEXT ] | "40" LEFTA [ SELF; "&&"; NEXT | SELF; "/"; NEXT | SELF; "*"; NEXT ] | "35" RIGHTA [ "/"; term LEVEL "35" | "-"; term LEVEL "35" ] | "30" RIGHTA [ SELF; "^"; term LEVEL "30" ] | LEFTA [ IDENT "XX"; FIELD "xxx"; LIST0 arg ] | "10" LEFTA [ SELF; LIST1 arg | "@"; global; univ_annot; LIST0 NEXT | "@"; pattern_ident; LIST1 identref ] | "9" LEFTA [ ".."; term LEVEL "0"; ".." ] | "8" LEFTA [ ] | "1" LEFTA [ SELF; ".("; "@"; global; univ_annot; LIST0 (term LEVEL "9"); ")" | SELF; ".("; global; univ_annot; LIST0 arg; ")" | SELF; "%"; IDENT ] | "0" LEFTA [ "lib"; ":"; "@"; qualified_name | "lib"; ":"; qualified_name | QUOTATION "lp:" | IDENT "ltac"; ":"; "("; ltac_expr; ")" | "("; term LEVEL "200"; ","; term LEVEL "200"; ","; LIST1 (term LEVEL "200") SEP ","; ")" | "("; term LEVEL "200"; ","; term LEVEL "200"; ")" | "("; term LEVEL "200"; ")" | "{|"; record_declaration; '|}' | "{"; "'"; pattern LEVEL "0"; "&"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; ":"; term LEVEL "200"; "&"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; ":"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; ":"; term LEVEL "200"; "|"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; ":"; term LEVEL "200"; "|"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; "|"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; "'"; pattern LEVEL "0"; "|"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; "&"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; ":"; term LEVEL "200"; "&"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; ":"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; ":"; term LEVEL "200"; "|"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; ":"; term LEVEL "200"; "|"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; "|"; term LEVEL "200"; "&"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; "|"; term LEVEL "200"; "}" | "{"; term LEVEL "99"; "}" | "{"; binder_constr; "}" | "`{"; term LEVEL "200"; "}" | "`("; term LEVEL "200"; ")" | NUMBER | atomic_constr | term_match | ident; fields; univ_annot | ident; univ_annot | test_array_opening; "["; "|"; array_elems; "|"; lconstr; type_cstr; test_array_closing; "|"; "]"; univ_annot ] ] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 311, column 12, character 6723:)] skip int 1 skip str 33 skip trm (global (indt «bool»)) [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 311, column 12, character 6723:)] skip int 1 skip str 33 skip trm (global (indt «bool»)) nat -> bool -> True : Prop [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 320, column 12, character 6909:)] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 320, column 12, character 6909:)] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 324, column 30, character 7010:)] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 324, column 30, character 7010:)] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 332, column 7, character 7186:)] [attribute elpi.loc (leaf-loc File "./tests/test_tactic.v", line 332, column 7, character 7186:)] Query assignments: F = app [global (const «nat_of_bool»), global (indc «true»)] H goal [] (X0) (global (indt «True»)) X1 [trm (global (const «H»))] goal [] (X0) (global (indt «True»)) X1 [trm (app [global (indt «eq»), global (indt «True»), global (const «H»), global (const «H»)])] goal [] (X0) (global (indt «True»)) X1 [trm (global (const «H»))] Query assignments: Y = global (indc «is_O») c0 \ app [global (const «nat_of_bool»), c0] Query assignments: Res = app [global (const «map»), global (indt «bool»), global (indt «nat»), fun `x` (global (indt «bool»)) c0 \ app [global (const «nat_of_bool»), c0], app [global (indc «cons»), global (indt «bool»), global (indc «true»), app [global (indc «nil»), global (indt «bool»)]]] _uvk_238_ = X0 _uvk_239_ = X1 COQC tests/test_libobject_A.v COQC tests/test_glob.v Query assignments: Res = app [global (const «Z_of_nat»), app [global (const «nat_of_bool»), global (indc «true»)]] Query assignments: Y = app [global (indc «is_S»), app [global (indc «S»), global (indc «O»)], app [global (indc «is_S»), global (indc «O»), global (indc «is_O»)]] is_pred = fun (n : nat) (Pn : is_nat n) => match Pn in (is_nat n0) return (is_nat match n0 with | 0 => n | S u => u end) with | is_O => Pn | is_S _ Pu => Pu end : forall n : nat, is_nat n -> is_nat (Nat.pred n) Arguments is_pred n%nat_scope Pn is_pred : is_nat2nat Nat.pred : is_nat2nat Nat.pred is_predn : is_nat2nat predn : is_nat2nat predn is_add : is_nat2nat2nat Nat.add : is_nat2nat2nat Nat.add Inductive is_bla : forall H : nat, is_nat H -> bla H -> Type := is_Bla : forall H : nat, is_nat H -> is_bla 0 is_O (Bla H) | is_Blu : forall (n : nat) (Pn : is_nat n) (H : bla n), is_bla n Pn H -> is_bla 1 (is_S 0 is_O) (Blu n H). Arguments is_bla _%nat_scope P_ s1 Arguments is_Bla _%nat_scope P_ Arguments is_Blu n%nat_scope Pn _ P_ c0 \ app [global (const «Z_of_nat»), app [global (const «nat_of_bool»), c0]] Query assignments: Res = app [global (const «map»), global (indt «bool»), global (const «Z»), fun `x` (global (indt «bool»)) c0 \ app [global (const «Z_of_nat»), app [global (const «nat_of_bool»), c0]], app [global (indc «cons»), global (indt «bool»), global (indc «true»), app [global (indc «nil»), global (indt «bool»)]]] _uvk_274_ = X0 _uvk_275_ = X1 d1 : nat d2 : nat i1 : Prop i2 : Prop k1 : i1 k2 : i2 r1 : Set r2 : Type f1 : r1 -> nat f2 : r2 -> nat COQC tests/test_link_perf.v Query assignments: PDb = [tc-instance (const «reali_is_fin_length») 0, tc-instance (const «reali_is_vec_length») 0, tc-instance (const «reali_is_predn») 0, tc-instance (const «reali_is_plus'») 0, tc-instance (const «reali_is_nat_S») 0, tc-instance (const «reali_is_nat_O») 0, tc-instance (const «reali_is_prim_float») 0, tc-instance (const «reali_is_prim_float_PF») 0, tc-instance (const «reali_is_nest_ConsN») 0, tc-instance (const «reali_is_w_via») 0, tc-instance (const «reali_is_val_V») 0, tc-instance (const «reali_is_peano») 0, tc-instance (const «reali_is_large») 0, tc-instance (const «reali_is_empty») 0, tc-instance (const «reali_is_iota_Why») 0, tc-instance (const «reali_is_nat2nat2nat») 0, tc-instance (const «reali_is_unit_tt») 0, tc-instance (const «reali_is_nest_NilN») 0, tc-instance (const «reali_is_prim_int») 0, tc-instance (const «reali_is_vect_VCons») 0, tc-instance (const «reali_is_large_K26») 0, tc-instance (const «reali_is_large_K25») 0, tc-instance (const «reali_is_large_K24») 0, tc-instance (const «reali_is_large_K23») 0, tc-instance (const «reali_is_large_K22») 0, tc-instance (const «reali_is_large_K21») 0, tc-instance (const «reali_is_large_K20») 0, tc-instance (const «reali_is_large_K19») 0, tc-instance (const «reali_is_large_K18») 0, tc-instance (const «reali_is_large_K17») 0, tc-instance (const «reali_is_large_K16») 0, tc-instance (const «reali_is_large_K15») 0, tc-instance (const «reali_is_large_K14») 0, tc-instance (const «reali_is_large_K13») 0, tc-instance (const «reali_is_large_K12») 0, tc-instance (const «reali_is_large_K11») 0, tc-instance (const «reali_is_large_K10») 0, tc-instance (const «reali_is_eq_eq_refl») 0, tc-instance (const «Coverage.reali_is_unit_tt») 0, tc-instance (const «reali_is_large_K9») 0, tc-instance (const «reali_is_large_K8») 0, tc-instance (const «reali_is_large_K7») 0, tc-instance (const «reali_is_large_K6») 0, tc-instance (const «reali_is_large_K5») 0, tc-instance (const «reali_is_large_K4») 0, tc-instance (const «reali_is_large_K3») 0, tc-instance (const «reali_is_large_K2») 0, tc-instance (const «reali_is_large_K1») 0, tc-instance (const «reali_is_seq_Cons») 0, tc-instance (const «reali_is_ord_mkOrd») 0, tc-instance (const «reali_is_peano_Zero») 0, tc-instance (const «reali_is_peano_Succ») 0, tc-instance (const «reali_is_fo_record») 0, tc-instance (const «reali_is_vec_vcons») 0, tc-instance (const «reali_is_quasidn») 0, tc-instance (const «reali_is_vect_VNil») 0, tc-instance (const «reali_is_seq_Nil») 0, tc-instance (const «reali_is_zeta_Envelope») 0, tc-instance (const «reali_is_list_cons») 0, tc-instance (const «exports.reali_is_eq») 0, tc-instance (const «reali_is_beta_Redex») 0, tc-instance (const «reali_is_unit») 0, tc-instance (const «reali_is_test») 0, tc-instance (const «reali_is_prod») 0, tc-instance (const «reali_is_pred») 0, tc-instance (const «reali_is_list») 0, tc-instance (const «reali_is_bool») 0, tc-instance (const «reali_is_sigma_bool_Build_sigma_bool») 0, tc-instance (const «reali_is_option_Some») 0, tc-instance (const «reali_is_option_None») 0, tc-instance (const «reali_is_box_peano») 0, tc-instance (const «reali_is_nat2nat») 0, tc-instance (const «reali_is_sigma_bool») 0, tc-instance (const «reali_is_zeta») 0, tc-instance (const «reali_is_vect») 0, tc-instance (const «Coverage.reali_is_unit») 0, tc-instance (const «reali_is_rose») 0, tc-instance (const «reali_is_pair») 0, tc-instance (const «reali_is_ord2») 0, tc-instance (const «reali_is_nest») 0, tc-instance (const «reali_is_iota») 0, tc-instance (const «reali_is_enum») 0, tc-instance (const «Coverage.reali_is_bool») 0, tc-instance (const «reali_is_beta») 0, tc-instance (const «reali_is_vec_length_type») 0, tc-instance (const «reali_is_vec_length_rec») 0, tc-instance (const «reali_is_pr_record») 0, tc-instance (const «reali_is_rose_Node») 0, tc-instance (const «reali_is_rose_Leaf») 0, tc-instance (const «reali_is_rose_p_Nodep») 0, tc-instance (const «reali_is_rose_p_Leafp») 0, tc-instance (const «reali_is_eq») 0, tc-instance (const «reali_is_is_list») 0, tc-instance (const «reali_is_w») 0, tc-instance (const «reali_is_vec_vnil») 0, tc-instance (const «reali_is_dep_record_Build_dep_record») 0, tc-instance (const «reali_is_pr_record_Build_pr_record») 0, tc-instance (const «reali_is_rose_o_Nodeo») 0, tc-instance (const «reali_is_rose_o_Leafo») 0, tc-instance (const «reali_is_weirdn») 0, tc-instance (const «reali_is_pair_Comma») 0, tc-instance (const «reali_is_dep_record») 0, tc-instance (const «reali_is_is_zero») 0, tc-instance (const «reali_is_pa_record») 0, tc-instance (const «reali_is_fin_FS») 0, tc-instance (const «reali_is_fin_FO») 0, tc-instance (const «reali_is_bool_true») 0, tc-instance (const «reali_is_divmod») 0, tc-instance (const «reali_is_prim_int_PI») 0, tc-instance (const «reali_is_list_nil») 0, tc-instance (const «reali_is_vec») 0, tc-instance (const «reali_is_snd») 0, tc-instance (const «reali_is_nat») 0, tc-instance (const «reali_is_fst») 0, tc-instance (const «reali_is_fin») 0, tc-instance (const «reali_is_div») 0, tc-instance (const «reali_is_bla») 0, tc-instance (const «reali_is_add») 0, tc-instance (const «reali_is_rose_p») 0, tc-instance (const «reali_is_rose_o») 0, tc-instance (const «reali_is_is_list_is_nil») 0, tc-instance (const «reali_is_option») 0, tc-instance (const «reali_is_is_leq») 0, tc-instance (const «reali_is_bool_false») 0, tc-instance (const «reali_is_prod_pair») 0, tc-instance (const «Coverage.reali_is_bool_true») 0, tc-instance (const «reali_is_val») 0, tc-instance (const «reali_is_seq») 0, tc-instance (const «reali_is_ord») 0, tc-instance (const «reali_is_dyn») 0, tc-instance (const «reali_is_is_list_is_cons») 0, tc-instance (const «reali_is_fo_record_Build_fo_record») 0, tc-instance (const «Coverage.reali_is_bool_false») 0, tc-instance (const «reali_is_enum_E3») 0, tc-instance (const «reali_is_enum_E2») 0, tc-instance (const «reali_is_enum_E1») 0, tc-instance (const «reali_is_dyn_box») 0, tc-instance (const «exports.reali_is_eq_eq_refl») 0, tc-instance (const «reali_is_box_peano_Box») 0, tc-instance (const «reali_is_ord2_mkOrd2») 0, tc-instance (const «reali_is_bla_Blu») 0, tc-instance (const «reali_is_bla_Bla») 0, tc-instance (const «reali_is_pa_record_Build_pa_record») 0] Spilled_1 = indt «reali_db» File "./tests/test_param1.v", line 158, characters 0-30: Warning: Not a truly recursive fixpoint. [non-recursive,fixpoints,default] Query assignments: R = prod `r` (global (const «ring»)) c0 \ prod `x` (app [global (const «carr»), c0]) c1 \ app [global (indt «eq»), app [global (const «carr»), c0], c1, c1] T = sort (typ «elpi.tests.test_elaborator.75») _uvk_310_ = c0 \ c1 \ X0 c0 c1 Universe constraints: UNIVERSES: {elpi.tests.test_elaborator.75 elpi.tests.test_elaborator.74 elpi.tests.test_elaborator.73 elpi.tests.test_elaborator.72 elpi.tests.test_elaborator.70} |= ring.u0 <= elpi.tests.test_elaborator.70 elpi.tests.test_elaborator.70 <= elpi.tests.test_elaborator.75 elpi.tests.test_elaborator.73 <= elpi.tests.test_elaborator.74 elpi.tests.test_elaborator.74 <= elpi.tests.test_elaborator.75 ALGEBRAIC UNIVERSES: {} UNDEFINED UNIVERSES: SORTS: WEAK CONSTRAINTS: Finished transaction in 12.197 secs (12.158u,0.009s) (successful) Query assignments: T = global (const «int») X = primitive (uint63 99) File "./tests/test_param1.v", line 176, characters 0-66: Warning: Not a truly recursive fixpoint. [non-recursive,fixpoints,default] COQC tests/test_map.v Query assignments: T = global (const «float») X = primitive (float64 993000) empty_map : map empty : map empty unit_map : map unit : map unit peano_map : map peano : map peano option_map : map1 option : map1 option pair_map : forall A B : Type, (A -> B) -> forall C D : Type, (C -> D) -> pair A C -> pair B D : forall A B : Type, (A -> B) -> forall C D : Type, (C -> D) -> pair A C -> pair B D seq_map : map1 seq : map1 seq rose_map : map1 rose : map1 rose vect_map : forall A B : Type, (A -> B) -> forall i : peano, vect A i -> vect B i : forall A B : Type, (A -> B) -> forall i : peano, vect A i -> vect B i dyn_map : map dyn : map dyn zeta_map : map1 zeta : map1 zeta iota_map : map iota : map iota large_map : map large : map large prim_int_map : map prim_int : map prim_int prim_float_map : map prim_float : map prim_float pa_record_map : map1 pa_record : map1 pa_record pr_record_map : map1 pr_record : map1 pr_record COQC tests/test_lens_laws.v Query assignments: _uvk_323_ = X0 COQC tests/test_link_order1.v _f1_view_set : view_set _f1 : view_set _f1 _f2_view_set : view_set _f2 : view_set _f2 _f3_view_set : forall A : Type, view_set _f3 : forall A : Type, view_set _f3 _f4_view_set : forall A : Type, view_set _f4 : forall A : Type, view_set _f4 _pf3_view_set : forall A : Type, view_set _pf3 : forall A : Type, view_set _pf3 _pf4_view_set : forall A : Type, view_set _pf4 : forall A : Type, view_set _pf4 _f1_set_set : set_set _f1 : set_set _f1 _f2_set_set : set_set _f2 : set_set _f2 _f3_set_set : forall A : Type, set_set _f3 : forall A : Type, set_set _f3 _f4_set_set : forall A : Type, set_set _f4 : forall A : Type, set_set _f4 _pf3_set_set : forall A : Type, set_set _pf3 : forall A : Type, set_set _pf3 _pf4_set_set : forall A : Type, set_set _pf4 : forall A : Type, set_set _pf4 _f1_set_view : set_view _f1 : set_view _f1 _f2_set_view : set_view _f2 : set_view _f2 _f3_set_view : forall A : Type, set_view _f3 : forall A : Type, set_view _f3 _f4_set_view : forall A : Type, set_view _f4 : forall A : Type, set_view _f4 _pf3_set_view : forall A : Type, set_view _pf3 : forall A : Type, set_view _pf3 _pf4_set_view : forall A : Type, set_view _pf4 : forall A : Type, set_view _pf4 _f1_f2_exchange : exchange _f1 _f2 : exchange _f1 _f2 _f2_f1_exchange : exchange _f2 _f1 : exchange _f2 _f1 _f3_f4_exchange : forall A : Type, exchange _f3 _f4 : forall A : Type, exchange _f3 _f4 _f4_f3_exchange : forall A : Type, exchange _f4 _f3 : forall A : Type, exchange _f4 _f3 _pf3_pf4_exchange : forall A : Type, exchange _pf3 _pf4 : forall A : Type, exchange _pf3 _pf4 _pf4_pf3_exchange : forall A : Type, exchange _pf4 _pf3 : forall A : Type, exchange _pf4 _pf3 COQC tests/test_fields.v COQC tests/test_link_order2.v empty_fields_t : positive -> Type : positive -> Type empty_fields : forall n : empty, empty_fields_t (empty_tag n) : forall n : empty, empty_fields_t (empty_tag n) empty_construct : forall p : positive, empty_fields_t p -> Datatypes.option empty : forall p : positive, empty_fields_t p -> Datatypes.option empty empty_constructP : forall n : empty, empty_construct (empty_tag n) (empty_fields n) = Datatypes.Some n : forall n : empty, empty_construct (empty_tag n) (empty_fields n) = Datatypes.Some n unit_fields_t : positive -> Type : positive -> Type unit_fields : forall n : unit, unit_fields_t (unit_tag n) : forall n : unit, unit_fields_t (unit_tag n) unit_construct : forall p : positive, unit_fields_t p -> Datatypes.option unit : forall p : positive, unit_fields_t p -> Datatypes.option unit unit_constructP : forall n : unit, unit_construct (unit_tag n) (unit_fields n) = Datatypes.Some n : forall n : unit, unit_construct (unit_tag n) (unit_fields n) = Datatypes.Some n peano_fields_t : positive -> Type : positive -> Type peano_fields : forall n : peano, peano_fields_t (peano_tag n) : forall n : peano, peano_fields_t (peano_tag n) peano_construct : forall p : positive, peano_fields_t p -> Datatypes.option peano : forall p : positive, peano_fields_t p -> Datatypes.option peano peano_constructP : forall n : peano, peano_construct (peano_tag n) (peano_fields n) = Datatypes.Some n : forall n : peano, peano_construct (peano_tag n) (peano_fields n) = Datatypes.Some n option_fields_t : Type -> positive -> Type : Type -> positive -> Type option_fields : forall (A : Type) (l : option A), option_fields_t A (option_tag A l) : forall (A : Type) (l : option A), option_fields_t A (option_tag A l) option_construct : forall (A : Type) (p : positive), option_fields_t A p -> Datatypes.option (option A) : forall (A : Type) (p : positive), option_fields_t A p -> Datatypes.option (option A) option_constructP : forall (A : Type) (l : option A), option_construct A (option_tag A l) (option_fields A l) = Datatypes.Some l : forall (A : Type) (l : option A), option_construct A (option_tag A l) (option_fields A l) = Datatypes.Some l pair_fields_t : Type -> Type -> positive -> Type : Type -> Type -> positive -> Type pair_fields : forall (A B : Type) (l : pair A B), pair_fields_t A B (pair_tag A B l) : forall (A B : Type) (l : pair A B), pair_fields_t A B (pair_tag A B l) pair_construct : forall (A B : Type) (p : positive), pair_fields_t A B p -> Datatypes.option (pair A B) : forall (A B : Type) (p : positive), pair_fields_t A B p -> Datatypes.option (pair A B) pair_constructP : forall (A B : Type) (l : pair A B), pair_construct A B (pair_tag A B l) (pair_fields A B l) = Datatypes.Some l : forall (A B : Type) (l : pair A B), pair_construct A B (pair_tag A B l) (pair_fields A B l) = Datatypes.Some l seq_fields_t : Type -> positive -> Type : Type -> positive -> Type seq_fields : forall (A : Type) (l : seq A), seq_fields_t A (seq_tag A l) : forall (A : Type) (l : seq A), seq_fields_t A (seq_tag A l) seq_construct : forall (A : Type) (p : positive), seq_fields_t A p -> Datatypes.option (seq A) : forall (A : Type) (p : positive), seq_fields_t A p -> Datatypes.option (seq A) seq_constructP : forall (A : Type) (l : seq A), seq_construct A (seq_tag A l) (seq_fields A l) = Datatypes.Some l : forall (A : Type) (l : seq A), seq_construct A (seq_tag A l) (seq_fields A l) = Datatypes.Some l rose_fields_t : Type -> positive -> Type : Type -> positive -> Type rose_fields : forall (A : Type) (l : rose A), rose_fields_t A (rose_tag A l) : forall (A : Type) (l : rose A), rose_fields_t A (rose_tag A l) rose_construct : forall (A : Type) (p : positive), rose_fields_t A p -> Datatypes.option (rose A) : forall (A : Type) (p : positive), rose_fields_t A p -> Datatypes.option (rose A) rose_constructP : forall (A : Type) (l : rose A), rose_construct A (rose_tag A l) (rose_fields A l) = Datatypes.Some l : forall (A : Type) (l : rose A), rose_construct A (rose_tag A l) (rose_fields A l) = Datatypes.Some l beta_fields_t : Type -> positive -> Type : Type -> positive -> Type beta_fields : forall (A : Type) (l : beta A), beta_fields_t A (beta_tag A l) : forall (A : Type) (l : beta A), beta_fields_t A (beta_tag A l) beta_construct : forall (A : Type) (p : positive), beta_fields_t A p -> Datatypes.option (beta A) : forall (A : Type) (p : positive), beta_fields_t A p -> Datatypes.option (beta A) beta_constructP : forall (A : Type) (l : beta A), beta_construct A (beta_tag A l) (beta_fields A l) = Datatypes.Some l : forall (A : Type) (l : beta A), beta_construct A (beta_tag A l) (beta_fields A l) = Datatypes.Some l large_fields_t : positive -> Type : positive -> Type large_fields : forall n : large, large_fields_t (large_tag n) : forall n : large, large_fields_t (large_tag n) large_construct : forall p : positive, large_fields_t p -> Datatypes.option large : forall p : positive, large_fields_t p -> Datatypes.option large large_constructP : forall n : large, large_construct (large_tag n) (large_fields n) = Datatypes.Some n : forall n : large, large_construct (large_tag n) (large_fields n) = Datatypes.Some n prim_int_fields_t : positive -> Type : positive -> Type prim_int_fields : forall n : prim_int, prim_int_fields_t (prim_int_tag n) : forall n : prim_int, prim_int_fields_t (prim_int_tag n) prim_int_construct : forall p : positive, prim_int_fields_t p -> Datatypes.option prim_int : forall p : positive, prim_int_fields_t p -> Datatypes.option prim_int prim_int_constructP : forall n : prim_int, prim_int_construct (prim_int_tag n) (prim_int_fields n) = Datatypes.Some n : forall n : prim_int, prim_int_construct (prim_int_tag n) (prim_int_fields n) = Datatypes.Some n pa_record_fields_t : Type -> positive -> Type : Type -> positive -> Type pa_record_fields : forall (A : Type) (l : pa_record A), pa_record_fields_t A (pa_record_tag A l) : forall (A : Type) (l : pa_record A), pa_record_fields_t A (pa_record_tag A l) pa_record_construct : forall (A : Type) (p : positive), pa_record_fields_t A p -> Datatypes.option (pa_record A) : forall (A : Type) (p : positive), pa_record_fields_t A p -> Datatypes.option (pa_record A) pa_record_constructP : forall (A : Type) (l : pa_record A), pa_record_construct A (pa_record_tag A l) (pa_record_fields A l) = Datatypes.Some l : forall (A : Type) (l : pa_record A), pa_record_construct A (pa_record_tag A l) (pa_record_fields A l) = Datatypes.Some l pr_record_fields_t : Type -> positive -> Type : Type -> positive -> Type pr_record_fields : forall (A : Type) (l : pr_record A), pr_record_fields_t A (pr_record_tag A l) : forall (A : Type) (l : pr_record A), pr_record_fields_t A (pr_record_tag A l) pr_record_construct : forall (A : Type) (p : positive), pr_record_fields_t A p -> Datatypes.option (pr_record A) : forall (A : Type) (p : positive), pr_record_fields_t A p -> Datatypes.option (pr_record A) pr_record_constructP : forall (A : Type) (l : pr_record A), pr_record_construct A (pr_record_tag A l) (pr_record_fields A l) = Datatypes.Some l : forall (A : Type) (l : pr_record A), pr_record_construct A (pr_record_tag A l) (pr_record_fields A l) = Datatypes.Some l sigma_bool_fields_t : positive -> Type : positive -> Type sigma_bool_fields : forall l : sigma_bool, sigma_bool_fields_t (sigma_bool_tag l) : forall l : sigma_bool, sigma_bool_fields_t (sigma_bool_tag l) sigma_bool_construct : forall p : positive, sigma_bool_fields_t p -> Datatypes.option sigma_bool : forall p : positive, sigma_bool_fields_t p -> Datatypes.option sigma_bool sigma_bool_constructP : forall l : sigma_bool, sigma_bool_construct (sigma_bool_tag l) (sigma_bool_fields l) = Datatypes.Some l : forall l : sigma_bool, sigma_bool_construct (sigma_bool_tag l) (sigma_bool_fields l) = Datatypes.Some l ord_fields_t : peano -> positive -> Type : peano -> positive -> Type ord_fields : forall (p : peano) (o : ord p), ord_fields_t p (ord_tag p o) : forall (p : peano) (o : ord p), ord_fields_t p (ord_tag p o) ord_construct : forall (n : peano) (p : positive), ord_fields_t n p -> Datatypes.option (ord n) : forall (n : peano) (p : positive), ord_fields_t n p -> Datatypes.option (ord n) ord_constructP : forall (p : peano) (o : ord p), ord_construct p (ord_tag p o) (ord_fields p o) = Datatypes.Some o : forall (p : peano) (o : ord p), ord_construct p (ord_tag p o) (ord_fields p o) = Datatypes.Some o ord2_fields_t : peano -> positive -> Type : peano -> positive -> Type ord2_fields : forall (p : peano) (o : ord2 p), ord2_fields_t p (ord2_tag p o) : forall (p : peano) (o : ord2 p), ord2_fields_t p (ord2_tag p o) ord2_construct : forall (n : peano) (p : positive), ord2_fields_t n p -> Datatypes.option (ord2 n) : forall (n : peano) (p : positive), ord2_fields_t n p -> Datatypes.option (ord2 n) ord2_constructP : forall (p : peano) (o : ord2 p), ord2_construct p (ord2_tag p o) (ord2_fields p o) = Datatypes.Some o : forall (p : peano) (o : ord2 p), ord2_construct p (ord2_tag p o) (ord2_fields p o) = Datatypes.Some o val_fields_t : positive -> Type : positive -> Type val_fields : forall i : val, val_fields_t (val_tag i) : forall i : val, val_fields_t (val_tag i) val_construct : forall p : positive, val_fields_t p -> Datatypes.option val : forall p : positive, val_fields_t p -> Datatypes.option val val_constructP : forall v : val, val_construct (val_tag v) (val_fields v) = Datatypes.Some v : forall v : val, val_construct (val_tag v) (val_fields v) = Datatypes.Some v COQC tests/test_bcongr.v COQC tests/test_link_order3.v unit_bcongr_tt : reflect (tt = tt) true : reflect (tt = tt) true peano_bcongr_Zero : reflect (Zero = Zero) true : reflect (Zero = Zero) true peano_bcongr_Succ : forall (x y : peano) (b : bool), reflect (x = y) b -> reflect (Succ x = Succ y) b : forall (x y : peano) (b : bool), reflect (x = y) b -> reflect (Succ x = Succ y) b option_bcongr_None : forall A : Type, reflect (None A = None A) true : forall A : Type, reflect (None A = None A) true option_bcongr_Some : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Some A x = Some A y) b : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Some A x = Some A y) b pair_bcongr_Comma : forall (A B : Type) (x1 x2 : A) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : B) (b2 : bool), reflect (y1 = y2) b2 -> reflect (Comma A B x1 y1 = Comma A B x2 y2) (b1 && b2) : forall (A B : Type) (x1 x2 : A) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : B) (b2 : bool), reflect (y1 = y2) b2 -> reflect (Comma A B x1 y1 = Comma A B x2 y2) (b1 && b2) seq_bcongr_Nil : forall A : Type, reflect (Nil A = Nil A) true : forall A : Type, reflect (Nil A = Nil A) true seq_bcongr_Cons : forall (A : Type) (x y : A) (b1 : bool), reflect (x = y) b1 -> forall (xs ys : seq A) (b2 : bool), reflect (xs = ys) b2 -> reflect (Cons A x xs = Cons A y ys) (b1 && b2) : forall (A : Type) (x y : A) (b1 : bool), reflect (x = y) b1 -> forall (xs ys : seq A) (b2 : bool), reflect (xs = ys) b2 -> reflect (Cons A x xs = Cons A y ys) (b1 && b2) rose_bcongr_Leaf : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Leaf A x = Leaf A y) b : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Leaf A x = Leaf A y) b rose_bcongr_Node : forall (A : Type) (l1 l2 : seq (rose A)) (b : bool), reflect (l1 = l2) b -> reflect (Node A l1 = Node A l2) b : forall (A : Type) (l1 l2 : seq (rose A)) (b : bool), reflect (l1 = l2) b -> reflect (Node A l1 = Node A l2) b nest_bcongr_NilN : forall A : Type, reflect (NilN A = NilN A) true : forall A : Type, reflect (NilN A = NilN A) true nest_bcongr_ConsN : forall (A : Type) (x y : A) (b1 : bool), reflect (x = y) b1 -> forall (xs ys : nest (pair A A)) (b2 : bool), reflect (xs = ys) b2 -> reflect (ConsN A x xs = ConsN A y ys) (b1 && b2) : forall (A : Type) (x y : A) (b1 : bool), reflect (x = y) b1 -> forall (xs ys : nest (pair A A)) (b2 : bool), reflect (xs = ys) b2 -> reflect (ConsN A x xs = ConsN A y ys) (b1 && b2) w_bcongr_via : forall (A : Type) (f g : A -> w A) (b : bool), reflect (f = g) b -> reflect (via A f = via A g) b : forall (A : Type) (f g : A -> w A) (b : bool), reflect (f = g) b -> reflect (via A f = via A g) b zeta_bcongr_Envelope : forall (A : Type) (x1 x2 : A) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect (Envelope A x1 y1 = Envelope A x2 y2) (b1 && b2) : forall (A : Type) (x1 x2 : A) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect (Envelope A x1 y1 = Envelope A x2 y2) (b1 && b2) beta_bcongr_Redex : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Redex A x = Redex A y) b : forall (A : Type) (x y : A) (b : bool), reflect (x = y) b -> reflect (Redex A x = Redex A y) b prim_int_bcongr_PI : forall (x y : PrimInt63.int) (b : bool), reflect (x = y) b -> reflect (PI x = PI y) b : forall (x y : PrimInt63.int) (b : bool), reflect (x = y) b -> reflect (PI x = PI y) b prim_float_bcongr_PF : forall (x y : PrimFloat.float) (b : bool), reflect (x = y) b -> reflect (PF x = PF y) b : forall (x y : PrimFloat.float) (b : bool), reflect (x = y) b -> reflect (PF x = PF y) b fo_record_bcongr_Build_fo_record : forall (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : unit) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| f1 := x1; f2 := y1 |} = {| f1 := x2; f2 := y2 |}) (b1 && b2) : forall (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : unit) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| f1 := x1; f2 := y1 |} = {| f1 := x2; f2 := y2 |}) (b1 && b2) pa_record_bcongr_Build_pa_record : forall (A : Type) (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| f3 := x1; f4 := y1 |} = {| f3 := x2; f4 := y2 |}) (b1 && b2) : forall (A : Type) (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| f3 := x1; f4 := y1 |} = {| f3 := x2; f4 := y2 |}) (b1 && b2) pr_record_bcongr_Build_pr_record : forall (A : Type) (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| pf3 := x1; pf4 := y1 |} = {| pf3 := x2; pf4 := y2 |}) (b1 && b2) : forall (A : Type) (x1 x2 : peano) (b1 : bool), reflect (x1 = x2) b1 -> forall (y1 y2 : A) (b2 : bool), reflect (y1 = y2) b2 -> reflect ({| pf3 := x1; pf4 := y1 |} = {| pf3 := x2; pf4 := y2 |}) (b1 && b2) enum_bcongr_E1 : reflect (E1 = E1) true : reflect (E1 = E1) true enum_bcongr_E2 : reflect (E2 = E2) true : reflect (E2 = E2) true enum_bcongr_E3 : reflect (E3 = E3) true : reflect (E3 = E3) true COQC tests/test_param1_functor.v COQC tests/test_link_order4.v is_empty_functor : func is_empty : func is_empty is_unit_functor : func is_unit : func is_unit is_peano_functor : func is_peano : func is_peano is_option_functor : func1 is_option : func1 is_option is_pair_functor : func2 is_pair : func2 is_pair is_seq_functor : func1 is_seq : func1 is_seq is_rose_functor : func1 is_rose : func1 is_rose is_vect_functor : forall (A : Type) (P Q : A -> Type), (forall y : A, P y -> Q y) -> forall (i : peano) (p : is_peano i) (v : vect A i), is_vect A P i p v -> is_vect A Q i p v : forall (A : Type) (P Q : A -> Type), (forall y : A, P y -> Q y) -> forall (i : peano) (p : is_peano i) (v : vect A i), is_vect A P i p v -> is_vect A Q i p v is_dyn_functor : func is_dyn : func is_dyn is_zeta_functor : func1 is_zeta : func1 is_zeta is_beta_functor : func1 is_beta : func1 is_beta is_iota_functor : func is_iota : func is_iota is_large_functor : func is_large : func is_large is_prim_int_functor : func is_prim_int : func is_prim_int is_prim_float_functor : func is_prim_float : func is_prim_float is_fo_record_functor : func is_fo_record : func is_fo_record is_pa_record_functor : func1 is_pa_record : func1 is_pa_record is_pr_record_functor : func1 is_pr_record : func1 is_pr_record is_enum_functor : func is_enum : func is_enum is_ord_functor : forall (n : peano) (pn : is_peano n), func (is_ord n pn) : forall (n : peano) (pn : is_peano n), func (is_ord n pn) is_ord2_functor : forall (n : peano) (pn : is_peano n), func (is_ord2 n pn) : forall (n : peano) (pn : is_peano n), func (is_ord2 n pn) is_val_functor : func is_val : func is_val COQC tests/test_param1_congr.v congr_is_tt : is_tt = is_tt : is_tt = is_tt congr_is_Zero : is_Zero = is_Zero : is_Zero = is_Zero congr_is_Succ : forall (x : peano) (p1 p2 : is_peano x), p1 = p2 -> is_Succ x p1 = is_Succ x p2 : forall (x : peano) (p1 p2 : is_peano x), p1 = p2 -> is_Succ x p1 = is_Succ x p2 congr_is_None : forall (A : Type) (PA : A -> Type), is_None A PA = is_None A PA : forall (A : Type) (PA : A -> Type), is_None A PA = is_None A PA congr_is_Some : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Some A PA x p1 = is_Some A PA x p2 : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Some A PA x p1 = is_Some A PA x p2 congr_is_Comma : forall (A : Type) (PA : A -> Type) (B : Type) (PB : B -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : B) (q1 q2 : PB y), q1 = q2 -> is_Comma A PA B PB x p1 y q1 = is_Comma A PA B PB x p2 y q2 : forall (A : Type) (PA : A -> Type) (B : Type) (PB : B -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : B) (q1 q2 : PB y), q1 = q2 -> is_Comma A PA B PB x p1 y q1 = is_Comma A PA B PB x p2 y q2 congr_is_Nil : forall (A : Type) (PA : A -> Type), is_Nil A PA = is_Nil A PA : forall (A : Type) (PA : A -> Type), is_Nil A PA = is_Nil A PA congr_is_Cons : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : seq A) (q1 q2 : is_seq A PA y), q1 = q2 -> is_Cons A PA x p1 y q1 = is_Cons A PA x p2 y q2 : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : seq A) (q1 q2 : is_seq A PA y), q1 = q2 -> is_Cons A PA x p1 y q1 = is_Cons A PA x p2 y q2 congr_is_Leaf : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Leaf A PA x p1 = is_Leaf A PA x p2 : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Leaf A PA x p1 = is_Leaf A PA x p2 congr_is_Node : forall (A : Type) (PA : A -> Type) (x : seq (rose A)) (p1 p2 : is_seq (rose A) (is_rose A PA) x), p1 = p2 -> is_Node A PA x p1 = is_Node A PA x p2 : forall (A : Type) (PA : A -> Type) (x : seq (rose A)) (p1 p2 : is_seq (rose A) (is_rose A PA) x), p1 = p2 -> is_Node A PA x p1 = is_Node A PA x p2 congr_is_via : forall (A : Type) (PA : A -> Type) (x : A -> w A) (p1 p2 : forall H : A, PA H -> is_w A PA (x H)), p1 = p2 -> is_via A PA x p1 = is_via A PA x p2 : forall (A : Type) (PA : A -> Type) (x : A -> w A) (p1 p2 : forall H : A, PA H -> is_w A PA (x H)), p1 = p2 -> is_via A PA x p1 = is_via A PA x p2 congr_is_VNil : forall (A : Type) (PA : A -> Type), is_VNil A PA = is_VNil A PA : forall (A : Type) (PA : A -> Type), is_VNil A PA = is_VNil A PA congr_is_Envelope : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : A) (q1 q2 : PA y), q1 = q2 -> is_Envelope A PA x p1 y q1 = is_Envelope A PA x p2 y q2 : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> forall (y : A) (q1 q2 : PA y), q1 = q2 -> is_Envelope A PA x p1 y q1 = is_Envelope A PA x p2 y q2 congr_is_Redex : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Redex A PA x p1 = is_Redex A PA x p2 : forall (A : Type) (PA : A -> Type) (x : A) (p1 p2 : PA x), p1 = p2 -> is_Redex A PA x p1 = is_Redex A PA x p2 congr_is_PI : forall (x : PrimInt63.int) (p1 p2 : is_uint63 x), p1 = p2 -> is_PI x p1 = is_PI x p2 congr_is_PF : forall (x : PrimFloat.float) (p1 p2 : is_float64 x), p1 = p2 -> is_PF x p1 = is_PF x p2 congr_is_Build_fo_record : forall (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : unit) (q1 q2 : is_unit b), q1 = q2 -> is_Build_fo_record n p1 b q1 = is_Build_fo_record n p2 b q2 : forall (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : unit) (q1 q2 : is_unit b), q1 = q2 -> is_Build_fo_record n p1 b q1 = is_Build_fo_record n p2 b q2 congr_is_Build_pa_record : forall (A : Type) (PA : A -> Type) (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : A) (q1 q2 : PA b), q1 = q2 -> is_Build_pa_record A PA n p1 b q1 = is_Build_pa_record A PA n p2 b q2 : forall (A : Type) (PA : A -> Type) (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : A) (q1 q2 : PA b), q1 = q2 -> is_Build_pa_record A PA n p1 b q1 = is_Build_pa_record A PA n p2 b q2 congr_is_Build_pr_record : forall (A : Type) (pr : A -> Type) (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : A) (q1 q2 : pr b), q1 = q2 -> is_Build_pr_record A pr n p1 b q1 = is_Build_pr_record A pr n p2 b q2 : forall (A : Type) (pr : A -> Type) (n : peano) (p1 p2 : is_peano n), p1 = p2 -> forall (b : A) (q1 q2 : pr b), q1 = q2 -> is_Build_pr_record A pr n p1 b q1 = is_Build_pr_record A pr n p2 b q2 congr_is_E1 : is_E1 = is_E1 : is_E1 = is_E1 COQC tests/test_eqb.v COQC tests/test_link_order5.v empty_eqb : eq_test2 empty empty : eq_test2 empty empty unit_eqb : eq_test2 unit unit : eq_test2 unit unit peano_eqb : eq_test2 peano peano : eq_test2 peano peano option_eqb : forall A : Type, eq_test2 A A -> eq_test2 (option A) (option A) : forall A : Type, eq_test2 A A -> eq_test2 (option A) (option A) pair_eqb : forall A : Type, eq_test2 A A -> forall B : Type, eq_test2 B B -> eq_test2 (pair A B) (pair A B) : forall A : Type, eq_test2 A A -> forall B : Type, eq_test2 B B -> eq_test2 (pair A B) (pair A B) seq_eqb : forall A : Type, eq_test2 A A -> eq_test2 (seq A) (seq A) : forall A : Type, eq_test2 A A -> eq_test2 (seq A) (seq A) rose_eqb : forall A : Type, eq_test2 A A -> eq_test2 (rose A) (rose A) : forall A : Type, eq_test2 A A -> eq_test2 (rose A) (rose A) beta_eqb : forall A : Type, eq_test2 A A -> eq_test2 (beta A) (beta A) : forall A : Type, eq_test2 A A -> eq_test2 (beta A) (beta A) prim_int_eqb : eq_test2 prim_int prim_int : eq_test2 prim_int prim_int fo_record_eqb : eq_test2 fo_record fo_record : eq_test2 fo_record fo_record pa_record_eqb : forall A : Type, eq_test2 A A -> eq_test2 (pa_record A) (pa_record A) : forall A : Type, eq_test2 A A -> eq_test2 (pa_record A) (pa_record A) pr_record_eqb : forall A : Type, eq_test2 A A -> eq_test2 (pr_record A) (pr_record A) : forall A : Type, eq_test2 A A -> eq_test2 (pr_record A) (pr_record A) enum_eqb : eq_test2 enum enum : eq_test2 enum enum sigma_bool_eqb : eq_test2 sigma_bool sigma_bool : eq_test2 sigma_bool sigma_bool ord_eqb : forall p1 p2 : peano, eq_test2 (ord p1) (ord p2) : forall p1 p2 : peano, eq_test2 (ord p1) (ord p2) ord2_eqb : forall p1 p2 : peano, eq_test2 (ord2 p1) (ord2 p2) : forall p1 p2 : peano, eq_test2 (ord2 p1) (ord2 p2) val_eqb : eq_test2 val val : eq_test2 val val alias_eqb : eq_test2 alias alias : eq_test2 alias alias COQC tests/test_eqK.v [p 1, p 2, p 3, p 4, p 5, p 6, p 7, p 8, p 9, p 10, p 11, p 12, p 13, p 14, p 15, p 16, p 17, p 18, p 19, p 20, p 21, p 22, p 23, p 24, p 25, p 26, p 27, p 28, p 29, p 30, p 31, p 32, p 33, p 34, p 35, p 36, p 37, p 38, p 39, p 40, p 41, p 42, p 43, p 44, p 45, p 46, p 47, p 48, p 49, p 50, p 51, p 52, p 53, p 54, p 55, p 56, p 57, p 58, p 59, p 60, p 61, p 62, p 63, p 64, p 65, p 66, p 67, p 68, p 69, p 70, p 71, p 72, p 73, p 74, p 75, p 76, p 77, p 78, p 79, p 80, p 81, p 82, p 83, p 84, p 85, p 86, p 87, p 88, p 89, p 90, p 91, p 92, p 93, p 94, p 95, p 96, p 97, p 98, p 99, p 100, p 101, p 102, p 103, p 104, p 105, p 106, p 107, p 108, p 109, p 110, p 111, p 112, p 113, p 114, p 115, p 116, p 117, p 118, p 119, p 120, p 121, p 122, p 123, p 124, p 125, p 126, p 127, p 128, p 129, p 130, p 131, p 132, p 133, p 134, p 135, p 136, p 137, p 138, p 139, p 140, p 141, p 142, p 143, p 144, p 145, p 146, p 147, p 148, p 149, p 150, p 151, p 152, p 153, p 154, p 155, p 156, p 157, p 158, p 159, p 160, p 161, p 162, p 163, p 164, p 165, p 166, p 167, p 168, p 169, p 170, p 171, p 172, p 173, p 174, p 175, p 176, p 177, p 178, p 179, p 180, p 181, p 182, p 183, p 184, p 185, p 186, p 187, p 188, p 189, p 190, p 191, p 192, p 193, p 194, p 195, p 196, p 197, p 198, p 199, p 200, p 201, p 202, p 203, p 204, p 205, p 206, p 207, p 208, p 209, p 210, p 211, p 212, p 213, p 214, p 215, p 216, p 217, p 218, p 219, p 220, p 221, p 222, p 223, p 224, p 225, p 226, p 227, p 228, p 229, p 230, p 231, p 232, p 233, p 234, p 235, p 236, p 237, p 238, p 239, p 240, p 241, p 242, p 243, p 244, p 245, p 246, p 247, p 248, p 249, p 250, p 251, p 252, p 253, p 254, p 255, p 256, p 257, p 258, p 259, p 260, p 261, p 262, p 263, p 264, p 265, p 266, p 267, p 268, p 269, p 270, p 271, p 272, p 273, p 274, p 275, p 276, p 277, p 278, p 279, p 280, p 281, p 282, p 283, p 284, p 285, p 286, p 287, p 288, p 289, p 290, p 291, p 292, p 293, p 294, p 295, p 296, p 297, p 298, p 299, p 300, p 301, p 302, p 303, p 304, p 305, p 306, p 307, p 308, p 309, p 310, p 311, p 312, p 313, p 314, p 315, p 316, p 317, p 318, p 319, p 320, p 321, p 322, p 323, p 324, p 325, p 326, p 327, p 328, p 329, p 330, p 331, p 332, p 333, p 334, p 335, p 336, p 337, p 338, p 339, p 340, p 341, p 342, p 343, p 344, p 345, p 346, p 347, p 348, p 349, p 350, p 351, p 352, p 353, p 354, p 355, p 356, p 357, p 358, p 359, p 360, p 361, p 362, p 363, p 364, p 365, p 366, p 367, p 368, p 369, p 370, p 371, p 372, p 373, p 374, p 375, p 376, p 377, p 378, p 379, p 380, p 381, p 382, p 383, p 384, p 385, p 386, p 387, p 388, p 389, p 390, p 391, p 392, p 393, p 394, p 395, p 396, p 397, p 398, p 399, p 400, p 401, p 402, p 403, p 404, p 405, p 406, p 407, p 408, p 409, p 410, p 411, p 412, p 413, p 414, p 415, p 416, p 417, p 418, p 419, p 420, p 421, p 422, p 423, p 424, p 425, p 426, p 427, p 428, p 429, p 430, p 431, p 432, p 433, p 434, p 435, p 436, p 437, p 438, p 439, p 440, p 441, p 442, p 443, p 444, p 445, p 446, p 447, p 448, p 449, p 450, p 451, p 452, p 453, p 454, p 455, p 456, p 457, p 458, p 459, p 460, p 461, p 462, p 463, p 464, p 465, p 466, p 467, p 468, p 469, p 470, p 471, p 472, p 473, p 474, p 475, p 476, p 477, p 478, p 479, p 480, p 481, p 482, p 483, p 484, p 485, p 486, p 487, p 488, p 489, p 490, p 491, p 492, p 493, p 494, p 495, p 496, p 497, p 498, p 499, p 500, p 501, p 502, p 503, p 504, p 505, p 506, p 507, p 508, p 509, p 510, p 511, p 512, p 513, p 514, p 515, p 516, p 517, p 518, p 519, p 520, p 521, p 522, p 523, p 524, p 525, p 526, p 527, p 528, p 529, p 530, p 531, p 532, p 533, p 534, p 535, p 536, p 537, p 538, p 539, p 540, p 541, p 542, p 543, p 544, p 545, p 546, p 547, p 548, p 549, p 550, p 551, p 552, p 553, p 554, p 555, p 556, p 557, p 558, p 559, p 560, p 561, p 562, p 563, p 564, p 565, p 566, p 567, p 568, p 569, p 570, p 571, p 572, p 573, p 574, p 575, p 576, p 577, p 578, p 579, p 580, p 581, p 582, p 583, p 584, p 585, p 586, p 587, p 588, p 589, p 590, p 591, p 592, p 593, p 594, p 595, p 596, p 597, p 598, p 599, p 600, p 601, p 602, p 603, p 604, p 605, p 606, p 607, p 608, p 609, p 610, p 611, p 612, p 613, p 614, p 615, p 616, p 617, p 618, p 619, p 620, p 621, p 622, p 623, p 624, p 625, p 626, p 627, p 628, p 629, p 630, p 631, p 632, p 633, p 634, p 635, p 636, p 637, p 638, p 639, p 640, p 641, p 642, p 643, p 644, p 645, p 646, p 647, p 648, p 649, p 650, p 651, p 652, p 653, p 654, p 655, p 656, p 657, p 658, p 659, p 660, p 661, p 662, p 663, p 664, p 665, p 666, p 667, p 668, p 669, p 670, p 671, p 672, p 673, p 674, p 675, p 676, p 677, p 678, p 679, p 680, p 681, p 682, p 683, p 684, p 685, p 686, p 687, p 688, p 689, p 690, p 691, p 692, p 693, p 694, p 695, p 696, p 697, p 698, p 699, p 700, p 701, p 702, p 703, p 704, p 705, p 706, p 707, p 708, p 709, p 710, p 711, p 712, p 713, p 714, p 715, p 716, p 717, p 718, p 719, p 720, p 721, p 722, p 723, p 724, p 725, p 726, p 727, p 728, p 729, p 730, p 731, p 732, p 733, p 734, p 735, p 736, p 737, p 738, p 739, p 740, p 741, p 742, p 743, p 744, p 745, p 746, p 747, p 748, p 749, p 750, p 751, p 752, p 753, p 754, p 755, p 756, p 757, p 758, p 759, p 760, p 761, p 762, p 763, p 764, p 765, p 766, p 767, p 768, p 769, p 770, p 771, p 772, p 773, p 774, p 775, p 776, p 777, p 778, p 779, p 780, p 781, p 782, p 783, p 784, p 785, p 786, p 787, p 788, p 789, p 790, p 791, p 792, p 793, p 794, p 795, p 796, p 797, p 798, p 799, p 800, p 801, p 802, p 803, p 804, p 805, p 806, p 807, p 808, p 809, p 810, p 811, p 812, p 813, p 814, p 815, p 816, p 817, p 818, p 819, p 820, p 821, p 822, p 823, p 824, p 825, p 826, p 827, p 828, p 829, p 830, p 831, p 832, p 833, p 834, p 835, p 836, p 837, p 838, p 839, p 840, p 841, p 842, p 843, p 844, p 845, p 846, p 847, p 848, p 849, p 850, p 851, p 852, p 853, p 854, p 855, p 856, p 857, p 858, p 859, p 860, p 861, p 862, p 863, p 864, p 865, p 866, p 867, p 868, p 869, p 870, p 871, p 872, p 873, p 874, p 875, p 876, p 877, p 878, p 879, p 880, p 881, p 882, p 883, p 884, p 885, p 886, p 887, p 888, p 889, p 890, p 891, p 892, p 893, p 894, p 895, p 896, p 897, p 898, p 899, p 900, p 901, p 902, p 903, p 904, p 905, p 906, p 907, p 908, p 909, p 910, p 911, p 912, p 913, p 914, p 915, p 916, p 917, p 918, p 919, p 920, p 921, p 922, p 923, p 924, p 925, p 926, p 927, p 928, p 929, p 930, p 931, p 932, p 933, p 934, p 935, p 936, p 937, p 938, p 939, p 940, p 941, p 942, p 943, p 944, p 945, p 946, p 947, p 948, p 949, p 950, p 951, p 952, p 953, p 954, p 955, p 956, p 957, p 958, p 959, p 960, p 961, p 962, p 963, p 964, p 965, p 966, p 967, p 968, p 969, p 970, p 971, p 972, p 973, p 974, p 975, p 976, p 977, p 978, p 979, p 980, p 981, p 982, p 983, p 984, p 985, p 986, p 987, p 988, p 989, p 990, p 991, p 992, p 993, p 994, p 995, p 996, p 997, p 998, p 999, p 1000, p 1001, p 1002, p 1003, p 1004, p 1005, p 1006, p 1007, p 1008, p 1009, p 1010, p 1011, p 1012, p 1013, p 1014, p 1015, p 1016, p 1017, p 1018, p 1019, p 1020, p 1021, p 1022, p 1023, p 1024, p 1025, p 1026, p 1027, p 1028, p 1029, p 1030, p 1031, p 1032, p 1033, p 1034, p 1035, p 1036, p 1037, p 1038, p 1039, p 1040, p 1041, p 1042, p 1043, p 1044, p 1045, p 1046, p 1047, p 1048, p 1049, p 1050, p 1051, p 1052, p 1053, p 1054, p 1055, p 1056, p 1057, p 1058, p 1059, p 1060, p 1061, p 1062, p 1063, p 1064, p 1065, p 1066, p 1067, p 1068, p 1069, p 1070, p 1071, p 1072, p 1073, p 1074, p 1075, p 1076, p 1077, p 1078, p 1079, p 1080, p 1081, p 1082, p 1083, p 1084, p 1085, p 1086, p 1087, p 1088, p 1089, p 1090, p 1091, p 1092, p 1093, p 1094, p 1095, p 1096, p 1097, p 1098, p 1099, p 1100, p 1101, p 1102, p 1103, p 1104, p 1105, p 1106, p 1107, p 1108, p 1109, p 1110, p 1111, p 1112, p 1113, p 1114, p 1115, p 1116, p 1117, p 1118, p 1119, p 1120, p 1121, p 1122, p 1123, p 1124, p 1125, p 1126, p 1127, p 1128, p 1129, p 1130, p 1131, p 1132, p 1133, p 1134, p 1135, p 1136, p 1137, p 1138, p 1139, p 1140, p 1141, p 1142, p 1143, p 1144, p 1145, p 1146, p 1147, p 1148, p 1149, p 1150, p 1151, p 1152, p 1153, p 1154, p 1155, p 1156, p 1157, p 1158, p 1159, p 1160, p 1161, p 1162, p 1163, p 1164, p 1165, p 1166, p 1167, p 1168, p 1169, p 1170, p 1171, p 1172, p 1173, p 1174, p 1175, p 1176, p 1177, p 1178, p 1179, p 1180, p 1181, p 1182, p 1183, p 1184, p 1185, p 1186, p 1187, p 1188, p 1189, p 1190, p 1191, p 1192, p 1193, p 1194, p 1195, p 1196, p 1197, p 1198, p 1199, p 1200, p 1201, p 1202, p 1203, p 1204, p 1205, p 1206, p 1207, p 1208, p 1209, p 1210, p 1211, p 1212, p 1213, p 1214, p 1215, p 1216, p 1217, p 1218, p 1219, p 1220, p 1221, p 1222, p 1223, p 1224, p 1225, p 1226, p 1227, p 1228, p 1229, p 1230, p 1231, p 1232, p 1233, p 1234, p 1235, p 1236, p 1237, p 1238, p 1239, p 1240, p 1241, p 1242, p 1243, p 1244, p 1245, p 1246, p 1247, p 1248, p 1249, p 1250, p 1251, p 1252, p 1253, p 1254, p 1255, p 1256, p 1257, p 1258, p 1259, p 1260, p 1261, p 1262, p 1263, p 1264, p 1265, p 1266, p 1267, p 1268, p 1269, p 1270, p 1271, p 1272, p 1273, p 1274, p 1275, p 1276, p 1277, p 1278, p 1279, p 1280, p 1281, p 1282, p 1283, p 1284, p 1285, p 1286, p 1287, p 1288, p 1289, p 1290, p 1291, p 1292, p 1293, p 1294, p 1295, p 1296, p 1297, p 1298, p 1299, p 1300, p 1301, p 1302, p 1303, p 1304, p 1305, p 1306, p 1307, p 1308, p 1309, p 1310, p 1311, p 1312, p 1313, p 1314, p 1315, p 1316, p 1317, p 1318, p 1319, p 1320, p 1321, p 1322, p 1323, p 1324, p 1325, p 1326, p 1327, p 1328, p 1329, p 1330, p 1331, p 1332, p 1333, p 1334, p 1335, p 1336, p 1337, p 1338, p 1339, p 1340, p 1341, p 1342, p 1343, p 1344, p 1345, p 1346, p 1347, p 1348, p 1349, p 1350, p 1351, p 1352, p 1353, p 1354, p 1355, p 1356, p 1357, p 1358, p 1359, p 1360, p 1361, p 1362, p 1363, p 1364, p 1365, p 1366, p 1367, p 1368, p 1369, p 1370, p 1371, p 1372, p 1373, p 1374, p 1375, p 1376, p 1377, p 1378, p 1379, p 1380, p 1381, p 1382, p 1383, p 1384, p 1385, p 1386, p 1387, p 1388, p 1389, p 1390, p 1391, p 1392, p 1393, p 1394, p 1395, p 1396, p 1397, p 1398, p 1399, p 1400, p 1401, p 1402, p 1403, p 1404, p 1405, p 1406, p 1407, p 1408, p 1409, p 1410, p 1411, p 1412, p 1413, p 1414, p 1415, p 1416, p 1417, p 1418, p 1419, p 1420, p 1421, p 1422, p 1423, p 1424, p 1425, p 1426, p 1427, p 1428, p 1429, p 1430, p 1431, p 1432, p 1433, p 1434, p 1435, p 1436, p 1437, p 1438, p 1439, p 1440, p 1441, p 1442, p 1443, p 1444, p 1445, p 1446, p 1447, p 1448, p 1449, p 1450, p 1451, p 1452, p 1453, p 1454, p 1455, p 1456, p 1457, p 1458, p 1459, p 1460, p 1461, p 1462, p 1463, p 1464, p 1465, p 1466, p 1467, p 1468, p 1469, p 1470, p 1471, p 1472, p 1473, p 1474, p 1475, p 1476, p 1477, p 1478, p 1479, p 1480, p 1481, p 1482, p 1483, p 1484, p 1485, p 1486, p 1487, p 1488, p 1489, p 1490, p 1491, p 1492, p 1493, p 1494, p 1495, p 1496, p 1497, p 1498, p 1499, p 1500, p 1501, p 1502, p 1503, p 1504, p 1505, p 1506, p 1507, p 1508, p 1509, p 1510, p 1511, p 1512, p 1513, p 1514, p 1515, p 1516, p 1517, p 1518, p 1519, p 1520, p 1521, p 1522, p 1523, p 1524, p 1525, p 1526, p 1527, p 1528, p 1529, p 1530, p 1531, p 1532, p 1533, p 1534, p 1535, p 1536, p 1537, p 1538, p 1539, p 1540, p 1541, p 1542, p 1543, p 1544, p 1545, p 1546, p 1547, p 1548, p 1549, p 1550, p 1551, p 1552, p 1553, p 1554, p 1555, p 1556, p 1557, p 1558, p 1559, p 1560, p 1561, p 1562, p 1563, p 1564, p 1565, p 1566, p 1567, p 1568, p 1569, p 1570, p 1571, p 1572, p 1573, p 1574, p 1575, p 1576, p 1577, p 1578, p 1579, p 1580, p 1581, p 1582, p 1583, p 1584, p 1585, p 1586, p 1587, p 1588, p 1589, p 1590, p 1591, p 1592, p 1593, p 1594, p 1595, p 1596, p 1597, p 1598, p 1599, p 1600, p 1601, p 1602, p 1603, p 1604, p 1605, p 1606, p 1607, p 1608, p 1609, p 1610, p 1611, p 1612, p 1613, p 1614, p 1615, p 1616, p 1617, p 1618, p 1619, p 1620, p 1621, p 1622, p 1623, p 1624, p 1625, p 1626, p 1627, p 1628, p 1629, p 1630, p 1631, p 1632, p 1633, p 1634, p 1635, p 1636, p 1637, p 1638, p 1639, p 1640, p 1641, p 1642, p 1643, p 1644, p 1645, p 1646, p 1647, p 1648, p 1649, p 1650, p 1651, p 1652, p 1653, p 1654, p 1655, p 1656, p 1657, p 1658, p 1659, p 1660, p 1661, p 1662, p 1663, p 1664, p 1665, p 1666, p 1667, p 1668, p 1669, p 1670, p 1671, p 1672, p 1673, p 1674, p 1675, p 1676, p 1677, p 1678, p 1679, p 1680, p 1681, p 1682, p 1683, p 1684, p 1685, p 1686, p 1687, p 1688, p 1689, p 1690, p 1691, p 1692, p 1693, p 1694, p 1695, p 1696, p 1697, p 1698, p 1699, p 1700, p 1701, p 1702, p 1703, p 1704, p 1705, p 1706, p 1707, p 1708, p 1709, p 1710, p 1711, p 1712, p 1713, p 1714, p 1715, p 1716, p 1717, p 1718, p 1719, p 1720, p 1721, p 1722, p 1723, p 1724, p 1725, p 1726, p 1727, p 1728, p 1729, p 1730, p 1731, p 1732, p 1733, p 1734, p 1735, p 1736, p 1737, p 1738, p 1739, p 1740, p 1741, p 1742, p 1743, p 1744, p 1745, p 1746, p 1747, p 1748, p 1749, p 1750, p 1751, p 1752, p 1753, p 1754, p 1755, p 1756, p 1757, p 1758, p 1759, p 1760, p 1761, p 1762, p 1763, p 1764, p 1765, p 1766, p 1767, p 1768, p 1769, p 1770, p 1771, p 1772, p 1773, p 1774, p 1775, p 1776, p 1777, p 1778, p 1779, p 1780, p 1781, p 1782, p 1783, p 1784, p 1785, p 1786, p 1787, p 1788, p 1789, p 1790, p 1791, p 1792, p 1793, p 1794, p 1795, p 1796, p 1797, p 1798, p 1799, p 1800, p 1801, p 1802, p 1803, p 1804, p 1805, p 1806, p 1807, p 1808, p 1809, p 1810, p 1811, p 1812, p 1813, p 1814, p 1815, p 1816, p 1817, p 1818, p 1819, p 1820, p 1821, p 1822, p 1823, p 1824, p 1825, p 1826, p 1827, p 1828, p 1829, p 1830, p 1831, p 1832, p 1833, p 1834, p 1835, p 1836, p 1837, p 1838, p 1839, p 1840, p 1841, p 1842, p 1843, p 1844, p 1845, p 1846, p 1847, p 1848, p 1849, p 1850, p 1851, p 1852, p 1853, p 1854, p 1855, p 1856, p 1857, p 1858, p 1859, p 1860, p 1861, p 1862, p 1863, p 1864, p 1865, p 1866, p 1867, p 1868, p 1869, p 1870, p 1871, p 1872, p 1873, p 1874, p 1875, p 1876, p 1877, p 1878, p 1879, p 1880, p 1881, p 1882, p 1883, p 1884, p 1885, p 1886, p 1887, p 1888, p 1889, p 1890, p 1891, p 1892, p 1893, p 1894, p 1895, p 1896, p 1897, p 1898, p 1899, p 1900, p 1901, p 1902, p 1903, p 1904, p 1905, p 1906, p 1907, p 1908, p 1909, p 1910, p 1911, p 1912, p 1913, p 1914, p 1915, p 1916, p 1917, p 1918, p 1919, p 1920, p 1921, p 1922, p 1923, p 1924, p 1925, p 1926, p 1927, p 1928, p 1929, p 1930, p 1931, p 1932, p 1933, p 1934, p 1935, p 1936, p 1937, p 1938, p 1939, p 1940, p 1941, p 1942, p 1943, p 1944, p 1945, p 1946, p 1947, p 1948, p 1949, p 1950, p 1951, p 1952, p 1953, p 1954, p 1955, p 1956, p 1957, p 1958, p 1959, p 1960, p 1961, p 1962, p 1963, p 1964, p 1965, p 1966, p 1967, p 1968, p 1969, p 1970, p 1971, p 1972, p 1973, p 1974, p 1975, p 1976, p 1977, p 1978, p 1979, p 1980, p 1981, p 1982, p 1983, p 1984, p 1985, p 1986, p 1987, p 1988, p 1989, p 1990, p 1991, p 1992, p 1993, p 1994, p 1995, p 1996, p 1997, p 1998, p 1999, p 2000, p 2001, p 2002, p 2003, p 2004, p 2005, p 2006, p 2007, p 2008, p 2009, p 2010, p 2011, p 2012, p 2013, p 2014, p 2015, p 2016, p 2017, p 2018, p 2019, p 2020, p 2021, p 2022, p 2023, p 2024, p 2025, p 2026, p 2027, p 2028, p 2029, p 2030, p 2031, p 2032, p 2033, p 2034, p 2035, p 2036, p 2037, p 2038, p 2039, p 2040, p 2041, p 2042, p 2043, p 2044, p 2045, p 2046, p 2047, p 2048, p 2049, p 2050, p 2051, p 2052, p 2053, p 2054, p 2055, p 2056, p 2057, p 2058, p 2059, p 2060, p 2061, p 2062, p 2063, p 2064, p 2065, p 2066, p 2067, p 2068, p 2069, p 2070, p 2071, p 2072, p 2073, p 2074, p 2075, p 2076, p 2077, p 2078, p 2079, p 2080, p 2081, p 2082, p 2083, p 2084, p 2085, p 2086, p 2087, p 2088, p 2089, p 2090, p 2091, p 2092, p 2093, p 2094, p 2095, p 2096, p 2097, p 2098, p 2099, p 2100, p 2101, p 2102, p 2103, p 2104, p 2105, p 2106, p 2107, p 2108, p 2109, p 2110, p 2111, p 2112, p 2113, p 2114, p 2115, p 2116, p 2117, p 2118, p 2119, p 2120, p 2121, p 2122, p 2123, p 2124, p 2125, p 2126, p 2127, p 2128, p 2129, p 2130, p 2131, p 2132, p 2133, p 2134, p 2135, p 2136, p 2137, p 2138, p 2139, p 2140, p 2141, p 2142, p 2143, p 2144, p 2145, p 2146, p 2147, p 2148, p 2149, p 2150, p 2151, p 2152, p 2153, p 2154, p 2155, p 2156, p 2157, p 2158, p 2159, p 2160, p 2161, p 2162, p 2163, p 2164, p 2165, p 2166, p 2167, p 2168, p 2169, p 2170, p 2171, p 2172, p 2173, p 2174, p 2175, p 2176, p 2177, p 2178, p 2179, p 2180, p 2181, p 2182, p 2183, p 2184, p 2185, p 2186, p 2187, p 2188, p 2189, p 2190, p 2191, p 2192, p 2193, p 2194, p 2195, p 2196, p 2197, p 2198, p 2199, p 2200, p 2201, p 2202, p 2203, p 2204, p 2205, p 2206, p 2207, p 2208, p 2209, p 2210, p 2211, p 2212, p 2213, p 2214, p 2215, p 2216, p 2217, p 2218, p 2219, p 2220, p 2221, p 2222, p 2223, p 2224, p 2225, p 2226, p 2227, p 2228, p 2229, p 2230, p 2231, p 2232, p 2233, p 2234, p 2235, p 2236, p 2237, p 2238, p 2239, p 2240, p 2241, p 2242, p 2243, p 2244, p 2245, p 2246, p 2247, p 2248, p 2249, p 2250, p 2251, p 2252, p 2253, p 2254, p 2255, p 2256, p 2257, p 2258, p 2259, p 2260, p 2261, p 2262, p 2263, p 2264, p 2265, p 2266, p 2267, p 2268, p 2269, p 2270, p 2271, p 2272, p 2273, p 2274, p 2275, p 2276, p 2277, p 2278, p 2279, p 2280, p 2281, p 2282, p 2283, p 2284, p 2285, p 2286, p 2287, p 2288, p 2289, p 2290, p 2291, p 2292, p 2293, p 2294, p 2295, p 2296, p 2297, p 2298, p 2299, p 2300, p 2301, p 2302, p 2303, p 2304, p 2305, p 2306, p 2307, p 2308, p 2309, p 2310, p 2311, p 2312, p 2313, p 2314, p 2315, p 2316, p 2317, p 2318, p 2319, p 2320, p 2321, p 2322, p 2323, p 2324, p 2325, p 2326, p 2327, p 2328, p 2329, p 2330, p 2331, p 2332, p 2333, p 2334, p 2335, p 2336, p 2337, p 2338, p 2339, p 2340, p 2341, p 2342, p 2343, p 2344, p 2345, p 2346, p 2347, p 2348, p 2349, p 2350, p 2351, p 2352, p 2353, p 2354, p 2355, p 2356, p 2357, p 2358, p 2359, p 2360, p 2361, p 2362, p 2363, p 2364, p 2365, p 2366, p 2367, p 2368, p 2369, p 2370, p 2371, p 2372, p 2373, p 2374, p 2375, p 2376, p 2377, p 2378, p 2379, p 2380, p 2381, p 2382, p 2383, p 2384, p 2385, p 2386, p 2387, p 2388, p 2389, p 2390, p 2391, p 2392, p 2393, p 2394, p 2395, p 2396, p 2397, p 2398, p 2399, p 2400, p 2401, p 2402, p 2403, p 2404, p 2405, p 2406, p 2407, p 2408, p 2409, p 2410, p 2411, p 2412, p 2413, p 2414, p 2415, p 2416, p 2417, p 2418, p 2419, p 2420, p 2421, p 2422, p 2423, p 2424, p 2425, p 2426, p 2427, p 2428, p 2429, p 2430, p 2431, p 2432, p 2433, p 2434, p 2435, p 2436, p 2437, p 2438, p 2439, p 2440, p 2441, p 2442, p 2443, p 2444, p 2445, p 2446, p 2447, p 2448, p 2449, p 2450, p 2451, p 2452, p 2453, p 2454, p 2455, p 2456, p 2457, p 2458, p 2459, p 2460, p 2461, p 2462, p 2463, p 2464, p 2465, p 2466, p 2467, p 2468, p 2469, p 2470, p 2471, p 2472, p 2473, p 2474, p 2475, p 2476, p 2477, p 2478, p 2479, p 2480, p 2481, p 2482, p 2483, p 2484, p 2485, p 2486, p 2487, p 2488, p 2489, p 2490, p 2491, p 2492, p 2493, p 2494, p 2495, p 2496, p 2497, p 2498, p 2499, p 2500, p 2501, p 2502, p 2503, p 2504, p 2505, p 2506, p 2507, p 2508, p 2509, p 2510, p 2511, p 2512, p 2513, p 2514, p 2515, p 2516, p 2517, p 2518, p 2519, p 2520, p 2521, p 2522, p 2523, p 2524, p 2525, p 2526, p 2527, p 2528, p 2529, p 2530, p 2531, p 2532, p 2533, p 2534, p 2535, p 2536, p 2537, p 2538, p 2539, p 2540, p 2541, p 2542, p 2543, p 2544, p 2545, p 2546, p 2547, p 2548, p 2549, p 2550, p 2551, p 2552, p 2553, p 2554, p 2555, p 2556, p 2557, p 2558, p 2559, p 2560, p 2561, p 2562, p 2563, p 2564, p 2565, p 2566, p 2567, p 2568, p 2569, p 2570, p 2571, p 2572, p 2573, p 2574, p 2575, p 2576, p 2577, p 2578, p 2579, p 2580, p 2581, p 2582, p 2583, p 2584, p 2585, p 2586, p 2587, p 2588, p 2589, p 2590, p 2591, p 2592, p 2593, p 2594, p 2595, p 2596, p 2597, p 2598, p 2599, p 2600, p 2601, p 2602, p 2603, p 2604, p 2605, p 2606, p 2607, p 2608, p 2609, p 2610, p 2611, p 2612, p 2613, p 2614, p 2615, p 2616, p 2617, p 2618, p 2619, p 2620, p 2621, p 2622, p 2623, p 2624, p 2625, p 2626, p 2627, p 2628, p 2629, p 2630, p 2631, p 2632, p 2633, p 2634, p 2635, p 2636, p 2637, p 2638, p 2639, p 2640, p 2641, p 2642, p 2643, p 2644, p 2645, p 2646, p 2647, p 2648, p 2649, p 2650, p 2651, p 2652, p 2653, p 2654, p 2655, p 2656, p 2657, p 2658, p 2659, p 2660, p 2661, p 2662, p 2663, p 2664, p 2665, p 2666, p 2667, p 2668, p 2669, p 2670, p 2671, p 2672, p 2673, p 2674, p 2675, p 2676, p 2677, p 2678, p 2679, p 2680, p 2681, p 2682, p 2683, p 2684, p 2685, p 2686, p 2687, p 2688, p 2689, p 2690, p 2691, p 2692, p 2693, p 2694, p 2695, p 2696, p 2697, p 2698, p 2699, p 2700, p 2701, p 2702, p 2703, p 2704, p 2705, p 2706, p 2707, p 2708, p 2709, p 2710, p 2711, p 2712, p 2713, p 2714, p 2715, p 2716, p 2717, p 2718, p 2719, p 2720, p 2721, p 2722, p 2723, p 2724, p 2725, p 2726, p 2727, p 2728, p 2729, p 2730, p 2731, p 2732, p 2733, p 2734, p 2735, p 2736, p 2737, p 2738, p 2739, p 2740, p 2741, p 2742, p 2743, p 2744, p 2745, p 2746, p 2747, p 2748, p 2749, p 2750, p 2751, p 2752, p 2753, p 2754, p 2755, p 2756, p 2757, p 2758, p 2759, p 2760, p 2761, p 2762, p 2763, p 2764, p 2765, p 2766, p 2767, p 2768, p 2769, p 2770, p 2771, p 2772, p 2773, p 2774, p 2775, p 2776, p 2777, p 2778, p 2779, p 2780, p 2781, p 2782, p 2783, p 2784, p 2785, p 2786, p 2787, p 2788, p 2789, p 2790, p 2791, p 2792, p 2793, p 2794, p 2795, p 2796, p 2797, p 2798, p 2799, p 2800, p 2801, p 2802, p 2803, p 2804, p 2805, p 2806, p 2807, p 2808, p 2809, p 2810, p 2811, p 2812, p 2813, p 2814, p 2815, p 2816, p 2817, p 2818, p 2819, p 2820, p 2821, p 2822, p 2823, p 2824, p 2825, p 2826, p 2827, p 2828, p 2829, p 2830, p 2831, p 2832, p 2833, p 2834, p 2835, p 2836, p 2837, p 2838, p 2839, p 2840, p 2841, p 2842, p 2843, p 2844, p 2845, p 2846, p 2847, p 2848, p 2849, p 2850, p 2851, p 2852, p 2853, p 2854, p 2855, p 2856, p 2857, p 2858, p 2859, p 2860, p 2861, p 2862, p 2863, p 2864, p 2865, p 2866, p 2867, p 2868, p 2869, p 2870, p 2871, p 2872, p 2873, p 2874, p 2875, p 2876, p 2877, p 2878, p 2879, p 2880, p 2881, p 2882, p 2883, p 2884, p 2885, p 2886, p 2887, p 2888, p 2889, p 2890, p 2891, p 2892, p 2893, p 2894, p 2895, p 2896, p 2897, p 2898, p 2899, p 2900, p 2901, p 2902, p 2903, p 2904, p 2905, p 2906, p 2907, p 2908, p 2909, p 2910, p 2911, p 2912, p 2913, p 2914, p 2915, p 2916, p 2917, p 2918, p 2919, p 2920, p 2921, p 2922, p 2923, p 2924, p 2925, p 2926, p 2927, p 2928, p 2929, p 2930, p 2931, p 2932, p 2933, p 2934, p 2935, p 2936, p 2937, p 2938, p 2939, p 2940, p 2941, p 2942, p 2943, p 2944, p 2945, p 2946, p 2947, p 2948, p 2949, p 2950, p 2951, p 2952, p 2953, p 2954, p 2955, p 2956, p 2957, p 2958, p 2959, p 2960, p 2961, p 2962, p 2963, p 2964, p 2965, p 2966, p 2967, p 2968, p 2969, p 2970, p 2971, p 2972, p 2973, p 2974, p 2975, p 2976, p 2977, p 2978, p 2979, p 2980, p 2981, p 2982, p 2983, p 2984, p 2985, p 2986, p 2987, p 2988, p 2989, p 2990, p 2991, p 2992, p 2993, p 2994, p 2995, p 2996, p 2997, p 2998, p 2999, p 3000, p 3001, p 3002, p 3003, p 3004, p 3005, p 3006, p 3007, p 3008, p 3009, p 3010, p 3011, p 3012, p 3013, p 3014, p 3015, p 3016, p 3017, p 3018, p 3019, p 3020, p 3021, p 3022, p 3023, p 3024, p 3025, p 3026, p 3027, p 3028, p 3029, p 3030, p 3031, p 3032, p 3033, p 3034, p 3035, p 3036, p 3037, p 3038, p 3039, p 3040, p 3041, p 3042, p 3043, p 3044, p 3045, p 3046, p 3047, p 3048, p 3049, p 3050, p 3051, p 3052, p 3053, p 3054, p 3055, p 3056, p 3057, p 3058, p 3059, p 3060, p 3061, p 3062, p 3063, p 3064, p 3065, p 3066, p 3067, p 3068, p 3069, p 3070, p 3071, p 3072, p 3073, p 3074, p 3075, p 3076, p 3077, p 3078, p 3079, p 3080, p 3081, p 3082, p 3083, p 3084, p 3085, p 3086, p 3087, p 3088, p 3089, p 3090, p 3091, p 3092, p 3093, p 3094, p 3095, p 3096, p 3097, p 3098, p 3099, p 3100, p 3101, p 3102, p 3103, p 3104, p 3105, p 3106, p 3107, p 3108, p 3109, p 3110, p 3111, p 3112, p 3113, p 3114, p 3115, p 3116, p 3117, p 3118, p 3119, p 3120, p 3121, p 3122, p 3123, p 3124, p 3125, p 3126, p 3127, p 3128, p 3129, p 3130, p 3131, p 3132, p 3133, p 3134, p 3135, p 3136, p 3137, p 3138, p 3139, p 3140, p 3141, p 3142, p 3143, p 3144, p 3145, p 3146, p 3147, p 3148, p 3149, p 3150, p 3151, p 3152, p 3153, p 3154, p 3155, p 3156, p 3157, p 3158, p 3159, p 3160, p 3161, p 3162, p 3163, p 3164, p 3165, p 3166, p 3167, p 3168, p 3169, p 3170, p 3171, p 3172, p 3173, p 3174, p 3175, p 3176, p 3177, p 3178, p 3179, p 3180, p 3181, p 3182, p 3183, p 3184, p 3185, p 3186, p 3187, p 3188, p 3189, p 3190, p 3191, p 3192, p 3193, p 3194, p 3195, p 3196, p 3197, p 3198, p 3199, p 3200, p 3201, p 3202, p 3203, p 3204, p 3205, p 3206, p 3207, p 3208, p 3209, p 3210, p 3211, p 3212, p 3213, p 3214, p 3215, p 3216, p 3217, p 3218, p 3219, p 3220, p 3221, p 3222, p 3223, p 3224, p 3225, p 3226, p 3227, p 3228, p 3229, p 3230, p 3231, p 3232, p 3233, p 3234, p 3235, p 3236, p 3237, p 3238, p 3239, p 3240, p 3241, p 3242, p 3243, p 3244, p 3245, p 3246, p 3247, p 3248, p 3249, p 3250, p 3251, p 3252, p 3253, p 3254, p 3255, p 3256, p 3257, p 3258, p 3259, p 3260, p 3261, p 3262, p 3263, p 3264, p 3265, p 3266, p 3267, p 3268, p 3269, p 3270, p 3271, p 3272, p 3273, p 3274, p 3275, p 3276, p 3277, p 3278, p 3279, p 3280, p 3281, p 3282, p 3283, p 3284, p 3285, p 3286, p 3287, p 3288, p 3289, p 3290, p 3291, p 3292, p 3293, p 3294, p 3295, p 3296, p 3297, p 3298, p 3299, p 3300, p 3301, p 3302, p 3303, p 3304, p 3305, p 3306, p 3307, p 3308, p 3309, p 3310, p 3311, p 3312, p 3313, p 3314, p 3315, p 3316, p 3317, p 3318, p 3319, p 3320, p 3321, p 3322, p 3323, p 3324, p 3325, p 3326, p 3327, p 3328, p 3329, p 3330, p 3331, p 3332, p 3333, p 3334, p 3335, p 3336, p 3337, p 3338, p 3339, p 3340, p 3341, p 3342, p 3343, p 3344, p 3345, p 3346, p 3347, p 3348, p 3349, p 3350, p 3351, p 3352, p 3353, p 3354, p 3355, p 3356, p 3357, p 3358, p 3359, p 3360, p 3361, p 3362, p 3363, p 3364, p 3365, p 3366, p 3367, p 3368, p 3369, p 3370, p 3371, p 3372, p 3373, p 3374, p 3375, p 3376, p 3377, p 3378, p 3379, p 3380, p 3381, p 3382, p 3383, p 3384, p 3385, p 3386, p 3387, p 3388, p 3389, p 3390, p 3391, p 3392, p 3393, p 3394, p 3395, p 3396, p 3397, p 3398, p 3399, p 3400, p 3401, p 3402, p 3403, p 3404, p 3405, p 3406, p 3407, p 3408, p 3409, p 3410, p 3411, p 3412, p 3413, p 3414, p 3415, p 3416, p 3417, p 3418, p 3419, p 3420, p 3421, p 3422, p 3423, p 3424, p 3425, p 3426, p 3427, p 3428, p 3429, p 3430, p 3431, p 3432, p 3433, p 3434, p 3435, p 3436, p 3437, p 3438, p 3439, p 3440, p 3441, p 3442, p 3443, p 3444, p 3445, p 3446, p 3447, p 3448, p 3449, p 3450, p 3451, p 3452, p 3453, p 3454, p 3455, p 3456, p 3457, p 3458, p 3459, p 3460, p 3461, p 3462, p 3463, p 3464, p 3465, p 3466, p 3467, p 3468, p 3469, p 3470, p 3471, p 3472, p 3473, p 3474, p 3475, p 3476, p 3477, p 3478, p 3479, p 3480, p 3481, p 3482, p 3483, p 3484, p 3485, p 3486, p 3487, p 3488, p 3489, p 3490, p 3491, p 3492, p 3493, p 3494, p 3495, p 3496, p 3497, p 3498, p 3499, p 3500, p 3501, p 3502, p 3503, p 3504, p 3505, p 3506, p 3507, p 3508, p 3509, p 3510, p 3511, p 3512, p 3513, p 3514, p 3515, p 3516, p 3517, p 3518, p 3519, p 3520, p 3521, p 3522, p 3523, p 3524, p 3525, p 3526, p 3527, p 3528, p 3529, p 3530, p 3531, p 3532, p 3533, p 3534, p 3535, p 3536, p 3537, p 3538, p 3539, p 3540, p 3541, p 3542, p 3543, p 3544, p 3545, p 3546, p 3547, p 3548, p 3549, p 3550, p 3551, p 3552, p 3553, p 3554, p 3555, p 3556, p 3557, p 3558, p 3559, p 3560, p 3561, p 3562, p 3563, p 3564, p 3565, p 3566, p 3567, p 3568, p 3569, p 3570, p 3571, p 3572, p 3573, p 3574, p 3575, p 3576, p 3577, p 3578, p 3579, p 3580, p 3581, p 3582, p 3583, p 3584, p 3585, p 3586, p 3587, p 3588, p 3589, p 3590, p 3591, p 3592, p 3593, p 3594, p 3595, p 3596, p 3597, p 3598, p 3599, p 3600, p 3601, p 3602, p 3603, p 3604, p 3605, p 3606, p 3607, p 3608, p 3609, p 3610, p 3611, p 3612, p 3613, p 3614, p 3615, p 3616, p 3617, p 3618, p 3619, p 3620, p 3621, p 3622, p 3623, p 3624, p 3625, p 3626, p 3627, p 3628, p 3629, p 3630, p 3631, p 3632, p 3633, p 3634, p 3635, p 3636, p 3637, p 3638, p 3639, p 3640, p 3641, p 3642, p 3643, p 3644, p 3645, p 3646, p 3647, p 3648, p 3649, p 3650, p 3651, p 3652, p 3653, p 3654, p 3655, p 3656, p 3657, p 3658, p 3659, p 3660, p 3661, p 3662, p 3663, p 3664, p 3665, p 3666, p 3667, p 3668, p 3669, p 3670, p 3671, p 3672, p 3673, p 3674, p 3675, p 3676, p 3677, p 3678, p 3679, p 3680, p 3681, p 3682, p 3683, p 3684, p 3685, p 3686, p 3687, p 3688, p 3689, p 3690, p 3691, p 3692, p 3693, p 3694, p 3695, p 3696, p 3697, p 3698, p 3699, p 3700, p 3701, p 3702, p 3703, p 3704, p 3705, p 3706, p 3707, p 3708, p 3709, p 3710] COQC tests/test_link_order6.v COQC tests/test_link_order7.v eq_axiom_tt : eq_axiom_at unit unit_eq tt : eq_axiom_at unit unit_eq tt eq_axiom_Zero : eq_axiom_at peano peano_eq Zero : eq_axiom_at peano peano_eq Zero eq_axiom_Succ : forall y : peano, eq_axiom_at peano peano_eq y -> eq_axiom_at peano peano_eq (Succ y) : forall y : peano, eq_axiom_at peano peano_eq y -> eq_axiom_at peano peano_eq (Succ y) eq_axiom_None : forall (A : Type) (f : eq_test A), eq_axiom_at (option A) (option_eq A f) (None A) : forall (A : Type) (f : eq_test A), eq_axiom_at (option A) (option_eq A f) (None A) eq_axiom_Some : forall (A : Type) (f : eq_test A) (x : A), eq_axiom_at A f x -> eq_axiom_at (option A) (option_eq A f) (Some A x) : forall (A : Type) (f : eq_test A) (x : A), eq_axiom_at A f x -> eq_axiom_at (option A) (option_eq A f) (Some A x) eq_axiom_Comma : forall (A : Type) (f : eq_test A) (B : Type) (g : eq_test B) (x : A), eq_axiom_at A f x -> forall y : B, eq_axiom_at B g y -> eq_axiom_at (pair A B) (pair_eq A f B g) (Comma A B x y) : forall (A : Type) (f : eq_test A) (B : Type) (g : eq_test B) (x : A), eq_axiom_at A f x -> forall y : B, eq_axiom_at B g y -> eq_axiom_at (pair A B) (pair_eq A f B g) (Comma A B x y) eq_axiom_Nil : forall (A : Type) (f : eq_test A), eq_axiom_at (seq A) (seq_eq A f) (Nil A) : forall (A : Type) (f : eq_test A), eq_axiom_at (seq A) (seq_eq A f) (Nil A) eq_axiom_Cons : forall (A : Type) (f : eq_test A) (x : A), eq_axiom_at A f x -> forall xs : seq A, eq_axiom_at (seq A) (seq_eq A f) xs -> eq_axiom_at (seq A) (seq_eq A f) (Cons A x xs) : forall (A : Type) (f : eq_test A) (x : A), eq_axiom_at A f x -> forall xs : seq A, eq_axiom_at (seq A) (seq_eq A f) xs -> eq_axiom_at (seq A) (seq_eq A f) (Cons A x xs) eq_axiom_Leaf : forall (A : Type) (f : eq_test A) (a : A), eq_axiom_at A f a -> eq_axiom_at (rose A) (rose_eq A f) (Leaf A a) : forall (A : Type) (f : eq_test A) (a : A), eq_axiom_at A f a -> eq_axiom_at (rose A) (rose_eq A f) (Leaf A a) eq_axiom_Node : forall (A : Type) (f : eq_test A) (l : seq (rose A)), eq_axiom_at (seq (rose A)) (seq_eq (rose A) (rose_eq A f)) l -> eq_axiom_at (rose A) (rose_eq A f) (Node A l) : forall (A : Type) (f : eq_test A) (l : seq (rose A)), eq_axiom_at (seq (rose A)) (seq_eq (rose A) (rose_eq A f)) l -> eq_axiom_at (rose A) (rose_eq A f) (Node A l) eq_axiom_Envelope : forall (Sender : Type) (f : eq_test Sender) (x : Sender), eq_axiom_at Sender f x -> forall x0 : Sender, eq_axiom_at Sender f x0 -> forall x1 : zeta Sender, eq_axiom_on (zeta Sender) (zeta_eq Sender f) (Envelope Sender x x0) x1 eq_axiom_Redex : forall (A : Type) (f : eq_test A) (x : A), eq_axiom_at A f x -> forall x0 : beta A, eq_axiom_on (beta A) (beta_eq A f) (Redex A x) x0 eq_axiom_PI : forall x : PrimInt63.int, eq_axiom_at PrimInt63.int PrimInt63.eqb x -> forall x0 : prim_int, eq_axiom_on prim_int prim_int_eq (PI x) x0 eq_axiom_PF : forall x : PrimFloat.float, eq_axiom_at PrimFloat.float PrimFloat.eqb x -> forall x0 : prim_float, eq_axiom_on prim_float prim_float_eq (PF x) x0 eq_axiom_Build_fo_record : forall x : peano, eq_axiom_at peano peano_eq x -> forall y : unit, eq_axiom_at unit unit_eq y -> eq_axiom_at fo_record fo_record_eq {| f1 := x; f2 := y |} : forall x : peano, eq_axiom_at peano peano_eq x -> forall y : unit, eq_axiom_at unit unit_eq y -> eq_axiom_at fo_record fo_record_eq {| f1 := x; f2 := y |} eq_axiom_Build_pa_record : forall (A : Type) (f : eq_test A) (x : peano), eq_axiom_at peano peano_eq x -> forall y : A, eq_axiom_at A f y -> eq_axiom_at (pa_record A) (pa_record_eq A f) {| f3 := x; f4 := y |} : forall (A : Type) (f : eq_test A) (x : peano), eq_axiom_at peano peano_eq x -> forall y : A, eq_axiom_at A f y -> eq_axiom_at (pa_record A) (pa_record_eq A f) {| f3 := x; f4 := y |} eq_axiom_Build_pr_record : forall (A : Type) (f : eq_test A) (x : peano), eq_axiom_at peano peano_eq x -> forall y : A, eq_axiom_at A f y -> eq_axiom_at (pr_record A) (pr_record_eq A f) {| pf3 := x; pf4 := y |} : forall (A : Type) (f : eq_test A) (x : peano), eq_axiom_at peano peano_eq x -> forall y : A, eq_axiom_at A f y -> eq_axiom_at (pr_record A) (pr_record_eq A f) {| pf3 := x; pf4 := y |} eq_axiom_E1 : eq_axiom_at enum enum_eq E1 : eq_axiom_at enum enum_eq E1 eq_axiom_E2 : eq_axiom_at enum enum_eq E2 : eq_axiom_at enum enum_eq E2 eq_axiom_E3 : eq_axiom_at enum enum_eq E3 : eq_axiom_at enum enum_eq E3 COQC tests/test_induction.v COQC tests/test_link_order8.v Inductive elpi.apps.derive.tests.test_param1.Coverage.is_unit Inductive elpi.apps.derive.tests.test_param1.OtherTests.is_unit (shorter name to refer to it in current context is OtherTests.is_unit) (fun P : empty -> Prop => empty_induction P) : forall (P : empty -> Prop) (x : empty), is_empty x -> P x : forall (P : empty -> Prop) (x : empty), is_empty x -> P x (fun P : unit -> Prop => unit_induction P) : forall P : unit -> Prop, P tt -> forall x : unit, is_unit x -> P x : forall P : unit -> Prop, P tt -> forall x : unit, is_unit x -> P x peano_induction : forall P : peano -> Type, P Zero -> (forall n : peano, P n -> P (Succ n)) -> forall x : peano, is_peano x -> P x : forall P : peano -> Type, P Zero -> (forall n : peano, P n -> P (Succ n)) -> forall x : peano, is_peano x -> P x option_induction : forall (A : Type) (PA : A -> Type) (P : option A -> Type), P (None A) -> (forall a : A, PA a -> P (Some A a)) -> forall x : option A, is_option A PA x -> P x : forall (A : Type) (PA : A -> Type) (P : option A -> Type), P (None A) -> (forall a : A, PA a -> P (Some A a)) -> forall x : option A, is_option A PA x -> P x pair_induction : forall (A : Type) (PA : A -> Type) (B : Type) (PB : B -> Type) (P : pair A B -> Type), (forall a : A, PA a -> forall b : B, PB b -> P (Comma A B a b)) -> forall x : pair A B, is_pair A PA B PB x -> P x : forall (A : Type) (PA : A -> Type) (B : Type) (PB : B -> Type) (P : pair A B -> Type), (forall a : A, PA a -> forall b : B, PB b -> P (Comma A B a b)) -> forall x : pair A B, is_pair A PA B PB x -> P x seq_induction : forall (A : Type) (PA : A -> Type) (P : seq A -> Type), P (Nil A) -> (forall x : A, PA x -> forall xs : seq A, P xs -> P (Cons A x xs)) -> forall l : seq A, is_seq A PA l -> P l : forall (A : Type) (PA : A -> Type) (P : seq A -> Type), P (Nil A) -> (forall x : A, PA x -> forall xs : seq A, P xs -> P (Cons A x xs)) -> forall l : seq A, is_seq A PA l -> P l rose_induction : forall (A : Type) (PA : A -> Type) (P : rose A -> Type), (forall x : A, PA x -> P (Leaf A x)) -> (forall l : seq (rose A), is_seq (rose A) P l -> P (Node A l)) -> forall x : rose A, is_rose A PA x -> P x : forall (A : Type) (PA : A -> Type) (P : rose A -> Type), (forall x : A, PA x -> P (Leaf A x)) -> (forall l : seq (rose A), is_seq (rose A) P l -> P (Node A l)) -> forall x : rose A, is_rose A PA x -> P x nest_induction : forall P : forall A : Type, (A -> Type) -> nest A -> Type, (forall (A : Type) (PA : A -> Type), P A PA (NilN A)) -> (forall (A : Type) (PA : A -> Type) (x : A), PA x -> forall xs : nest (pair A A), P (pair A A) (is_pair A PA A PA) xs -> P A PA (ConsN A x xs)) -> forall (A : Type) (PA : A -> Type) (n : nest A), is_nest A PA n -> P A PA n : forall P : forall A : Type, (A -> Type) -> nest A -> Type, (forall (A : Type) (PA : A -> Type), P A PA (NilN A)) -> (forall (A : Type) (PA : A -> Type) (x : A), PA x -> forall xs : nest (pair A A), P (pair A A) (is_pair A PA A PA) xs -> P A PA (ConsN A x xs)) -> forall (A : Type) (PA : A -> Type) (n : nest A), is_nest A PA n -> P A PA n w_induction : forall (A : Type) (PA : A -> Type) (P : w A -> Type), (forall f : A -> w A, (forall a : A, PA a -> P (f a)) -> P (via A f)) -> forall x : w A, is_w A PA x -> P x : forall (A : Type) (PA : A -> Type) (P : w A -> Type), (forall f : A -> w A, (forall a : A, PA a -> P (f a)) -> P (via A f)) -> forall x : w A, is_w A PA x -> P x vect_induction : forall (A : Type) (PA : A -> Type) (P : forall n : peano, is_peano n -> vect A n -> Type), P Zero is_Zero (VNil A) -> (forall a : A, PA a -> forall (n : peano) (nR : is_peano n) (v : vect A n), P n nR v -> P (Succ n) (is_Succ n nR) (VCons A a n v)) -> forall (l : peano) (lR : is_peano l) (x : vect A l), is_vect A PA l lR x -> P l lR x : forall (A : Type) (PA : A -> Type) (P : forall n : peano, is_peano n -> vect A n -> Type), P Zero is_Zero (VNil A) -> (forall a : A, PA a -> forall (n : peano) (nR : is_peano n) (v : vect A n), P n nR v -> P (Succ n) (is_Succ n nR) (VCons A a n v)) -> forall (l : peano) (lR : is_peano l) (x : vect A l), is_vect A PA l lR x -> P l lR x dyn_induction : forall P : dyn -> Type, (forall (T : Type) (PT : T -> Type) (t : T), PT t -> P (box T t)) -> forall x : dyn, is_dyn x -> P x : forall P : dyn -> Type, (forall (T : Type) (PT : T -> Type) (t : T), PT t -> P (box T t)) -> forall x : dyn, is_dyn x -> P x zeta_induction : forall (A : Type) (PA : A -> Type) (P : zeta A -> Type), (forall a : A, PA a -> forall c : A, PA c -> P (Envelope A a c)) -> forall x : zeta A, is_zeta A PA x -> P x : forall (A : Type) (PA : A -> Type) (P : zeta A -> Type), (forall a : A, PA a -> forall c : A, PA c -> P (Envelope A a c)) -> forall x : zeta A, is_zeta A PA x -> P x iota_induction : forall P : iota -> Type, (forall (n : peano) (Pn : is_peano n) (a : match n with | Zero => peano | Succ _ => unit end), match Pn in (is_peano n0) return (match n0 with | Zero => peano | Succ _ => unit end -> Type) with | is_Zero => is_peano | is_Succ _ _ => is_unit end a -> P (Why n a)) -> forall s1 : iota, is_iota s1 -> P s1 COQC tests/test_link_order9.v large_induction : forall P : large -> Type, (forall H : unit, is_unit H -> P (K1 H)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> P (K2 H H0)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> P (K3 H H0 H1)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> P (K4 H H0 H1 H2)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> P (K5 H H0 H1 H2 H3)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> P (K6 H H0 H1 H2 H3 H4)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> P (K7 H H0 H1 H2 H3 H4 H5)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> P (K8 H H0 H1 H2 H3 H4 H5 H6)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> P (K9 H H0 H1 H2 H3 H4 H5 H6 H7)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> P (K10 H H0 H1 H2 H3 H4 H5 H6 H7 H8)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> P (K11 H H0 H1 H2 H3 H4 H5 H6 H7 H8 H9)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> P (K12 H H0 H1 H2 H3 H4 H5 H6 H7 H8 H9 H10)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> P (K13 H H0 H1 H2 H3 H4 H5 H6 H7 H8 H9 H10 H11)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> forall H12 : unit, is_unit H12 -> P (K14 H H0 H1 H2 H3 H4 H5 H6 H7 H8 H9 H10 H11 H12)) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> forall H12 : unit, is_unit H12 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> forall H12 : unit, is_unit H12 -> ..., ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall H11 : unit, is_unit H11 -> ..., ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall H10 : unit, is_unit H10 -> ..., ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall H9 : unit, is_unit H9 -> ..., ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall H8 : unit, is_unit H8 -> ..., ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> forall ..., ... -> ...) -> (forall H : unit, is_unit H -> forall H0 : unit, is_unit H0 -> forall H1 : unit, is_unit H1 -> forall H2 : unit, is_unit H2 -> forall H3 : unit, is_unit H3 -> forall H4 : unit, is_unit H4 -> forall H5 : unit, is_unit H5 -> forall H6 : unit, is_unit H6 -> forall H7 : unit, is_unit H7 -> ..., ...) -> forall s1 : large, is_large s1 -> P s1 prim_int_induction : forall P : prim_int -> Type, (forall i : PrimInt63.int, is_uint63 i -> P (PI i)) -> forall s1 : prim_int, is_prim_int s1 -> P s1 prim_float_induction : forall P : prim_float -> Type, (forall f : PrimFloat.float, is_float64 f -> P (PF f)) -> forall s1 : prim_float, is_prim_float s1 -> P s1 fo_record_induction : forall P : fo_record -> Type, (forall x : peano, is_peano x -> forall y : unit, is_unit y -> P {| f1 := x; f2 := y |}) -> forall x : fo_record, is_fo_record x -> P x : forall P : fo_record -> Type, (forall x : peano, is_peano x -> forall y : unit, is_unit y -> P {| f1 := x; f2 := y |}) -> forall x : fo_record, is_fo_record x -> P x pa_record_induction : forall (A : Type) (PA : A -> Type) (P : pa_record A -> Type), (forall x : peano, is_peano x -> forall y : A, PA y -> P {| f3 := x; f4 := y |}) -> forall x : pa_record A, is_pa_record A PA x -> P x : forall (A : Type) (PA : A -> Type) (P : pa_record A -> Type), (forall x : peano, is_peano x -> forall y : A, PA y -> P {| f3 := x; f4 := y |}) -> forall x : pa_record A, is_pa_record A PA x -> P x pr_record_induction : forall (A : Type) (pr : A -> Type) (P : pr_record A -> Type), (forall x : peano, is_peano x -> forall y : A, pr y -> P {| pf3 := x; pf4 := y |}) -> forall x : pr_record A, is_pr_record A pr x -> P x : forall (A : Type) (pr : A -> Type) (P : pr_record A -> Type), (forall x : peano, is_peano x -> forall y : A, pr y -> P {| pf3 := x; pf4 := y |}) -> forall x : pr_record A, is_pr_record A pr x -> P x dep_record_induction : forall P : dep_record -> Type, (forall (x : peano) (px : is_peano x) (y : vect unit x), is_vect unit is_unit x px y -> P {| f5 := x; f6 := y |}) -> forall x : dep_record, is_dep_record x -> P x : forall P : dep_record -> Type, (forall (x : peano) (px : is_peano x) (y : vect unit x), is_vect unit is_unit x px y -> P {| f5 := x; f6 := y |}) -> forall x : dep_record, is_dep_record x -> P x enum_induction : forall P : enum -> Type, P E1 -> P E2 -> P E3 -> forall x : enum, is_enum x -> P x : forall P : enum -> Type, P E1 -> P E2 -> P E3 -> forall x : enum, is_enum x -> P x sigma_bool_induction : forall P : sigma_bool -> Type, (forall (depn : peano) (Pdepn : is_peano depn) (depeq : is_zero depn = true), is_eq bool is_bool (is_zero depn) (is_is_zero depn Pdepn) true is_true depeq -> P {| depn := depn; depeq := depeq |}) -> forall s1 : sigma_bool, is_sigma_bool s1 -> P s1 ord_induction : forall (p : peano) (Pp : is_peano p) (P : ord p -> Type), (forall (n : peano) (Pn : is_peano n) (l : is_leq n p = true), is_eq bool is_bool (is_leq n p) (is_is_leq n Pn p Pp) true is_true l -> P (mkOrd p n l)) -> forall o : ord p, is_ord p Pp o -> P o : forall (p : peano) (Pp : is_peano p) (P : ord p -> Type), (forall (n : peano) (Pn : is_peano n) (l : is_leq n p = true), is_eq bool is_bool (is_leq n p) (is_is_leq n Pn p Pp) true is_true l -> P (mkOrd p n l)) -> forall o : ord p, is_ord p Pp o -> P o ord2_induction : forall (p : peano) (Pp : is_peano p) (P : ord2 p -> Type), (forall o1 : ord p, is_ord p Pp o1 -> forall o2 : ord p, is_ord p Pp o2 -> P (mkOrd2 p o1 o2)) -> forall o : ord2 p, is_ord2 p Pp o -> P o : forall (p : peano) (Pp : is_peano p) (P : ord2 p -> Type), (forall o1 : ord p, is_ord p Pp o1 -> forall o2 : ord p, is_ord p Pp o2 -> P (mkOrd2 p o1 o2)) -> forall o : ord2 p, is_ord2 p Pp o -> P o COQC tests/test_param1_trivial.v COQC tests/test_API_new_pred.v COQC tests/test_link_order_import0.v COQC tests/test_vernacular2.v test1 str hello str x test1 too many arguments File "./tests/test_vernacular2.v", line 6, characters 2-17: Warning: This command does not support this attribute: fwd_compat_attr. [unsupported-attributes,parsing,default] File "./tests/test_vernacular2.v", line 7, characters 2-17: Warning: This command does not support this attribute: fwd_compat_attr. [unsupported-attributes,parsing,default] File "./tests/test_vernacular2.v", line 8, characters 2-17: Warning: This command does not support this attribute: fwd_compat_attr. [unsupported-attributes,parsing,default] File "./tests/test_vernacular2.v", line 9, characters 2-17: Warning: This command does not support this attribute: fwd_compat_attr. [unsupported-attributes,parsing,default] File "./tests/test_vernacular2.v", line 10, characters 2-17: Warning: This command does not support this attribute: fwd_compat_attr. [unsupported-attributes,parsing,default] Query q X0 Query r X0 Result r 1 COQC tests/test_ltac2.v it = elpi_subproof : True it : True it is not universe polymorphic it is transparent Expands to: Constant elpi.tests.test_ltac.it elpi_subproof = I : True elpi_subproof : True elpi_subproof is not universe polymorphic elpi_subproof is opaque Expands to: Constant elpi.tests.test_ltac.elpi_subproof Closed under the global context COQC tests/test_libobject_B.v [attribute elpi.loc (leaf-loc File "./tests/test_vernacular2.v", line 11, column 24, character 361:), attribute fwd_compat_attr (leaf-str )] [attribute elpi.loc (leaf-loc File "./tests/test_vernacular2.v", line 12, column 0, character 366:), attribute fwd_compat_attr (leaf-str )] COQC tests/test_link_order_import1.v COQC tests/test_link_order_import2.v COQC tests/test_libobject_C.v COQC tests/test_link_order_import3.v global (indc «O») app [global (indc «S»), app [global (indc «S»), app [global (indc «S»), global (indc «O»)]]] Finished transaction in 139.049 secs (132.617u,0.113s) (successful) Finished transaction in 2.317 secs (2.313u,0.s) (successful) test coqdoc hyperlinks test link order is_empty_trivial : trivial empty is_empty : trivial empty is_empty is_unit_trivial : trivial unit is_unit : trivial unit is_unit is_peano_trivial : trivial peano is_peano : trivial peano is_peano is_option_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (option A) (is_option A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (option A) (is_option A P) is_pair_trivial : forall (A : Type) (P : A -> Type), trivial A P -> forall (B : Type) (Q : B -> Type), trivial B Q -> trivial (pair A B) (is_pair A P B Q) : forall (A : Type) (P : A -> Type), trivial A P -> forall (B : Type) (Q : B -> Type), trivial B Q -> trivial (pair A B) (is_pair A P B Q) is_seq_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (seq A) (is_seq A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (seq A) (is_seq A P) is_rose_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (rose A) (is_rose A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (rose A) (is_rose A P) is_zeta_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (zeta A) (is_zeta A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (zeta A) (is_zeta A P) is_beta_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (beta A) (is_beta A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (beta A) (is_beta A P) is_large_trivial : trivial large is_large : trivial large is_large is_prim_int_trivial : trivial prim_int is_prim_int : trivial prim_int is_prim_int is_prim_float_trivial : trivial prim_float is_prim_float : trivial prim_float is_prim_float is_fo_record_trivial : trivial fo_record is_fo_record : trivial fo_record is_fo_record is_pa_record_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (pa_record A) (is_pa_record A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (pa_record A) (is_pa_record A P) is_pr_record_trivial : forall (A : Type) (P : A -> Type), trivial A P -> trivial (pr_record A) (is_pr_record A P) : forall (A : Type) (P : A -> Type), trivial A P -> trivial (pr_record A) (is_pr_record A P) is_enum_trivial : trivial enum is_enum : trivial enum is_enum is_sigma_bool_trivial : trivial sigma_bool is_sigma_bool : trivial sigma_bool is_sigma_bool is_ord_trivial : forall (p : peano) (px : is_peano p), trivial (ord p) (is_ord p px) : forall (p : peano) (px : is_peano p), trivial (ord p) (is_ord p px) is_ord2_trivial : forall (p : peano) (px : is_peano p), trivial (ord2 p) (is_ord2 p px) : forall (p : peano) (px : is_peano p), trivial (ord2 p) (is_ord2 p px) is_val_trivial : trivial val is_val : trivial val is_val is_empty_inhab : full empty is_empty : full empty is_empty is_unit_inhab : full unit is_unit : full unit is_unit is_peano_inhab : full peano is_peano : full peano is_peano is_option_inhab : forall (A : Type) (P : A -> Type), full A P -> full (option A) (is_option A P) : forall (A : Type) (P : A -> Type), full A P -> full (option A) (is_option A P) is_pair_inhab : forall (A : Type) (P : A -> Type), full A P -> forall (B : Type) (Q : B -> Type), full B Q -> full (pair A B) (is_pair A P B Q) : forall (A : Type) (P : A -> Type), full A P -> forall (B : Type) (Q : B -> Type), full B Q -> full (pair A B) (is_pair A P B Q) is_seq_inhab : forall (A : Type) (P : A -> Type), full A P -> full (seq A) (is_seq A P) : forall (A : Type) (P : A -> Type), full A P -> full (seq A) (is_seq A P) is_rose_inhab : forall (A : Type) (P : A -> Type), full A P -> full (rose A) (is_rose A P) : forall (A : Type) (P : A -> Type), full A P -> full (rose A) (is_rose A P) is_zeta_inhab : forall (A : Type) (P : A -> Type), full A P -> full (zeta A) (is_zeta A P) : forall (A : Type) (P : A -> Type), full A P -> full (zeta A) (is_zeta A P) is_beta_inhab : forall (A : Type) (P : A -> Type), full A P -> full (beta A) (is_beta A P) : forall (A : Type) (P : A -> Type), full A P -> full (beta A) (is_beta A P) is_large_inhab : full large is_large : full large is_large is_prim_int_inhab : full prim_int is_prim_int : full prim_int is_prim_int is_prim_float_inhab : full prim_float is_prim_float : full prim_float is_prim_float is_fo_record_inhab : full fo_record is_fo_record : full fo_record is_fo_record is_pa_record_inhab : forall (A : Type) (P : A -> Type), full A P -> full (pa_record A) (is_pa_record A P) : forall (A : Type) (P : A -> Type), full A P -> full (pa_record A) (is_pa_record A P) is_pr_record_inhab : forall (A : Type) (P : A -> Type), full A P -> full (pr_record A) (is_pr_record A P) : forall (A : Type) (P : A -> Type), full A P -> full (pr_record A) (is_pr_record A P) is_enum_inhab : full enum is_enum : full enum is_enum is_sigma_bool_inhab : full sigma_bool is_sigma_bool : full sigma_bool is_sigma_bool is_ord_inhab : forall (p : peano) (px : is_peano p), full (ord p) (is_ord p px) : forall (p : peano) (px : is_peano p), full (ord p) (is_ord p px) is_ord2_inhab : forall (p : peano) (px : is_peano p), full (ord2 p) (is_ord2 p px) : forall (p : peano) (px : is_peano p), full (ord2 p) (is_ord2 p px) is_val_inhab : full val is_val : full val is_val COQC tests/test_eqcorrect.v COQC tests/test_eqbcorrect.v empty_eq_correct : correct empty is_empty empty_eq : correct empty is_empty empty_eq unit_eq_correct : correct unit is_unit unit_eq : correct unit is_unit unit_eq peano_eq_correct : correct peano is_peano peano_eq : correct peano is_peano peano_eq option_eq_correct : forall (A : Type) (f : eq_test A), correct (option A) (is_option A (eq_axiom_at A f)) (option_eq A f) : forall (A : Type) (f : eq_test A), correct (option A) (is_option A (eq_axiom_at A f)) (option_eq A f) pair_eq_correct : forall (A : Type) (f : eq_test A) (B : Type) (g : eq_test B), correct (pair A B) (is_pair A (eq_axiom_at A f) B (eq_axiom_at B g)) (pair_eq A f B g) : forall (A : Type) (f : eq_test A) (B : Type) (g : eq_test B), correct (pair A B) (is_pair A (eq_axiom_at A f) B (eq_axiom_at B g)) (pair_eq A f B g) seq_eq_correct : forall (A : Type) (f : eq_test A), correct (seq A) (is_seq A (eq_axiom_at A f)) (seq_eq A f) : forall (A : Type) (f : eq_test A), correct (seq A) (is_seq A (eq_axiom_at A f)) (seq_eq A f) rose_eq_correct : forall (A : Type) (f : eq_test A), correct (rose A) (is_rose A (eq_axiom_at A f)) (rose_eq A f) : forall (A : Type) (f : eq_test A), correct (rose A) (is_rose A (eq_axiom_at A f)) (rose_eq A f) zeta_eq_correct : forall (A : Type) (f : eq_test A), correct (zeta A) (is_zeta A (eq_axiom_at A f)) (zeta_eq A f) : forall (A : Type) (f : eq_test A), correct (zeta A) (is_zeta A (eq_axiom_at A f)) (zeta_eq A f) beta_eq_correct : forall (A : Type) (f : eq_test A), correct (beta A) (is_beta A (eq_axiom_at A f)) (beta_eq A f) : forall (A : Type) (f : eq_test A), correct (beta A) (is_beta A (eq_axiom_at A f)) (beta_eq A f) prim_int_eq_correct : correct prim_int is_prim_int prim_int_eq fo_record_eq_correct : correct fo_record is_fo_record fo_record_eq : correct fo_record is_fo_record fo_record_eq pa_record_eq_correct : forall (A : Type) (f : eq_test A), correct (pa_record A) (is_pa_record A (eq_axiom_at A f)) (pa_record_eq A f) : forall (A : Type) (f : eq_test A), correct (pa_record A) (is_pa_record A (eq_axiom_at A f)) (pa_record_eq A f) pr_record_eq_correct : forall (A : Type) (f : eq_test A), correct (pr_record A) (is_pr_record A (eq_axiom_at A f)) (pr_record_eq A f) : forall (A : Type) (f : eq_test A), correct (pr_record A) (is_pr_record A (eq_axiom_at A f)) (pr_record_eq A f) enum_eq_correct : correct enum is_enum enum_eq : correct enum is_enum enum_eq COQC tests/test_eqOK.v empty_eq_OK : ok empty empty_eq : ok empty empty_eq unit_eq_OK : ok unit unit_eq : ok unit unit_eq peano_eq_OK : ok peano peano_eq : ok peano peano_eq option_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (option A) (option_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (option A) (option_eq A f) pair_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> forall (B : Type) (g : B -> B -> bool), ok B g -> ok (pair A B) (pair_eq A f B g) : forall (A : Type) (f : A -> A -> bool), ok A f -> forall (B : Type) (g : B -> B -> bool), ok B g -> ok (pair A B) (pair_eq A f B g) seq_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (seq A) (seq_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (seq A) (seq_eq A f) rose_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (rose A) (rose_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (rose A) (rose_eq A f) zeta_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (zeta A) (zeta_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (zeta A) (zeta_eq A f) beta_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (beta A) (beta_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (beta A) (beta_eq A f) prim_int_eq_OK : ok prim_int prim_int_eq fo_record_eq_OK : ok fo_record fo_record_eq : ok fo_record fo_record_eq pa_record_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (pa_record A) (pa_record_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (pa_record A) (pa_record_eq A f) pr_record_eq_OK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (pr_record A) (pr_record_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (pr_record A) (pr_record_eq A f) enum_eq_OK : ok enum enum_eq : ok enum enum_eq dlist_eqOK : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (dlist A) (dlist_eq A f) : forall (A : Type) (f : A -> A -> bool), ok A f -> ok (dlist A) (dlist_eq A f) peano_eqb_correct : (forall n m : peano, peano_eqb n m = true -> n = m) : forall n m : peano, peano_eqb n m = true -> n = m peano_eqb_refl : (forall n : peano, peano_eqb n n = true) : forall n : peano, peano_eqb n n = true ord_eqb_correct : (forall n : peano, eqb_correct (ord_eqb n n)) : forall n : peano, eqb_correct (ord_eqb n n) ord_eqb_refl : (forall n : peano, eqb_reflexive (ord_eqb n n)) : forall n : peano, eqb_reflexive (ord_eqb n n) ord2_eqb_correct : (forall n : peano, eqb_correct (ord2_eqb n n)) : forall n : peano, eqb_correct (ord2_eqb n n) ord2_eqb_refl : (forall n : peano, eqb_reflexive (ord2_eqb n n)) : forall n : peano, eqb_reflexive (ord2_eqb n n) val_eqb_correct : eqb_correct val_eqb : eqb_correct val_eqb val_eqb_refl : eqb_reflexive val_eqb : eqb_reflexive val_eqb alias_eqb_correct : eqb_correct alias_eqb : eqb_correct alias_eqb alias_eqb_refl : eqb_reflexive alias_eqb : eqb_reflexive alias_eqb COQC tests/test_eqbOK.v peano_eqb_OK : forall n m : peano, Bool.reflect (n = m) (peano_eqb n m) : forall n m : peano, Bool.reflect (n = m) (peano_eqb n m) seq_eqb_OK : forall (A : Type) (eqA : eq_test2 A A), (forall a1 a2 : A, Bool.reflect (a1 = a2) (eqA a1 a2)) -> forall l1 l2 : seq A, Bool.reflect (l1 = l2) (seq_eqb A eqA l1 l2) : forall (A : Type) (eqA : eq_test2 A A), (forall a1 a2 : A, Bool.reflect (a1 = a2) (eqA a1 a2)) -> forall l1 l2 : seq A, Bool.reflect (l1 = l2) (seq_eqb A eqA l1 l2) ord_eqb_OK : forall (n : peano) (o1 o2 : ord n), Bool.reflect (o1 = o2) (ord_eqb n n o1 o2) : forall (n : peano) (o1 o2 : ord n), Bool.reflect (o1 = o2) (ord_eqb n n o1 o2) alias_eqb_OK : forall x y : alias, Bool.reflect (x = y) (alias_eqb x y) : forall x y : alias, Bool.reflect (x = y) (alias_eqb x y) make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQC tests/test_assumption.v COQC tests/test_intro.v COQC tests/test_constructor.v COQC tests/test_clear.v COQC tests/test_fail.v d : nat COQC tests/test_discriminate.v COQC tests/test_injection.v COQC tests/test_case.v COQC tests/test_generalize.v trying i = i trying elpi_ctx_entry_2_ = elpi_ctx_entry_2_ trying elpi_ctx_entry_1_ = elpi_ctx_entry_1_ /\ p0 = p0 trying elpi_ctx_entry_1_ = elpi_ctx_entry_1_ /\ p0 = p0 COQC tests/test_cycle.v COQC examples/usage_eltac.v make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQC tests/test_NES.v COQC tests/test_NES_resolve.v COQC tests/test_NES_perf.v COQC tests/test_NES_perf_optimal.v COQC tests/test_module_namespace.v Foo.x = 3 : nat Foo.x = 3 : nat Foo.x2 = 4 : nat eq_refl : Foo.x = 5 : Foo.x = 5 A.B.c : nat A.B.c is not universe polymorphic A.B.c is transparent Expands to: Constant elpi.apps.NES.tests.test_NES.A_aux_4.A.B.c A1.B1.d : nat A1.B1.d is not universe polymorphic A1.B1.d is transparent Expands to: Constant elpi.apps.NES.tests.test_NES.A1_aux_6.A1.B1.d A1.B1.c : nat A1.B1.c is not universe polymorphic A1.B1.c is transparent Expands to: Constant elpi.apps.NES.tests.test_NES.A1_aux_5.A1.B1.c x = 5 : nat x2 = 4 : nat B1.c = 1 : nat B1.d = 1 : nat d = 1 : nat A2.B2.f = 2 : nat COQC tests/test_NES_lib.v COQC examples/usage_NES.v This.Is.A.Long.Namespace.stuff = 1 : nat = 1 : nat This.Is.A.Long.Namespace.stuff = 2 : nat = 1 : nat This_aux_1.This.Is.A.Long.Namespace.stuff This.Is.A.Long.Namespace.more_stuff This.Is.A.Long.Namespace.stuff This_aux_1.This.Is.A.Long.Namespace.stuff : nat This.Is.A.Long.Namespace.more_stuff : nat This.Is.A.Long.Namespace.stuff : nat stuff = 2 : nat default nat_def : nat : nat make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQC tests/test_locker.v Module d3 : d3_Locked := Struct Definition body : nat. Parameter unlock : d3 = 3. End Module Type d3_Locked = Sig Parameter body : nat. Parameter unlock : body = 3. End cons2 : forall {A : Type}, A -> list A -> list A cons2 is not universe polymorphic Arguments cons2 {A}%type_scope x xs%list_scope cons2 is transparent Expands to: Constant elpi.apps.locker.tests.test_locker.Bug_286.lock_container.cons2 cons3 : forall [A : Type], EqDecision A -> A -> list A -> list A cons3 is not universe polymorphic Arguments cons3 [A]%type_scope {H} x xs%list_scope cons3 is transparent Expands to: Constant elpi.apps.locker.tests.test_locker.Bug_286.lock_container2.cons3 id1@{u} : forall T : Type@{u}, T -> T (* u |= u < locked_with.u0 *) id1 is universe polymorphic Arguments id1 T%type_scope x id1 is transparent Expands to: Constant elpi.apps.locker.tests.test_locker.id1 Query assignments: GR = const «id1» id2.body@{u} : forall T : Type@{u}, T -> T (* u |= u < eq.u0 *) id2.body is universe polymorphic Arguments id2.body T%type_scope x Expands to: Constant elpi.apps.locker.tests.test_locker.id2.body Query assignments: GR = const «id2.body» up1.body@{u} : forall T : Type@{u}, T -> T (* u |= u < eq.u0 *) up1.body is universe polymorphic Arguments up1.body T%type_scope x Expands to: Constant elpi.apps.locker.tests.test_locker.up1.body Query assignments: GR = const «up1.body» nup1.body : forall T : Type@{nup1.body.u0}, T -> T nup1.body is not universe polymorphic Arguments nup1.body T%type_scope x Expands to: Constant elpi.apps.locker.tests.test_locker.nup1.body Query assignments: GR = const «nup1.body» up2.body@{u u0} : forall T : Type@{u}, Type@{u0} -> T -> T (* u u0 |= u < eq.u0 u0 < eq.u0 *) up2.body is universe polymorphic Arguments up2.body (T W)%type_scope x Expands to: Constant elpi.apps.locker.tests.test_locker.up2.body Query assignments: GR = const «up2.body» make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' Using coq found in /usr/bin//, from COQBIN or PATH Warning: ../../theories (used in -R or -Q) is not a subdirectory of the current directory COQDEP VFILES COQC tests/test_coercion.v COQC tests/test_coercion_open.v true && false : bool natmul R n : ringType_sort R : ringType_sort R natmul R n : ringType_sort R : ringType_sort R COQC tests/test_coercion_load.v true : bool : bool make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[1]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' create-stamp debian/debhelper-build-stamp dh_prep dh_auto_install --destdir=debian/libcoq-elpi/ make -j4 install DESTDIR=/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi AM_UPDATE_INFO_DIR=no "INSTALL=install --strip-program=true" make[1]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' Using coq found in /usr/bin, from COQBIN or PATH ########################## installing plugin ############################ make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' make[2]: /usr/lib/ocaml/coq: Permission denied make[2]: /usr/lib/ocaml/coq: Permission denied make[2]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/elpi.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/ INSTALL theories/elpi.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/ INSTALL theories/elpi.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/ INSTALL src/elpi_plugin.cmxs /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/ INSTALL src/elpi_plugin.cmxs /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/ ocamlfind: [WARNING] No such file: /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/META Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmx Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmxa Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmxs ocamlfind: [WARNING] Overwriting file /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmxs Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmxs Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmi Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/META make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' df="`"/usr/bin//////coq_makefile" -destination-of theories/elpi.vo -I src -Q examples elpi.examples -Q tests elpi.tests -Q src elpi -Q apps/derive/tests elpi.apps.derive.tests -Q tests elpi.tests -Q elpi elpi -R theories elpi -R apps/derive/theories elpi.apps -R apps/derive/tests elpi.apps.derive.tests -R apps/derive/examples elpi.apps.derive.examples -R apps/NES/theories elpi.apps -R apps/NES/tests elpi.apps.NES.tests -R apps/NES/examples elpi.apps.NES.examples -R apps/eltac/theories elpi.apps.eltac -R apps/eltac/tests elpi.apps.eltac.tests -R apps/eltac/examples elpi.apps.eltac.examples -R apps/coercion/theories elpi.apps.coercion`";\ install -m 0644 elpi-builtin.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df";\ install -m 0644 coq-builtin.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df";\ install -m 0644 elpi/coq-lib.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df";\ install -m 0644 elpi/elpi_elaborator.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df" make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cmo Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi/elpi_plugin.cma make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' cp etc/coq-elpi.lang /usr/lib/ocaml/coq//ide/ cp: cannot create regular file '/usr/lib/ocaml/coq//ide/': Not a directory make[1]: [Makefile:125: install] Error 1 (ignored) ########################## installing APPS ############################ make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' Using coq found in /usr/bin//, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/derive.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/derive/std.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/legacy.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/experimental.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/bcongr.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/cast.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eq.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqcorrect.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqK.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqOK.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/map.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/isK.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/idx2inv.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/invert.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/projK.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_functor.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_congr.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_trivial.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param2.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/induction.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens_laws.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb_core_defs.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/tag.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/fields.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbcorrect.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbOK.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqType_ast.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/derive/std.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/legacy.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/experimental.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/bcongr.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/cast.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eq.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqcorrect.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqK.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqOK.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/map.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/isK.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/idx2inv.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/invert.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/projK.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_functor.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_congr.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_trivial.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param2.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/induction.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens_laws.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb_core_defs.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/tag.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/fields.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbcorrect.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbOK.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqType_ast.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/derive/std.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/legacy.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/experimental.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/bcongr.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/cast.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eq.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqcorrect.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqK.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqOK.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/map.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/isK.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/idx2inv.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/invert.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/projK.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_functor.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_congr.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param1_trivial.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/param2.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/induction.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/lens_laws.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb_core_defs.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/tag.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/fields.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqb.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbcorrect.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqbOK.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive INSTALL theories/derive/eqType_ast.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps//derive make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' df="`"/usr/bin///////coq_makefile" -destination-of theories/derive/std.vo -I ../../src -Q ../../theories elpi -Q elpi elpi.apps.derive -R theories elpi.apps -R tests elpi.apps.derive.tests -R examples elpi.apps.derive.examples`";\ install -m 0644 elpi/bcongr.elpi elpi/cast.elpi elpi/derive.elpi elpi/derive_hook.elpi elpi/discriminate.elpi elpi/eq.elpi elpi/eqK.elpi elpi/eqOK.elpi elpi/eqType.elpi elpi/eqb.elpi elpi/eqbOK.elpi elpi/eqbcorrect.elpi elpi/eqcorrect.elpi elpi/fields.elpi elpi/idx2inv.elpi elpi/induction.elpi elpi/injection.elpi elpi/invert.elpi elpi/isK.elpi elpi/lens.elpi elpi/lens_laws.elpi elpi/map.elpi elpi/param1.elpi elpi/param1_congr.elpi elpi/param1_functor.elpi elpi/param1_inhab.elpi elpi/param1_trivial.elpi elpi/param2.elpi elpi/paramX_lib.elpi elpi/projK.elpi elpi/tag.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df" make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/derive' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' Using coq found in /usr/bin//, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/assumption.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/constructor.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/intro.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/clear.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/fail.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/discriminate.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/injection.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/case.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/generalize.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/cycle.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/tactics.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/assumption.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/constructor.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/intro.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/clear.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/fail.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/discriminate.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/injection.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/case.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/generalize.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/cycle.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/tactics.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/assumption.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/constructor.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/intro.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/clear.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/fail.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/discriminate.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/injection.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/case.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/generalize.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/cycle.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ INSTALL theories/tactics.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/eltac/ make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/eltac' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' Using coq found in /usr/bin//, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/NES.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/NES.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/NES.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' df="`"/usr/bin///////coq_makefile" -destination-of theories/NES.vo -I ../../src -Q ../../theories elpi -Q elpi elpi.apps.NES -R theories elpi.apps`";\ install -m 0644 elpi/nes.elpi "/build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/$df" make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/NES' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' Using coq found in /usr/bin//, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/locker.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/locker.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/locker.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/locker' make[2]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' Using coq found in /usr/bin//, from COQBIN or PATH make[3]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied make[3]: /usr/lib/ocaml/coq: Permission denied INSTALL theories/coercion.vo /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/coercion.v /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL theories/coercion.glob /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL src/elpi_coercion_plugin.cmxs /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ INSTALL src/elpi_coercion_plugin.cmxs /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq//user-contrib/elpi/apps/ ocamlfind: [WARNING] No such file: /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/META Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmx Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmxa Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmxs ocamlfind: [WARNING] Overwriting file /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmxs Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmxs Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/elpi_coercion_plugin.cmi Installed /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi//usr/lib/ocaml/coq/../coq-core//../coq-elpi-coercion/META make[4]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[4]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[3]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' make[2]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3/apps/coercion' ########################## installing doc ############################ mkdir -p /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi/usr/lib/ocaml/coq/../../share/doc/coq-elpi cp doc/* /build/reproducible-path/coq-elpi-1.19.3/debian/libcoq-elpi/usr/lib/ocaml/coq/../../share/doc/coq-elpi cp: cannot stat 'doc/*': No such file or directory make[1]: [Makefile:130: install] Error 1 (ignored) ########################## installed ############################ make[1]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' dh_ocamldoc dh_installdocs dh_installchangelogs dh_installexamples dh_lintian dh_perl dh_link dh_strip_nondeterminism dh_compress dh_fixperms dh_missing dh_dwz -a dwz: debian/libcoq-elpi/usr/lib/ocaml/coq-elpi-coercion/elpi_coercion_plugin.cmxs: .debug_info section not present dwz: debian/libcoq-elpi/usr/lib/ocaml/coq/user-contrib/elpi/apps/elpi_coercion_plugin.cmxs: .debug_info section not present dh_strip -a dh_makeshlibs -a dh_shlibdeps -a dh_installdeb debian/rules override_dh_ocaml make[1]: Entering directory '/build/reproducible-path/coq-elpi-1.19.3' dh_ocaml --nodefined-map=libcoq-elpi-ocaml-dev:Elpi_parser,Elpi_util,Elpi_parser__Ast,Elpi__Runtime,Elpi__,Elpi_util__Util,Elpi__Builtin_checker,Elpi__Builtin,Elpi__Ptmap,Elpi_parser__Grammar,Elpi__Data,Elpi_lexer_config,Elpi__API,Elpi_parser__Parse,Elpi__Builtin_set,Trace_ppx_runtime,Elpi_parser__Parser_config,Elpi_parser__Error_messages,Elpi_parser__Lexer,Elpi,Elpi_exer_config__Tokens,Elpi_Builtin_stdlib,Elpi__Legacy_parser_proxy,Elpi__Builtin_map,Elpi_lexer_config__Tokens,Elpi__Compiler,Trace_ppx_runtime__Runtime,Elpi_lexer_config__Lexer_config,Elpi__Builtin_stdlib,Elpi__Runtime_trace_off,MenhirLib,Ppx_deriving_runtime,Re__Perl,Re__Core,Re__Pcre,Re_str,Re__Automata,Re__Emacs,Re,Re__Fmt,Re__Group,Re__,Re__Glob,Re__Pmark,Re__Category,Re__Str,Re__Posix,Re__Color_map,Re__Cset,Result make[1]: Leaving directory '/build/reproducible-path/coq-elpi-1.19.3' dh_coq dh_gencontrol dh_md5sums dh_builddeb dpkg-deb: building package 'libcoq-elpi' in '../libcoq-elpi_1.19.3-2_armhf.deb'. dpkg-deb: building package 'libcoq-elpi-dbgsym' in '../libcoq-elpi-dbgsym_1.19.3-2_armhf.deb'. dpkg-genbuildinfo --build=binary -O../coq-elpi_1.19.3-2_armhf.buildinfo dpkg-genchanges --build=binary -O../coq-elpi_1.19.3-2_armhf.changes dpkg-genchanges: info: binary-only upload (no source code included) dpkg-source --after-build . dpkg-buildpackage: info: binary-only upload (no source included) dpkg-genchanges: info: not including original source code in upload I: copying local configuration I: user script /srv/workspace/pbuilder/5908/tmp/hooks/B01_cleanup starting I: user script /srv/workspace/pbuilder/5908/tmp/hooks/B01_cleanup finished I: unmounting dev/ptmx filesystem I: unmounting dev/pts filesystem I: unmounting dev/shm filesystem I: unmounting proc filesystem I: unmounting sys filesystem I: cleaning the build env I: removing directory /srv/workspace/pbuilder/5908 and its subdirectories I: Current time: Mon Apr 22 17:00:51 +14 2024 I: pbuilder-time-stamp: 1713754851