Build:
- 0
2025-12-11 21:57.10: New job: test octez-libs.19.0 with json-data-encoding.0.12.1, using opam dev
from https://github.com/ocaml/opam-repository.git#refs/pull/29056/head (3258c98bc05df066079688986ab7f22aef18a2b3)
on debian-13-ocaml-4.14/amd64
To reproduce locally:
cd $(mktemp -d)
git clone --recursive "https://github.com/ocaml/opam-repository.git" && cd "opam-repository" && git fetch origin "refs/pull/29056/head" && git reset --hard 3258c98b
git fetch origin master
git merge --no-edit 46af9797bff3c8fad38f790f67b98c31d8a7ab8d
cat > ../Dockerfile <<'END-OF-DOCKERFILE'
FROM ocaml/opam:debian-13-ocaml-4.14@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d
USER 1000:1000
WORKDIR /home/opam
RUN sudo ln -f /usr/bin/opam-dev /usr/bin/opam
RUN opam init --reinit -ni
RUN opam option solver=builtin-0install && opam config report
ENV OPAMDOWNLOADJOBS="1"
ENV OPAMERRLOGLEN="0"
ENV OPAMPRECISETRACKING="1"
ENV CI="true"
ENV OPAM_REPO_CI="true"
RUN rm -rf opam-repository/
COPY --chown=1000:1000 . opam-repository/
RUN opam repository set-url --strict default opam-repository/
RUN opam update --depexts || true
RUN opam pin add -k version -yn json-data-encoding.0.12.1 0.12.1
RUN opam reinstall json-data-encoding.0.12.1; \
res=$?; \
test "$res" != 31 && exit "$res"; \
export OPAMCLI=2.0; \
build_dir=$(opam var prefix)/.opam-switch/build; \
failed=$(ls "$build_dir"); \
partial_fails=""; \
for pkg in $failed; do \
if opam show -f x-ci-accept-failures: "$pkg" | grep -qF "\"debian-13\""; then \
echo "A package failed and has been disabled for CI using the 'x-ci-accept-failures' field."; \
fi; \
test "$pkg" != 'json-data-encoding.0.12.1' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
RUN opam reinstall octez-libs.19.0; \
res=$?; \
test "$res" != 31 && exit "$res"; \
export OPAMCLI=2.0; \
build_dir=$(opam var prefix)/.opam-switch/build; \
failed=$(ls "$build_dir"); \
partial_fails=""; \
for pkg in $failed; do \
if opam show -f x-ci-accept-failures: "$pkg" | grep -qF "\"debian-13\""; then \
echo "A package failed and has been disabled for CI using the 'x-ci-accept-failures' field."; \
fi; \
test "$pkg" != 'octez-libs.19.0' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
RUN (opam reinstall --with-test octez-libs.19.0) || true
RUN opam reinstall --with-test --verbose octez-libs.19.0; \
res=$?; \
test "$res" != 31 && exit "$res"; \
export OPAMCLI=2.0; \
build_dir=$(opam var prefix)/.opam-switch/build; \
failed=$(ls "$build_dir"); \
partial_fails=""; \
for pkg in $failed; do \
if opam show -f x-ci-accept-failures: "$pkg" | grep -qF "\"debian-13\""; then \
echo "A package failed and has been disabled for CI using the 'x-ci-accept-failures' field."; \
fi; \
test "$pkg" != 'octez-libs.19.0' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
END-OF-DOCKERFILE
docker build -f ../Dockerfile .
2025-12-11 21:57.10: Using cache hint "ocaml/opam:debian-13-ocaml-4.14@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d-json-data-encoding.0.12.1-octez-libs.19.0-3258c98bc05df066079688986ab7f22aef18a2b3"
2025-12-11 21:57.10: Using OBuilder spec:
((from ocaml/opam:debian-13-ocaml-4.14@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d)
(user (uid 1000) (gid 1000))
(workdir /home/opam)
(run (shell "sudo ln -f /usr/bin/opam-dev /usr/bin/opam"))
(run (network host)
(shell "opam init --reinit --config .opamrc-sandbox -ni"))
(run (shell "opam option solver=builtin-0install && opam config report"))
(env OPAMDOWNLOADJOBS 1)
(env OPAMERRLOGLEN 0)
(env OPAMPRECISETRACKING 1)
(env CI true)
(env OPAM_REPO_CI true)
(run (shell "rm -rf opam-repository/"))
(copy (src .) (dst opam-repository/))
(run (shell "opam repository set-url --strict default opam-repository/"))
(run (network host)
(shell "opam update --depexts || true"))
(run (shell "opam pin add -k version -yn json-data-encoding.0.12.1 0.12.1"))
(run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall json-data-encoding.0.12.1;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'json-data-encoding.0.12.1' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
(run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall octez-libs.19.0;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'octez-libs.19.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
(run (network host)
(shell "(opam reinstall --with-test octez-libs.19.0) || true"))
(run (shell "opam reinstall --with-test --verbose octez-libs.19.0;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'octez-libs.19.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
)
2025-12-11 21:57.10: Waiting for resource in pool OCluster
2025-12-12 01:24.31: Waiting for worker…
2025-12-12 01:50.32: Got resource from pool OCluster
Building on asteria.caelum.ci.dev
All commits already cached
HEAD is now at 46af9797bf Merge pull request #29053 from bobot/release-camlid-0.1
Merge made by the 'ort' strategy.
packages/json-data-encoding/json-data-encoding.0.10/opam | 3 +++
packages/json-data-encoding/json-data-encoding.0.11/opam | 3 +++
packages/json-data-encoding/json-data-encoding.0.12.1/opam | 5 ++++-
packages/json-data-encoding/json-data-encoding.0.12/opam | 5 ++++-
packages/json-data-encoding/json-data-encoding.0.8/opam | 3 +++
packages/json-data-encoding/json-data-encoding.0.9.1/opam | 3 +++
packages/json-data-encoding/json-data-encoding.0.9/opam | 3 +++
packages/json-data-encoding/json-data-encoding.1.0.0/opam | 4 +++-
packages/json-data-encoding/json-data-encoding.1.0.1/opam | 2 ++
9 files changed, 28 insertions(+), 3 deletions(-)
(from ocaml/opam:debian-13-ocaml-4.14@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d)
Unable to find image 'ocaml/opam:debian-13-ocaml-4.14@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d' locally
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Digest: sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d
Status: Downloaded newer image for ocaml/opam@sha256:277168101f7d4ebc452a75f825628d280c76dd0be7d8bcb58c24a5e50fe3d10d
2025-12-12 01:50.34 ---> using "d81b3b20b9dbe813f4813251eb45f7f230344599357169e34b0d2f872bf65895" from cache
/: (user (uid 1000) (gid 1000))
/: (workdir /home/opam)
/home/opam: (run (shell "sudo ln -f /usr/bin/opam-dev /usr/bin/opam"))
2025-12-12 01:50.34 ---> using "4c0c738834a7be54719ab9b07c911eba51e45ad4298c42597f7d3da72b1c15d4" from cache
/home/opam: (run (network host)
(shell "opam init --reinit --config .opamrc-sandbox -ni"))
Configuring from /home/opam/.opamrc-sandbox, then /home/opam/.opamrc, and finally from built-in defaults.
Checking for available remotes: rsync and local, git.
- you won't be able to use mercurial repositories unless you install the hg command on your system.
- you won't be able to use darcs repositories unless you install the darcs command on your system.
This version of opam requires an update to the layout of /home/opam/.opam from version 2.0 to version 2.2, which can't be reverted.
You may want to back it up before going further.
Continue? [Y/n] y
[NOTE] The 'jobs' option was reset, its value was 71 and its new value will vary according to the current number of cores on your machine. You can restore the fixed value using:
opam option jobs=71 --global
Format upgrade done.
<><> Updating repositories ><><><><><><><><><><><><><><><><><><><><><><><><><><>
[default] Initialised
2025-12-12 01:50.34 ---> using "8bb6d27bb5f7ebe9771219e3ecd730184d5e10ab877134c11c12ee3b1a6d3b96" from cache
/home/opam: (run (shell "opam option solver=builtin-0install && opam config report"))
Set to 'builtin-0install' the field solver in global configuration
# opam config report
# opam-version 2.5.0
# self-upgrade no
# system arch=x86_64 os=linux os-distribution=debian os-version=13
# solver builtin-0install
# install-criteria -changed,-count[avoid-version,solution]
# upgrade-criteria -count[avoid-version,solution]
# jobs 255
# repositories 1 (version-controlled)
# pinned 1 (version)
# current-switch 4.14
# invariant ["ocaml-base-compiler" {= "4.14.2"}]
# compiler-packages ocaml-base-compiler.4.14.2, ocaml-options-vanilla.1
# ocaml:native true
# ocaml:native-tools true
# ocaml:native-dynlink true
# ocaml:stubsdir /home/opam/.opam/4.14/lib/ocaml/stublibs:/home/opam/.opam/4.14/lib/ocaml
# ocaml:preinstalled false
# ocaml:compiler 4.14.2
2025-12-12 01:50.34 ---> using "35019bd57e8933485bd938828fe288c3674216a4757e13b1dac8ce6b21035ac2" from cache
/home/opam: (env OPAMDOWNLOADJOBS 1)
/home/opam: (env OPAMERRLOGLEN 0)
/home/opam: (env OPAMPRECISETRACKING 1)
/home/opam: (env CI true)
/home/opam: (env OPAM_REPO_CI true)
/home/opam: (run (shell "rm -rf opam-repository/"))
2025-12-12 01:50.34 ---> using "e09ab9992a764acab15da9cff99e3d4d978b8a77f33714cc5d19d16d3539eb49" from cache
/home/opam: (copy (src .) (dst opam-repository/))
2025-12-12 01:50.34 ---> using "a785cb59e67ba954e7cb22997f92de92c42272f7006b0c0f70706320204b8f46" from cache
/home/opam: (run (shell "opam repository set-url --strict default opam-repository/"))
[default] Initialised
2025-12-12 01:50.34 ---> using "537844203ffe4e14e5460a6dcaf0d9c319635ac63c4374043f5693c792948b2c" from cache
/home/opam: (run (network host)
(shell "opam update --depexts || true"))
+ /usr/bin/sudo "apt-get" "update"
- Hit:1 http://deb.debian.org/debian trixie InRelease
- Get:2 http://deb.debian.org/debian trixie-updates InRelease [47.3 kB]
- Get:3 http://deb.debian.org/debian-security trixie-security InRelease [43.4 kB]
- Get:4 http://deb.debian.org/debian-security trixie-security/main amd64 Packages [82.1 kB]
- Fetched 173 kB in 0s (1248 kB/s)
- Reading package lists...
2025-12-12 01:50.34 ---> using "c46712146c3e59bb67eb6b1ff86cb6fd5db4b0093931c8cbc16f16ccc217661a" from cache
/home/opam: (run (shell "opam pin add -k version -yn json-data-encoding.0.12.1 0.12.1"))
json-data-encoding is now pinned to version 0.12.1
2025-12-12 01:50.34 ---> using "97d723f4c5c398104a6ac1d5d96553234aab79f373c75a420aa6aa284fd3642a" from cache
/home/opam: (run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall json-data-encoding.0.12.1;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'json-data-encoding.0.12.1' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
json-data-encoding.0.12.1 is not installed. Install it? [Y/n] y
The following actions will be performed:
=== install 9 packages
- install angstrom 0.16.1 [required by uri]
- install bigstringaf 0.10.0 [required by angstrom]
- install csexp 1.5.2 [required by dune-configurator]
- install dune 3.20.2 [required by json-data-encoding]
- install dune-configurator 3.20.2 [required by bigstringaf]
- install json-data-encoding 0.12.1 (pinned)
- install ocaml-syntax-shims 1.0.0 [required by angstrom]
- install stringext 1.6.0 [required by uri]
- install uri 4.4.0 [required by json-data-encoding]
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved angstrom.0.16.1 (cached)
-> retrieved bigstringaf.0.10.0 (cached)
-> retrieved csexp.1.5.2 (cached)
-> retrieved dune.3.20.2, dune-configurator.3.20.2 (cached)
-> retrieved json-data-encoding.0.12.1 (cached)
-> retrieved ocaml-syntax-shims.1.0.0 (cached)
-> retrieved stringext.1.6.0 (cached)
-> retrieved uri.4.4.0 (cached)
-> installed dune.3.20.2
-> installed stringext.1.6.0
-> installed csexp.1.5.2
-> installed ocaml-syntax-shims.1.0.0
-> installed dune-configurator.3.20.2
-> installed bigstringaf.0.10.0
-> installed angstrom.0.16.1
-> installed uri.4.4.0
-> installed json-data-encoding.0.12.1
Done.
# To update the current shell environment, run: eval $(opam env)
2025-12-12 01:50.34 ---> using "62f575d27301caa8645088441ff9faf4ff710d48a9af153758ea8cdb140058cd" from cache
/home/opam: (run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall octez-libs.19.0;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'octez-libs.19.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
octez-libs.19.0 is not installed. Install it? [Y/n] y
The following actions will be performed:
=== install 146 packages
- install aches 1.1.0 [required by octez-libs]
- install aches-lwt 1.1.0 [required by octez-libs]
- install alcotest 1.9.1 [required by octez-libs]
- install asn1-combinators 0.2.6 [required by x509]
- install astring 0.8.5 [required by alcotest, irmin]
- install base v0.16.4 [required by ppx_expect]
- install base-bytes base [required by bigstring]
- install base64 3.5.2 [required by cohttp]
- install bheap 2.0.0 [required by irmin]
- install bigarray-compat 1.1.0 [required by octez-libs]
- install bigstring 0.3 [required by secp256k1-internal]
- install bls12-381 19.0 [required by octez-libs]
- install bos 0.2.1 [required by ca-certs]
- install ca-certs 0.2.3 [required by conduit-lwt-unix]
- install checkseum 0.5.2 [required by irmin-pack]
- install clap 0.3.0 [required by tezt]
- install cmdliner 1.3.0 [required by octez-libs]
- install cohttp 5.3.1 [required by cohttp-lwt]
- install cohttp-lwt 5.3.0 [required by resto-cohttp, cohttp-lwt-unix, resto-cohttp-client]
- install cohttp-lwt-unix 5.3.0 [required by octez-libs]
- install conduit 8.0.0 [required by conduit-lwt]
- install conduit-lwt 8.0.0 [required by cohttp-lwt-unix]
- install conduit-lwt-unix 8.0.0 [required by cohttp-lwt-unix, resto-cohttp-server]
- install conf-cmake 1 [required by hacl-star-raw]
- install conf-gmp 5 [required by secp256k1-internal]
- install conf-gmp-powm-sec 4 [required by mirage-crypto-pk]
- install conf-libev 4-13 [required by octez-libs]
- install conf-pkg-config 4 [required by secp256k1-internal]
- install conf-rust 0.1 [required by octez-libs]
- install conf-rust-2021 1 [required by tezos-rust-libs]
- install conf-which 1 [required by hacl-star-raw]
- install cppo 1.8.0 [required by hacl-star]
- install cstruct 6.2.0 [required by secp256k1-internal]
- install ctypes 0.24.0 [required by octez-libs]
- install ctypes_stubs_js 0.1 [required by octez-libs]
- install data-encoding 0.7.1 [required by octez-libs]
- install digestif 1.3.0 [required by irmin]
- install domain-name 0.5.0 [required by ipaddr, x509]
- install duration 0.2.1 [required by mirage-crypto-rng]
- install either 1.0.0 [required by data-encoding]
- install eqaf 0.9 [required by octez-libs]
- install ezjsonm 1.3.0 [required by octez-libs]
- install fmt 0.11.0 [required by octez-libs]
- install fpath 0.7.3 [required by ca-certs]
- install gen 1.1 [required by sedlex]
- install gmap 0.3.0 [required by x509]
- install hacl-star 0.7.2 [required by octez-libs]
- install hacl-star-raw 0.7.2 [required by octez-libs]
- install hex 1.5.0 [required by octez-libs]
- install index 1.6.0 [required by irmin-pack]
- install integers 0.7.0 [required by octez-libs]
- install integers_stubs_js 1.0 [required by octez-libs]
- install ipaddr 5.6.1 [required by octez-libs]
- install ipaddr-sexp 5.6.1 [required by conduit-lwt-unix]
- install irmin 3.7.2 [required by octez-libs]
- install irmin-pack 3.7.2 [required by octez-libs]
- install jane-street-headers v0.16.0 [required by time_now]
- install js_of_ocaml 6.2.0 [required by integers_stubs_js, tezt]
- install js_of_ocaml-compiler 6.2.0 [required by js_of_ocaml, logs]
- install json-data-encoding-bson 0.12.1 [required by data-encoding]
- install jsonm 1.0.2 [required by irmin]
- install jst-config v0.16.0 [required by time_now]
- install logs 0.10.0 [required by octez-libs]
- install lru 0.3.1 [required by index]
- install lwt 5.9.2 [required by octez-libs]
- install lwt-canceler 0.3 [required by octez-libs]
- install lwt-watcher 0.2 [required by octez-libs]
- install macaddr 5.6.1 [required by ipaddr]
- install magic-mime 1.3.1 [required by cohttp-lwt-unix]
- install menhir 20250912 [required by js_of_ocaml-compiler]
- install menhirCST 20250912 [required by menhir]
- install menhirLib 20250912 [required by js_of_ocaml-compiler]
- install menhirSdk 20250912 [required by js_of_ocaml-compiler]
- install mirage-crypto 0.11.3 [required by ca-certs]
- install mirage-crypto-ec 0.11.3 [required by x509]
- install mirage-crypto-pk 0.11.3 [required by x509]
- install mirage-crypto-rng 0.11.3 [required by x509]
- install mtime 1.4.0 [required by octez-libs]
- install ocaml-compiler-libs v0.12.4 [required by ppxlib]
- install ocamlbuild 0.16.1 [required by uutf, astring, fmt, mtime]
- install ocamlfind 1.9.8 [required by hacl-star-raw, uutf, astring, etc.]
- install ocamlgraph 2.2.0 [required by irmin]
- install ocplib-endian 1.2 [required by lwt, json-data-encoding-bson]
- install octez-alcotezt 19.0 [required by octez-libs]
- install octez-distributed-internal 19.0 [required by octez-distributed-lwt-internal]
- install octez-distributed-lwt-internal 19.0 [required by octez-libs]
- install octez-libs 19.0
- install optint 0.3.0 [required by irmin-pack]
- install pbkdf 1.2.0 [required by x509]
- install ppx_assert v0.16.0 [required by jst-config]
- install ppx_base v0.16.0 [required by time_now]
- install ppx_cold v0.16.0 [required by ppx_base]
- install ppx_compare v0.16.0 [required by ppx_hash]
- install ppx_derivers 1.2.1 [required by ppx_deriving]
- install ppx_deriving 6.0.3 [required by octez-libs]
- install ppx_enumerate v0.16.0 [required by ppx_base]
- install ppx_expect v0.16.2 [required by octez-libs]
- install ppx_globalize v0.16.0 [required by ppx_base]
- install ppx_hash v0.16.0 [required by data-encoding]
- install ppx_here v0.16.0 [required by ppx_expect]
- install ppx_inline_test v0.16.1 [required by ppx_expect]
- install ppx_irmin 3.7.2 [required by irmin, irmin-pack]
- install ppx_optcomp v0.16.0 [required by time_now]
- install ppx_repr 0.7.0 [required by octez-libs]
- install ppx_sexp_conv v0.16.0 [required by cohttp-lwt-unix]
- install ppxlib 0.35.0 [required by ppx_expect]
- install progress 0.2.1 [required by index]
- install psq 0.2.1 [required by lru]
- install ptime 1.2.0 [required by octez-libs]
- install pure-splitmix 0.3 [required by octez-libs]
- install qcheck-alcotest 0.27 [required by octez-libs]
- install qcheck-core 0.27 [required by qcheck-alcotest]
- install re 1.14.0 [required by octez-libs]
- install repr 0.7.0 [required by octez-libs]
- install resto 1.2 [required by octez-libs]
- install resto-acl 1.2 [required by octez-libs]
- install resto-cohttp 1.2 [required by octez-libs]
- install resto-cohttp-client 1.2 [required by octez-libs]
- install resto-cohttp-server 1.2 [required by octez-libs]
- install resto-directory 1.2 [required by octez-libs]
- install ringo 1.1.0 [required by octez-libs]
- install rresult 0.7.0 [required by bos]
- install rusage 1.0.0 [required by irmin-pack]
- install secp256k1-internal 0.4.0 [required by octez-libs]
- install sedlex 3.7 [required by js_of_ocaml-compiler]
- install semaphore-compat 1.0.2 [required by index]
- install seq base [required by psq]
- install seqes 0.4 [required by octez-libs]
- install sexplib0 v0.16.0 [required by conduit-lwt, cohttp-lwt, ezjsonm]
- install stdint 0.7.2 [required by octez-libs]
- install stdio v0.16.0 [required by ppx_expect]
- install stdlib-shims 0.3.0 [required by alcotest]
- install terminal 0.2.1 [required by progress]
- install tezos-rust-libs 1.6 [required by octez-libs]
- install tezos-sapling-parameters 1.1.0 [required by octez-libs]
- install tezt 4.3.0 [required by octez-libs]
- install time_now v0.16.0 [required by ppx_inline_test]
- install topkg 1.1.1 [required by uutf, astring, fmt, mtime]
- install uri-sexp 4.4.0 [required by cohttp]
- install uucp 17.0.0 [required by progress]
- install uutf 1.0.4 [required by octez-libs]
- install vector 1.0.0 [required by progress]
- install x509 0.16.5 [required by ca-certs]
- install yojson 2.2.2 [required by js_of_ocaml-compiler]
- install zarith 1.12 [required by octez-libs]
- install zarith_stubs_js v0.16.1 [required by octez-libs]
The following system packages will first need to be installed:
cargo cmake libev-dev libgmp-dev pkg-config
<><> Handling external dependencies <><><><><><><><><><><><><><><><><><><><><><>
opam believes some required external dependencies are missing. opam can:
> 1. Run apt-get to install them (may need root/sudo access)
2. Display the recommended apt-get command and wait while you run it manually (e.g. in another terminal)
3. Continue anyway, and, upon success, permanently register that this external dependency is present, but not detectable
4. Abort the installation
[1/2/3/4] 1
+ /usr/bin/sudo "apt-get" "install" "-qq" "-yy" "cargo" "cmake" "libev-dev" "libgmp-dev" "pkg-config"
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- Adding 'diversion of /lib/x86_64-linux-gnu/libreadline.so.8 to /lib/x86_64-linux-gnu/libreadline.so.8.usr-is-merged by libreadline8t64'
- Adding 'diversion of /lib/x86_64-linux-gnu/libreadline.so.8.2 to /lib/x86_64-linux-gnu/libreadline.so.8.2.usr-is-merged by libreadline8t64'
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- Selecting previously unselected package libev-dev:amd64.
- Preparing to unpack .../33-libev-dev_1%3a4.33-2.1+b1_amd64.deb ...
- Unpacking libev-dev:amd64 (1:4.33-2.1+b1) ...
- Selecting previously unselected package libffi-dev:amd64.
- Preparing to unpack .../34-libffi-dev_3.4.8-2_amd64.deb ...
- Unpacking libffi-dev:amd64 (3.4.8-2) ...
- Selecting previously unselected package libgmpxx4ldbl:amd64.
- Preparing to unpack .../35-libgmpxx4ldbl_2%3a6.3.0+dfsg-3_amd64.deb ...
- Unpacking libgmpxx4ldbl:amd64 (2:6.3.0+dfsg-3) ...
- Selecting previously unselected package libgmp-dev:amd64.
- Preparing to unpack .../36-libgmp-dev_2%3a6.3.0+dfsg-3_amd64.deb ...
- Unpacking libgmp-dev:amd64 (2:6.3.0+dfsg-3) ...
- Selecting previously unselected package libncurses6:amd64.
- Preparing to unpack .../37-libncurses6_6.5+20250216-2_amd64.deb ...
- Unpacking libncurses6:amd64 (6.5+20250216-2) ...
- Selecting previously unselected package libncurses-dev:amd64.
- Preparing to unpack .../38-libncurses-dev_6.5+20250216-2_amd64.deb ...
- Unpacking libncurses-dev:amd64 (6.5+20250216-2) ...
- Selecting previously unselected package libpfm4:amd64.
- Preparing to unpack .../39-libpfm4_4.13.0+git99-gc5587f9-1_amd64.deb ...
- Unpacking libpfm4:amd64 (4.13.0+git99-gc5587f9-1) ...
- Selecting previously unselected package libpkgconf3:amd64.
- Preparing to unpack .../40-libpkgconf3_1.8.1-4_amd64.deb ...
- Unpacking libpkgconf3:amd64 (1.8.1-4) ...
- Selecting previously unselected package libxml2-dev:amd64.
- Preparing to unpack .../41-libxml2-dev_2.12.7+dfsg+really2.9.14-2.1+deb13u2_amd64.deb ...
- Unpacking libxml2-dev:amd64 (2.12.7+dfsg+really2.9.14-2.1+deb13u2) ...
- Selecting previously unselected package libyaml-0-2:amd64.
- Preparing to unpack .../42-libyaml-0-2_0.2.5-2_amd64.deb ...
- Unpacking libyaml-0-2:amd64 (0.2.5-2) ...
- Selecting previously unselected package libz3-dev:amd64.
- Preparing to unpack .../43-libz3-dev_4.13.3-1_amd64.deb ...
- Unpacking libz3-dev:amd64 (4.13.3-1) ...
- Selecting previously unselected package lld-19.
- Preparing to unpack .../44-lld-19_1%3a19.1.7-3+b1_amd64.deb ...
- Unpacking lld-19 (1:19.1.7-3+b1) ...
- Selecting previously unselected package llvm-19-runtime.
- Preparing to unpack .../45-llvm-19-runtime_1%3a19.1.7-3+b1_amd64.deb ...
- Unpacking llvm-19-runtime (1:19.1.7-3+b1) ...
- Selecting previously unselected package llvm-19.
- Preparing to unpack .../46-llvm-19_1%3a19.1.7-3+b1_amd64.deb ...
- Unpacking llvm-19 (1:19.1.7-3+b1) ...
- Selecting previously unselected package python3-pygments.
- Preparing to unpack .../47-python3-pygments_2.18.0+dfsg-2_all.deb ...
- Unpacking python3-pygments (2.18.0+dfsg-2) ...
- Selecting previously unselected package python3-yaml.
- Preparing to unpack .../48-python3-yaml_6.0.2-1+b2_amd64.deb ...
- Unpacking python3-yaml (6.0.2-1+b2) ...
- Selecting previously unselected package llvm-19-tools.
- Preparing to unpack .../49-llvm-19-tools_1%3a19.1.7-3+b1_amd64.deb ...
- Unpacking llvm-19-tools (1:19.1.7-3+b1) ...
- Selecting previously unselected package llvm-19-dev.
- Preparing to unpack .../50-llvm-19-dev_1%3a19.1.7-3+b1_amd64.deb ...
- Unpacking llvm-19-dev (1:19.1.7-3+b1) ...
- Selecting previously unselected package pkgconf-bin.
- Preparing to unpack .../51-pkgconf-bin_1.8.1-4_amd64.deb ...
- Unpacking pkgconf-bin (1.8.1-4) ...
- Selecting previously unselected package pkgconf:amd64.
- Preparing to unpack .../52-pkgconf_1.8.1-4_amd64.deb ...
- Unpacking pkgconf:amd64 (1.8.1-4) ...
- Selecting previously unselected package pkg-config:amd64.
- Preparing to unpack .../53-pkg-config_1.8.1-4_amd64.deb ...
- Unpacking pkg-config:amd64 (1.8.1-4) ...
- Selecting previously unselected package rust-llvm.
- Preparing to unpack .../54-rust-llvm_1.85.0+dfsg3-1_amd64.deb ...
- Unpacking rust-llvm (1.85.0+dfsg3-1) ...
- Setting up media-types (13.0.0) ...
- Setting up libpipeline1:amd64 (1.5.8-1) ...
- Setting up libev4t64:amd64 (1:4.33-2.1+b1) ...
- Setting up libclang-common-19-dev:amd64 (1:19.1.7-3+b1) ...
- Setting up libyaml-0-2:amd64 (0.2.5-2) ...
- Setting up libuv1t64:amd64 (1.50.0-2) ...
- Setting up libffi-dev:amd64 (3.4.8-2) ...
- Setting up libz3-4:amd64 (4.13.3-1) ...
- Setting up libpkgconf3:amd64 (1.8.1-4) ...
- Setting up libgmpxx4ldbl:amd64 (2:6.3.0+dfsg-3) ...
- Setting up libpfm4:amd64 (4.13.0+git99-gc5587f9-1) ...
- Setting up libjsoncpp26:amd64 (1.9.6-3) ...
- Setting up libncurses6:amd64 (6.5+20250216-2) ...
- Setting up binfmt-support (2.2.2-7) ...
- invoke-rc.d: could not determine current runlevel
- invoke-rc.d: policy-rc.d denied execution of start.
- Setting up pkgconf-bin (1.8.1-4) ...
- Setting up libgc1:amd64 (1:8.2.8-1) ...
- Setting up libc6-i386 (2.41-12) ...
- Setting up cmake-data (3.31.6-2) ...
- Setting up librhash1:amd64 (1.4.5-1) ...
- Setting up libmbedcrypto16:amd64 (3.6.4-2) ...
- Setting up libev-dev:amd64 (1:4.33-2.1+b1) ...
- Setting up readline-common (8.2-6) ...
- Setting up libxml2:amd64 (2.12.7+dfsg+really2.9.14-2.1+deb13u2) ...
- Setting up libhttp-parser2.9:amd64 (2.9.4-6+b2) ...
- Setting up libllvm19:amd64 (1:19.1.7-3+b1) ...
- Setting up libz3-dev:amd64 (4.13.3-1) ...
- Setting up libncurses-dev:amd64 (6.5+20250216-2) ...
- Setting up libgmp-dev:amd64 (2:6.3.0+dfsg-3) ...
- Setting up libclang1-19 (1:19.1.7-3+b1) ...
- Setting up libobjc4:amd64 (14.2.0-19) ...
- Setting up libobjc-14-dev:amd64 (14.2.0-19) ...
- Setting up pkgconf:amd64 (1.8.1-4) ...
- Setting up libxml2-dev:amd64 (2.12.7+dfsg+really2.9.14-2.1+deb13u2) ...
- Setting up libmbedx509-7:amd64 (3.6.4-2) ...
- Setting up lib32gcc-s1 (14.2.0-19) ...
- Setting up lib32stdc++6 (14.2.0-19) ...
- Setting up pkg-config:amd64 (1.8.1-4) ...
- Setting up libmbedtls21:amd64 (3.6.4-2) ...
- Setting up libreadline8t64:amd64 (8.2-6) ...
- Setting up libclang-rt-19-dev:amd64 (1:19.1.7-3+b1) ...
- Setting up libstd-rust-1.85:amd64 (1.85.0+dfsg3-1) ...
- Setting up llvm-19-linker-tools (1:19.1.7-3+b1) ...
- Setting up llvm-19-runtime (1:19.1.7-3+b1) ...
- Setting up lld-19 (1:19.1.7-3+b1) ...
- Setting up libarchive13t64:amd64 (3.7.4-4) ...
- Setting up libpython3.13-stdlib:amd64 (3.13.5-2) ...
- Setting up libpython3-stdlib:amd64 (3.13.5-1) ...
- Setting up libclang-cpp19 (1:19.1.7-3+b1) ...
- Setting up python3.13 (3.13.5-2) ...
- Setting up python3 (3.13.5-1) ...
- running python rtupdate hooks for python3.13...
- running python post-rtupdate hooks for python3.13...
- Setting up clang-19 (1:19.1.7-3+b1) ...
- Setting up clang-tools-19 (1:19.1.7-3+b1) ...
- Setting up libstd-rust-dev:amd64 (1.85.0+dfsg3-1) ...
- Setting up python3-pygments (2.18.0+dfsg-2) ...
- Setting up libgit2-1.9:amd64 (1.9.0+ds-2) ...
- Setting up rustc (1.85.0+dfsg3-1) ...
- Setting up cmake (3.31.6-2) ...
- Setting up llvm-19 (1:19.1.7-3+b1) ...
- Setting up rust-llvm (1.85.0+dfsg3-1) ...
- Setting up python3-yaml (6.0.2-1+b2) ...
- Setting up cargo (1.85.0+dfsg3-1) ...
- Setting up llvm-19-tools (1:19.1.7-3+b1) ...
- Setting up llvm-19-dev (1:19.1.7-3+b1) ...
- Processing triggers for libc-bin (2.41-12) ...
- Processing triggers for base-files (13.8+deb13u2) ...
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved aches.1.1.0, aches-lwt.1.1.0, ringo.1.1.0 (cached)
-> retrieved alcotest.1.9.1 (cached)
-> retrieved asn1-combinators.0.2.6 (cached)
-> retrieved astring.0.8.5 (cached)
-> retrieved base.v0.16.4 (cached)
-> retrieved base64.3.5.2 (cached)
-> retrieved bheap.2.0.0 (cached)
-> retrieved bigarray-compat.1.1.0 (cached)
-> retrieved bigstring.0.3 (cached)
-> installed ringo.1.1.0
-> installed base64.3.5.2
-> installed bheap.2.0.0
-> installed bigarray-compat.1.1.0
-> installed aches.1.1.0
-> retrieved bls12-381.19.0, octez-alcotezt.19.0, octez-distributed-internal.19.0, octez-distributed-lwt-internal.19.0, octez-libs.19.0 (cached)
-> retrieved bos.0.2.1 (cached)
-> retrieved ca-certs.0.2.3 (cached)
-> retrieved checkseum.0.5.2 (cached)
-> retrieved clap.0.3.0 (cached)
-> retrieved cmdliner.1.3.0 (cached)
-> retrieved cohttp.5.3.1 (cached)
-> retrieved cohttp-lwt.5.3.0, cohttp-lwt-unix.5.3.0 (cached)
-> retrieved conduit.8.0.0, conduit-lwt.8.0.0, conduit-lwt-unix.8.0.0 (cached)
-> retrieved conf-cmake.1 (cached)
-> retrieved conf-gmp.5 (cached)
-> retrieved conf-gmp-powm-sec.4 (cached)
-> retrieved conf-libev.4-13 (cached)
-> retrieved conf-rust-2021.1 (cached)
-> retrieved cppo.1.8.0 (cached)
-> installed conf-gmp.5
-> installed clap.0.3.0
-> installed conf-cmake.1
-> installed conf-pkg-config.4
-> installed conf-which.1
-> retrieved cstruct.6.2.0 (cached)
-> retrieved ctypes.0.24.0 (cached)
-> installed conf-gmp-powm-sec.4
-> installed conf-rust.0.1
-> retrieved ctypes_stubs_js.0.1 (cached)
-> retrieved data-encoding.0.7.1 (cached)
-> installed conf-libev.4-13
-> installed conf-rust-2021.1
-> retrieved digestif.1.3.0 (cached)
-> retrieved domain-name.0.5.0 (cached)
-> retrieved duration.0.2.1 (cached)
-> retrieved either.1.0.0 (cached)
-> retrieved eqaf.0.9 (cached)
-> retrieved ezjsonm.1.3.0 (cached)
-> retrieved fmt.0.11.0 (cached)
-> retrieved fpath.0.7.3 (cached)
-> retrieved gen.1.1 (cached)
-> retrieved gmap.0.3.0 (cached)
-> retrieved hacl-star.0.7.2, hacl-star-raw.0.7.2 (cached)
-> installed domain-name.0.5.0
-> installed duration.0.2.1
-> installed either.1.0.0
-> installed gmap.0.3.0
-> retrieved hex.1.5.0 (cached)
-> installed cppo.1.8.0
-> retrieved index.1.6.0 (cached)
-> installed octez-distributed-internal.19.0
-> retrieved integers.0.7.0 (cached)
-> retrieved integers_stubs_js.1.0 (cached)
-> retrieved ipaddr.5.6.1, ipaddr-sexp.5.6.1, macaddr.5.6.1 (cached)
-> installed macaddr.5.6.1
-> retrieved irmin.3.7.2, irmin-pack.3.7.2, ppx_irmin.3.7.2 (cached)
-> installed ipaddr.5.6.1
-> retrieved jane-street-headers.v0.16.0 (cached)
-> installed cmdliner.1.3.0
-> installed jane-street-headers.v0.16.0
-> retrieved js_of_ocaml.6.2.0, js_of_ocaml-compiler.6.2.0 (cached)
-> retrieved json-data-encoding-bson.0.12.1 (cached)
-> retrieved jsonm.1.0.2 (cached)
-> retrieved jst-config.v0.16.0 (cached)
-> retrieved logs.0.10.0 (cached)
-> retrieved lru.0.3.1 (cached)
-> retrieved lwt.5.9.2 (cached)
-> retrieved lwt-canceler.0.3 (cached)
-> retrieved lwt-watcher.0.2 (cached)
-> retrieved magic-mime.1.3.1 (cached)
-> retrieved menhir.20250912, menhirCST.20250912, menhirLib.20250912, menhirSdk.20250912 (cached)
-> installed magic-mime.1.3.1
-> installed menhirCST.20250912
-> retrieved mirage-crypto.0.11.3, mirage-crypto-ec.0.11.3, mirage-crypto-pk.0.11.3, mirage-crypto-rng.0.11.3 (cached)
-> retrieved mtime.1.4.0 (cached)
-> retrieved ocaml-compiler-libs.v0.12.4 (cached)
-> retrieved ocamlbuild.0.16.1 (cached)
-> installed menhirSdk.20250912
-> retrieved ocamlfind.1.9.8 (cached)
-> retrieved ocamlgraph.2.2.0 (cached)
-> installed menhirLib.20250912
-> retrieved ocplib-endian.1.2 (cached)
-> retrieved optint.0.3.0 (cached)
-> retrieved pbkdf.1.2.0 (cached)
-> retrieved ppx_assert.v0.16.0 (cached)
-> retrieved ppx_base.v0.16.0 (cached)
-> retrieved ppx_cold.v0.16.0 (cached)
-> retrieved ppx_compare.v0.16.0 (cached)
-> retrieved ppx_derivers.1.2.1 (cached)
-> retrieved ppx_deriving.6.0.3 (cached)
-> retrieved ppx_enumerate.v0.16.0 (cached)
-> retrieved ppx_expect.v0.16.2 (cached)
-> retrieved ppx_globalize.v0.16.0 (cached)
-> retrieved ppx_hash.v0.16.0 (cached)
-> retrieved ppx_here.v0.16.0 (cached)
-> retrieved ppx_inline_test.v0.16.1 (cached)
-> retrieved ppx_optcomp.v0.16.0 (cached)
-> retrieved ppx_repr.0.7.0, repr.0.7.0 (cached)
-> installed ppx_derivers.1.2.1
-> retrieved ppx_sexp_conv.v0.16.0 (cached)
-> installed optint.0.3.0
-> retrieved ppxlib.0.35.0 (cached)
-> installed ocaml-compiler-libs.v0.12.4
-> retrieved progress.0.2.1, terminal.0.2.1 (cached)
-> retrieved psq.0.2.1 (cached)
-> retrieved ptime.1.2.0 (cached)
-> retrieved pure-splitmix.0.3 (cached)
-> retrieved qcheck-alcotest.0.27, qcheck-core.0.27 (cached)
-> retrieved re.1.14.0 (cached)
-> retrieved resto.1.2, resto-acl.1.2, resto-cohttp.1.2, resto-cohttp-client.1.2, resto-cohttp-server.1.2, resto-directory.1.2 (cached)
-> retrieved rresult.0.7.0 (cached)
-> retrieved rusage.1.0.0 (cached)
-> installed pure-splitmix.0.3
-> retrieved secp256k1-internal.0.4.0 (cached)
-> retrieved sedlex.3.7 (cached)
-> retrieved semaphore-compat.1.0.2 (cached)
-> retrieved seq.base (cached)
-> installed seq.base
-> retrieved seqes.0.4 (cached)
-> retrieved sexplib0.v0.16.0 (cached)
-> installed checkseum.0.5.2
-> retrieved stdint.0.7.2 (cached)
-> installed rusage.1.0.0
-> retrieved stdio.v0.16.0 (cached)
-> retrieved stdlib-shims.0.3.0 (cached)
-> installed ocamlgraph.2.2.0
-> installed qcheck-core.0.27
-> installed re.1.14.0
-> installed resto.1.2
-> installed semaphore-compat.1.0.2
-> installed gen.1.1
-> installed ocamlfind.1.9.8
-> installed base-bytes.base
-> installed psq.0.2.1
-> installed seqes.0.4
-> installed sexplib0.v0.16.0
-> installed stdint.0.7.2
-> installed stdlib-shims.0.3.0
-> installed resto-acl.1.2
-> installed bigstring.0.3
-> installed lru.0.3.1
-> installed ocplib-endian.1.2
-> installed integers.0.7.0
-> installed json-data-encoding-bson.0.12.1
-> installed ocamlbuild.0.16.1
-> installed lwt.5.9.2
-> installed lwt-watcher.0.2
-> installed lwt-canceler.0.3
-> installed aches-lwt.1.1.0
-> installed resto-directory.1.2
-> installed base.v0.16.4
-> installed ctypes.0.24.0
-> installed stdio.v0.16.0
-> retrieved tezos-rust-libs.1.6 (cached)
-> installed menhir.20250912
-> installed ppxlib.0.35.0
-> retrieved tezos-sapling-parameters.1.1.0 (cached)
-> installed tezos-sapling-parameters.1.1.0
-> retrieved tezt.4.3.0 (cached)
-> retrieved time_now.v0.16.0 (cached)
-> retrieved topkg.1.1.1 (cached)
-> retrieved uri-sexp.4.4.0 (cached)
-> retrieved uucp.17.0.0 (cached)
-> retrieved uutf.1.0.4 (cached)
-> retrieved vector.1.0.0 (cached)
-> retrieved x509.0.16.5 (cached)
-> installed ppx_globalize.v0.16.0
-> retrieved yojson.2.2.2 (cached)
-> installed vector.1.0.0
-> retrieved zarith.1.12 (cached)
-> retrieved zarith_stubs_js.v0.16.1 (cached)
-> installed zarith_stubs_js.v0.16.1
-> installed ppx_optcomp.v0.16.0
-> installed ppx_cold.v0.16.0
-> installed ppx_here.v0.16.0
-> installed ppx_enumerate.v0.16.0
-> installed ppx_compare.v0.16.0
-> installed yojson.2.2.2
-> installed ppx_sexp_conv.v0.16.0
-> installed ppx_deriving.6.0.3
-> installed sedlex.3.7
-> installed zarith.1.12
-> installed uri-sexp.4.4.0
-> installed ipaddr-sexp.5.6.1
-> installed topkg.1.1.1
-> installed ppx_hash.v0.16.0
-> installed rresult.0.7.0
-> installed ppx_assert.v0.16.0
-> installed uutf.1.0.4
-> installed mtime.1.4.0
-> installed fmt.0.11.0
-> installed ppx_base.v0.16.0
-> installed astring.0.8.5
-> installed ptime.1.2.0
-> installed cstruct.6.2.0
-> installed hex.1.5.0
-> installed jsonm.1.0.2
-> installed fpath.0.7.3
-> installed eqaf.0.9
-> installed asn1-combinators.0.2.6
-> installed alcotest.1.9.1
-> installed ezjsonm.1.3.0
-> installed qcheck-alcotest.0.27
-> installed jst-config.v0.16.0
-> installed digestif.1.3.0
-> installed repr.0.7.0
-> installed mirage-crypto.0.11.3
-> installed cohttp.5.3.1
-> installed pbkdf.1.2.0
-> installed time_now.v0.16.0
-> installed secp256k1-internal.0.4.0
-> installed data-encoding.0.7.1
-> installed ppx_repr.0.7.0
-> installed ppx_inline_test.v0.16.1
-> installed ppx_expect.v0.16.2
-> installed js_of_ocaml-compiler.6.2.0
-> installed logs.0.10.0
-> installed bos.0.2.1
-> installed cohttp-lwt.5.3.0
-> installed conduit.8.0.0
-> installed mirage-crypto-rng.0.11.3
-> installed resto-cohttp.1.2
-> installed mirage-crypto-pk.0.11.3
-> installed resto-cohttp-client.1.2
-> installed octez-distributed-lwt-internal.19.0
-> installed conduit-lwt.8.0.0
-> installed ppx_irmin.3.7.2
-> installed mirage-crypto-ec.0.11.3
-> installed uucp.17.0.0
-> installed terminal.0.2.1
-> installed x509.0.16.5
-> installed ca-certs.0.2.3
-> installed progress.0.2.1
-> installed conduit-lwt-unix.8.0.0
-> installed index.1.6.0
-> installed irmin.3.7.2
-> installed cohttp-lwt-unix.5.3.0
-> installed resto-cohttp-server.1.2
-> installed js_of_ocaml.6.2.0
-> installed integers_stubs_js.1.0
-> installed tezt.4.3.0
-> installed ctypes_stubs_js.0.1
-> installed octez-alcotezt.19.0
-> installed irmin-pack.3.7.2
-> installed bls12-381.19.0
-> installed tezos-rust-libs.1.6
-> installed hacl-star-raw.0.7.2
-> installed hacl-star.0.7.2
-> installed octez-libs.19.0
Done.
# To update the current shell environment, run: eval $(opam env)
2025-12-12 01:55.24 ---> saved as "782d8b43e7684c428f1019160469e6cc4b379c2d0969f6568c3c831e55589657"
/home/opam: (run (network host)
(shell "(opam reinstall --with-test octez-libs.19.0) || true"))
The following actions will be performed:
=== recompile 1 package
- recompile octez-libs 19.0
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved octez-libs.19.0 (https://opam.ocaml.org/cache)
-> removed octez-libs.19.0
-> installed octez-libs.19.0
Done.
# To update the current shell environment, run: eval $(opam env)
2025-12-12 02:00.18 ---> saved as "42e1bcc18ece6f9f5cfccd2ecfdab2bfa8aa366180c3c02b4b09eb5294abc852"
/home/opam: (run (shell "opam reinstall --with-test --verbose octez-libs.19.0;\
\n res=$?;\
\n test \"$res\" != 31 && exit \"$res\";\
\n export OPAMCLI=2.0;\
\n build_dir=$(opam var prefix)/.opam-switch/build;\
\n failed=$(ls \"$build_dir\");\
\n partial_fails=\"\";\
\n for pkg in $failed; do\
\n if opam show -f x-ci-accept-failures: \"$pkg\" | grep -qF \"\\\"debian-13\\\"\"; then\
\n echo \"A package failed and has been disabled for CI using the 'x-ci-accept-failures' field.\";\
\n fi;\
\n test \"$pkg\" != 'octez-libs.19.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
The following actions will be performed:
=== recompile 1 package
- recompile octez-libs 19.0
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
Processing 1/4: [octez-libs.19.0: extract]
-> retrieved octez-libs.19.0 (cached)
Processing 2/4: [octez-libs: rm vendors]
+ /home/opam/.opam/opam-init/hooks/sandbox.sh "build" "rm" "-r" "vendors" "contrib" (CWD=/home/opam/.opam/4.14/.opam-switch/build/octez-libs.19.0)
Processing 2/4: [octez-libs: dune build]
+ /home/opam/.opam/opam-init/hooks/sandbox.sh "build" "dune" "build" "-p" "octez-libs" "-j" "255" (CWD=/home/opam/.opam/4.14/.opam-switch/build/octez-libs.19.0)
- (cd _build/default && /home/opam/.opam/4.14/bin/ocamlopt.opt -w -40 -g -O3 -I src/lib_hacl/gen/.gen.eobjs/byte -I src/lib_hacl/gen/.gen.eobjs/native -I /home/opam/.opam/4.14/lib/cstruct -I /home/opam/.opam/4.14/lib/ctypes -I /home/opam/.opam/4.14/lib/ctypes/stubs -I /home/opam/.opam/4.14/lib/ezjsonm -I /home/opam/.opam/4.14/lib/hacl-star-raw -I /home/opam/.opam/4.14/lib/hex -I /home/opam/.opam/4.14/lib/integers -I /home/opam/.opam/4.14/lib/jsonm -I /home/opam/.opam/4.14/lib/sexplib0 -I /home/opam/.opam/4.14/lib/stdlib-shims -I /home/opam/.opam/4.14/lib/uutf -intf-suffix .ml -no-alias-deps -open Dune__exe -o src/lib_hacl/gen/.gen.eobjs/native/dune__exe__Gen.cmx -c -impl src/lib_hacl/gen/gen.ml)
- File "src/lib_hacl/gen/gen.ml", lines 218-265, characters 2-39:
- 218 | ..match (typ, api) with
- 219 | | Void, Void -> Void
- 220 | | Primitive Uint32_t, Int -> Uint32
- 221 | | Primitive Uint8_t, Int -> Uint8
- 222 | | Primitive Bool, Bool -> Bool
- ...
- 262 | | Bigarray _, _ -> assert false
- 263 | | OCaml String, _ -> assert false
- 264 | | OCaml Bytes, _ -> assert false
- 265 | | OCaml FloatArray, _ -> assert false
- Warning 8 [partial-match]: this pattern-matching is not exhaustive.
- Here is an example of a case that is not matched:
- (Qualified (_, _), _)
Processing 2/4: [octez-libs: dune runtest]
+ /home/opam/.opam/opam-init/hooks/sandbox.sh "build" "dune" "runtest" "-p" "octez-libs" "-j" "255" (CWD=/home/opam/.opam/4.14/.opam-switch/build/octez-libs.19.0)
- (cd _build/default/src/lib_bls12_381_hash/test && ./main.exe)
- [02:00:53.404] [SUCCESS] (1/23) Rescue: Consistency with MEC (vectors)
- [02:00:53.404] [SUCCESS] (2/23) Rescue: State (get and set)
- [02:00:53.407] [SUCCESS] (3/23) Poseidon: State (get and set)
- [02:00:53.412] [SUCCESS] (4/23) Poseidon: Batch size consistency (Poseidon128 with random batch sizes)
- [02:00:53.417] [SUCCESS] (5/23) Poseidon: Batch size consistency (Random instance of Poseidon)
- [02:00:53.419] [SUCCESS] (6/23) Poseidon: Test vectors (Poseidon252 (Dusk))
- [02:00:53.422] [SUCCESS] (7/23) Poseidon: Test vectors (Poseidon128 (consistency with MEC))
- [02:00:53.422] [SUCCESS] (8/23) The mode of operation Jive: Exceptions (input size does not correspond to parameters)
- [02:00:53.422] [SUCCESS] (9/23) The mode of operation Jive: Exceptions (b does not divide the state size)
- [02:00:53.422] [SUCCESS] (10/23) The mode of operation Jive: Anemoi (b = 2, state_size = 2)
- [02:00:53.423] [SUCCESS] (11/23) The mode of operation Jive: Anemoi (b = 2, state_size = 4)
- [02:00:53.423] [SUCCESS] (12/23) The mode of operation Jive: Anemoi (b = 2, state_size = 6)
- [02:00:53.423] [SUCCESS] (13/23) Griffin: Test vectors (from reference implementation: Griffin 3)
- [02:00:53.423] [SUCCESS] (14/23) Griffin: Test vectors (from reference implementation: Griffin 4)
- [02:00:53.423] [SUCCESS] (15/23) Griffin: State (get and set)
- [02:00:53.424] [SUCCESS] (16/23) The permutation Anemoi and the mode of operation Jive: From reference implementation (Tests vectors from reference implementation)
- [02:00:53.425] [SUCCESS] (17/23) The permutation Anemoi and the mode of operation Jive: Generic instantiations (l = 1 <==> jive128_1)
- [02:00:53.426] [SUCCESS] (18/23) The permutation Anemoi and the mode of operation Jive: Generic instantiations (l = 2 -> tests vectors from reference implementation)
- [02:00:53.426] [SUCCESS] (19/23) The permutation Anemoi and the mode of operation Jive: Generic instantiations (l = 4 -> tests vectors from reference implementation)
- [02:00:53.427] [SUCCESS] (20/23) The permutation Anemoi and the mode of operation Jive: Generic instantiations (l = 3 -> tests vectors from reference implementation)
- [02:00:53.427] [SUCCESS] (21/23) The permutation Anemoi and the mode of operation Jive: Additional functions (State initialisation and get state)
- [02:00:53.427] [SUCCESS] (22/23) The permutation Anemoi and the mode of operation Jive: Additional functions (Constant generation)
- [02:00:53.427] [SUCCESS] (23/23) The permutation Anemoi and the mode of operation Jive: Additional functions (Compute number of rounds)
- (cd _build/.sandbox/239e488f3b89c85aab0473b2023554fa/default/src/lib_expect_helper/test && .tezos_expect_helper_test.inline-tests/inline-test-runner.exe inline-test-runner tezos_expect_helper_test -partition test.ml -source-tree-root ../../.. -diff-cmd - -verbose)
- File "src/lib_expect_helper/test/test.ml", line 28, characters 0-328: require_does_not_raise_err (0.000 sec)
- File "src/lib_expect_helper/test/test.ml", line 35, characters 0-155: require_does_not_raise_ok (0.000 sec)
- File "src/lib_expect_helper/test/test.ml", line 39, characters 0-119: require_does_raise_ok (0.000 sec)
- File "src/lib_expect_helper/test/test.ml", line 43, characters 0-259: require_does_raise_err (0.000 sec)
- (cd _build/.sandbox/1bfce55b838a6a1da4b719376a275dd1/default/src/lib_micheline/test && .test_parser.inline-tests/inline-test-runner.exe inline-test-runner test_parser -partition test_parser.ml -source-tree-root ../../.. -diff-cmd - -verbose)
- File "src/lib_micheline/test/test_parser.ml", line 77, characters 0-5913: Basic tokenizing (0.002 sec)
- File "src/lib_micheline/test/test_parser.ml", line 297, characters 0-1000: test_one_line_contract (0.001 sec)
- File "src/lib_micheline/test/test_parser.ml", line 329, characters 0-1633: test_condition_contract (0.000 sec)
- File "src/lib_micheline/test/test_parser.ml", line 437, characters 0-1600: test_basic_parsing (0.000 sec)
- File "src/lib_micheline/test/test_parser.ml", line 479, characters 0-319: test_condition_contract_parsing (0.001 sec)
- File "src/lib_micheline/test/test_parser.ml", line 487, characters 0-841: test_list_append_parsing (0.000 sec)
- File "src/lib_micheline/test/test_parser.ml", line 528, characters 0-283: test_parses_expression (0.000 sec)
- (cd _build/default/src/lib_error_monad/test && ./main.exe)
- [02:00:55.077] [SUCCESS] (1/4) splitted: splitted (unregistered(binary))
- [02:00:55.077] [SUCCESS] (2/4) splitted: splitted (unregistered(json))
- [02:00:55.077] [SUCCESS] (3/4) splitted: splitted (registered)
- [02:00:55.078] [SUCCESS] (4/4) error-registration: extract-info (extract-infos)
- (cd _build/.sandbox/7a3165333330c091b6bf547030540981/default/src/lib_micheline/test && .test_diff.inline-tests/inline-test-runner.exe inline-test-runner test_diff -partition test_diff.ml -source-tree-root ../../.. -diff-cmd - -verbose)
- File "src/lib_micheline/test/test_diff.ml", line 47, characters 0-386: For identical expressions, the diff is None. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 57, characters 0-163: For ints the comment contains changed value. (0.001 sec)
- File "src/lib_micheline/test/test_diff.ml", line 63, characters 0-186: For strings the comment contains changed value. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 69, characters 0-178: For prims the comment contains changed prim name. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 75, characters 0-174: Changed Seq elements are put in comments. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 79, characters 0-282: Elements added in current are marked with '+'. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 87, characters 0-284: Elements removed in current are marked with '-'. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 95, characters 0-330: Reordered elements appear as just changed. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 104, characters 0-307: Changed values are marked with '->'. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 113, characters 0-205: Prim arguments removed in current are marked with '-'. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 118, characters 0-264: Prim arguments added in current are marked with '+'. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 126, characters 0-256: Annotations should be preserved as in previous version. (0.000 sec)
- File "src/lib_micheline/test/test_diff.ml", line 136, characters 0-165: Differences in annotations are ignored. (0.000 sec)
- (cd _build/.sandbox/cd3dbb3d5292c1470cc970e0ab50f424/default/src/lib_micheline && .tezos_micheline.inline-tests/inline-test-runner.exe inline-test-runner tezos_micheline -partition micheline.ml -source-tree-root ../.. -diff-cmd - -verbose)
- File "src/lib_micheline/micheline.ml", line 433, characters 4-140: strip_locations (0.028 sec)
- File "src/lib_micheline/micheline.ml", line 437, characters 4-170: extract_locations (0.031 sec)
- File "src/lib_micheline/micheline.ml", line 444, characters 4-203: inject_locations (0.025 sec)
- File "src/lib_micheline/micheline.ml", line 451, characters 4-168: map (0.025 sec)
- File "src/lib_micheline/micheline.ml", line 458, characters 4-207: map_node (0.024 sec)
- (cd _build/default/src/lib_version/test && ./main.exe)
- [02:00:55.124] [SUCCESS] (1/1) version: parser (versions)
- (cd _build/default/src/lib_clic/test && ./main.exe)
- [02:00:55.484] [SUCCESS] (1/24) Tezos_clic: dispatch (basic)
- [02:00:55.484] [SUCCESS] (2/24) Tezos_clic: dispatch (advanced)
- [02:00:55.484] [SUCCESS] (3/24) Tezos_clic: auto-completion-parameters (param: when no arg given, suggests all options)
- [02:00:55.484] [SUCCESS] (4/24) Tezos_clic: auto-completion-parameters (param: when given single char arg, suggests options starting with this char)
- [02:00:55.484] [SUCCESS] (5/24) Tezos_clic: auto-completion-parameters (param: when given arg matches exactly one option, suggests that option)
- [02:00:55.484] [SUCCESS] (6/24) Tezos_clic: auto-completion-parameters (param: when given prev arg matches first word, suggests the next words)
- [02:00:55.484] [SUCCESS] (7/24) Tezos_clic: auto-completion-parameters (param: when given prev arg matches first word and arg matches unique next word, suggests that word)
- [02:00:55.484] [SUCCESS] (8/24) Tezos_clic: auto-completion-parameters (prefix: when no arg given, suggests all options)
- [02:00:55.484] [SUCCESS] (9/24) Tezos_clic: auto-completion-parameters (prefix: when given single char arg, suggests options starting with this char)
- [02:00:55.485] [SUCCESS] (10/24) Tezos_clic: auto-completion-parameters (prefix: when given arg matches exactly one option, suggests that option)
- [02:00:55.485] [SUCCESS] (11/24) Tezos_clic: auto-completion-parameters (prefix: when given prev arg matches first word, suggests the next words)
- [02:00:55.485] [SUCCESS] (12/24) Tezos_clic: auto-completion-parameters (prefix: when given prev arg matches first word and arg matches unique next word, suggests that word)
- [02:00:55.485] [SUCCESS] (13/24) Tezos_clic: auto-completion-parameters (prefix: when given prev arg matches a unique first word, suggests the next word)
- [02:00:55.485] [SUCCESS] (14/24) Tezos_clic: auto-completion-parameters (seq: when no arg given, suggests all options)
- [02:00:55.485] [SUCCESS] (15/24) Tezos_clic: auto-completion-parameters (seq: when arg given, suggests all matching options)
- [02:00:55.485] [SUCCESS] (16/24) Tezos_clic: auto-completion-parameters (seq: when prev arg is from a sequence and no arg given, suggests all options in seq)
- [02:00:55.485] [SUCCESS] (17/24) Tezos_clic: auto-completion-parameters (seq: when prev args are from a sequence and no arg given, suggests all options in seq)
- [02:00:55.485] [SUCCESS] (18/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: fails when given an empty suffix)
- [02:00:55.485] [SUCCESS] (19/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when no arg given, suggests all options in seq and its suffix)
- [02:00:55.485] [SUCCESS] (20/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when arg given, suggests all matching options)
- [02:00:55.485] [SUCCESS] (21/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when prev arg is from a sequence and no arg given, suggests all options in seq and its suffix)
- [02:00:55.485] [SUCCESS] (22/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when prev args are from a sequence and no arg given, suggests all options in seq and its suffix)
- [02:00:55.486] [SUCCESS] (23/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when first non-terminal-seq and its suffix are matched and no arg given, suggests all options in the next seq and its suffix)
- [02:00:55.486] [SUCCESS] (24/24) Tezos_clic: auto-completion-parameters (non-terminal-seq: when first non-terminal-seq and its suffix are matched and args given, suggests all matching options in the next seq and its suffix)
- (cd _build/default/src/lib_base/unix/test && ./main.exe)
- [02:00:55.590] [SUCCESS] (1/4) Base.unix.unix_error: encoding (json encoding roundtrip)
- [02:00:55.590] [SUCCESS] (2/4) Base.unix.unix_error: encoding (binary encoding roundtrip)
- [02:00:55.590] [SUCCESS] (3/4) Syslog: check formatting function
- [02:00:55.591] [SUCCESS] (4/4) Syslog: send message through socket
- (cd _build/default/src/lib_crypto/test-unix && ./main.exe)
- [02:00:55.784] [SUCCESS] (1/1) tezos-crypto-lwt: crypto_box (Check PoW)
- (cd _build/.sandbox/7debe6eb722b629ab9b69f8a0e2425a6/default/src/lib_base/unix && .tezos_base_unix.inline-tests/inline-test-runner.exe inline-test-runner tezos_base_unix -partition file_descriptor_sink.ml -source-tree-root ../../.. -diff-cmd - -verbose)
- File "src/lib_base/unix/file_descriptor_sink.ml", line 219, characters 0-1504 (0.001 sec)
- File "src/lib_base/unix/file_descriptor_sink.ml", line 279, characters 0-759 (0.000 sec)
- File "src/lib_base/unix/file_descriptor_sink.ml", line 306, characters 0-339 (0.001 sec)
- (cd _build/default/src/lib_base/test && ./main.exe)
- qcheck random seed: 996808456
- [02:00:55.855] [SUCCESS] (1/76) Time: Protocol (Protocol.[add|diff] roundtrip)
- [02:00:55.855] [SUCCESS] (2/76) Time: Protocol (Protocol.[diff|add] roundtrip)
- [02:00:55.855] [SUCCESS] (3/76) Time: Protocol (Protocol.encoding roundtrips in binary)
- [02:00:55.855] [SUCCESS] (4/76) Time: Protocol (Protocol.encoding roundtrips in JSON)
- [02:00:55.856] [SUCCESS] (5/76) Time: Protocol (Protocol.[to|of]_notation roundtrip in RFC3339 range)
- [02:00:55.856] [SUCCESS] (6/76) Time: System (System.[to|of]_protocol roundtrip modulo option)
- [02:00:55.857] [SUCCESS] (7/76) Time: System (System.[of|to]_protocol roundtrip or outside RFC3339 range)
- [02:00:55.857] [SUCCESS] (8/76) Time: System (System.rfc_encoding roundtrips in binary modulo precision)
- [02:00:55.858] [SUCCESS] (9/76) Time: System (System.rfc_encoding roundtrips in JSON modulo precision)
- [02:00:55.859] [SUCCESS] (10/76) Time: System (System.encoding roundtrips in binary modulo precision)
- [02:00:55.859] [SUCCESS] (11/76) Time: System (System.encoding roundtrips in JSON modulo precision)
- [02:00:55.860] [SUCCESS] (12/76) Skip_list: skip list (Skip list: produce paths with `back_path` and check)
- [02:00:55.860] [SUCCESS] (13/76) Skip_list: skip list (Skip list: find cell with `find` and `check`)
- [02:00:55.860] [SUCCESS] (14/76) Skip_list: skip list (Skip list: `find` won't produce invalid value)
- [02:00:55.861] [SUCCESS] (15/76) Skip_list: skip list (Skip list: `back_path` won't produce invalid paths)
- [02:00:55.861] [SUCCESS] (16/76) Skip_list: skip list (Skip list: check if the back_path is minimal)
- [02:00:55.861] [SUCCESS] (17/76) Skip_list: skip list (Skip list: produce paths with `search` and check)
- [02:00:55.861] [SUCCESS] (18/76) Skip_list: skip list (Skip list: `search` won't produce invalid paths)
- [02:00:55.862] [SUCCESS] (19/76) Skip_list: skip list (Skip list: `search` may not produce minimal path)
- [02:00:55.862] [SUCCESS] (20/76) Sized: SizedSet (empty)
- [02:00:55.862] [SUCCESS] (21/76) Sized: SizedSet (singleton)
- [02:00:55.862] [SUCCESS] (22/76) Sized: SizedSet (equal)
- [02:00:55.863] [SUCCESS] (23/76) Sized: SizedSet (inequal)
- [02:00:55.864] [SUCCESS] (24/76) Sized: SizedSet (add)
- [02:00:55.864] [SUCCESS] (25/76) Sized: SizedSet (remove)
- [02:00:55.865] [SUCCESS] (26/76) Sized: SizedSet (union)
- [02:00:55.865] [SUCCESS] (27/76) Sized: SizedSet (inter)
- [02:00:55.866] [SUCCESS] (28/76) Sized: SizedSet (diff)
- [02:00:55.867] [SUCCESS] (29/76) Sized: SizedSet (map)
- [02:00:55.867] [SUCCESS] (30/76) Sized: SizedSet (filter)
- [02:00:55.868] [SUCCESS] (31/76) Sized: SizedSet (filter_map)
- [02:00:55.869] [SUCCESS] (32/76) Sized: SizedSet (partition)
- [02:00:55.869] [SUCCESS] (33/76) Sized: SizedSet (split)
- [02:00:55.870] [SUCCESS] (34/76) Sized: SizedSet (add_seq)
- [02:00:55.870] [SUCCESS] (35/76) Sized: SizedSet (of_seq)
- [02:00:55.870] [SUCCESS] (36/76) Sized: SizedMap (empty)
- [02:00:55.870] [SUCCESS] (37/76) Sized: SizedMap (singleton)
- [02:00:55.872] [SUCCESS] (38/76) Sized: SizedMap (equal)
- [02:00:55.873] [SUCCESS] (39/76) Sized: SizedMap (inequal)
- [02:00:55.875] [SUCCESS] (40/76) Sized: SizedMap (add)
- [02:00:55.876] [SUCCESS] (41/76) Sized: SizedMap (update)
- [02:00:55.877] [SUCCESS] (42/76) Sized: SizedMap (remove)
- [02:00:55.882] [SUCCESS] (43/76) Sized: SizedMap (merge)
- [02:00:55.885] [SUCCESS] (44/76) Sized: SizedMap (union)
- [02:00:55.887] [SUCCESS] (45/76) Sized: SizedMap (map)
- [02:00:55.889] [SUCCESS] (46/76) Sized: SizedMap (mapi)
- [02:00:55.890] [SUCCESS] (47/76) Sized: SizedMap (filter)
- [02:00:55.892] [SUCCESS] (48/76) Sized: SizedMap (filter_map)
- [02:00:55.894] [SUCCESS] (49/76) Sized: SizedMap (partition)
- [02:00:55.895] [SUCCESS] (50/76) Sized: SizedMap (split)
- [02:00:55.898] [SUCCESS] (51/76) Sized: SizedMap (add_seq)
- [02:00:55.898] [SUCCESS] (52/76) Protocol: environment-version-comparison (equal)
- [02:00:55.898] [SUCCESS] (53/76) Protocol: environment-version-comparison (less-than)
- [02:00:55.898] [SUCCESS] (54/76) Protocol: environment-version-comparison (greater-than)
- [02:00:55.899] [SUCCESS] (55/76) Base.P2p: P2p_addr (Base.P2p_addr.ip.to-string-from-string)
- [02:00:55.905] [SUCCESS] (56/76) Base.P2p: P2p_point (Base.P2p_point.addr_port_id.to-string-from-string)
- [02:00:55.905] [SUCCESS] (57/76) Base.P2p: P2p_point (Base.P2p_point.id.encode-decode roundtrip)
- [02:00:55.906] [SUCCESS] (58/76) Base.P2p: P2p_point (Base.P2p_point.Id.encoding eagerly fails on too big input)
- [02:00:55.906] [SUCCESS] (59/76) Base.P2p: P2p_point.domain (domain_to_string_from_string_ok)
- [02:00:55.906] [SUCCESS] (60/76) Base.P2p: P2p_point.domain (domain_to_string_from_string_ko)
- [02:00:55.906] [SUCCESS] (61/76) Bounded: Int32 (0 not in empty)
- [02:00:55.906] [SUCCESS] (62/76) Bounded: Int32 (123 not in empty)
- [02:00:55.906] [SUCCESS] (63/76) Bounded: Int32 (Int32.min_int not in empty)
- [02:00:55.906] [SUCCESS] (64/76) Bounded: Int32 (0 not in Small)
- [02:00:55.906] [SUCCESS] (65/76) Bounded: Int32 (1 in Small)
- [02:00:55.906] [SUCCESS] (66/76) Bounded: Int32 (2 in Small)
- [02:00:55.906] [SUCCESS] (67/76) Bounded: Int32 (4 not in Small)
- [02:00:55.906] [SUCCESS] (68/76) Bounded: Int32 (0 in full)
- [02:00:55.906] [SUCCESS] (69/76) Bounded: Int32 (123 in full)
- [02:00:55.906] [SUCCESS] (70/76) Bounded: Int32 (Int32.min_int in full)
- [02:00:55.906] [SUCCESS] (71/76) Bounded: Int32 (Int32.max_int in full)
- [02:00:55.906] [SUCCESS] (72/76) Bounded: Int32 (Uint8.bad instantiation lower value)
- [02:00:55.906] [SUCCESS] (73/76) Bounded: Int32 (Uint8.bad instantiation upper value)
- [02:00:55.906] [SUCCESS] (74/76) Bounded: Int32 (Uint16.tight bounds)
- [02:00:55.907] [SUCCESS] (75/76) Bounded: Round-trip property (Bounded: roundtrips in JSON)
- [02:00:55.908] [SUCCESS] (76/76) Bounded: Round-trip property (Bounded: roundtrips in binary)
- (cd _build/default/src/lib_workers/test && ./main.exe)
- qcheck random seed: 191402169
- [02:00:55.935] [SUCCESS] (1/5) Workers: Queue history (Random normal requests)
- [02:00:55.935] [SUCCESS] (2/5) Workers: Queue history (Random normal requests on Bounded)
- [02:00:55.935] [SUCCESS] (3/5) Workers: Status (Canceled worker)
- [02:00:55.935] [SUCCESS] (4/5) Workers: Status (Crashing requests)
- [02:00:55.935] [SUCCESS] (5/5) Workers: Buffer handling (Dropbox/Async)
- (cd _build/default/src/lib_srs_extraction/test && ./main.exe)
- [02:00:56.022] [SUCCESS] (1/1) SRS: Srs (lagrange zcash_srs)
- (cd _build/default/src/lib_rpc_http/test && ./main.exe)
- qcheck random seed: 401852872
- [02:00:56.084] [SUCCESS] (1/7) tezos-rpc-http: qcheck (Encoding and decoding an ACL is an identity function.)
- [02:00:56.234] [SUCCESS] (2/7) tezos-rpc-http: qcheck (put_policy preserves existing entries.)
- [02:00:56.234] [SUCCESS] (3/7) tezos-rpc-http: qcheck (default policy parses and is of correct type)
- [02:00:56.234] [SUCCESS] (4/7) tezos-rpc-http: find_policy_matching_rules (policy matching rules)
- [02:00:56.234] [SUCCESS] (5/7) tezos-rpc-http: ensure_unsafe_rpcs_blocked (make sure the default policy blocks known particularly unsafe RPCs)
- [02:00:56.234] [SUCCESS] (6/7) tezos-rpc-http: test_matching_with_name_resolving (make sure addresses match well with domain name resolving)
- [02:00:56.234] [SUCCESS] (7/7) tezos-rpc-http: test_media_type_pp_parse (Media_type.Command_line.pp/parse)
- (cd _build/default/src/lib_context/memory/test && ./main.exe)
- [02:00:57.535] [SUCCESS] (1/8) tezos-context-memory: hash (large-dir-100)
- [02:00:57.537] [SUCCESS] (2/8) tezos-context-memory: hash (large-dir-200)
- [02:00:57.540] [SUCCESS] (3/8) tezos-context-memory: hash (large-dir-255)
- [02:00:57.548] [SUCCESS] (4/8) tezos-context-memory: hash (large-dir-256)
- [02:00:57.551] [SUCCESS] (5/8) tezos-context-memory: hash (large-dir-257)
- [02:00:57.554] [SUCCESS] (6/8) tezos-context-memory: hash (large-dir-300)
- [02:00:57.572] [SUCCESS] (7/8) tezos-context-memory: hash (large-dir-1000)
- [02:00:57.660] [SUCCESS] (8/8) tezos-context-memory: hash (large-dir-10000)
- (cd _build/default/src/lib_crypto_dal/test && ./main.exe)
- qcheck random seed: 892200110
- [02:00:56.720] [SUCCESS] (1/28) DAL cryptobox: Unit tests (find_trusted_setup_files)
- [02:00:56.721] [SUCCESS] (2/28) DAL cryptobox: Unit tests (find_trusted_setup_files_failure)
- [02:00:57.843] [SUCCESS] (3/28) DAL cryptobox: Unit tests (shard_proofs_invalid_parameter)
- [02:00:57.879] [SUCCESS] (4/28) DAL cryptobox: PBT (erasure code)
- [02:00:57.914] [SUCCESS] (5/28) DAL cryptobox: PBT (erasure code with slot conversion)
- [02:00:57.944] [SUCCESS] (6/28) DAL cryptobox: PBT (erasure code shard index out of range)
- [02:00:57.968] [SUCCESS] (7/28) DAL cryptobox: PBT (erasure code not enough shards)
- random seed: 126457053
- [02:00:57.997] [SUCCESS] (8/28) DAL cryptobox: PBT (erasure code shard invalid shard length)
- [02:00:58.029] [SUCCESS] (9/28) DAL cryptobox: PBT (page proofs)
- [02:00:58.060] [SUCCESS] (10/28) DAL cryptobox: PBT (page proofs invalid page)
- [02:00:58.140] [SUCCESS] (11/28) DAL cryptobox: PBT (shard proofs)
- [02:00:58.219] [SUCCESS] (12/28) DAL cryptobox: PBT (invalid shard proof)
- [02:00:58.250] [SUCCESS] (13/28) DAL cryptobox: PBT (commitment proof)
- [02:00:58.281] [SUCCESS] (14/28) DAL cryptobox: PBT (invalid commitment proof)
- [02:00:58.304] [SUCCESS] (15/28) DAL cryptobox: PBT (polynomial-slot conversions)
- [02:00:58.395] [SUCCESS] (16/28) DAL cryptobox: PBT (FFT domain selection)
- [02:00:58.430] [SUCCESS] (17/28) DAL cryptobox: PBT (shard proofs loading)
- [02:00:58.464] [SUCCESS] (18/28) DAL cryptobox: PBT (shard proofs loading invalid hash)
- [02:00:58.508] [SUCCESS] (19/28) DAL cryptobox: PBT (DAL initialisation twice failure)
- [02:00:58.531] [SUCCESS] (20/28) DAL cryptobox: PBT (wrong slot size)
- [02:00:58.556] [SUCCESS] (21/28) DAL cryptobox: PBT (page_length_mismatch)
- [02:00:58.578] [SUCCESS] (22/28) DAL cryptobox: PBT (shard_length_mismatch)
- [02:00:58.604] [SUCCESS] (23/28) DAL cryptobox: PBT (prove page out of bound)
- [02:00:58.628] [SUCCESS] (24/28) DAL cryptobox: PBT (verify page out of bound)
- [02:00:58.655] [SUCCESS] (25/28) DAL cryptobox: PBT (verify shard out of bound)
- [02:00:58.684] [SUCCESS] (26/28) DAL cryptobox: PBT (commit)
- [02:00:58.717] [SUCCESS] (27/28) DAL cryptobox: PBT (commit failure)
- [02:00:58.740] [SUCCESS] (28/28) DAL cryptobox: PBT (encoded share_size)
- (cd _build/default/src/lib_requester/test && ./main.exe)
- qcheck random seed: 502952440
- [02:00:56.124] [SUCCESS] (1/37) tezos-requester: all (test create: simple)
- [02:00:56.125] [SUCCESS] (2/37) tezos-requester: all (test create: test known)
- [02:00:56.125] [SUCCESS] (3/37) tezos-requester: all (test create: with global_input)
- [02:00:56.125] [SUCCESS] (4/37) tezos-requester: all (test read: (and variations))
- [02:00:56.125] [SUCCESS] (5/37) tezos-requester: all (test known: found values in disk are cached)
- [02:00:56.226] [SUCCESS] (6/37) tezos-requester: all (test fetch: full requester timeout)
- [02:00:56.226] [SUCCESS] (7/37) tezos-requester: all (test fetch: full requester issues request)
- [02:00:56.226] [SUCCESS] (8/37) tezos-requester: all (test clear_or_cancel: removes)
- [02:00:56.226] [SUCCESS] (9/37) tezos-requester: all (test clear_or_cancel: decrements pending)
- [02:00:56.226] [SUCCESS] (10/37) tezos-requester: all (test clear_or_cancel: cancels)
- [02:00:56.226] [SUCCESS] (11/37) tezos-requester: all (test pending cancelled)
- [02:00:56.227] [SUCCESS] (12/37) tezos-requester: all (test pending notified)
- [02:00:56.228] [SUCCESS] (13/37) tezos-requester: all (test pending timeout)
- [02:00:56.228] [SUCCESS] (14/37) tezos-requester: all (test watch: simple)
- [02:00:56.228] [SUCCESS] (15/37) tezos-requester: all (test watch: non fetched)
- [02:00:56.228] [SUCCESS] (16/37) tezos-requester: all (test watch: double watchers)
- [02:00:56.228] [SUCCESS] (17/37) tezos-requester: all (test inject: already in memory)
- [02:00:56.228] [SUCCESS] (18/37) tezos-requester: all (test inject: already in disk)
- [02:00:56.228] [SUCCESS] (19/37) tezos-requester: all (test inject: already in requested)
- [02:00:56.228] [SUCCESS] (20/37) tezos-requester: all (test inject: otherwise)
- [02:00:56.228] [SUCCESS] (21/37) tezos-requester: all (test notify: invalid)
- [02:00:56.228] [SUCCESS] (22/37) tezos-requester: all (test notify: valid)
- [02:00:56.229] [SUCCESS] (23/37) tezos-requester: all (test notify: unfetched)
- [02:00:56.229] [SUCCESS] (24/37) tezos-requester: all (test notify: memory duplicate)
- [02:00:56.229] [SUCCESS] (25/37) tezos-requester: all (test notify: disk duplicate)
- [02:00:56.631] [SUCCESS] (26/37) tezos-requester: all (test pending_requests)
- [02:00:56.631] [SUCCESS] (27/37) tezos-requester: all (test memory_table_length)
- [02:00:56.631] [SUCCESS] (28/37) tezos-requester: all (test shutdown)
- [02:00:56.931] [SUCCESS] (29/37) Requester_PBT: read (Result.is_ok (read t key) = Option.is_some (read_opt t key))
- [02:00:57.163] [SUCCESS] (30/37) Requester_PBT: read (known t key = Option.is_some (read_opt t key))
- [02:00:57.546] [SUCCESS] (31/37) Requester_PBT: inject (read_opt (inject t key value) = (Some value))
- [02:00:57.845] [SUCCESS] (32/37) Requester_PBT: inject (key <> key' ==> read_opt (inject t key' value) key = read_opt t key)
- [02:00:58.101] [SUCCESS] (33/37) Requester_PBT: inject (read_opt t key <= read_opt (inject t key' value) key)
- [02:00:58.379] [SUCCESS] (34/37) Requester_PBT: inject (memory_table_length t <= memory_table_length (inject t key value))
- [02:00:58.605] [SUCCESS] (35/37) Requester_PBT: clear_or_cancel (read_opt (clear_or_cancel t key') key <= read_opt t key)
- [02:00:58.856] [SUCCESS] (36/37) Requester_PBT: clear_or_cancel (memory_length (clear_or_cancel t key') key <= memory_length t)
- [02:00:59.089] [SUCCESS] (37/37) Requester_PBT: clear_or_cancel (pending (clear_or_cancel (fetch (fetch t key) key) key) key = true)
- (cd _build/default/src/lib_context/test && ./main.exe)
- qcheck random seed: 526515332
- [02:00:57.786] [SUCCESS] (1/44) test_merkle_proof: sample32_v1 (sample)
- [02:00:59.957] [SUCCESS] (2/44) test_merkle_proof: random32_v1 (tree_proof_encoding)
- [02:00:59.989] [SUCCESS] (3/44) test_merkle_proof: random32_v1 (stream_proof_encoding)
- [02:00:59.989] [SUCCESS] (4/44) test_merkle_proof: sample2_v1 (sample)
- [02:01:00.005] [SUCCESS] (5/44) test_merkle_proof: random2_v1 (tree_proof_encoding)
- [02:01:00.026] [SUCCESS] (6/44) test_merkle_proof: random2_v1 (stream_proof_encoding)
- [02:01:00.028] [SUCCESS] (7/44) test_merkle_proof: sample32_v2 (sample)
- [02:01:02.050] [SUCCESS] (8/44) test_merkle_proof: random32_v2 (tree_proof_encoding)
- [02:01:02.082] [SUCCESS] (9/44) test_merkle_proof: random32_v2 (stream_proof_encoding)
- [02:01:02.082] [SUCCESS] (10/44) test_merkle_proof: sample2_v2 (sample)
- [02:01:02.095] [SUCCESS] (11/44) test_merkle_proof: random2_v2 (tree_proof_encoding)
- [02:01:02.116] [SUCCESS] (12/44) test_merkle_proof: random2_v2 (stream_proof_encoding)
- [02:01:02.118] [SUCCESS] (13/44) tezos-context: context (disk:is_empty)
- [02:01:02.120] [SUCCESS] (14/44) tezos-context: context (disk:simple)
- [02:01:02.121] [SUCCESS] (15/44) tezos-context: context (disk:list)
- [02:01:02.123] [SUCCESS] (16/44) tezos-context: context (disk:continuation)
- [02:01:02.124] [SUCCESS] (17/44) tezos-context: context (disk:fork)
- [02:01:02.126] [SUCCESS] (18/44) tezos-context: context (disk:replay)
- [02:01:02.130] [SUCCESS] (19/44) tezos-context: context (disk:fold_keys_sorted)
- [02:01:02.133] [SUCCESS] (20/44) tezos-context: context (disk:fold_keys_undefined)
- [02:01:02.135] [SUCCESS] (21/44) tezos-context: context (disk:fold)
- [02:01:02.166] [SUCCESS] (22/44) tezos-context: context (disk:trees)
- [02:01:02.167] [SUCCESS] (23/44) tezos-context: context (disk:raw)
- [02:01:02.169] [SUCCESS] (24/44) tezos-context: context (disk:encoding)
- [02:01:02.171] [SUCCESS] (25/44) tezos-context: context (disk:get_hash_version)
- [02:01:02.173] [SUCCESS] (26/44) tezos-context: context (disk:set_hash_version_tzresult)
- [02:01:02.174] [SUCCESS] (27/44) tezos-context: context (disk:to_memory_tree)
- [02:01:02.177] [SUCCESS] (28/44) tezos-context: context (disk:proof exn)
- [02:01:02.177] [SUCCESS] (29/44) tezos-context: context (memory:is_empty)
- [02:01:02.178] [SUCCESS] (30/44) tezos-context: context (memory:simple)
- [02:01:02.178] [SUCCESS] (31/44) tezos-context: context (memory:list)
- [02:01:02.178] [SUCCESS] (32/44) tezos-context: context (memory:continuation)
- [02:01:02.179] [SUCCESS] (33/44) tezos-context: context (memory:fork)
- [02:01:02.179] [SUCCESS] (34/44) tezos-context: context (memory:replay)
- [02:01:02.181] [SUCCESS] (35/44) tezos-context: context (memory:fold_keys_sorted)
- [02:01:02.182] [SUCCESS] (36/44) tezos-context: context (memory:fold_keys_undefined)
- [02:01:02.182] [SUCCESS] (37/44) tezos-context: context (memory:fold)
- [02:01:02.183] [SUCCESS] (38/44) tezos-context: context (memory:trees)
- [02:01:02.183] [SUCCESS] (39/44) tezos-context: context (memory:raw)
- [02:01:02.184] [SUCCESS] (40/44) tezos-context: context (memory:encoding)
- [02:01:02.184] [SUCCESS] (41/44) tezos-context: context (memory:get_hash_version)
- [02:01:02.184] [SUCCESS] (42/44) tezos-context: context (memory:set_hash_version_tzresult)
- [02:01:02.185] [SUCCESS] (43/44) tezos-context: context (memory:to_memory_tree)
- [02:01:02.185] [SUCCESS] (44/44) tezos-context: context (memory:proof exn)
- (cd _build/default/src/lib_polynomial/test && ./main.exe)
- [02:00:53.512] [SUCCESS] (1/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 711384281 (degree of zero is infinity)
- [02:00:53.513] [SUCCESS] (2/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 711384281 (degree of constants is one)
- [02:00:53.513] [SUCCESS] (3/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 711384281 (degree int test vectors)
- [02:00:53.513] [SUCCESS] (4/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 711384281 (have same degree)
- [02:00:53.513] [SUCCESS] (5/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 711384281 (evaluation at any point of the zero polynomial)
- [02:00:53.513] [SUCCESS] (6/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 711384281 (evaluation at any point of a random constant polynomial)
- [02:00:53.513] [SUCCESS] (7/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 711384281 (evaluation at zero of a random constant polynomial)
- [02:00:53.513] [SUCCESS] (8/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 711384281 (evaluation at zero of the zero polynomial)
- [02:00:53.514] [SUCCESS] (9/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 711384281 (evaluation at any point of the polynomial X)
- [02:00:53.589] [SUCCESS] (10/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 711384281 (test vectors for random)
- [02:00:53.589] [SUCCESS] (11/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 711384281 (test with constants)
- [02:00:53.780] [SUCCESS] (12/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 711384281 (test vectors for random divided by constant)
- [02:00:53.781] [SUCCESS] (13/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 711384281 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:53.782] [SUCCESS] (14/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 711384281 (test properties commutativity p * q = p * q)
- [02:00:53.785] [SUCCESS] (15/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 711384281 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:54.006] [SUCCESS] (16/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 711384281 (test properties on random polynomials)
- [02:00:54.006] [SUCCESS] (17/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 711384281 (test vectors)
- [02:00:54.006] [SUCCESS] (18/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 711384281 (test vectors)
- [02:00:54.006] [SUCCESS] (19/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 711384281 (zero polynomial is constant)
- [02:00:54.006] [SUCCESS] (20/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 711384281 (Constant random value)
- [02:00:54.007] [SUCCESS] (21/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 711384281 (Non constant polynomial)
- [02:00:54.020] [SUCCESS] (22/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 711384281 (test random number of points)
- [02:00:54.020] [SUCCESS] (23/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 489832687 (degree of zero is infinity)
- [02:00:54.020] [SUCCESS] (24/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 489832687 (degree of constants is one)
- [02:00:54.020] [SUCCESS] (25/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 489832687 (degree int test vectors)
- [02:00:54.020] [SUCCESS] (26/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 489832687 (have same degree)
- [02:00:54.020] [SUCCESS] (27/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 489832687 (evaluation at any point of the zero polynomial)
- [02:00:54.021] [SUCCESS] (28/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 489832687 (evaluation at any point of a random constant polynomial)
- [02:00:54.021] [SUCCESS] (29/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 489832687 (evaluation at zero of a random constant polynomial)
- [02:00:54.021] [SUCCESS] (30/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 489832687 (evaluation at zero of the zero polynomial)
- [02:00:54.021] [SUCCESS] (31/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 489832687 (evaluation at any point of the polynomial X)
- [02:00:54.082] [SUCCESS] (32/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 489832687 (test vectors for random)
- [02:00:54.082] [SUCCESS] (33/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 489832687 (test with constants)
- [02:00:54.278] [SUCCESS] (34/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 489832687 (test vectors for random divided by constant)
- [02:00:54.279] [SUCCESS] (35/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 489832687 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:54.280] [SUCCESS] (36/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 489832687 (test properties commutativity p * q = p * q)
- [02:00:54.283] [SUCCESS] (37/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 489832687 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:54.510] [SUCCESS] (38/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 489832687 (test properties on random polynomials)
- [02:00:54.510] [SUCCESS] (39/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 489832687 (test vectors)
- [02:00:54.510] [SUCCESS] (40/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 489832687 (test vectors)
- [02:00:54.510] [SUCCESS] (41/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 489832687 (zero polynomial is constant)
- [02:00:54.510] [SUCCESS] (42/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 489832687 (Constant random value)
- [02:00:54.511] [SUCCESS] (43/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 489832687 (Non constant polynomial)
- [02:00:54.524] [SUCCESS] (44/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 489832687 (test random number of points)
- [02:00:54.524] [SUCCESS] (45/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 962865037 (degree of zero is infinity)
- [02:00:54.524] [SUCCESS] (46/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 962865037 (degree of constants is one)
- [02:00:54.524] [SUCCESS] (47/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 962865037 (degree int test vectors)
- [02:00:54.524] [SUCCESS] (48/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 962865037 (have same degree)
- [02:00:54.524] [SUCCESS] (49/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 962865037 (evaluation at any point of the zero polynomial)
- [02:00:54.524] [SUCCESS] (50/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 962865037 (evaluation at any point of a random constant polynomial)
- [02:00:54.524] [SUCCESS] (51/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 962865037 (evaluation at zero of a random constant polynomial)
- [02:00:54.525] [SUCCESS] (52/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 962865037 (evaluation at zero of the zero polynomial)
- [02:00:54.525] [SUCCESS] (53/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 962865037 (evaluation at any point of the polynomial X)
- [02:00:54.583] [SUCCESS] (54/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 962865037 (test vectors for random)
- [02:00:54.583] [SUCCESS] (55/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 962865037 (test with constants)
- [02:00:54.793] [SUCCESS] (56/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 962865037 (test vectors for random divided by constant)
- [02:00:54.795] [SUCCESS] (57/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 962865037 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:54.796] [SUCCESS] (58/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 962865037 (test properties commutativity p * q = p * q)
- [02:00:54.800] [SUCCESS] (59/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 962865037 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:55.088] [SUCCESS] (60/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 962865037 (test properties on random polynomials)
- [02:00:55.088] [SUCCESS] (61/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 962865037 (test vectors)
- [02:00:55.088] [SUCCESS] (62/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 962865037 (test vectors)
- [02:00:55.088] [SUCCESS] (63/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 962865037 (zero polynomial is constant)
- [02:00:55.088] [SUCCESS] (64/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 962865037 (Constant random value)
- [02:00:55.089] [SUCCESS] (65/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 962865037 (Non constant polynomial)
- [02:00:55.103] [SUCCESS] (66/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 962865037 (test random number of points)
- [02:00:55.103] [SUCCESS] (67/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 963773687 (degree of zero is infinity)
- [02:00:55.103] [SUCCESS] (68/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 963773687 (degree of constants is one)
- [02:00:55.103] [SUCCESS] (69/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 963773687 (degree int test vectors)
- [02:00:55.103] [SUCCESS] (70/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 963773687 (have same degree)
- [02:00:55.103] [SUCCESS] (71/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 963773687 (evaluation at any point of the zero polynomial)
- [02:00:55.103] [SUCCESS] (72/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 963773687 (evaluation at any point of a random constant polynomial)
- [02:00:55.103] [SUCCESS] (73/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 963773687 (evaluation at zero of a random constant polynomial)
- [02:00:55.103] [SUCCESS] (74/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 963773687 (evaluation at zero of the zero polynomial)
- [02:00:55.103] [SUCCESS] (75/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 963773687 (evaluation at any point of the polynomial X)
- [02:00:55.180] [SUCCESS] (76/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 963773687 (test vectors for random)
- [02:00:55.180] [SUCCESS] (77/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 963773687 (test with constants)
- [02:00:55.388] [SUCCESS] (78/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 963773687 (test vectors for random divided by constant)
- [02:00:55.390] [SUCCESS] (79/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 963773687 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:55.391] [SUCCESS] (80/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 963773687 (test properties commutativity p * q = p * q)
- [02:00:55.394] [SUCCESS] (81/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 963773687 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:55.650] [SUCCESS] (82/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 963773687 (test properties on random polynomials)
- [02:00:55.650] [SUCCESS] (83/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 963773687 (test vectors)
- [02:00:55.650] [SUCCESS] (84/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 963773687 (test vectors)
- [02:00:55.650] [SUCCESS] (85/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 963773687 (zero polynomial is constant)
- [02:00:55.650] [SUCCESS] (86/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 963773687 (Constant random value)
- [02:00:55.652] [SUCCESS] (87/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 963773687 (Non constant polynomial)
- [02:00:55.672] [SUCCESS] (88/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 963773687 (test random number of points)
- [02:00:55.672] [SUCCESS] (89/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 41690249 (degree of zero is infinity)
- [02:00:55.672] [SUCCESS] (90/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 41690249 (degree of constants is one)
- [02:00:55.672] [SUCCESS] (91/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 41690249 (degree int test vectors)
- [02:00:55.672] [SUCCESS] (92/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 41690249 (have same degree)
- [02:00:55.672] [SUCCESS] (93/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 41690249 (evaluation at any point of the zero polynomial)
- [02:00:55.672] [SUCCESS] (94/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 41690249 (evaluation at any point of a random constant polynomial)
- [02:00:55.672] [SUCCESS] (95/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 41690249 (evaluation at zero of a random constant polynomial)
- [02:00:55.672] [SUCCESS] (96/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 41690249 (evaluation at zero of the zero polynomial)
- [02:00:55.673] [SUCCESS] (97/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 41690249 (evaluation at any point of the polynomial X)
- [02:00:55.761] [SUCCESS] (98/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 41690249 (test vectors for random)
- [02:00:55.762] [SUCCESS] (99/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 41690249 (test with constants)
- [02:00:55.987] [SUCCESS] (100/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 41690249 (test vectors for random divided by constant)
- [02:00:55.989] [SUCCESS] (101/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 41690249 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:55.990] [SUCCESS] (102/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 41690249 (test properties commutativity p * q = p * q)
- [02:00:55.993] [SUCCESS] (103/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 41690249 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:56.232] [SUCCESS] (104/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 41690249 (test properties on random polynomials)
- [02:00:56.232] [SUCCESS] (105/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 41690249 (test vectors)
- [02:00:56.232] [SUCCESS] (106/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 41690249 (test vectors)
- [02:00:56.232] [SUCCESS] (107/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 41690249 (zero polynomial is constant)
- [02:00:56.232] [SUCCESS] (108/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 41690249 (Constant random value)
- [02:00:56.233] [SUCCESS] (109/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 41690249 (Non constant polynomial)
- [02:00:56.247] [SUCCESS] (110/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 41690249 (test random number of points)
- [02:00:56.247] [SUCCESS] (111/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (degree of zero is infinity)
- [02:00:56.247] [SUCCESS] (112/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (degree of constants is one)
- [02:00:56.247] [SUCCESS] (113/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (degree int test vectors)
- [02:00:56.248] [SUCCESS] (114/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (have same degree)
- [02:00:56.248] [SUCCESS] (115/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (evaluation at any point of the zero polynomial)
- [02:00:56.248] [SUCCESS] (116/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (evaluation at any point of a random constant polynomial)
- [02:00:56.248] [SUCCESS] (117/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (evaluation at zero of a random constant polynomial)
- [02:00:56.248] [SUCCESS] (118/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (evaluation at zero of the zero polynomial)
- [02:00:56.249] [SUCCESS] (119/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (evaluation at any point of the polynomial X)
- [02:00:56.386] [SUCCESS] (120/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test vectors for random)
- [02:00:56.387] [SUCCESS] (121/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test with constants)
- [02:00:56.975] [SUCCESS] (122/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test vectors for random divided by constant)
- [02:00:56.979] [SUCCESS] (123/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:56.984] [SUCCESS] (124/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test properties commutativity p * q = p * q)
- [02:00:56.995] [SUCCESS] (125/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:58.307] [SUCCESS] (126/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test properties on random polynomials)
- [02:00:58.307] [SUCCESS] (127/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test vectors)
- [02:00:58.307] [SUCCESS] (128/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test vectors)
- [02:00:58.308] [SUCCESS] (129/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (zero polynomial is constant)
- [02:00:58.308] [SUCCESS] (130/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (Constant random value)
- [02:00:58.311] [SUCCESS] (131/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 52435875175126190479447740508185965837690552500527637822603658699938581184513 (Non constant polynomial)
- [02:00:58.336] [SUCCESS] (132/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test random number of points)
- [02:00:58.337] [SUCCESS] (133/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (Compare FFT version of polynomial multiplication against normal polynomial multiplication)
- [02:00:58.337] [SUCCESS] (134/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (At least one of the polynomial is zero)
- [02:00:58.343] [SUCCESS] (135/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (Verify the degree of P * Q is correct)
- [02:00:58.345] [SUCCESS] (136/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (Commutativity of polynomial multiplication using FFT)
- [02:00:58.346] [SUCCESS] (137/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test evaluation at random points)
- [02:00:58.346] [SUCCESS] (138/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test evaluation with zero polynomial)
- [02:00:58.346] [SUCCESS] (139/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test evaluation with smaller polynomial)
- [02:00:58.351] [SUCCESS] (140/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test evaluation with larger polynomial)
- [02:00:58.380] [SUCCESS] (141/227) Polynomials with F379 and some random prime fields: Inverse FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test interpolation at random points)
- [02:00:58.408] [SUCCESS] (142/227) Polynomials with F379 and some random prime fields: Inverse FFT for prime field 52435875175126190479447740508185965837690552500527637822603658699938581184513 (test interpolation with only roots)
- [02:00:58.408] [SUCCESS] (143/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (degree of zero is infinity)
- [02:00:58.408] [SUCCESS] (144/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (degree of constants is one)
- [02:00:58.408] [SUCCESS] (145/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (degree int test vectors)
- [02:00:58.408] [SUCCESS] (146/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (have same degree)
- [02:00:58.409] [SUCCESS] (147/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (evaluation at any point of the zero polynomial)
- [02:00:58.409] [SUCCESS] (148/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (evaluation at any point of a random constant polynomial)
- [02:00:58.409] [SUCCESS] (149/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (evaluation at zero of a random constant polynomial)
- [02:00:58.409] [SUCCESS] (150/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (evaluation at zero of the zero polynomial)
- [02:00:58.409] [SUCCESS] (151/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (evaluation at any point of the polynomial X)
- [02:00:58.547] [SUCCESS] (152/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test vectors for random)
- [02:00:58.548] [SUCCESS] (153/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test with constants)
- [02:00:59.015] [SUCCESS] (154/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test vectors for random divided by constant)
- [02:00:59.019] [SUCCESS] (155/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:59.024] [SUCCESS] (156/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test properties commutativity p * q = p * q)
- [02:00:59.033] [SUCCESS] (157/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:59.985] [SUCCESS] (158/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test properties on random polynomials)
- [02:00:59.985] [SUCCESS] (159/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test vectors)
- [02:00:59.985] [SUCCESS] (160/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test vectors)
- [02:00:59.985] [SUCCESS] (161/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (zero polynomial is constant)
- [02:00:59.985] [SUCCESS] (162/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (Constant random value)
- [02:00:59.991] [SUCCESS] (163/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (Non constant polynomial)
- [02:01:00.030] [SUCCESS] (164/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 4002409555221667393417789825735904156556882819939007885332058136124031650490837864442687629129015664037894272559787 (test random number of points)
- [02:01:00.030] [SUCCESS] (165/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (degree of zero is infinity)
- [02:01:00.030] [SUCCESS] (166/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (degree of constants is one)
- [02:01:00.030] [SUCCESS] (167/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (degree int test vectors)
- [02:01:00.030] [SUCCESS] (168/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (have same degree)
- [02:01:00.030] [SUCCESS] (169/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (evaluation at any point of the zero polynomial)
- [02:01:00.031] [SUCCESS] (170/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (evaluation at any point of a random constant polynomial)
- [02:01:00.031] [SUCCESS] (171/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (evaluation at zero of a random constant polynomial)
- [02:01:00.031] [SUCCESS] (172/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (evaluation at zero of the zero polynomial)
- [02:01:00.031] [SUCCESS] (173/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (evaluation at any point of the polynomial X)
- [02:01:00.153] [SUCCESS] (174/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test vectors for random)
- [02:01:00.154] [SUCCESS] (175/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test with constants)
- [02:01:00.711] [SUCCESS] (176/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test vectors for random divided by constant)
- [02:01:00.716] [SUCCESS] (177/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test properties nullifier 0 * P = P * 0 = 0)
- [02:01:00.721] [SUCCESS] (178/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test properties commutativity p * q = p * q)
- [02:01:00.731] [SUCCESS] (179/227) Polynomials with F379 and some random prime fields: Polynomial multiplication for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:01:01.929] [SUCCESS] (180/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test properties on random polynomials)
- [02:01:01.929] [SUCCESS] (181/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test vectors)
- [02:01:01.929] [SUCCESS] (182/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients with degree for prime field 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test vectors)
- [02:01:01.929] [SUCCESS] (183/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (zero polynomial is constant)
- [02:01:01.929] [SUCCESS] (184/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (Constant random value)
- [02:01:01.932] [SUCCESS] (185/227) Polynomials with F379 and some random prime fields: Tests for constant polynomials, field order = 57896044618658097711785492504343953926634992332820282019728792003956564819949 (Non constant polynomial)
- [02:01:01.956] [SUCCESS] (186/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 57896044618658097711785492504343953926634992332820282019728792003956564819949 (test random number of points)
- [02:01:01.956] [SUCCESS] (187/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 379 (degree of zero is infinity)
- [02:01:01.956] [SUCCESS] (188/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 379 (degree of constants is one)
- [02:01:01.956] [SUCCESS] (189/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 379 (degree int test vectors)
- [02:01:01.956] [SUCCESS] (190/227) Polynomials with F379 and some random prime fields: Tests on degrees, field order = 379 (have same degree)
- [02:01:01.956] [SUCCESS] (191/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation test vectors)
- [02:01:01.956] [SUCCESS] (192/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation at any point of the zero polynomial)
- [02:01:01.956] [SUCCESS] (193/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation at any point of a random constant polynomial)
- [02:01:01.956] [SUCCESS] (194/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation at zero of a random constant polynomial)
- [02:01:01.956] [SUCCESS] (195/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation at zero of the zero polynomial)
- [02:01:01.956] [SUCCESS] (196/227) Polynomials with F379 and some random prime fields: Test evaluation, field order = 379 (evaluation at any point of the polynomial X)
- [02:01:01.956] [SUCCESS] (197/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 379 (test vector)
- [02:01:01.963] [SUCCESS] (198/227) Polynomials with F379 and some random prime fields: Test lagrange interpolation, prime field order 379 (test random number of points)
- [02:01:01.963] [SUCCESS] (199/227) Polynomials with F379 and some random prime fields: Test mult by scalar (test vectors)
- [02:01:01.963] [SUCCESS] (200/227) Polynomials with F379 and some random prime fields: Test mult by scalar (test multiply constants by scalar zero is zero)
- [02:01:01.963] [SUCCESS] (201/227) Polynomials with F379 and some random prime fields: Test mult by scalar (test multiply degree one by scalar zero is zero)
- [02:01:01.963] [SUCCESS] (202/227) Polynomials with F379 and some random prime fields: Test opposite (test property opposite twice)
- [02:01:01.963] [SUCCESS] (203/227) Polynomials with F379 and some random prime fields: Test opposite (test property opposite of constant)
- [02:01:01.963] [SUCCESS] (204/227) Polynomials with F379 and some random prime fields: Test opposite (test property opposite of zero)
- [02:01:01.963] [SUCCESS] (205/227) Polynomials with F379 and some random prime fields: Split polynomials (Test even polynomial with test vectors)
- [02:01:01.963] [SUCCESS] (206/227) Polynomials with F379 and some random prime fields: Split polynomials (Test odd polynomial with test vectors)
- [02:01:01.963] [SUCCESS] (207/227) Polynomials with F379 and some random prime fields: Dense polynomial coefficients for prime field 379 (test vectors)
- [02:01:01.963] [SUCCESS] (208/227) Polynomials with F379 and some random prime fields: Inverse FFT for prime field 337 (test vectors for interpolation fft)
- [02:01:01.964] [SUCCESS] (209/227) Polynomials with F379 and some random prime fields: Inverse FFT for prime field 337 (test interpolation at random points)
- [02:01:01.965] [SUCCESS] (210/227) Polynomials with F379 and some random prime fields: Inverse FFT for prime field 337 (test interpolation with only roots)
- [02:01:01.965] [SUCCESS] (211/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 337 (test vectors for polynomial multiplication FFT)
- [02:01:01.966] [SUCCESS] (212/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 337 (Compare FFT version of polynomial multiplication against normal polynomial multiplication)
- [02:01:01.966] [SUCCESS] (213/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 337 (At least one of the polynomial is zero)
- [02:01:01.966] [SUCCESS] (214/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 337 (Verify the degree of P * Q is correct)
- [02:01:01.966] [SUCCESS] (215/227) Polynomials with F379 and some random prime fields: Polynomial multiplication FFT for prime field 337 (Commutativity of polynomial multiplication using FFT)
- [02:01:01.966] [SUCCESS] (216/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 337 (test vectors for evaluation)
- [02:01:01.966] [SUCCESS] (217/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 337 (test evaluation at random points)
- [02:01:01.966] [SUCCESS] (218/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 337 (test evaluation with zero polynomial)
- [02:01:01.966] [SUCCESS] (219/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 337 (test evaluation with smaller polynomial)
- [02:01:01.967] [SUCCESS] (220/227) Polynomials with F379 and some random prime fields: Evaluation FFT for prime field 337 (test evaluation with larger polynomial)
- [02:01:01.967] [SUCCESS] (221/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 379 (test vectors for euclidian division)
- [02:01:02.022] [SUCCESS] (222/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 379 (test vectors for random)
- [02:01:02.022] [SUCCESS] (223/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 379 (test with constants)
- [02:01:02.304] [SUCCESS] (224/227) Polynomials with F379 and some random prime fields: Euclidian division for prime field 379 (test vectors for random divided by constant)
- [02:01:02.709] [SUCCESS] (225/227) Polynomials with F379 and some random prime fields: Extended Euclide alogrithm for prime field 379 (test properties on random polynomials)
- [02:01:02.709] [SUCCESS] (226/227) Polynomials with F379 and some random prime fields: Test add (test vectors)
- [02:01:02.709] [SUCCESS] (227/227) Utils: Reorganizing the coefficients (Next power of two)
- (cd _build/default/src/lib_distributed_plonk/distribution/test && ./main.exe -q)
- Random seed: 42
- Testing `PlonK'.
- This run has ID `8OFXK10P'.
-
- [OK] Polynomial_commitment 0 distr. correctness (KZG).
- [OK] Polynomial_commitment 1 distr. correctness (KZG_Pa...
-
- Full test results in `~/.opam/4.14/.opam-switch/build/octez-libs.19.0/_build/default/src/lib_distributed_plonk/distribution/test/_build/_tests/PlonK'.
- Test Successful in 0.257s. 2 tests run.
- (cd _build/default/src/lib_lwt_result_stdlib/test && ./main.exe)
- qcheck random seed: 77729960
- [02:00:54.374] [SUCCESS] (1/101) seq: basic (vanilla)
- [02:00:54.374] [SUCCESS] (2/101) seq: basic (seq_e)
- [02:00:54.374] [SUCCESS] (3/101) seq: basic (seq_s)
- [02:00:54.374] [SUCCESS] (4/101) seq: basic (seq_es)
- [02:00:54.374] [SUCCESS] (5/101) list-basic-lwt: init (init)
- [02:00:54.374] [SUCCESS] (6/101) list-basic-lwt: init (init_e)
- [02:00:54.374] [SUCCESS] (7/101) list-basic-lwt: init (init_s)
- [02:00:54.374] [SUCCESS] (8/101) list-basic-lwt: init (init_es)
- [02:00:54.374] [SUCCESS] (9/101) list-basic-lwt: init (init_p)
- [02:00:54.375] [SUCCESS] (10/101) list-basic-lwt: init (init_ep)
- [02:00:54.375] [SUCCESS] (11/101) list-basic-lwt: concat_map_* (concat_map)
- [02:00:54.375] [SUCCESS] (12/101) list-basic-lwt: concat_map_* (concat_map_e)
- [02:00:54.375] [SUCCESS] (13/101) list-basic-lwt: concat_map_* (concat_map_s)
- [02:00:54.376] [SUCCESS] (14/101) list-basic-lwt: concat_map_* (concat_map_es)
- [02:00:54.376] [SUCCESS] (15/101) list-basic-lwt: fold (fold_left-map)
- [02:00:54.376] [SUCCESS] (16/101) list-basic-lwt: fold (fold_left_map_e)
- [02:00:54.376] [SUCCESS] (17/101) list-basic-lwt: fold (fold_left_map_s)
- [02:00:54.376] [SUCCESS] (18/101) list-basic-lwt: fold (fold_left_map_es)
- [02:00:54.376] [SUCCESS] (19/101) list-basic: is_empty (is_empty)
- [02:00:54.376] [SUCCESS] (20/101) list-basic: nth (nth)
- [02:00:54.376] [SUCCESS] (21/101) list-basic: nth (hd)
- [02:00:54.376] [SUCCESS] (22/101) list-basic: nth (tl)
- [02:00:54.376] [SUCCESS] (23/101) list-basic: last (last)
- [02:00:54.376] [SUCCESS] (24/101) list-basic: last (last_opt)
- [02:00:54.376] [SUCCESS] (25/101) list-basic: filter_* (filter_some)
- [02:00:54.376] [SUCCESS] (26/101) list-basic: filter_* (filter_ok)
- [02:00:54.376] [SUCCESS] (27/101) list-basic: filter_* (filter_error)
- [02:00:54.376] [SUCCESS] (28/101) list-basic: combine_* (combine-error)
- [02:00:54.376] [SUCCESS] (29/101) list-basic: combine_* (combine-ok)
- [02:00:54.376] [SUCCESS] (30/101) list-basic: combine_* (combine_drop)
- [02:00:54.376] [SUCCESS] (31/101) list-basic: combine_* (combine_with_leftovers)
- [02:00:54.376] [SUCCESS] (32/101) list-basic: partition_* (partition-result)
- [02:00:54.377] [SUCCESS] (33/101) list-basic: shuffle (small)
- [02:00:54.380] [SUCCESS] (34/101) list-basic: shuffle (shuffle preserves value sets)
- [02:00:54.380] [SUCCESS] (35/101) list-basic: shuffle (determinism(eq))
- [02:00:54.381] [SUCCESS] (36/101) list-basic: shuffle (determinism(neq))
- [02:00:54.381] [SUCCESS] (37/101) list-basic: product (empty and singleton)
- [02:00:54.381] [SUCCESS] (38/101) list-basic: product (big)
- [02:00:54.381] [SUCCESS] (39/101) list-basic: *2 (iter2)
- [02:00:54.381] [SUCCESS] (40/101) list-basic: *2 (map2)
- [02:00:54.381] [SUCCESS] (41/101) list-basic: *2 (rev_map2)
- [02:00:54.381] [SUCCESS] (42/101) list-basic: *2 (fold_left2)
- [02:00:54.381] [SUCCESS] (43/101) list-basic: *2 (fold_right2)
- [02:00:54.381] [SUCCESS] (44/101) list-basic: *2 (for_all2)
- [02:00:54.381] [SUCCESS] (45/101) list-basic: *2 (exists2)
- [02:00:54.381] [SUCCESS] (46/101) hashtbl: hashtbl-lwt (add_remove)
- [02:00:54.381] [SUCCESS] (47/101) hashtbl: hashtbl-lwt (add_add)
- [02:00:54.381] [SUCCESS] (48/101) hashtbl: hashtbl-lwt (length)
- [02:00:54.381] [SUCCESS] (49/101) hashtbl: hashtbl-lwt (self_clean)
- [02:00:54.381] [SUCCESS] (50/101) hashtbl: hashtbl-lwt (order)
- [02:00:54.415] [SUCCESS] (51/101) FuzzRef: Set (Set.iter)
- [02:00:54.472] [SUCCESS] (52/101) FuzzRef: Set (Set.fold)
- [02:00:54.473] [SUCCESS] (53/101) FuzzRef: Option (Option.map)
- [02:00:54.473] [SUCCESS] (54/101) FuzzRef: Option (Option.iter)
- [02:00:54.474] [SUCCESS] (55/101) FuzzRef: Option (Option.filter)
- [02:00:54.474] [SUCCESS] (56/101) FuzzRef: Option (Option.filter_map)
- [02:00:54.475] [SUCCESS] (57/101) FuzzRef: Option (Option.filter_ok)
- [02:00:54.475] [SUCCESS] (58/101) FuzzRef: Option (Option.filter_error)
- [02:00:54.475] [SUCCESS] (59/101) FuzzRef: Option (Option.filter_left)
- [02:00:54.475] [SUCCESS] (60/101) FuzzRef: Option (Option.filter_right)
- [02:00:54.804] [SUCCESS] (61/101) FuzzRef: Map (Map.iter)
- [02:00:55.367] [SUCCESS] (62/101) FuzzRef: Map (Map.fold)
- [02:00:55.368] [SUCCESS] (63/101) FuzzRef: List (List.init)
- [02:00:55.378] [SUCCESS] (64/101) FuzzRef: List (List.find)
- [02:00:55.401] [SUCCESS] (65/101) FuzzRef: List (List.find_map)
- [02:00:55.436] [SUCCESS] (66/101) FuzzRef: List (List.filter)
- [02:00:55.498] [SUCCESS] (67/101) FuzzRef: List (List.filteri)
- [02:00:55.517] [SUCCESS] (68/101) FuzzRef: List (List.rev_filter)
- [02:00:55.567] [SUCCESS] (69/101) FuzzRef: List (List.rev_filteri)
- [02:00:55.659] [SUCCESS] (70/101) FuzzRef: List (List.filter_left)
- [02:00:55.741] [SUCCESS] (71/101) FuzzRef: List (List.filter_right)
- [02:00:55.826] [SUCCESS] (72/101) FuzzRef: List (List.filter_ok)
- [02:00:55.898] [SUCCESS] (73/101) FuzzRef: List (List.filter_error)
- [02:00:55.945] [SUCCESS] (74/101) FuzzRef: List (List.partition)
- [02:00:56.026] [SUCCESS] (75/101) FuzzRef: List (List.partition_map)
- [02:00:56.107] [SUCCESS] (76/101) FuzzRef: List (List.partition_either)
- [02:00:56.179] [SUCCESS] (77/101) FuzzRef: List (List.iter)
- [02:00:56.255] [SUCCESS] (78/101) FuzzRef: List (List.iteri)
- [02:00:56.288] [SUCCESS] (79/101) FuzzRef: List (List.map)
- [02:00:56.355] [SUCCESS] (80/101) FuzzRef: List (List.mapi)
- [02:00:56.390] [SUCCESS] (81/101) FuzzRef: List (List.rev_map)
- [02:00:56.457] [SUCCESS] (82/101) FuzzRef: List (List.rev_mapi)
- [02:00:56.526] [SUCCESS] (83/101) FuzzRef: List (List.filter_map)
- [02:01:02.300] [SUCCESS] (84/101) FuzzRef: List (List.concat_map)
- [02:01:02.403] [SUCCESS] (85/101) FuzzRef: List (List.fold_left)
- [02:01:02.545] [SUCCESS] (86/101) FuzzRef: List (List.fold_left_map)
- [02:01:02.637] [SUCCESS] (87/101) FuzzRef: List (List.fold_right)
- [02:01:02.688] [SUCCESS] (88/101) FuzzRef: List (List.map2)
- [02:01:02.733] [SUCCESS] (89/101) FuzzRef: List (List.rev_map2)
- [02:01:02.783] [SUCCESS] (90/101) FuzzRef: List (List.iter2)
- [02:01:02.831] [SUCCESS] (91/101) FuzzRef: List (List.fold_left2)
- [02:01:02.862] [SUCCESS] (92/101) FuzzRef: List (List.fold_right2)
- [02:01:02.882] [SUCCESS] (93/101) FuzzRef: List (List.exists)
- [02:01:02.900] [SUCCESS] (94/101) FuzzRef: List (List.for_all)
- [02:01:02.944] [SUCCESS] (95/101) FuzzRef: List (List.exists2)
- [02:01:02.985] [SUCCESS] (96/101) FuzzRef: List (List.for_all2)
- [02:01:03.016] [SUCCESS] (97/101) FuzzRef: List (List.remove_assoc)
- [02:01:03.045] [SUCCESS] (98/101) FuzzRef: List (List.combine)
- [02:01:03.077] [SUCCESS] (99/101) FuzzRef: List (List.rev_combine)
- [02:01:03.113] [SUCCESS] (100/101) FuzzRef: List (List.compare)
- [02:01:03.159] [SUCCESS] (101/101) FuzzRef: List (List.equal)
- (cd _build/default/src/lib_bls12_381_signature/test && ./main.exe)
- [02:00:53.070] [SUCCESS] (1/160) BLS Signature: Common features to both instanciations (Size in bytes of sk)
- [02:00:53.070] [SUCCESS] (2/160) BLS Signature: Common features to both instanciations (sk_of_bytes_opt and sk_to_bytes are inverse functions)
- [02:00:53.070] [SUCCESS] (3/160) BLS Signature: Common features to both instanciations (sk_of_bytes_exn and sk_to_bytes are inverse functions)
- [02:00:53.070] [SUCCESS] (4/160) BLS Signature: Common features to both instanciations (sk_of_bytes_opt valid values)
- [02:00:53.071] [SUCCESS] (5/160) BLS Signature: Common features to both instanciations (sk_of_bytes_exn does not accept more than 32 bytes)
- [02:00:53.071] [SUCCESS] (6/160) BLS Signature: Common features to both instanciations (sk_of_bytes_opt does not accept more than 32 bytes)
- [02:00:53.071] [SUCCESS] (7/160) BLS Signature: Common features to both instanciations (sk_of_bytes_opt does not accept values higher than Fr modules but still on 32 bytes)
- [02:00:53.071] [SUCCESS] (8/160) BLS Signature: Common features to both instanciations (sk_of_bytes_exn does not accept values higher than Fr modules but still on 32 bytes)
- [02:00:53.071] [SUCCESS] (9/160) BLS Signature: Common features to both instanciations (sk_of_bytes_exn valid values)
- [02:00:53.071] [SUCCESS] (10/160) BLS Signature: Common features to both instanciations (generate_sk raises Invalid_argument is ikm is smaller than 32 bytes)
- [02:00:53.072] [SUCCESS] (11/160) BLS Signature: MinPk Size in bytes (pk)
- [02:00:53.073] [SUCCESS] (12/160) BLS Signature: MinPk Size in bytes (signature)
- [02:00:53.073] [SUCCESS] (13/160) BLS Signature: MinPk Auxiliary functions (unsafe_pk_of_bytes does no check on the input)
- [02:00:53.076] [SUCCESS] (14/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn accepts points in the subgroup and in compressed form)
- [02:00:53.078] [SUCCESS] (15/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt accepts points in the subgroup and in compressed form)
- [02:00:53.080] [SUCCESS] (16/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn does not accept points in the subgroup and in uncompressed form)
- [02:00:53.082] [SUCCESS] (17/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt does not accept points in the subgroup and in uncompressed form)
- [02:00:53.082] [SUCCESS] (18/160) BLS Signature: MinPk Auxiliary functions (unsafe_pk_of_bytes copies the input)
- [02:00:53.084] [SUCCESS] (19/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn copies the input)
- [02:00:53.086] [SUCCESS] (20/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt copies the input)
- [02:00:53.086] [SUCCESS] (21/160) BLS Signature: MinPk Auxiliary functions (unsafe_pk_of_bytes accepts points not in the subgroup)
- [02:00:53.086] [SUCCESS] (22/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn does check the input)
- [02:00:53.089] [SUCCESS] (23/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt and pk_to_bytes are inverse functions on valid inputs)
- [02:00:53.090] [SUCCESS] (24/160) BLS Signature: MinPk Auxiliary functions (unsafe_pk_of_bytes and pk_to_bytes are inverse functions on valid inputs)
- [02:00:53.093] [SUCCESS] (25/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn and pk_to_bytes are inverse functions on valid inputs)
- [02:00:53.093] [SUCCESS] (26/160) BLS Signature: MinPk Auxiliary functions (unsafe_pk_of_bytes and pk_to_bytes are inverse functions on any valid input)
- [02:00:53.093] [SUCCESS] (27/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_exn does verify the input represents a point in the subgroup)
- [02:00:53.094] [SUCCESS] (28/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt does verify the input represents a point in the subgroup)
- [02:00:53.094] [SUCCESS] (29/160) BLS Signature: MinPk Auxiliary functions (pk_of_bytes_opt does check the input)
- [02:00:53.094] [SUCCESS] (30/160) BLS Signature: MinPk Auxiliary functions (unsafe_signature_of_bytes does no check on the input)
- [02:00:53.103] [SUCCESS] (31/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn accepts points in the subgroup and in compressed form)
- [02:00:53.112] [SUCCESS] (32/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt accepts points in the subgroup and in compressed form)
- [02:00:53.120] [SUCCESS] (33/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn does not accept points in the subgroup and in uncompressed form)
- [02:00:53.128] [SUCCESS] (34/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt does not accept points in the subgroup and in uncompressed form)
- [02:00:53.128] [SUCCESS] (35/160) BLS Signature: MinPk Auxiliary functions (unsafe_signature_of_bytes copies the input)
- [02:00:53.137] [SUCCESS] (36/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn copies the input)
- [02:00:53.146] [SUCCESS] (37/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt copies the input)
- [02:00:53.146] [SUCCESS] (38/160) BLS Signature: MinPk Auxiliary functions (unsafe_signature_of_bytes accepts points not in the subgroup)
- [02:00:53.146] [SUCCESS] (39/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn does check the input)
- [02:00:53.155] [SUCCESS] (40/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt and signature_to_bytes are inverse functions on valid inputs)
- [02:00:53.163] [SUCCESS] (41/160) BLS Signature: MinPk Auxiliary functions (unsafe_signature_of_bytes and signature_to_bytes are inverse functions on valid inputs)
- [02:00:53.172] [SUCCESS] (42/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn and signature_to_bytes are inverse functions on valid inputs)
- [02:00:53.172] [SUCCESS] (43/160) BLS Signature: MinPk Auxiliary functions (unsafe_signature_of_bytes and signature_to_bytes are inverse functions on any valid input)
- [02:00:53.173] [SUCCESS] (44/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_exn does verify the input represents a point in the subgroup)
- [02:00:53.174] [SUCCESS] (45/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt does verify the input represents a point in the subgroup)
- [02:00:53.174] [SUCCESS] (46/160) BLS Signature: MinPk Auxiliary functions (signature_of_bytes_opt does check the input)
- [02:00:53.387] [SUCCESS] (47/160) BLS Signature: MinPk Properties and test vectors for Basic (Sign and verify same message with correct keys)
- [02:00:53.603] [SUCCESS] (48/160) BLS Signature: MinPk Properties and test vectors for Basic (Sign and verify different message with correct keys)
- [02:00:53.826] [SUCCESS] (49/160) BLS Signature: MinPk Properties and test vectors for Basic (Sign and verify same message with different keys)
- [02:00:54.053] [SUCCESS] (50/160) BLS Signature: MinPk Properties and test vectors for Basic (Sign and verify different message with different keys)
- [02:00:54.271] [SUCCESS] (51/160) BLS Signature: MinPk Properties and test vectors for Basic (Test full sign and verify with different ikm sizes)
- [02:00:54.275] [SUCCESS] (52/160) BLS Signature: MinPk Properties and test vectors for Basic (Sign and verify with a pk not in the prime subgroup)
- [02:00:54.536] [SUCCESS] (53/160) BLS Signature: MinPk Properties and test vectors for Basic (Test vectors from bls_sigs_ref)
- [02:00:54.837] [SUCCESS] (54/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Sign and verify same message with correct keys)
- [02:00:55.122] [SUCCESS] (55/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Sign and verify different message with correct keys)
- [02:00:55.420] [SUCCESS] (56/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Sign and verify same message with different keys)
- [02:00:55.729] [SUCCESS] (57/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Sign and verify different message with different keys)
- [02:00:56.026] [SUCCESS] (58/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Test full sign and verify with different ikm sizes)
- [02:00:56.032] [SUCCESS] (59/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Sign and verify with a pk not in the prime subgroup)
- [02:00:56.423] [SUCCESS] (60/160) BLS Signature: MinPk Properties and test vectors for Message augmentation (Test vectors from bls_sigs_ref)
- [02:00:56.657] [SUCCESS] (61/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Sign and verify same message with correct keys)
- [02:00:56.877] [SUCCESS] (62/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Sign and verify different message with correct keys)
- [02:00:57.109] [SUCCESS] (63/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Sign and verify same message with different keys)
- [02:00:57.338] [SUCCESS] (64/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Sign and verify different message with different keys)
- [02:00:57.551] [SUCCESS] (65/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Test full sign and verify with different ikm sizes)
- [02:00:57.555] [SUCCESS] (66/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Sign and verify with a pk not in the prime subgroup)
- [02:00:57.797] [SUCCESS] (67/160) BLS Signature: MinPk Properties and test vectors for Proof of possession (Test vectors from bls_sigs_ref)
- [02:00:58.098] [SUCCESS] (68/160) BLS Signature: MinPk Proof of possession proof/verify properties and test vectors (Pop G2 from file)
- [02:00:58.121] [SUCCESS] (69/160) BLS Signature: MinPk Proof of possession proof/verify properties and test vectors (Prove and verify with correct keys)
- [02:00:58.144] [SUCCESS] (70/160) BLS Signature: MinPk Proof of possession proof/verify properties and test vectors (Prove and verify with different pk for verify)
- [02:00:58.146] [SUCCESS] (71/160) BLS Signature: MinPk Proof of possession proof/verify properties and test vectors (Verify random proof)
- [02:00:58.146] [SUCCESS] (72/160) BLS Signature: MinSig Size in bytes (pk)
- [02:00:58.147] [SUCCESS] (73/160) BLS Signature: MinSig Size in bytes (signature)
- [02:00:58.147] [SUCCESS] (74/160) BLS Signature: MinSig Auxiliary functions (unsafe_pk_of_bytes does no check on the input)
- [02:00:58.156] [SUCCESS] (75/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn accepts points in the subgroup and in compressed form)
- [02:00:58.165] [SUCCESS] (76/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt accepts points in the subgroup and in compressed form)
- [02:00:58.173] [SUCCESS] (77/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn does not accept points in the subgroup and in uncompressed form)
- [02:00:58.181] [SUCCESS] (78/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt does not accept points in the subgroup and in uncompressed form)
- [02:00:58.181] [SUCCESS] (79/160) BLS Signature: MinSig Auxiliary functions (unsafe_pk_of_bytes copies the input)
- [02:00:58.190] [SUCCESS] (80/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn copies the input)
- [02:00:58.199] [SUCCESS] (81/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt copies the input)
- [02:00:58.199] [SUCCESS] (82/160) BLS Signature: MinSig Auxiliary functions (unsafe_pk_of_bytes accepts points not in the subgroup)
- [02:00:58.199] [SUCCESS] (83/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn does check the input)
- [02:00:58.208] [SUCCESS] (84/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt and pk_to_bytes are inverse functions on valid inputs)
- [02:00:58.216] [SUCCESS] (85/160) BLS Signature: MinSig Auxiliary functions (unsafe_pk_of_bytes and pk_to_bytes are inverse functions on valid inputs)
- [02:00:58.224] [SUCCESS] (86/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn and pk_to_bytes are inverse functions on valid inputs)
- [02:00:58.224] [SUCCESS] (87/160) BLS Signature: MinSig Auxiliary functions (unsafe_pk_of_bytes and pk_to_bytes are inverse functions on any valid input)
- [02:00:58.225] [SUCCESS] (88/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_exn does verify the input represents a point in the subgroup)
- [02:00:58.226] [SUCCESS] (89/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt does verify the input represents a point in the subgroup)
- [02:00:58.226] [SUCCESS] (90/160) BLS Signature: MinSig Auxiliary functions (pk_of_bytes_opt does check the input)
- [02:00:58.226] [SUCCESS] (91/160) BLS Signature: MinSig Auxiliary functions (unsafe_signature_of_bytes does no check on the input)
- [02:00:58.229] [SUCCESS] (92/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn accepts points in the subgroup and in compressed form)
- [02:00:58.231] [SUCCESS] (93/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt accepts points in the subgroup and in compressed form)
- [02:00:58.232] [SUCCESS] (94/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn does not accept points in the subgroup and in uncompressed form)
- [02:00:58.234] [SUCCESS] (95/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt does not accept points in the subgroup and in uncompressed form)
- [02:00:58.234] [SUCCESS] (96/160) BLS Signature: MinSig Auxiliary functions (unsafe_signature_of_bytes copies the input)
- [02:00:58.236] [SUCCESS] (97/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn copies the input)
- [02:00:58.239] [SUCCESS] (98/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt copies the input)
- [02:00:58.239] [SUCCESS] (99/160) BLS Signature: MinSig Auxiliary functions (unsafe_signature_of_bytes accepts points not in the subgroup)
- [02:00:58.239] [SUCCESS] (100/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn does check the input)
- [02:00:58.241] [SUCCESS] (101/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt and signature_to_bytes are inverse functions on valid inputs)
- [02:00:58.243] [SUCCESS] (102/160) BLS Signature: MinSig Auxiliary functions (unsafe_signature_of_bytes and signature_to_bytes are inverse functions on valid inputs)
- [02:00:58.245] [SUCCESS] (103/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn and signature_to_bytes are inverse functions on valid inputs)
- [02:00:58.245] [SUCCESS] (104/160) BLS Signature: MinSig Auxiliary functions (unsafe_signature_of_bytes and signature_to_bytes are inverse functions on any valid input)
- [02:00:58.245] [SUCCESS] (105/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_exn does verify the input represents a point in the subgroup)
- [02:00:58.246] [SUCCESS] (106/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt does verify the input represents a point in the subgroup)
- [02:00:58.246] [SUCCESS] (107/160) BLS Signature: MinSig Auxiliary functions (signature_of_bytes_opt does check the input)
- [02:00:58.431] [SUCCESS] (108/160) BLS Signature: MinSig Properties and test vectors for Basic (Sign and verify same message with correct keys)
- [02:00:58.618] [SUCCESS] (109/160) BLS Signature: MinSig Properties and test vectors for Basic (Sign and verify different message with correct keys)
- [02:00:58.839] [SUCCESS] (110/160) BLS Signature: MinSig Properties and test vectors for Basic (Sign and verify same message with different keys)
- [02:00:59.051] [SUCCESS] (111/160) BLS Signature: MinSig Properties and test vectors for Basic (Sign and verify different message with different keys)
- [02:00:59.243] [SUCCESS] (112/160) BLS Signature: MinSig Properties and test vectors for Basic (Test full sign and verify with different ikm sizes)
- [02:00:59.246] [SUCCESS] (113/160) BLS Signature: MinSig Properties and test vectors for Basic (Sign and verify with a pk not in the prime subgroup)
- [02:00:59.355] [SUCCESS] (114/160) BLS Signature: MinSig Properties and test vectors for Basic (Test vectors from bls_sigs_ref)
- [02:00:59.571] [SUCCESS] (115/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Sign and verify same message with correct keys)
- [02:00:59.783] [SUCCESS] (116/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Sign and verify different message with correct keys)
- [02:01:00.017] [SUCCESS] (117/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Sign and verify same message with different keys)
- [02:01:00.247] [SUCCESS] (118/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Sign and verify different message with different keys)
- [02:01:00.450] [SUCCESS] (119/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Test full sign and verify with different ikm sizes)
- [02:01:00.455] [SUCCESS] (120/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Sign and verify with a pk not in the prime subgroup)
- [02:01:00.678] [SUCCESS] (121/160) BLS Signature: MinSig Properties and test vectors for Message augmentation (Test vectors from bls_sigs_ref)
- [02:01:00.861] [SUCCESS] (122/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Sign and verify same message with correct keys)
- [02:01:01.043] [SUCCESS] (123/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Sign and verify different message with correct keys)
- [02:01:01.246] [SUCCESS] (124/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Sign and verify same message with different keys)
- [02:01:01.448] [SUCCESS] (125/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Sign and verify different message with different keys)
- [02:01:01.626] [SUCCESS] (126/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Test full sign and verify with different ikm sizes)
- [02:01:01.629] [SUCCESS] (127/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Sign and verify with a pk not in the prime subgroup)
- [02:01:01.730] [SUCCESS] (128/160) BLS Signature: MinSig Properties and test vectors for Proof of possession (Test vectors from bls_sigs_ref)
- [02:01:01.939] [SUCCESS] (129/160) BLS Signature: MinSig Proof of possession proof/verify properties and test vectors (Pop G2 from file)
- [02:01:01.959] [SUCCESS] (130/160) BLS Signature: MinSig Proof of possession proof/verify properties and test vectors (Prove and verify with correct keys)
- [02:01:01.978] [SUCCESS] (131/160) BLS Signature: MinSig Proof of possession proof/verify properties and test vectors (Prove and verify with different pk for verify)
- [02:01:01.981] [SUCCESS] (132/160) BLS Signature: MinSig Proof of possession proof/verify properties and test vectors (Verify random proof)
- [02:01:01.983] [SUCCESS] (133/160) BLS Aggregated Signature: minPk Properties for Basic (Verify signatures with the same message)
- [02:01:02.061] [SUCCESS] (134/160) BLS Aggregated Signature: minPk Properties for Basic (Sign and verify corret signature with correct pks and msgs)
- [02:01:02.139] [SUCCESS] (135/160) BLS Aggregated Signature: minPk Properties for Basic (Sign and verify corret signature with correct pks and some incorrect msgs)
- [02:01:02.219] [SUCCESS] (136/160) BLS Aggregated Signature: minPk Properties for Basic (Sign and verify corret signature with some incorrect pks and correct msgs)
- [02:01:02.225] [SUCCESS] (137/160) BLS Aggregated Signature: minPk Properties for Message augmentation (Verify signatures with the same message is allowed)
- [02:01:02.314] [SUCCESS] (138/160) BLS Aggregated Signature: minPk Properties for Message augmentation (Sign and verify corret signature with correct pks and msgs)
- [02:01:02.400] [SUCCESS] (139/160) BLS Aggregated Signature: minPk Properties for Message augmentation (Sign and verify corret signature with correct pks and some incorrect msgs)
- [02:01:02.489] [SUCCESS] (140/160) BLS Aggregated Signature: minPk Properties for Message augmentation (Sign and verify corret signature with some incorrect pks and correct msgs)
- [02:01:02.684] [SUCCESS] (141/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify correct signature with correct pks, pops and msg)
- [02:01:02.923] [SUCCESS] (142/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify incorrect signature with correct pks, pops and msg)
- [02:01:03.130] [SUCCESS] (143/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify correct signature with correct pks, pops and incorrect msg)
- [02:01:03.289] [SUCCESS] (144/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify correct signature with some incorrect pks and correct pops and msg)
- [02:01:03.486] [SUCCESS] (145/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify correct signature with some incorrect pks and pops and correct msg)
- [02:01:03.686] [SUCCESS] (146/160) BLS Aggregated Signature: minPk Properties for Proof of possession (Sign and verify correct signature with correct pks and some incorrect pops and correct msg)
- [02:01:03.688] [SUCCESS] (147/160) BLS Aggregated Signature: minSig Properties for Basic (Verify signatures with the same message)
- [02:01:03.757] [SUCCESS] (148/160) BLS Aggregated Signature: minSig Properties for Basic (Sign and verify corret signature with correct pks and msgs)
- [02:01:03.830] [SUCCESS] (149/160) BLS Aggregated Signature: minSig Properties for Basic (Sign and verify corret signature with correct pks and some incorrect msgs)
- [02:01:03.905] [SUCCESS] (150/160) BLS Aggregated Signature: minSig Properties for Basic (Sign and verify corret signature with some incorrect pks and correct msgs)
- [02:01:03.911] [SUCCESS] (151/160) BLS Aggregated Signature: minSig Properties for Message augmentation (Verify signatures with the same message is allowed)
- [02:01:03.994] [SUCCESS] (152/160) BLS Aggregated Signature: minSig Properties for Message augmentation (Sign and verify corret signature with correct pks and msgs)
- [02:01:04.076] [SUCCESS] (153/160) BLS Aggregated Signature: minSig Properties for Message augmentation (Sign and verify corret signature with correct pks and some incorrect msgs)
- [02:01:04.164] [SUCCESS] (154/160) BLS Aggregated Signature: minSig Properties for Message augmentation (Sign and verify corret signature with some incorrect pks and correct msgs)
- [02:01:04.328] [SUCCESS] (155/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify correct signature with correct pks, pops and msg)
- [02:01:04.519] [SUCCESS] (156/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify incorrect signature with correct pks, pops and msg)
- [02:01:04.700] [SUCCESS] (157/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify correct signature with correct pks, pops and incorrect msg)
- [02:01:04.846] [SUCCESS] (158/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify correct signature with some incorrect pks and correct pops and msg)
- [02:01:04.988] [SUCCESS] (159/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify correct signature with some incorrect pks and pops and correct msg)
- [02:01:05.139] [SUCCESS] (160/160) BLS Aggregated Signature: minSig Properties for Proof of possession (Sign and verify correct signature with correct pks and some incorrect pops and correct msg)
- (cd _build/default/src/lib_crypto/test && ./main.exe)
- qcheck random seed: 419468298
- [02:00:56.120] [SUCCESS] (1/60) tezos-crypto: context_hash (Version.of_int input validation)
- [02:00:56.206] [SUCCESS] (2/60) tezos-crypto: timelock legacy (timelock legacy: raw scenario short)
- [02:00:56.250] [SUCCESS] (3/60) tezos-crypto: timelock legacy (timelock legacy: raw scenario)
- [02:00:56.719] [SUCCESS] (4/60) tezos-crypto: timelock legacy (timelock legacy: raw scenario long)
- [02:00:56.795] [SUCCESS] (5/60) tezos-crypto: timelock legacy (timelock legacy: high level scenario)
-
- with secret: 0.349902
- without secret: 1.486744[02:00:58.685] [SUCCESS] (6/60) tezos-crypto: timelock legacy (timelock legacy: bench)
- [02:00:58.753] [SUCCESS] (7/60) tezos-crypto: timelock legacy (timelock legacy: negative test)
- [02:00:58.776] [SUCCESS] (8/60) tezos-crypto: timelock legacy (timelock legacy: samplertest)
- [02:00:58.790] [SUCCESS] (9/60) tezos-crypto: timelock (raw scenario - precomputed 1000)
- [02:00:59.134] [SUCCESS] (10/60) tezos-crypto: timelock (raw scenario - precomputed 30_000)
- [02:00:59.138] [SUCCESS] (11/60) tezos-crypto: timelock (raw scenario - short)
- [02:01:00.262] [SUCCESS] (12/60) tezos-crypto: timelock (raw scenario - long)
- [02:01:00.275] [SUCCESS] (13/60) tezos-crypto: timelock (high level scenario - short)
- [02:01:00.315] [SUCCESS] (14/60) tezos-crypto: timelock (high level scenario - long)
-
- without secret: 3.752132[02:01:04.121] [SUCCESS] (15/60) tezos-crypto: timelock (bench)
- [02:01:04.130] [SUCCESS] (16/60) tezos-crypto: timelock (negative test - high level)
- [02:01:04.136] [SUCCESS] (17/60) tezos-crypto: timelock (negative test - low level)
- [02:01:04.144] [SUCCESS] (18/60) tezos-crypto: timelock (sampler test)
- [02:01:04.147] [SUCCESS] (19/60) tezos-crypto: timelock (test wesolowski)
- [02:01:04.147] [SUCCESS] (20/60) tezos-crypto: ed25519-encodings (b58check.roundtrip)
- [02:01:04.147] [SUCCESS] (21/60) tezos-crypto: ed25519-encodings (b58check.invalid)
- [02:01:04.148] [SUCCESS] (22/60) tezos-crypto: ed25519-encodings (b58 pkh encodings)
- [02:01:04.153] [SUCCESS] (23/60) tezos-crypto: ed25519-encodings (b58 key encodings)
- [02:01:04.153] [SUCCESS] (24/60) tezos-crypto: secp256k1-encodings (b58check.roundtrip)
- [02:01:04.154] [SUCCESS] (25/60) tezos-crypto: secp256k1-encodings (b58check.invalid)
- [02:01:04.154] [SUCCESS] (26/60) tezos-crypto: secp256k1-encodings (b58 pkh encodings)
- [02:01:04.159] [SUCCESS] (27/60) tezos-crypto: secp256k1-encodings (b58 key encodings)
- [02:01:04.159] [SUCCESS] (28/60) tezos-crypto: p256-encodings (b58check.roundtrip)
- [02:01:04.160] [SUCCESS] (29/60) tezos-crypto: p256-encodings (b58check.invalid)
- [02:01:04.160] [SUCCESS] (30/60) tezos-crypto: p256-encodings (b58 pkh encodings)
- [02:01:04.179] [SUCCESS] (31/60) tezos-crypto: p256-encodings (b58 key encodings)
- [02:01:04.179] [SUCCESS] (32/60) tezos-crypto: bls12_381-encodings (b58check.roundtrip)
- [02:01:04.180] [SUCCESS] (33/60) tezos-crypto: bls12_381-encodings (b58check.invalid)
- [02:01:04.180] [SUCCESS] (34/60) tezos-crypto: bls12_381-encodings (b58 pkh encodings)
- [02:01:04.195] [SUCCESS] (35/60) tezos-crypto: bls12_381-encodings (b58 key encodings)
- [02:01:04.196] [SUCCESS] (36/60) tezos-crypto: signature (size)
- [02:01:04.196] [SUCCESS] (37/60) tezos-crypto: signature (test_of_bytes_without_validation)
- [02:01:04.199] [SUCCESS] (38/60) tezos-crypto: signature (secp256k1-keccak256 scheme implementation integrity)
- [02:01:04.200] [SUCCESS] (39/60) tezos-crypto: merkle (compute)
- [02:01:04.200] [SUCCESS] (40/60) tezos-crypto: merkle (compute_examples)
- [02:01:04.237] [SUCCESS] (41/60) tezos-crypto: merkle (path)
- [02:01:04.237] [SUCCESS] (42/60) tezos-crypto: merkle (path_examples)
- [02:01:04.237] [SUCCESS] (43/60) tezos-crypto: deterministic_nonce (hash_matches_ed25519)
- [02:01:04.237] [SUCCESS] (44/60) tezos-crypto: deterministic_nonce (hash_matches_p256)
- [02:01:04.237] [SUCCESS] (45/60) tezos-crypto: deterministic_nonce (hash_matches_secp256k1)
- [02:01:04.237] [SUCCESS] (46/60) tezos-crypto: crypto_box (Neuterize Secret roundtrip)
- [02:01:04.238] [SUCCESS] (47/60) tezos-crypto: crypto_box (Public Key Hash roundtrip)
- [02:01:04.238] [SUCCESS] (48/60) tezos-crypto: crypto_box (HACL* box (noalloc))
- [02:01:04.238] [SUCCESS] (49/60) tezos-crypto: crypto_box (HACL* box)
- [02:01:04.238] [SUCCESS] (50/60) tezos-crypto: crypto_box (Check PoW)
- [02:01:04.238] [SUCCESS] (51/60) tezos-crypto: blake2b-encodings (hash hex/dehex)
- [02:01:04.238] [SUCCESS] (52/60) tezos-crypto: blake2b-encodings (hash print/parse)
- [02:01:04.239] [SUCCESS] (53/60) tezos-crypto: base58 (safe decoding)
- [02:01:04.247] [SUCCESS] (54/60) tezos-crypto: base58 (safe encoding/decoding)
- [02:01:04.256] [SUCCESS] (55/60) tezos-crypto: base58 (raw encoding/decoding)
- [02:01:05.271] [SUCCESS] (56/60) tezos-crypto-prop-signature: bls12_381 (Aggregate_signature_Bls12_381_sign_check)
- [02:01:05.297] [SUCCESS] (57/60) tezos-crypto-prop-signature: Ed25519 (Signature_Ed25519_sign_check)
- [02:01:05.314] [SUCCESS] (58/60) tezos-crypto-prop-signature: Secp256k1 (Signature_Secp256k1_sign_check)
- [02:01:05.401] [SUCCESS] (59/60) tezos-crypto-prop-signature: P256 (Signature_P256_sign_check)
- [02:01:05.639] [SUCCESS] (60/60) tezos-crypto-prop-signature: Bls (Signature_Bls_sign_check)
- (cd _build/default/src/lib_hacl/test && ./main.exe)
- qcheck random seed: 709734884
- [02:00:55.784] [SUCCESS] (1/40) hacl-test: tests (Testing Ed25519)
- [02:00:55.785] [SUCCESS] (2/40) hacl-test: tests (Testing P256)
- [02:00:55.786] [SUCCESS] (3/40) hacl-test: tests (Testing Curve25519)
- [02:00:55.786] [SUCCESS] (4/40) hacl-test: tests (Testing SHA2_256)
- [02:00:55.786] [SUCCESS] (5/40) hacl-test: tests (Testing SHA2_512)
- [02:00:55.786] [SUCCESS] (6/40) hacl-test: tests (Testing SHA3_256)
- [02:00:55.786] [SUCCESS] (7/40) hacl-test: tests (Testing SHA3_512)
- [02:00:55.786] [SUCCESS] (8/40) hacl-test: tests (Testing Keccak)
- [02:00:55.786] [SUCCESS] (9/40) hacl-test: tests (Testing HMAC_SHA2_256)
- [02:00:55.786] [SUCCESS] (10/40) hacl-test: tests (Testing HMAC_SHA2_512)
- [02:00:55.786] [SUCCESS] (11/40) hacl-test: tests (Testing Blake2b)
- [02:00:55.786] [SUCCESS] (12/40) hacl-test: tests (Testing NaCl.Secretbox)
- [02:00:55.786] [SUCCESS] (13/40) hacl-test: tests (Testing NaCl.Box)
- [02:00:55.807] [SUCCESS] (14/40) tezos-crypto-signature-pk: P256_Pros (P256_pk_of_bytes)
- [02:00:55.811] [SUCCESS] (15/40) tezos-crypto-shaX-props: SHA256_Props (SHA256_incremental_one)
- [02:01:00.971] [SUCCESS] (16/40) tezos-crypto-shaX-props: SHA256_Props (SHA256_incremental_list)
- [02:01:00.978] [SUCCESS] (17/40) tezos-crypto-shaX-props: SHA512_Props (SHA512_incremental_one)
- [02:01:05.963] [SUCCESS] (18/40) tezos-crypto-shaX-props: SHA512_Props (SHA512_incremental_list)
- [02:01:05.963] [SUCCESS] (19/40) tezos-crypto: hash (hmac_sha256)
- [02:01:05.964] [SUCCESS] (20/40) tezos-crypto: hash (hmac_sha512)
- [02:01:05.964] [SUCCESS] (21/40) tezos-crypto: hash (sha256)
- [02:01:05.964] [SUCCESS] (22/40) tezos-crypto: hash (sha512)
- [02:01:05.964] [SUCCESS] (23/40) tezos-crypto: hash (sha3_256)
- [02:01:05.964] [SUCCESS] (24/40) tezos-crypto: hash (sha3_512)
- [02:01:05.964] [SUCCESS] (25/40) tezos-crypto: hash (keccak_256)
- [02:01:05.964] [SUCCESS] (26/40) tezos-crypto: hash (sha256_seq)
- [02:01:05.964] [SUCCESS] (27/40) tezos-crypto: blake2b (0)
- [02:01:05.964] [SUCCESS] (28/40) tezos-crypto: blake2b (1)
- [02:01:05.964] [SUCCESS] (29/40) tezos-crypto: blake2b (2)
- [02:01:05.964] [SUCCESS] (30/40) tezos-crypto: secretbox (secretbox)
- [02:01:05.964] [SUCCESS] (31/40) tezos-crypto: box (box)
- [02:01:05.964] [SUCCESS] (32/40) tezos-crypto: ed25519 (keypair)
- [02:01:05.964] [SUCCESS] (33/40) tezos-crypto: ed25519 (sign)
- [02:01:05.965] [SUCCESS] (34/40) tezos-crypto: ed25519 (public)
- [02:01:05.965] [SUCCESS] (35/40) tezos-crypto: ed25519 (ed25519-speccheck)
- [02:01:05.967] [SUCCESS] (36/40) tezos-crypto: p256 (export)
- [02:01:05.973] [SUCCESS] (37/40) tezos-crypto: p256 (write_key)
- [02:01:05.976] [SUCCESS] (38/40) tezos-crypto: p256 (keypair)
- [02:01:05.984] [SUCCESS] (39/40) tezos-crypto: p256 (sign)
- [02:01:06.099] [SUCCESS] (40/40) tezos-crypto: p256 (test_vectors)
- (cd _build/default/src/lib_distributed_plonk/test && ./main.exe -q)
- Random seed: 42
- Testing `Distributed PlonK'.
- This run has ID `OSVPIK13'.
-
- [OK] Distribution 0 test_distribution_kzg.
- [OK] Distribution 1 test_distribution_kzg_pack.
- [OK] Distribution 2 test_distribution_meta.
- [OK] Distribution 3 test_distribution_RC.
-
- Full test results in `~/.opam/4.14/.opam-switch/build/octez-libs.19.0/_build/default/src/lib_distributed_plonk/test/_build/_tests/Distributed PlonK'.
- Test Successful in 3.696s. 4 tests run.
- (cd _build/default/src/lib_stdlib/test && ./main.exe)
- qcheck random seed: 835264966
- [02:00:55.589] [SUCCESS] (1/63) TzString: split (handles a duplicated separator)
- [02:00:55.593] [SUCCESS] (2/63) TzString: split (TzString.split is reversed by String.concat)
- [02:00:55.593] [SUCCESS] (3/63) TzString: chunk_bytes (Returns empty list when splitting empty bytes)
- [02:00:55.593] [SUCCESS] (4/63) TzString: chunk_bytes (Chunks a sequence of bytes - no error, partial chunk)
- [02:00:55.593] [SUCCESS] (5/63) TzString: chunk_bytes (Errors if last chunk is uncomplete - error passed as argument)
- [02:00:55.593] [SUCCESS] (6/63) TzString: chunk_bytes (Chunks a sequence of bytes - error passed as arguments, no partial chunk)
- [02:00:55.595] [SUCCESS] (7/63) TzString: chunk_bytes (TzString.chunk_bytes chunks bytes correctly)
- [02:00:55.595] [SUCCESS] (8/63) stdlib: tzList (repeat)
- [02:00:55.595] [SUCCESS] (9/63) stdlib: tzList (consistency)
- [02:00:55.595] [SUCCESS] (10/63) stdlib: tzList (consistency(rev))
- [02:00:55.595] [SUCCESS] (11/63) stdlib: tzList (split)
- [02:00:55.595] [SUCCESS] (12/63) stdlib: tzList (rev_split)
- [02:00:55.595] [SUCCESS] (13/63) stdlib: tzList (all_equal)
- [02:00:55.595] [SUCCESS] (14/63) TzBytes: bitwise_reference (unit_test)
- [02:00:57.309] [SUCCESS] (15/63) TzBytes: bitwise_small (random_contents_test)
- [02:00:58.831] [SUCCESS] (16/63) TzBytes: bitwise_huge (random_contents_test)
- [02:00:59.041] [SUCCESS] (17/63) TzBytes: bitwise_very_huge (int64_shift)
- [02:00:59.042] [SUCCESS] (18/63) TzBytes: bitwise_test_shift_zero (test_shift_zero)
- [02:00:59.042] [SUCCESS] (19/63) TzBytes: bitwise_test_functional (test_functional)
- [02:00:59.042] [SUCCESS] (20/63) stdlib: hash_queue (capacity (create n) = n)
- [02:00:59.042] [SUCCESS] (21/63) stdlib: hash_queue (replace)
- [02:00:59.042] [SUCCESS] (22/63) stdlib: hash_queue (replace_incr_length)
- [02:00:59.042] [SUCCESS] (23/63) stdlib: hash_queue (replace_existing)
- [02:00:59.042] [SUCCESS] (24/63) stdlib: hash_queue (peek)
- [02:00:59.042] [SUCCESS] (25/63) stdlib: hash_queue (peek_empty)
- [02:00:59.042] [SUCCESS] (26/63) stdlib: hash_queue (peek_at_most)
- [02:00:59.042] [SUCCESS] (27/63) stdlib: hash_queue (peek_at_most_above_length)
- [02:00:59.042] [SUCCESS] (28/63) stdlib: hash_queue (peek_at_most_above_capacity)
- [02:00:59.042] [SUCCESS] (29/63) stdlib: hash_queue (take)
- [02:00:59.042] [SUCCESS] (30/63) stdlib: hash_queue (take_empty)
- [02:00:59.042] [SUCCESS] (31/63) stdlib: hash_queue (take_at_most)
- [02:00:59.042] [SUCCESS] (32/63) stdlib: hash_queue (take_at_most_above_length)
- [02:00:59.042] [SUCCESS] (33/63) stdlib: hash_queue (take_at_most_above_capacity)
- [02:00:59.042] [SUCCESS] (34/63) stdlib: hash_queue (replace_above_capacity)
- [02:00:59.042] [SUCCESS] (35/63) stdlib: hash_queue (clear)
- [02:00:59.042] [SUCCESS] (36/63) stdlib: hash_queue (fold)
- [02:00:59.042] [SUCCESS] (37/63) stdlib: hash_queue (elements)
- [02:00:59.042] [SUCCESS] (38/63) stdlib: hash_queue (keys)
- [02:00:59.042] [SUCCESS] (39/63) stdlib: hash_queue (bindings)
- [02:00:59.042] [SUCCESS] (40/63) stdlib: hash_queue (take_replace_keep_order)
- [02:00:59.042] [SUCCESS] (41/63) stdlib: FunctionalArray (make_fallback)
- [02:00:59.042] [SUCCESS] (42/63) stdlib: FunctionalArray (fresh_accesses)
- [02:00:59.043] [SUCCESS] (43/63) stdlib: FunctionalArray (get_set)
- [02:00:59.043] [SUCCESS] (44/63) stdlib: FunctionalArray (out_of_bounds)
- [02:00:59.043] [SUCCESS] (45/63) stdlib: FunctionalArray (immutable_fallback)
- [02:00:59.043] [SUCCESS] (46/63) stdlib: FunctionalArray (iter)
- [02:00:59.043] [SUCCESS] (47/63) stdlib: FunctionalArray (map)
- [02:00:59.043] [SUCCESS] (48/63) stdlib: FunctionalArray (fold)
- [02:00:59.043] [SUCCESS] (49/63) stdlib: FunctionalArray (fold_map)
- [02:00:59.043] [SUCCESS] (50/63) stdlib: FallbackArray (of_list)
- [02:00:59.043] [SUCCESS] (51/63) stdlib: FallbackArray (make_fallback)
- [02:00:59.043] [SUCCESS] (52/63) stdlib: FallbackArray (fresh_accesses)
- [02:00:59.043] [SUCCESS] (53/63) stdlib: FallbackArray (get_set)
- [02:00:59.043] [SUCCESS] (54/63) stdlib: FallbackArray (out_of_bounds)
- [02:00:59.043] [SUCCESS] (55/63) stdlib: FallbackArray (immutable_fallback)
- [02:00:59.043] [SUCCESS] (56/63) stdlib: FallbackArray (iter)
- [02:00:59.043] [SUCCESS] (57/63) stdlib: FallbackArray (map)
- [02:00:59.043] [SUCCESS] (58/63) stdlib: FallbackArray (fold)
- [02:00:59.043] [SUCCESS] (59/63) stdlib: FallbackArray (fold_map)
- [02:00:59.043] [SUCCESS] (60/63) stdlib: Bounded_heap (create 0 works)
- [02:00:59.919] [SUCCESS] (61/63) stdlib: Bounded_heap (bounded_heap (qcheck))
- [02:00:59.919] [SUCCESS] (62/63) stdlib: numbits (numbits_on_samples)
- [02:01:07.838] [SUCCESS] (63/63) stdlib: numbits (numbits_correct)
- (cd _build/default/src/lib_bls12_381_polynomial/test && ./main.exe)
- qcheck random seed: 384432637
- [02:00:56.577] [SUCCESS] (1/107) PlonK: Domains (test_generator)
- [02:00:56.579] [SUCCESS] (2/107) PlonK: Domains (build_domain)
- [02:00:56.582] [SUCCESS] (3/107) PlonK: Domains (build_domain_power_of_two)
- [02:00:56.584] [SUCCESS] (4/107) PlonK: Domains (to_domain_array)
- [02:00:56.584] [SUCCESS] (5/107) PlonK: Coefficients (equal)
- [02:00:56.584] [SUCCESS] (6/107) PlonK: Coefficients (copy)
- [02:00:56.584] [SUCCESS] (7/107) PlonK: Coefficients (shift)
- [02:00:56.584] [SUCCESS] (8/107) PlonK: Coefficients (split poly)
- [02:00:56.584] [SUCCESS] (9/107) PlonK: Coefficients (split poly2)
- [02:00:56.584] [SUCCESS] (10/107) PlonK: Coefficients (degree of zero is infinity)
- [02:00:56.584] [SUCCESS] (11/107) PlonK: Coefficients (degree of constant is one)
- [02:00:56.584] [SUCCESS] (12/107) PlonK: Coefficients (degree int test vectors)
- [02:00:56.585] [SUCCESS] (13/107) PlonK: Coefficients (evaluation at any point of the zero polynomial)
- [02:00:56.585] [SUCCESS] (14/107) PlonK: Coefficients (evaluation at any point of a random constant polynomial)
- [02:00:56.585] [SUCCESS] (15/107) PlonK: Coefficients (evaluation at zero of a random constant polynomial)
- [02:00:56.585] [SUCCESS] (16/107) PlonK: Coefficients (evaluation at zero of the zero polynomial)
- [02:00:56.585] [SUCCESS] (17/107) PlonK: Coefficients (evaluation at any point of the polynomial X)
- [02:00:56.586] [SUCCESS] (18/107) PlonK: Coefficients (of_coeff_to_dense_vectors)
- [02:00:56.590] [SUCCESS] (19/107) PlonK: Coefficients (test properties nullifier 0 * P = P * 0 = 0)
- [02:00:56.590] [SUCCESS] (20/107) PlonK: Coefficients (test properties commutativity p * q = p * q)
- [02:00:56.591] [SUCCESS] (21/107) PlonK: Coefficients (test properties distributivity and communtativity a p * b q = (a * b) (p * q) = (b p) * (a q) = p * (a * b) q)
- [02:00:56.592] [SUCCESS] (22/107) PlonK: Coefficients (test interpolation with only roots)
- [02:00:56.592] [SUCCESS] (23/107) PlonK: Coefficients (test evaluation with zero polynomial)
- [02:00:56.774] [SUCCESS] (24/107) PlonK: Coefficients (test evaluation with smaller polynomial)
- [02:00:56.774] [SUCCESS] (25/107) PlonK: Coefficients (test multiply constant by scalar zero is zero)
- [02:00:56.774] [SUCCESS] (26/107) PlonK: Coefficients (test multiply degree one by scalar zero is zero)
- [02:00:56.774] [SUCCESS] (27/107) PlonK: Coefficients (test property opposite twice)
- [02:00:56.774] [SUCCESS] (28/107) PlonK: Coefficients (test property opposite of constant)
- [02:00:56.774] [SUCCESS] (29/107) PlonK: Coefficients (test property opposite of zero)
- [02:00:56.777] [SUCCESS] (30/107) PlonK: Polynomial_c (build_erase)
- [02:00:56.783] [SUCCESS] (31/107) PlonK: Polynomial_c (vectors_fft)
- [02:00:56.790] [SUCCESS] (32/107) PlonK: Polynomial_c (big_vectors_fft)
- [02:00:59.729] [SUCCESS] (33/107) PlonK: Polynomial_c (ifft_random)
- [02:00:59.867] [SUCCESS] (34/107) PlonK: Polynomial_c (get_sparse_coefficients)
- [02:00:59.870] [SUCCESS] (35/107) PlonK: Polynomial_c (copy)
- [02:00:59.871] [SUCCESS] (36/107) PlonK: Polynomial_c (get_zero)
- [02:00:59.871] [SUCCESS] (37/107) PlonK: Polynomial_c (get_one)
- [02:00:59.871] [SUCCESS] (38/107) PlonK: Polynomial_c (get_random)
- [02:00:59.871] [SUCCESS] (39/107) PlonK: Polynomial_c (one)
- [02:00:59.874] [SUCCESS] (40/107) PlonK: Polynomial_c (degree)
- [02:00:59.883] [SUCCESS] (41/107) PlonK: Polynomial_c (add)
- [02:00:59.890] [SUCCESS] (42/107) PlonK: Polynomial_c (add_inplace)
- [02:00:59.898] [SUCCESS] (43/107) PlonK: Polynomial_c (sub)
- [02:00:59.906] [SUCCESS] (44/107) PlonK: Polynomial_c (sub_inplace)
- [02:00:59.932] [SUCCESS] (45/107) PlonK: Polynomial_c (mul)
- [02:00:59.936] [SUCCESS] (46/107) PlonK: Polynomial_c (opposite)
- [02:00:59.941] [SUCCESS] (47/107) PlonK: Polynomial_c (opposite_inplace)
- [02:00:59.950] [SUCCESS] (48/107) PlonK: Polynomial_c (mul_by_scalar)
- [02:00:59.959] [SUCCESS] (49/107) PlonK: Polynomial_c (mul_by_scalar_inplace)
- [02:00:59.959] [SUCCESS] (50/107) PlonK: Polynomial_c (is_zero)
- [02:00:59.960] [SUCCESS] (51/107) PlonK: Polynomial_c (evaluate)
- [02:01:00.104] [SUCCESS] (52/107) PlonK: Polynomial_c (division_x_z)
- [02:01:00.222] [SUCCESS] (53/107) PlonK: Polynomial_c (division_xn_minus_one)
- [02:01:00.228] [SUCCESS] (54/107) PlonK: Polynomial_c (division_xn_minus_one_limit_case)
- [02:01:00.237] [SUCCESS] (55/107) PlonK: Polynomial_c (division_xn_minus_one_lt_2n)
- [02:01:00.354] [SUCCESS] (56/107) PlonK: Polynomial_c (division_xn_plus_one)
- [02:01:00.364] [SUCCESS] (57/107) PlonK: Polynomial_c (division_xn_plus_one_lt_2n)
- [02:01:00.495] [SUCCESS] (58/107) PlonK: Polynomial_c (division_xn_plus_c)
- [02:01:00.504] [SUCCESS] (59/107) PlonK: Polynomial_c (division_xn_plus_c_lt_2n)
- [02:01:00.517] [SUCCESS] (60/107) PlonK: Polynomial_c (test_linear)
- [02:01:00.531] [SUCCESS] (61/107) PlonK: Polynomial_c (test_linear_with_powers)
- [02:01:00.548] [SUCCESS] (62/107) PlonK: Polynomial_c (test_linear_with_powers_equal_length)
- [02:01:00.551] [SUCCESS] (63/107) PlonK: Polynomial_c (fft_evaluate)
- [02:01:00.555] [SUCCESS] (64/107) PlonK: Polynomial_c (fft_interpolate)
- [02:01:05.806] [SUCCESS] (65/107) PlonK: Polynomial_c (fft_pfa_evaluate)
- [02:01:05.810] [SUCCESS] (66/107) PlonK: Polynomial_c (fft_pfa_interpolate)
- [02:01:08.128] [SUCCESS] (67/107) PlonK: Polynomial_c (fft_dft_evaluate)
- [02:01:08.441] [SUCCESS] (68/107) PlonK: Polynomial_c (fft_dft_interpolate)
- [02:01:08.443] [SUCCESS] (69/107) PlonK: Polynomial_c (of_dense)
- [02:01:08.519] [SUCCESS] (70/107) PlonK: Polynomial_c (of_carray does not copy the carray)
- [02:01:08.519] [SUCCESS] (71/107) PlonK: Evaluations_c (test_of_array_zero)
- [02:01:08.520] [SUCCESS] (72/107) PlonK: Evaluations_c (test_of_array_const)
- [02:01:08.521] [SUCCESS] (73/107) PlonK: Evaluations_c (test_of_array)
- [02:01:08.521] [SUCCESS] (74/107) PlonK: Evaluations_c (test_zero)
- [02:01:08.521] [SUCCESS] (75/107) PlonK: Evaluations_c (test_is_zero)
- [02:01:08.522] [SUCCESS] (76/107) PlonK: Evaluations_c (test_copy)
- [02:01:08.523] [SUCCESS] (77/107) PlonK: Evaluations_c (test_copy_inplace)
- [02:01:08.525] [SUCCESS] (78/107) PlonK: Evaluations_c (test_mul_by_scalar)
- [02:01:08.526] [SUCCESS] (79/107) PlonK: Evaluations_c (test_mul_zero)
- [02:01:08.527] [SUCCESS] (80/107) PlonK: Evaluations_c (test_mul_one)
- [02:01:08.531] [SUCCESS] (81/107) PlonK: Evaluations_c (test_mul_commutativity)
- [02:01:08.561] [SUCCESS] (82/107) PlonK: Evaluations_c (test_mul_diff_size)
- [02:01:08.591] [SUCCESS] (83/107) PlonK: Evaluations_c (test_mul_diff_size_composition_gx)
- [02:01:08.787] [SUCCESS] (84/107) PlonK: Evaluations_c (test_mul)
- [02:01:08.787] [SUCCESS] (85/107) PlonK: Evaluations_c (test_linear_zero)
- [02:01:08.788] [SUCCESS] (86/107) PlonK: Evaluations_c (test_linear_zero_const)
- [02:01:08.789] [SUCCESS] (87/107) PlonK: Evaluations_c (test_linear_zero_composition_gx)
- [02:01:08.801] [SUCCESS] (88/107) PlonK: Evaluations_c (test_linear_diff_size)
- [02:01:08.815] [SUCCESS] (89/107) PlonK: Evaluations_c (test_linear)
- [02:01:08.819] [SUCCESS] (90/107) PlonK: Evaluations_c (test_add)
- [02:01:08.822] [SUCCESS] (91/107) PlonK: Evaluations_c (test_add_zero)
- [02:01:08.844] [SUCCESS] (92/107) PlonK: Evaluations_c (test_linear_with_powers_equal_length)
- [02:01:08.862] [SUCCESS] (93/107) PlonK: Evaluations_c (test_linear_with_powers)
- [02:01:08.863] [SUCCESS] (94/107) PlonK: Evaluations_c (test_linear_with_powers_zeros)
- [02:01:08.863] [SUCCESS] (95/107) PlonK: Srs (get_set)
- [02:01:08.864] [SUCCESS] (96/107) PlonK: Srs (pippenger)
- [02:01:08.870] [SUCCESS] (97/107) PlonK: Srs (pippenger test vectors)
- [02:01:08.871] [SUCCESS] (98/107) PlonK: Srs (add and extract srs from pippenger ctxt)
- [02:01:08.873] [SUCCESS] (99/107) PlonK: Srs (load_from_file)
- [02:01:08.873] [SUCCESS] (100/107) PlonK: Srs (load_from_file_vector)
- [02:01:08.934] [SUCCESS] (101/107) PlonK: PBT (add_commutative)
- [02:01:09.103] [SUCCESS] (102/107) PlonK: PBT (mul_commutative)
- [02:01:09.440] [SUCCESS] (103/107) PlonK: PBT (mul_distibute_add)
- [02:01:09.459] [SUCCESS] (104/107) PlonK: PBT (add_identity)
- [02:01:09.477] [SUCCESS] (105/107) PlonK: PBT (sub_identity)
- [02:01:09.497] [SUCCESS] (106/107) PlonK: PBT (mul_identity)
- [02:01:09.516] [SUCCESS] (107/107) PlonK: PBT (add_absorbing)
- (cd _build/default/src/lib_stdlib/test-unix && ./main.exe)
- qcheck random seed: 412273309
- [02:00:55.398] [SUCCESS] (1/49) Lwt_utils: pick_fulfilled (test_already_successful)
- [02:00:55.398] [SUCCESS] (2/49) Lwt_utils: pick_fulfilled (test_already_rejected)
- [02:00:55.398] [SUCCESS] (3/49) Lwt_utils: pick_fulfilled (test_first_successful)
- [02:00:55.398] [SUCCESS] (4/49) Lwt_utils: pick_fulfilled (test_first_successful_remaining_canceled)
- [02:00:55.398] [SUCCESS] (5/49) Lwt_utils: pick_fulfilled (test_multi_successful)
- [02:00:55.398] [SUCCESS] (6/49) Lwt_utils: pick_fulfilled (test_last_successful_ignore_rejected)
- [02:00:55.398] [SUCCESS] (7/49) Lwt_utils: pick_fulfilled (test_none_sucessful)
- [02:00:55.398] [SUCCESS] (8/49) Lwt_utils: pick_fulfilled (test_empty_promises)
- [02:00:55.454] [SUCCESS] (9/49) Lwt_utils: pick_fulfilled (test_needle_in_haystack)
- [02:00:55.454] [SUCCESS] (10/49) Lwt_utils: pick_fulfilled (test_cancelling_parent_cancels_children)
- [02:00:55.455] [SUCCESS] (11/49) Lwt_pipe: Bounded (push-pop)
- [02:00:55.587] [SUCCESS] (12/49) Lwt_pipe: Bounded (push-pop-all)
- [02:00:55.587] [SUCCESS] (13/49) Lwt_pipe: Bounded (count-down)
- [02:00:55.587] [SUCCESS] (14/49) Lwt_pipe: Bounded (introspect)
- [02:00:55.587] [SUCCESS] (15/49) Lwt_pipe: Unbounded (push-pop)
- [02:00:55.587] [SUCCESS] (16/49) Lwt_pipe: Unbounded (count-down)
- [02:00:55.587] [SUCCESS] (17/49) stdlib: hash_queue_lwt (fold_s)
- [02:00:55.587] [SUCCESS] (18/49) stdlib: hash_queue_lwt (fold_es)
- [02:00:55.587] [SUCCESS] (19/49) stdlib: hash_queue_lwt (fold_es_error)
- [02:00:55.929] [SUCCESS] (20/49) Stdlib.circular_buffer: Invalid argument (Stdlib.circular_buffer.equivalence-with-reference-implementation-without-invalid-argument)
- [02:00:56.160] [SUCCESS] (21/49) Stdlib.circular_buffer: With reference (Stdlib.circular_buffer.equivalence-with-reference-implementation)
- [02:00:56.160] [SUCCESS] (22/49) tezos-stdlib: circular_buffer.constant-chunks.full (bad-fit)
- [02:00:56.160] [SUCCESS] (23/49) tezos-stdlib: circular_buffer.constant-chunks.full (bad-fit-underflow)
- [02:00:56.161] [SUCCESS] (24/49) tezos-stdlib: circular_buffer.constant-chunks.full (bad-fit-overflow)
- [02:00:56.162] [SUCCESS] (25/49) tezos-stdlib: circular_buffer.constant-chunks.full (perfect-fit)
- [02:00:57.196] [SUCCESS] (26/49) tezos-stdlib: circular_buffer.constant-chunks.full (perfect-fit-underflow)
- [02:00:57.201] [SUCCESS] (27/49) tezos-stdlib: circular_buffer.constant-chunks.full (perfect-fit-overflow)
- [02:00:57.201] [SUCCESS] (28/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (bad-fit)
- [02:00:57.201] [SUCCESS] (29/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (bad-fit-underflow)
- [02:00:57.202] [SUCCESS] (30/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (bad-fit-overflow)
- [02:00:57.206] [SUCCESS] (31/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (perfect-fit)
- [02:01:01.266] [SUCCESS] (32/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (perfect-fit-underflow)
- [02:01:01.276] [SUCCESS] (33/49) tezos-stdlib: circular_buffer.constant-chunks.partial-write (perfect-fit-overflow)
- [02:01:01.277] [SUCCESS] (34/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (bad-fit)
- [02:01:01.277] [SUCCESS] (35/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (bad-fit-underflow)
- [02:01:01.277] [SUCCESS] (36/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (bad-fit-overflow)
- [02:01:01.280] [SUCCESS] (37/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (perfect-fit)
- [02:01:06.596] [SUCCESS] (38/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (perfect-fit-underflow)
- [02:01:06.606] [SUCCESS] (39/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write (perfect-fit-overflow)
- [02:01:06.606] [SUCCESS] (40/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (bad-fit)
- [02:01:06.607] [SUCCESS] (41/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (bad-fit-underflow)
- [02:01:06.607] [SUCCESS] (42/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (bad-fit-overflow)
- [02:01:06.609] [SUCCESS] (43/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (perfect-fit)
- [02:01:11.971] [SUCCESS] (44/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (perfect-fit-underflow)
- [02:01:11.983] [SUCCESS] (45/49) tezos-stdlib: circular_buffer.constant-chunks.partial-read-write-interleaving (perfect-fit-overflow)
- [02:01:11.983] [SUCCESS] (46/49) tezos-stdlib: circular_buffer.fail_cases (Write_too_long-in_buffer)
- [02:01:11.983] [SUCCESS] (47/49) tezos-stdlib: circular_buffer.fail_cases (Write_too_long-extra_allocated_buffer)
- [02:01:11.983] [SUCCESS] (48/49) tezos-stdlib: circular_buffer.fail_cases (Read_too_long-in_buffer)
- [02:01:11.983] [SUCCESS] (49/49) tezos-stdlib: circular_buffer.fail_cases (Read_too_long-extra_allocated_buffer)
- (cd _build/.sandbox/15710537a7148cbe01383f703e73c365/default/src/lib_stdlib && .tezos_stdlib.inline-tests/inline-test-runner.exe inline-test-runner tezos_stdlib -partition bloomer.ml -source-tree-root ../.. -diff-cmd - -verbose)
- File "src/lib_stdlib/bloomer.ml", line 97, characters 0-817: random_read_writes (0.008 sec)
- File "src/lib_stdlib/bloomer.ml", line 123, characters 0-1339: peek and poke work with bits = [1 .. Sys.int_size - 7] (0.012 sec)
- File "src/lib_stdlib/bloomer.ml", line 163, characters 0-739: sequential_read_writes (0.026 sec)
- File "src/lib_stdlib/bloomer.ml", line 182, characters 0-705: read_over_write (0.001 sec)
- File "src/lib_stdlib/bloomer.ml", line 282, characters 0-835: consistent_add_mem_countdown (0.463 sec)
- File "src/lib_stdlib/bloomer.ml", line 309, characters 0-1531: consistent_add_countdown_count (3.019 sec)
- File "src/lib_stdlib/bloomer.ml", line 456, characters 4-137 (19.468 sec)
- File "src/lib_stdlib/bloomer.ml", line 461, characters 4-1695: <<match Sys.getenv_opt "BLOOMER_TEST_GNUPLOT_PA[...]>> (0.000 sec)
- Set the BLOOMER_TEST_GNUPLOT_PATH to a directory to get some human readable test results.
- (cd _build/default/src/lib_epoxy_tx/test && ./main.exe -q)
- Random seed: 42
- Testing `Tx Rollup'.
- This run has ID `SP5RE532'.
-
- [OK] RandomTx 0 RandomTx.
- [SKIP] RandomTx 1 RandomTx plonk.
- [OK] InvalidTx 0 InvalidTx.
- [SKIP] InvalidTx 1 InvalidTx plonk.
- [OK] Censorship 0 Censorship.
- [SKIP] Censorship 1 Censorship plonk.
- [SKIP] Benchmark 0 Private batch benchmark.
- [SKIP] Benchmark 1 Private batch benchmark aPlonK.
-
- Test Successful in 14.511s. 3 tests run.
- (cd _build/default/src/lib_plonk/test && ./main.exe -q)
- qcheck random seed: 14981217
- Random seed: 42
- Testing `PlonK'.
- This run has ID `9GVX70A6'.
-
- [OK] Utils 0 List.ml.
- [OK] Utils 1 powers.
- [OK] Utils 2 random_fr.
- [OK] Utils 3 quadratic_non_residues.
- [SKIP] Utils 4 quadratic_non_residues_slow.
- [OK] Evaluations 0 test_linear.
- [OK] Evaluations 1 test_mul.
- [OK] Plonk_Pack 0 SRS.
- [OK] Plonk_Pack 1 correctness (single).
- [OK] Plonk_Pack 2 correctness.
- [OK] Polynomial Commitment 0 test_verifier_srs.
- [OK] Polynomial Commitment 1 correctness (KZG).
- [OK] Polynomial Commitment 2 wrong answer (KZG).
- [OK] Polynomial Commitment 3 wrong transcript (KZG).
- [OK] Polynomial Commitment 4 correctness (KZG_Pack).
- [OK] Polynomial Commitment 5 wrong answer (KZG_Pack).
- [OK] Polynomial Commitment 6 wrong transcript (KZG_Pack).
- [OK] Polynomial_protocol 0 Polynomial Protocol (Kzg).
- [OK] Polynomial_protocol 1 Polynomial Protocol (Kzg_P...
- [OK] Permutations 0 test_cycles_to_permutation.
- [SKIP] Permutations 1 permutation_properties.
- [OK] Plookup 0 Internal.test_z.
- [OK] Plookup 1 Internal.test_sort.
- [OK] Plookup 2 Internal.test_aggregation.
- [OK] Range_Checks 0 RC_single_valid.
- [OK] Range_Checks 1 RC_single_wrong.
- [OK] Range_Checks 2 basic.
- [OK] Range_Checks 3 KZG+RC_single_valid+RC_sin...
- [OK] Range_Checks 4 RC_single_valid.
- [OK] Range_Checks 5 RC_single_wrong.
- [OK] Range_Checks 6 basic.
- [OK] Range_Checks 7 KZG_Pack+RC_single_valid+R...
- [OK] Main_Protocol 0 qc.
- [OK] Main_Protocol 1 q_w0.
- [OK] Main_Protocol 2 q_w1.
- [OK] Main_Protocol 3 q_w3.
- [OK] Main_Protocol 4 q_w4.
- [OK] Main_Protocol 5 q_w5.
- [OK] Main_Protocol 6 q_w0g.
- [OK] Main_Protocol 7 q_w1g.
- [OK] Main_Protocol 8 q_w2g.
- [OK] Main_Protocol 9 q_w3g.
- [OK] Main_Protocol 10 q_w4g.
- [OK] Main_Protocol 11 q_w5g.
- [OK] Main_Protocol 12 qm.
- [OK] Main_Protocol 13 qx2b.
- [OK] Main_Protocol 14 qx5a.
- [OK] Main_Protocol 15 qx5c.
- [OK] Main_Protocol 16 qecc_ws_add.
- [OK] Main_Protocol 17 qecc_ed_add.
- [OK] Main_Protocol 18 qecc_cond_ed_add.
- [OK] Main_Protocol 19 qbool.
- [OK] Main_Protocol 20 qcond_swap.
- [OK] Main_Protocol 21 q_anemoi.
- [OK] Main_Protocol 22 bnot.
- [OK] Main_Protocol 23 zero_values.
- [OK] Main_Protocol 24 non_zero_values.
- [OK] Main_Protocol 25 no_public_inputs.
- [OK] Main_Protocol 26 wrong_values.
- [OK] Main_Protocol 27 input_commitment.
- [OK] Main_Protocol 28 add_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 29 add_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 30 add_mod_2^255-19.non-std out.
- [OK] Main_Protocol 31 add_mod_2^255-19.invalid.
- [OK] Main_Protocol 32 add_mod_2^255-19.invalid qm.
- [OK] Main_Protocol 33 add_mod_2^255-19.invalid tj.
- [OK] Main_Protocol 34 sub_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 35 sub_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 36 sub_mod_2^255-19.invalid.
- [OK] Main_Protocol 37 add_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 38 add_mod_2^64.wrap_around.
- [OK] Main_Protocol 39 add_mod_2^64.invalid.
- [OK] Main_Protocol 40 sub_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 41 sub_mod_2^64.wrap_around.
- [OK] Main_Protocol 42 sub_mod_2^64.invalid.
- [OK] Main_Protocol 43 mul_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 44 mul_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 45 mul_mod_2^255-19.non-std out.
- [OK] Main_Protocol 46 mul_mod_2^255-19.invalid.
- [OK] Main_Protocol 47 mul_mod_2^255-19.invalid qm.
- [OK] Main_Protocol 48 mul_mod_2^255-19.invalid t1.
- [OK] Main_Protocol 49 mul_mod_2^255-19.invalid t2.
- [OK] Main_Protocol 50 div_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 51 div_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 52 div_mod_2^255-19.invalid.
- [OK] Main_Protocol 53 mul_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 54 mul_mod_2^64.wrap_around.
- [OK] Main_Protocol 55 mul_mod_2^64.invalid.
- [OK] Main_Protocol 56 mul_mod_2^64.invalid qm.
- [OK] Main_Protocol 57 big_circuit.2.5.
- [OK] Main_Protocol 58 big_circuit.2.5.
- [OK] Main_Protocol 59 qplookup.
- [OK] Main_Protocol 60 qplookup_two_tables.
- [OK] Main_Protocol 61 lookup_zero_values.
- [OK] Main_Protocol 62 lookup_non_zero_values.
- [OK] Main_Protocol 63 lookup_no_public_inputs.
- [OK] Main_Protocol 64 lookup_wrong_arith_values.
- [OK] Main_Protocol 65 wrong_plookup_values.
- [OK] Main_Protocol 66 KZG+zero_values+non_zero_v...
- [OK] Main_Protocol 67 KZG+zero_values+zero_values.
- [OK] Main_Protocol 68 KZG+q_w0+q_w1+q_w0g+q_w1g+...
- [OK] Main_Protocol 69 KZG+qplookup+lookup_zero_v...
- [OK] Main_Protocol 70 KZG+lookup_non_zero_values...
- [OK] Main_Protocol 71 KZG+lookup_wrong_arith_val...
- [OK] Main_Protocol 72 KZG+qplookup_two_tables+qp...
- [OK] Main_Protocol 73 test_encodings.
- [OK] Main_Protocol 74 qc.
- [OK] Main_Protocol 75 q_w0.
- [OK] Main_Protocol 76 q_w1.
- [OK] Main_Protocol 77 q_w3.
- [OK] Main_Protocol 78 q_w4.
- [OK] Main_Protocol 79 q_w5.
- [OK] Main_Protocol 80 q_w0g.
- [OK] Main_Protocol 81 q_w1g.
- [OK] Main_Protocol 82 q_w2g.
- [OK] Main_Protocol 83 q_w3g.
- [OK] Main_Protocol 84 q_w4g.
- [OK] Main_Protocol 85 q_w5g.
- [OK] Main_Protocol 86 qm.
- [OK] Main_Protocol 87 qx2b.
- [OK] Main_Protocol 88 qx5a.
- [OK] Main_Protocol 89 qx5c.
- [OK] Main_Protocol 90 qecc_ws_add.
- [OK] Main_Protocol 91 qecc_ed_add.
- [OK] Main_Protocol 92 qecc_cond_ed_add.
- [OK] Main_Protocol 93 qbool.
- [OK] Main_Protocol 94 qcond_swap.
- [OK] Main_Protocol 95 q_anemoi.
- [OK] Main_Protocol 96 bnot.
- [OK] Main_Protocol 97 zero_values.
- [OK] Main_Protocol 98 non_zero_values.
- [OK] Main_Protocol 99 no_public_inputs.
- [OK] Main_Protocol 100 wrong_values.
- [OK] Main_Protocol 101 input_commitment.
- [OK] Main_Protocol 102 add_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 103 add_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 104 add_mod_2^255-19.non-std out.
- [OK] Main_Protocol 105 add_mod_2^255-19.invalid.
- [OK] Main_Protocol 106 add_mod_2^255-19.invalid qm.
- [OK] Main_Protocol 107 add_mod_2^255-19.invalid tj.
- [OK] Main_Protocol 108 sub_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 109 sub_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 110 sub_mod_2^255-19.invalid.
- [OK] Main_Protocol 111 add_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 112 add_mod_2^64.wrap_around.
- [OK] Main_Protocol 113 add_mod_2^64.invalid.
- [OK] Main_Protocol 114 sub_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 115 sub_mod_2^64.wrap_around.
- [OK] Main_Protocol 116 sub_mod_2^64.invalid.
- [OK] Main_Protocol 117 mul_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 118 mul_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 119 mul_mod_2^255-19.non-std out.
- [OK] Main_Protocol 120 mul_mod_2^255-19.invalid.
- [OK] Main_Protocol 121 mul_mod_2^255-19.invalid qm.
- [OK] Main_Protocol 122 mul_mod_2^255-19.invalid t1.
- [OK] Main_Protocol 123 mul_mod_2^255-19.invalid t2.
- [OK] Main_Protocol 124 div_mod_2^255-19.no_wrap_a...
- [OK] Main_Protocol 125 div_mod_2^255-19.wrap_around.
- [OK] Main_Protocol 126 div_mod_2^255-19.invalid.
- [OK] Main_Protocol 127 mul_mod_2^64.no_wrap_around.
- [OK] Main_Protocol 128 mul_mod_2^64.wrap_around.
- [OK] Main_Protocol 129 mul_mod_2^64.invalid.
- [OK] Main_Protocol 130 mul_mod_2^64.invalid qm.
- [OK] Main_Protocol 131 big_circuit.2.5.
- [OK] Main_Protocol 132 big_circuit.2.5.
- [OK] Main_Protocol 133 qplookup.
- [OK] Main_Protocol 134 qplookup_two_tables.
- [OK] Main_Protocol 135 lookup_zero_values.
- [OK] Main_Protocol 136 lookup_non_zero_values.
- [OK] Main_Protocol 137 lookup_no_public_inputs.
- [OK] Main_Protocol 138 lookup_wrong_arith_values.
- [OK] Main_Protocol 139 wrong_plookup_values.
- [OK] Main_Protocol 140 KZG_Pack+zero_values+non_z...
- [OK] Main_Protocol 141 KZG_Pack+zero_values+zero_...
- [OK] Main_Protocol 142 KZG_Pack+q_w0+q_w1+q_w0g+q...
- [OK] Main_Protocol 143 KZG_Pack+qplookup+lookup_z...
- [OK] Main_Protocol 144 KZG_Pack+lookup_non_zero_v...
- [OK] Main_Protocol 145 KZG_Pack+lookup_wrong_arit...
- [OK] Main_Protocol 146 KZG_Pack+qplookup_two_tabl...
- [OK] Main_Protocol 147 test_encodings.
- [OK] Main_Protocol 148 Subset of proofs (KZG).
- [OK] Main_Protocol 149 Subset of proofs (Pack).
- [SKIP] Main_Protocol 150 KZG.big_circuit.2.16.
- [SKIP] Main_Protocol 151 KZG.big_circuit.2.16 zk.
- [SKIP] Main_Protocol 152 KZG.big_circuit.2.16.
- [SKIP] Main_Protocol 153 KZG.big_circuit.2.16 zk.
- [SKIP] Main_Protocol 154 KZG_Pack.big_circuit.2.16.
- [SKIP] Main_Protocol 155 KZG_Pack.big_circuit.2.16 zk.
- [SKIP] Main_Protocol 156 KZG_Pack.big_circuit.2.16.
- [SKIP] Main_Protocol 157 KZG_Pack.big_circuit.2.16 zk.
- [OK] Circuit 0 make q_table.
- [OK] Circuit 1 make qc.
- [OK] Circuit 2 make qm.
- [OK] Circuit 3 make qx2b.
- [OK] Circuit 4 make qx5a.
- [OK] Circuit 5 make qx5c.
- [OK] Circuit 6 make qecc_ws_add.
- [OK] Circuit 7 make qecc_ed_add.
- [OK] Circuit 8 make qecc_ed_cond_add.
- [OK] Circuit 9 make qbool.
- [OK] Circuit 10 make qcond_swap.
- [OK] Circuit 11 make q_anemoi.
- [OK] Circuit 12 make q_plookup.
- [OK] Circuit 13 make q_mod_add_25519.
- [OK] Circuit 14 make q_mod_add_64.
- [OK] Circuit 15 make q_mod_mul_25519.
- [OK] Circuit 16 make q_mod_mul_64.
- [OK] Circuit 17 make q_w0.
- [OK] Circuit 18 make q_w1.
- [OK] Circuit 19 make q_w2.
- [OK] Circuit 20 make q_w3.
- [OK] Circuit 21 make q_w4.
- [OK] Circuit 22 make q_w5.
- [OK] Circuit 23 make q_w0g.
- [OK] Circuit 24 make q_w1g.
- [OK] Circuit 25 make q_w2g.
- [OK] Circuit 26 make q_w3g.
- [OK] Circuit 27 make q_w4g.
- [OK] Circuit 28 make q_w5g.
- [OK] Circuit 29 make empty.
- [OK] Circuit 30 make different_size.
- [OK] Circuit 31 make vectors.
- [OK] Circuit 32 make table.
- [OK] Circuit 33 make disjoint.
- [OK] Circuit 34 to_plonk wrong selectors.
-
- Full test results in `~/.opam/4.14/.opam-switch/build/octez-libs.19.0/_build/default/src/lib_plonk/test/_build/_tests/PlonK'.
- Test Successful in 14.902s. 215 tests run.
- (cd _build/default/src/lib_stdlib_unix/test && ./main.exe)
- qcheck random seed: 47499145
- [02:00:55.689] [SUCCESS] (1/3) Log_config_rules: parsing rules
- [02:01:09.499] [SUCCESS] (2/3) test-key-value-store-fuzzy: sequential (key-value store sequential writes/reads)
- [02:01:23.151] [SUCCESS] (3/3) test-key-value-store-fuzzy: parallel (key-value store concurrent writes/reads)
- (cd _build/default/src/lib_gossipsub/test && ./test_gossipsub.exe)
- [02:00:57.526] [SUCCESS] (1/47) Gossipsub: Ignore graft from unknown topic
- [02:00:57.526] [SUCCESS] (2/47) Gossipsub: Handle received subscriptions
- [02:00:57.526] [SUCCESS] (3/47) Gossipsub: Test join adds peers to mesh
- [02:00:57.526] [SUCCESS] (4/47) Gossipsub: Test join adds fanout to mesh
- [02:00:57.526] [SUCCESS] (5/47) Gossipsub: Test publish without flood publishing
- [02:00:57.526] [SUCCESS] (6/47) Gossipsub: Test receiving message for unsubscribed topic
- [02:00:57.526] [SUCCESS] (7/47) Gossipsub: Test receiving message
- [02:00:57.526] [SUCCESS] (8/47) Gossipsub: Test fanout
- [02:00:57.527] [SUCCESS] (9/47) Gossipsub: Test handle graft for subscribed topic
- [02:00:57.527] [SUCCESS] (10/47) Gossipsub: Test handle graft for not joined topic
- [02:00:57.527] [SUCCESS] (11/47) Gossipsub: Test handle graft without subscribe
- [02:00:57.527] [SUCCESS] (12/47) Gossipsub: Test prune removes peer from mesh
- [02:00:57.528] [SUCCESS] (13/47) Gossipsub: Test mesh addition in maintainance
- [02:00:57.528] [SUCCESS] (14/47) Gossipsub: Test mesh subtraction in maintainance
- [02:00:57.529] [SUCCESS] (15/47) Gossipsub: Do not graft within backoff period
- [02:00:57.529] [SUCCESS] (16/47) Gossipsub: Unsubscribe backoff
- [02:00:57.529] [SUCCESS] (17/47) Gossipsub: Accept only outbound peer grafts when mesh full
- [02:00:57.529] [SUCCESS] (18/47) Gossipsub: Do not remove too many outbound peers
- [02:00:57.530] [SUCCESS] (19/47) Gossipsub: Add outbound peers if min is not satisfied
- [02:00:57.530] [SUCCESS] (20/47) Gossipsub: Test handle IWant for message in cache
- [02:00:57.530] [SUCCESS] (21/47) Gossipsub: Test handle IWant message cache shifted
- [02:00:57.530] [SUCCESS] (22/47) Gossipsub: Test handle IWant for message not in cache
- [02:00:57.530] [SUCCESS] (23/47) Gossipsub: Ignore too many IWants from same peer for same message
- [02:00:57.530] [SUCCESS] (24/47) Gossipsub: Handle IHave for subscribed and not seen.
- [02:00:57.531] [SUCCESS] (25/47) Gossipsub: Handle IHave for subscribed and seen.
- [02:00:57.531] [SUCCESS] (26/47) Gossipsub: Handle IHave for unsubscribed.
- [02:00:57.531] [SUCCESS] (27/47) Gossipsub: Ignore too many IHaves.
- [02:00:57.531] [SUCCESS] (28/47) Gossipsub: Ignore too many messages in IHave.
- [02:00:57.531] [SUCCESS] (29/47) Gossipsub: simple heartbeat scenario
- [02:00:57.531] [SUCCESS] (30/47) Gossipsub: Scoring P1
- [02:00:57.531] [SUCCESS] (31/47) Gossipsub: Scoring P2
- [02:00:57.531] [SUCCESS] (32/47) Gossipsub: Scoring P4
- [02:00:57.531] [SUCCESS] (33/47) Gossipsub: Scoring P5
- [02:00:57.531] [SUCCESS] (34/47) Gossipsub: Scoring P7 grafts before backoff
- [02:00:59.533] [SUCCESS] (35/47) GS worker: Start and stop
- [02:01:01.535] [SUCCESS] (36/47) GS worker: subscribe and graft
- [02:01:02.536] [SUCCESS] (37/47) GS worker: filter full messages for the app
- [02:01:02.536] [SUCCESS] (38/47) GS worker: Join topic
- [02:01:04.786] [SUCCESS] (39/47) Gossipsub: remove peer
- [02:01:31.346] [SUCCESS] (40/47) Gossipsub: check correction of message cache data structure
- [02:01:31.712] [SUCCESS] (41/47) Gossipsub: peers below degree high
- [02:01:32.203] [SUCCESS] (42/47) Gossipsub: Handle IHaves
- [02:01:32.529] [SUCCESS] (43/47) Gossipsub: opportunistic_grafting
- [02:01:32.956] [SUCCESS] (44/47) Gossipsub: Handle Grafts
- [02:01:33.605] [SUCCESS] (45/47) Gossipsub: Test score status matches mesh
- [02:01:35.792] [SUCCESS] (46/47) Gossipsub: check correction of Connections bidirectional map
- [02:01:35.792] [SUCCESS] (47/47) Gossipsub/Message Cache: Test message cache
- (cd _build/default/src/lib_aplonk/test && ./main.exe -q)
- Random seed: 42
- Testing `aPlonk'.
- This run has ID `MU5NIP8R'.
-
- [OK] aPlonk Internal 0 Sum_alpha_i.
- [OK] aPlonk Internal 1 PI.
- [OK] aPlonk Internal 2 T.
- [OK] aPlonk External 0 test proto.
- [SKIP] aPlonk External 1 compare protos.
- [OK] Main Proto (aPlonk) 0 aplonk.qc.
- [OK] Main Proto (aPlonk) 1 aplonk.q_w0.
- [OK] Main Proto (aPlonk) 2 aplonk.q_w1.
- [OK] Main Proto (aPlonk) 3 aplonk.q_w3.
- [OK] Main Proto (aPlonk) 4 aplonk.q_w4.
- [OK] Main Proto (aPlonk) 5 aplonk.q_w5.
- [OK] Main Proto (aPlonk) 6 aplonk.q_w0g.
- [OK] Main Proto (aPlonk) 7 aplonk.q_w1g.
- [OK] Main Proto (aPlonk) 8 aplonk.q_w2g.
- [OK] Main Proto (aPlonk) 9 aplonk.q_w3g.
- [OK] Main Proto (aPlonk) 10 aplonk.q_w4g.
- [OK] Main Proto (aPlonk) 11 aplonk.q_w5g.
- [OK] Main Proto (aPlonk) 12 aplonk.qm.
- [OK] Main Proto (aPlonk) 13 aplonk.qx2b.
- [OK] Main Proto (aPlonk) 14 aplonk.qx5a.
- [OK] Main Proto (aPlonk) 15 aplonk.qx5c.
- [OK] Main Proto (aPlonk) 16 aplonk.qecc_ws_add.
- [OK] Main Proto (aPlonk) 17 aplonk.qecc_ed_add.
- [OK] Main Proto (aPlonk) 18 aplonk.qecc_cond_ed_add.
- [OK] Main Proto (aPlonk) 19 aplonk.qbool.
- [OK] Main Proto (aPlonk) 20 aplonk.qcond_swap.
- [OK] Main Proto (aPlonk) 21 aplonk.q_anemoi.
- [OK] Main Proto (aPlonk) 22 aplonk.no_public_inputs.
- [OK] Main Proto (aPlonk) 23 aplonk.RC_single_valid.
- [OK] Main Proto (aPlonk) 24 aplonk.RC_single_wrong.
- [OK] Main Proto (aPlonk) 25 aplonk.basic.
- [OK] Main Proto (aPlonk) 26 aplonk.add_mod_2^255-19.no_w...
- [OK] Main Proto (aPlonk) 27 aplonk.add_mod_2^255-19.wrap...
- [OK] Main Proto (aPlonk) 28 aplonk.add_mod_2^255-19.non-...
- [OK] Main Proto (aPlonk) 29 aplonk.add_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 30 aplonk.add_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 31 aplonk.add_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 32 aplonk.sub_mod_2^255-19.no_w...
- [OK] Main Proto (aPlonk) 33 aplonk.sub_mod_2^255-19.wrap...
- [OK] Main Proto (aPlonk) 34 aplonk.sub_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 35 aplonk.add_mod_2^64.no_wrap_...
- [OK] Main Proto (aPlonk) 36 aplonk.add_mod_2^64.wrap_aro...
- [OK] Main Proto (aPlonk) 37 aplonk.add_mod_2^64.invalid.
- [OK] Main Proto (aPlonk) 38 aplonk.sub_mod_2^64.no_wrap_...
- [OK] Main Proto (aPlonk) 39 aplonk.sub_mod_2^64.wrap_aro...
- [OK] Main Proto (aPlonk) 40 aplonk.sub_mod_2^64.invalid.
- [OK] Main Proto (aPlonk) 41 aplonk.mul_mod_2^255-19.no_w...
- [OK] Main Proto (aPlonk) 42 aplonk.mul_mod_2^255-19.wrap...
- [OK] Main Proto (aPlonk) 43 aplonk.mul_mod_2^255-19.non-...
- [OK] Main Proto (aPlonk) 44 aplonk.mul_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 45 aplonk.mul_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 46 aplonk.mul_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 47 aplonk.mul_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 48 aplonk.div_mod_2^255-19.no_w...
- [OK] Main Proto (aPlonk) 49 aplonk.div_mod_2^255-19.wrap...
- [OK] Main Proto (aPlonk) 50 aplonk.div_mod_2^255-19.inva...
- [OK] Main Proto (aPlonk) 51 aplonk.mul_mod_2^64.no_wrap_...
- [OK] Main Proto (aPlonk) 52 aplonk.mul_mod_2^64.wrap_aro...
- [OK] Main Proto (aPlonk) 53 aplonk.mul_mod_2^64.invalid.
- [OK] Main Proto (aPlonk) 54 aplonk.mul_mod_2^64.invalid qm.
- [OK] Main Proto (aPlonk) 55 aplonk.bnot.
- [OK] Main Proto (aPlonk) 56 aplonk.zero_values.
- [OK] Main Proto (aPlonk) 57 aplonk.non_zero_values.
- [OK] Main Proto (aPlonk) 58 aplonk.wrong_values.
- [OK] Main Proto (aPlonk) 59 aplonk.big_circuit.2.5+big_c...
- [OK] Main Proto (aPlonk) 60 aplonk.nb_proofs no pi.
- [OK] Main Proto (aPlonk) 61 aplonk.nb_proofs no pi (next...
- [OK] Main Proto (aPlonk) 62 aplonk.nb_proofs no pi (RC).
- [OK] Main Proto (aPlonk) 63 aplonk.nb_proofs pi_rollup.
- [OK] Main Proto (aPlonk) 64 aplonk.qc+q_w0+q_w1+q_w3+q_w4.
- [OK] Main Proto (aPlonk) 65 aplonk.qc+basic+basic.
- [OK] Main Proto (aPlonk) 66 aplonk.non_zero_values+non_z...
- [OK] Main Proto (aPlonk) 67 aplonk.q_w0g+q_w1g+non_zero_...
-
- Full test results in `~/.opam/4.14/.opam-switch/build/octez-libs.19.0/_build/default/src/lib_aplonk/test/_build/_tests/aPlonk'.
- Test Successful in 37.775s. 72 tests run.
- (cd _build/default/src/lib_plonk/test_plompiler && ./main.exe -q)
- Random seed: 42
- Testing `Plompiler'.
- This run has ID `5O88OLH8'.
-
- [OK] Utils 0 bitlist.
- [OK] Core 0 Num plonk.
- [OK] Core 1 Num.
- [OK] Core 2 Bool.
- [OK] Core 3 List.
- [OK] Core 4 Rest.
- [OK] Core 5 Tuple.
- [OK] Core 6 ECC.
- [OK] Core 7 Bytes.
- [OK] Core 8 Limbs.
- [SKIP] Core 9 Num plonk.
- [SKIP] Core 10 Bool plonk.
- [SKIP] Core 11 List plonk.
- [SKIP] Core 12 Rest plonk.
- [SKIP] Core 13 Tuple plonk.
- [SKIP] Core 14 ECC plonk.
- [SKIP] Core 15 Bytes plonk.
- [SKIP] Core 16 Limbs plonk.
- [OK] Blake 0 Blake2s.
- [SKIP] Blake 1 Blake2s plonk.
- [OK] Poseidon 0 Poseidon128.
- [OK] Poseidon 1 Poseidon252.
- [OK] Poseidon 2 PoseidonFull.
- [SKIP] Poseidon 3 Poseidon128 pl...
- [SKIP] Poseidon 4 Poseidon252 pl...
- [SKIP] Poseidon 5 PoseidonFull p...
- [SKIP] Sha2 0 Internal_sha256.
- [SKIP] Sha2 1 External_sha256.
- [SKIP] Sha2 2 External_sha512.
- [SKIP] Sha2 3 Internal_sha25...
- [SKIP] Sha2 4 External_sha25...
- [OK] Anemoi 0 Anemoi.
- [SKIP] Anemoi 1 Anemoi plonk.
- [OK] Enum 0 Enum.
- [SKIP] Enum 1 Enum plonk.
- [OK] Schnorr 0 P.
- [OK] Schnorr 1 Schnorr.
- [SKIP] Schnorr 2 Schnorr plonk.
- [OK] Ed25519 0 P.
- [SKIP] Ed25519 1 Ed25519.
- [OK] Edwards25519 0 Edwards25519.
- [SKIP] Edwards25519 1 Edwards25519 p...
- [OK] Merkle 0 Merkle path.
- [OK] Merkle 1 Merkle pos.
- [SKIP] Merkle 2 Merkle pos plonk.
- [OK] Merkle N-arity: Plonk integration 0 Merkle pos.
- [SKIP] Merkle N-arity: Plonk integration 1 Merkle pos plonk.
- [OK] ModularArith 0 ModArith 25519.
- [OK] ModularArith 1 ModArith_prime...
- [OK] ModularArith 2 ModArith 64.
- [SKIP] ModularArith 3 ModArith 25519...
- [SKIP] ModularArith 4 ModArith_prime...
- [SKIP] ModularArith 5 ModArith 64 pl...
- [OK] Edwards 0 JubJubEdward.
- [SKIP] Edwards 1 JubJubEdward p...
- [OK] Weierstrass 0 JubJubWeierstr...
- [SKIP] Weierstrass 1 JubJubWeierstr...
- [OK] Serialization 0 Poseidon128.
- [OK] Lookups 0 Bool.
- [SKIP] Lookups 1 Bool plonk.
- [OK] Range-checks 0 Range-check.
- [SKIP] Range-checks 1 Range-check pl...
- [OK] Linear algebra 0 Distributive.
- [OK] Linear algebra 1 Identity.
- [OK] Linear algebra 2 Transpose.
- [OK] Linear algebra 3 Inverse.
- [SKIP] Bench 0 Tx benchmark.
- [SKIP] Bench Poseidon 0 Poseidon bench...
- [OK] Optimizer 0 Optimizer.
- [SKIP] Optimizer 1 Optimizer plonk.
- [OK] Encoding 0 Encoding.
- [SKIP] Encoding 1 Encoding plonk.
- [OK] InputCom 0 Input commitment.
-
- Full test results in `~/.opam/4.14/.opam-switch/build/octez-libs.19.0/_build/default/src/lib_plonk/test_plompiler/_build/_tests/Plompiler'.
- Test Successful in 108.513s. 38 tests run.
- (cd _build/default/src/lib_mec/test && ./main.exe)
- [02:00:53.724] [SUCCESS] (1/1618) Vesta projective coordinates: value generation (random)
- [02:00:53.724] [SUCCESS] (2/1618) Vesta projective coordinates: value generation (negate_with_one)
- [02:00:53.724] [SUCCESS] (3/1618) Vesta projective coordinates: value generation (negate_with_zero)
- [02:00:53.738] [SUCCESS] (4/1618) Vesta projective coordinates: value generation (negate_with_random)
- [02:00:53.751] [SUCCESS] (5/1618) Vesta projective coordinates: value generation (double_with_random)
- [02:00:53.765] [SUCCESS] (6/1618) Vesta projective coordinates: value generation (negate generates a valid point)
- [02:00:53.794] [SUCCESS] (7/1618) Vesta projective coordinates: value generation (addition generates a valid point)
- [02:00:53.808] [SUCCESS] (8/1618) Vesta projective coordinates: value generation (double generates a valid point)
- [02:00:54.009] [SUCCESS] (9/1618) Vesta projective coordinates: value generation (scalar multiplication generates a valid point)
- [02:00:54.023] [SUCCESS] (10/1618) Vesta projective coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:00:54.037] [SUCCESS] (11/1618) Vesta projective coordinates: value generation (check bytes on random with to_bytes)
- [02:00:54.038] [SUCCESS] (12/1618) Vesta projective coordinates: value generation (double_with_one)
- [02:00:54.038] [SUCCESS] (13/1618) Vesta projective coordinates: value generation (double_with_zero)
- [02:00:54.038] [SUCCESS] (14/1618) Vesta projective coordinates: equality (zero)
- [02:00:54.038] [SUCCESS] (15/1618) Vesta projective coordinates: equality (one)
- [02:00:54.051] [SUCCESS] (16/1618) Vesta projective coordinates: equality (random_same_objects)
- [02:00:54.065] [SUCCESS] (17/1618) Vesta projective coordinates: Group properties (check_bytes_random)
- [02:00:54.066] [SUCCESS] (18/1618) Vesta projective coordinates: Group properties (check_bytes_zero)
- [02:00:54.066] [SUCCESS] (19/1618) Vesta projective coordinates: Group properties (check_bytes_one)
- [02:00:54.080] [SUCCESS] (20/1618) Vesta projective coordinates: Group properties (check_bytes_random_double)
- [02:00:54.110] [SUCCESS] (21/1618) Vesta projective coordinates: Group properties (check_bytes_random_sum)
- [02:00:54.316] [SUCCESS] (22/1618) Vesta projective coordinates: Group properties (check_bytes_random_multiplication)
- [02:00:54.316] [SUCCESS] (23/1618) Vesta projective coordinates: Group properties (zero_scalar_nullifier_one)
- [02:00:54.316] [SUCCESS] (24/1618) Vesta projective coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:00:54.330] [SUCCESS] (25/1618) Vesta projective coordinates: Group properties (zero_scalar_nullifier_random)
- [02:00:54.344] [SUCCESS] (26/1618) Vesta projective coordinates: Group properties (multiply_by_one_does_nothing)
- [02:00:54.358] [SUCCESS] (27/1618) Vesta projective coordinates: Group properties (opposite_of_opposite)
- [02:00:54.372] [SUCCESS] (28/1618) Vesta projective coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:00:54.372] [SUCCESS] (29/1618) Vesta projective coordinates: Group properties (opposite_of_zero_is_zero)
- [02:00:54.372] [SUCCESS] (30/1618) Vesta projective coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:00:54.372] [SUCCESS] (31/1618) Vesta projective coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:00:54.380] [SUCCESS] (32/1618) Vesta projective coordinates: Group properties (opposite_equality)
- [02:00:54.394] [SUCCESS] (33/1618) Vesta projective coordinates: Group properties (zero is the identity)
- [02:00:55.055] [SUCCESS] (34/1618) Vesta projective coordinates: Group properties (distributivity)
- [02:00:55.459] [SUCCESS] (35/1618) Vesta projective coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:00:55.473] [SUCCESS] (36/1618) Vesta projective coordinates: Group properties (opposite_existential_property)
- [02:00:55.870] [SUCCESS] (37/1618) Vesta projective coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:00:57.029] [SUCCESS] (38/1618) Vesta projective coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:00:57.045] [SUCCESS] (39/1618) Vesta projective coordinates: Group properties (double)
- [02:00:57.623] [SUCCESS] (40/1618) Vesta projective coordinates: Group properties (additive_associativity_with_scalar)
- [02:00:58.396] [SUCCESS] (41/1618) Vesta projective coordinates: Group properties (inverse on scalar)
- [02:00:58.441] [SUCCESS] (42/1618) Vesta projective coordinates: Group properties (additive_associativity)
- [02:00:58.471] [SUCCESS] (43/1618) Vesta projective coordinates: Group properties (additive_commutativity)
- [02:00:58.471] [SUCCESS] (44/1618) Vesta projective coordinates: Group properties (Generator is of prime order)
- [02:00:58.485] [SUCCESS] (45/1618) Vesta jacobian coordinates: value generation (random)
- [02:00:58.485] [SUCCESS] (46/1618) Vesta jacobian coordinates: value generation (negate_with_one)
- [02:00:58.485] [SUCCESS] (47/1618) Vesta jacobian coordinates: value generation (negate_with_zero)
- [02:00:58.499] [SUCCESS] (48/1618) Vesta jacobian coordinates: value generation (negate_with_random)
- [02:00:58.513] [SUCCESS] (49/1618) Vesta jacobian coordinates: value generation (double_with_random)
- [02:00:58.527] [SUCCESS] (50/1618) Vesta jacobian coordinates: value generation (negate generates a valid point)
- [02:00:58.557] [SUCCESS] (51/1618) Vesta jacobian coordinates: value generation (addition generates a valid point)
- [02:00:58.572] [SUCCESS] (52/1618) Vesta jacobian coordinates: value generation (double generates a valid point)
- [02:00:58.924] [SUCCESS] (53/1618) Vesta jacobian coordinates: value generation (scalar multiplication generates a valid point)
- [02:00:58.939] [SUCCESS] (54/1618) Vesta jacobian coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:00:58.953] [SUCCESS] (55/1618) Vesta jacobian coordinates: value generation (check bytes on random with to_bytes)
- [02:00:58.953] [SUCCESS] (56/1618) Vesta jacobian coordinates: value generation (double_with_one)
- [02:00:58.953] [SUCCESS] (57/1618) Vesta jacobian coordinates: value generation (double_with_zero)
- [02:00:58.953] [SUCCESS] (58/1618) Vesta jacobian coordinates: equality (zero)
- [02:00:58.953] [SUCCESS] (59/1618) Vesta jacobian coordinates: equality (one)
- [02:00:58.967] [SUCCESS] (60/1618) Vesta jacobian coordinates: equality (random_same_objects)
- [02:00:58.982] [SUCCESS] (61/1618) Vesta jacobian coordinates: Group properties (check_bytes_random)
- [02:00:58.982] [SUCCESS] (62/1618) Vesta jacobian coordinates: Group properties (check_bytes_zero)
- [02:00:58.982] [SUCCESS] (63/1618) Vesta jacobian coordinates: Group properties (check_bytes_one)
- [02:00:58.997] [SUCCESS] (64/1618) Vesta jacobian coordinates: Group properties (check_bytes_random_double)
- [02:00:59.027] [SUCCESS] (65/1618) Vesta jacobian coordinates: Group properties (check_bytes_random_sum)
- [02:00:59.380] [SUCCESS] (66/1618) Vesta jacobian coordinates: Group properties (check_bytes_random_multiplication)
- [02:00:59.380] [SUCCESS] (67/1618) Vesta jacobian coordinates: Group properties (zero_scalar_nullifier_one)
- [02:00:59.380] [SUCCESS] (68/1618) Vesta jacobian coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:00:59.394] [SUCCESS] (69/1618) Vesta jacobian coordinates: Group properties (zero_scalar_nullifier_random)
- [02:00:59.409] [SUCCESS] (70/1618) Vesta jacobian coordinates: Group properties (multiply_by_one_does_nothing)
- [02:00:59.423] [SUCCESS] (71/1618) Vesta jacobian coordinates: Group properties (opposite_of_opposite)
- [02:00:59.441] [SUCCESS] (72/1618) Vesta jacobian coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:00:59.441] [SUCCESS] (73/1618) Vesta jacobian coordinates: Group properties (opposite_of_zero_is_zero)
- [02:00:59.441] [SUCCESS] (74/1618) Vesta jacobian coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:00:59.441] [SUCCESS] (75/1618) Vesta jacobian coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:00:59.461] [SUCCESS] (76/1618) Vesta jacobian coordinates: Group properties (opposite_equality)
- [02:00:59.483] [SUCCESS] (77/1618) Vesta jacobian coordinates: Group properties (zero is the identity)
- [02:01:00.547] [SUCCESS] (78/1618) Vesta jacobian coordinates: Group properties (distributivity)
- [02:01:01.213] [SUCCESS] (79/1618) Vesta jacobian coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:01.227] [SUCCESS] (80/1618) Vesta jacobian coordinates: Group properties (opposite_existential_property)
- [02:01:01.862] [SUCCESS] (81/1618) Vesta jacobian coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:03.874] [SUCCESS] (82/1618) Vesta jacobian coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:03.890] [SUCCESS] (83/1618) Vesta jacobian coordinates: Group properties (double)
- [02:01:04.950] [SUCCESS] (84/1618) Vesta jacobian coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:06.387] [SUCCESS] (85/1618) Vesta jacobian coordinates: Group properties (inverse on scalar)
- [02:01:06.434] [SUCCESS] (86/1618) Vesta jacobian coordinates: Group properties (additive_associativity)
- [02:01:06.463] [SUCCESS] (87/1618) Vesta jacobian coordinates: Group properties (additive_commutativity)
- [02:01:06.463] [SUCCESS] (88/1618) Vesta jacobian coordinates: Group properties (Generator is of prime order)
- [02:01:06.476] [SUCCESS] (89/1618) Vesta affine coordinates: value generation (random)
- [02:01:06.476] [SUCCESS] (90/1618) Vesta affine coordinates: value generation (negate_with_one)
- [02:01:06.476] [SUCCESS] (91/1618) Vesta affine coordinates: value generation (negate_with_zero)
- [02:01:06.490] [SUCCESS] (92/1618) Vesta affine coordinates: value generation (negate_with_random)
- [02:01:06.504] [SUCCESS] (93/1618) Vesta affine coordinates: value generation (double_with_random)
- [02:01:06.517] [SUCCESS] (94/1618) Vesta affine coordinates: value generation (negate generates a valid point)
- [02:01:06.545] [SUCCESS] (95/1618) Vesta affine coordinates: value generation (addition generates a valid point)
- [02:01:06.560] [SUCCESS] (96/1618) Vesta affine coordinates: value generation (double generates a valid point)
- [02:01:06.910] [SUCCESS] (97/1618) Vesta affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:06.924] [SUCCESS] (98/1618) Vesta affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:06.938] [SUCCESS] (99/1618) Vesta affine coordinates: value generation (check bytes on random with to_bytes)
- [02:01:06.938] [SUCCESS] (100/1618) Vesta affine coordinates: value generation (double_with_one)
- [02:01:06.938] [SUCCESS] (101/1618) Vesta affine coordinates: value generation (double_with_zero)
- [02:01:06.938] [SUCCESS] (102/1618) Vesta affine coordinates: equality (zero)
- [02:01:06.938] [SUCCESS] (103/1618) Vesta affine coordinates: equality (one)
- [02:01:06.952] [SUCCESS] (104/1618) Vesta affine coordinates: equality (random_same_objects)
- [02:01:06.966] [SUCCESS] (105/1618) Vesta affine coordinates: Group properties (check_bytes_random)
- [02:01:06.966] [SUCCESS] (106/1618) Vesta affine coordinates: Group properties (check_bytes_zero)
- [02:01:06.966] [SUCCESS] (107/1618) Vesta affine coordinates: Group properties (check_bytes_one)
- [02:01:06.981] [SUCCESS] (108/1618) Vesta affine coordinates: Group properties (check_bytes_random_double)
- [02:01:07.010] [SUCCESS] (109/1618) Vesta affine coordinates: Group properties (check_bytes_random_sum)
- [02:01:07.333] [SUCCESS] (110/1618) Vesta affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:07.333] [SUCCESS] (111/1618) Vesta affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:07.333] [SUCCESS] (112/1618) Vesta affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:07.346] [SUCCESS] (113/1618) Vesta affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:07.359] [SUCCESS] (114/1618) Vesta affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:07.372] [SUCCESS] (115/1618) Vesta affine coordinates: Group properties (opposite_of_opposite)
- [02:01:07.385] [SUCCESS] (116/1618) Vesta affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:07.385] [SUCCESS] (117/1618) Vesta affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:07.386] [SUCCESS] (118/1618) Vesta affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:07.386] [SUCCESS] (119/1618) Vesta affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:07.398] [SUCCESS] (120/1618) Vesta affine coordinates: Group properties (opposite_equality)
- [02:01:07.411] [SUCCESS] (121/1618) Vesta affine coordinates: Group properties (zero is the identity)
- [02:01:08.403] [SUCCESS] (122/1618) Vesta affine coordinates: Group properties (distributivity)
- [02:01:09.060] [SUCCESS] (123/1618) Vesta affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:09.074] [SUCCESS] (124/1618) Vesta affine coordinates: Group properties (opposite_existential_property)
- [02:01:09.699] [SUCCESS] (125/1618) Vesta affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:11.650] [SUCCESS] (126/1618) Vesta affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:11.665] [SUCCESS] (127/1618) Vesta affine coordinates: Group properties (double)
- [02:01:12.621] [SUCCESS] (128/1618) Vesta affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:13.887] [SUCCESS] (129/1618) Vesta affine coordinates: Group properties (inverse on scalar)
- [02:01:13.930] [SUCCESS] (130/1618) Vesta affine coordinates: Group properties (additive_associativity)
- [02:01:13.958] [SUCCESS] (131/1618) Vesta affine coordinates: Group properties (additive_commutativity)
- [02:01:13.958] [SUCCESS] (132/1618) Vesta affine coordinates: Group properties (Generator is of prime order)
- [02:01:13.958] [SUCCESS] (133/1618) Vesta affine coordinates: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:01:13.985] [SUCCESS] (134/1618) Vesta affine coordinates: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:01:14.011] [SUCCESS] (135/1618) Vesta affine coordinates: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:01:14.011] [SUCCESS] (136/1618) Vesta affine coordinates: Compressed representation (Compressed version is half the size)
- [02:01:14.024] [SUCCESS] (137/1618) Vesta affine coordinates: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:01:14.038] [SUCCESS] (138/1618) Vesta affine coordinates: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:01:14.052] [SUCCESS] (139/1618) Tweedledum projective coordinates: value generation (random)
- [02:01:14.052] [SUCCESS] (140/1618) Tweedledum projective coordinates: value generation (negate_with_one)
- [02:01:14.052] [SUCCESS] (141/1618) Tweedledum projective coordinates: value generation (negate_with_zero)
- [02:01:14.066] [SUCCESS] (142/1618) Tweedledum projective coordinates: value generation (negate_with_random)
- [02:01:14.080] [SUCCESS] (143/1618) Tweedledum projective coordinates: value generation (double_with_random)
- [02:01:14.095] [SUCCESS] (144/1618) Tweedledum projective coordinates: value generation (negate generates a valid point)
- [02:01:14.125] [SUCCESS] (145/1618) Tweedledum projective coordinates: value generation (addition generates a valid point)
- [02:01:14.141] [SUCCESS] (146/1618) Tweedledum projective coordinates: value generation (double generates a valid point)
- [02:01:14.340] [SUCCESS] (147/1618) Tweedledum projective coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:14.356] [SUCCESS] (148/1618) Tweedledum projective coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:14.370] [SUCCESS] (149/1618) Tweedledum projective coordinates: value generation (check bytes on random with to_bytes)
- [02:01:14.371] [SUCCESS] (150/1618) Tweedledum projective coordinates: value generation (double_with_one)
- [02:01:14.371] [SUCCESS] (151/1618) Tweedledum projective coordinates: value generation (double_with_zero)
- [02:01:14.371] [SUCCESS] (152/1618) Tweedledum projective coordinates: equality (zero)
- [02:01:14.371] [SUCCESS] (153/1618) Tweedledum projective coordinates: equality (one)
- [02:01:14.385] [SUCCESS] (154/1618) Tweedledum projective coordinates: equality (random_same_objects)
- [02:01:14.400] [SUCCESS] (155/1618) Tweedledum projective coordinates: Group properties (check_bytes_random)
- [02:01:14.400] [SUCCESS] (156/1618) Tweedledum projective coordinates: Group properties (check_bytes_zero)
- [02:01:14.400] [SUCCESS] (157/1618) Tweedledum projective coordinates: Group properties (check_bytes_one)
- [02:01:14.416] [SUCCESS] (158/1618) Tweedledum projective coordinates: Group properties (check_bytes_random_double)
- [02:01:14.446] [SUCCESS] (159/1618) Tweedledum projective coordinates: Group properties (check_bytes_random_sum)
- [02:01:14.653] [SUCCESS] (160/1618) Tweedledum projective coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:14.653] [SUCCESS] (161/1618) Tweedledum projective coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:14.653] [SUCCESS] (162/1618) Tweedledum projective coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:14.667] [SUCCESS] (163/1618) Tweedledum projective coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:14.682] [SUCCESS] (164/1618) Tweedledum projective coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:14.698] [SUCCESS] (165/1618) Tweedledum projective coordinates: Group properties (opposite_of_opposite)
- [02:01:14.713] [SUCCESS] (166/1618) Tweedledum projective coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:14.713] [SUCCESS] (167/1618) Tweedledum projective coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:14.713] [SUCCESS] (168/1618) Tweedledum projective coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:14.713] [SUCCESS] (169/1618) Tweedledum projective coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:14.721] [SUCCESS] (170/1618) Tweedledum projective coordinates: Group properties (opposite_equality)
- [02:01:14.737] [SUCCESS] (171/1618) Tweedledum projective coordinates: Group properties (zero is the identity)
- [02:01:15.363] [SUCCESS] (172/1618) Tweedledum projective coordinates: Group properties (distributivity)
- [02:01:15.761] [SUCCESS] (173/1618) Tweedledum projective coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:15.776] [SUCCESS] (174/1618) Tweedledum projective coordinates: Group properties (opposite_existential_property)
- [02:01:16.162] [SUCCESS] (175/1618) Tweedledum projective coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:17.318] [SUCCESS] (176/1618) Tweedledum projective coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:17.335] [SUCCESS] (177/1618) Tweedledum projective coordinates: Group properties (double)
- [02:01:17.968] [SUCCESS] (178/1618) Tweedledum projective coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:18.775] [SUCCESS] (179/1618) Tweedledum projective coordinates: Group properties (inverse on scalar)
- [02:01:18.823] [SUCCESS] (180/1618) Tweedledum projective coordinates: Group properties (additive_associativity)
- [02:01:18.855] [SUCCESS] (181/1618) Tweedledum projective coordinates: Group properties (additive_commutativity)
- [02:01:18.855] [SUCCESS] (182/1618) Tweedledum projective coordinates: Group properties (Generator is of prime order)
- [02:01:18.870] [SUCCESS] (183/1618) Tweedledum jacobian coordinates: value generation (random)
- [02:01:18.870] [SUCCESS] (184/1618) Tweedledum jacobian coordinates: value generation (negate_with_one)
- [02:01:18.870] [SUCCESS] (185/1618) Tweedledum jacobian coordinates: value generation (negate_with_zero)
- [02:01:18.885] [SUCCESS] (186/1618) Tweedledum jacobian coordinates: value generation (negate_with_random)
- [02:01:18.901] [SUCCESS] (187/1618) Tweedledum jacobian coordinates: value generation (double_with_random)
- [02:01:18.917] [SUCCESS] (188/1618) Tweedledum jacobian coordinates: value generation (negate generates a valid point)
- [02:01:18.948] [SUCCESS] (189/1618) Tweedledum jacobian coordinates: value generation (addition generates a valid point)
- [02:01:18.965] [SUCCESS] (190/1618) Tweedledum jacobian coordinates: value generation (double generates a valid point)
- [02:01:19.323] [SUCCESS] (191/1618) Tweedledum jacobian coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:19.338] [SUCCESS] (192/1618) Tweedledum jacobian coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:19.354] [SUCCESS] (193/1618) Tweedledum jacobian coordinates: value generation (check bytes on random with to_bytes)
- [02:01:19.354] [SUCCESS] (194/1618) Tweedledum jacobian coordinates: value generation (double_with_one)
- [02:01:19.354] [SUCCESS] (195/1618) Tweedledum jacobian coordinates: value generation (double_with_zero)
- [02:01:19.354] [SUCCESS] (196/1618) Tweedledum jacobian coordinates: equality (zero)
- [02:01:19.354] [SUCCESS] (197/1618) Tweedledum jacobian coordinates: equality (one)
- [02:01:19.370] [SUCCESS] (198/1618) Tweedledum jacobian coordinates: equality (random_same_objects)
- [02:01:19.385] [SUCCESS] (199/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_random)
- [02:01:19.385] [SUCCESS] (200/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_zero)
- [02:01:19.385] [SUCCESS] (201/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_one)
- [02:01:19.402] [SUCCESS] (202/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_random_double)
- [02:01:19.433] [SUCCESS] (203/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_random_sum)
- [02:01:19.808] [SUCCESS] (204/1618) Tweedledum jacobian coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:19.808] [SUCCESS] (205/1618) Tweedledum jacobian coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:19.808] [SUCCESS] (206/1618) Tweedledum jacobian coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:19.823] [SUCCESS] (207/1618) Tweedledum jacobian coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:19.837] [SUCCESS] (208/1618) Tweedledum jacobian coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:19.852] [SUCCESS] (209/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_opposite)
- [02:01:19.867] [SUCCESS] (210/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:19.867] [SUCCESS] (211/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:19.867] [SUCCESS] (212/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:19.868] [SUCCESS] (213/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:19.882] [SUCCESS] (214/1618) Tweedledum jacobian coordinates: Group properties (opposite_equality)
- [02:01:19.898] [SUCCESS] (215/1618) Tweedledum jacobian coordinates: Group properties (zero is the identity)
- [02:01:20.921] [SUCCESS] (216/1618) Tweedledum jacobian coordinates: Group properties (distributivity)
- [02:01:21.579] [SUCCESS] (217/1618) Tweedledum jacobian coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:21.594] [SUCCESS] (218/1618) Tweedledum jacobian coordinates: Group properties (opposite_existential_property)
- [02:01:22.233] [SUCCESS] (219/1618) Tweedledum jacobian coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:24.140] [SUCCESS] (220/1618) Tweedledum jacobian coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:24.156] [SUCCESS] (221/1618) Tweedledum jacobian coordinates: Group properties (double)
- [02:01:25.158] [SUCCESS] (222/1618) Tweedledum jacobian coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:26.752] [SUCCESS] (223/1618) Tweedledum jacobian coordinates: Group properties (inverse on scalar)
- [02:01:26.802] [SUCCESS] (224/1618) Tweedledum jacobian coordinates: Group properties (additive_associativity)
- [02:01:26.835] [SUCCESS] (225/1618) Tweedledum jacobian coordinates: Group properties (additive_commutativity)
- [02:01:26.835] [SUCCESS] (226/1618) Tweedledum jacobian coordinates: Group properties (Generator is of prime order)
- [02:01:26.851] [SUCCESS] (227/1618) Tweedledum affine coordinates: value generation (random)
- [02:01:26.851] [SUCCESS] (228/1618) Tweedledum affine coordinates: value generation (negate_with_one)
- [02:01:26.851] [SUCCESS] (229/1618) Tweedledum affine coordinates: value generation (negate_with_zero)
- [02:01:26.870] [SUCCESS] (230/1618) Tweedledum affine coordinates: value generation (negate_with_random)
- [02:01:26.892] [SUCCESS] (231/1618) Tweedledum affine coordinates: value generation (double_with_random)
- [02:01:26.910] [SUCCESS] (232/1618) Tweedledum affine coordinates: value generation (negate generates a valid point)
- [02:01:26.950] [SUCCESS] (233/1618) Tweedledum affine coordinates: value generation (addition generates a valid point)
- [02:01:26.971] [SUCCESS] (234/1618) Tweedledum affine coordinates: value generation (double generates a valid point)
- [02:01:27.366] [SUCCESS] (235/1618) Tweedledum affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:27.385] [SUCCESS] (236/1618) Tweedledum affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:27.403] [SUCCESS] (237/1618) Tweedledum affine coordinates: value generation (check bytes on random with to_bytes)
- [02:01:27.403] [SUCCESS] (238/1618) Tweedledum affine coordinates: value generation (double_with_one)
- [02:01:27.403] [SUCCESS] (239/1618) Tweedledum affine coordinates: value generation (double_with_zero)
- [02:01:27.403] [SUCCESS] (240/1618) Tweedledum affine coordinates: equality (zero)
- [02:01:27.403] [SUCCESS] (241/1618) Tweedledum affine coordinates: equality (one)
- [02:01:27.423] [SUCCESS] (242/1618) Tweedledum affine coordinates: equality (random_same_objects)
- [02:01:27.442] [SUCCESS] (243/1618) Tweedledum affine coordinates: Group properties (check_bytes_random)
- [02:01:27.442] [SUCCESS] (244/1618) Tweedledum affine coordinates: Group properties (check_bytes_zero)
- [02:01:27.442] [SUCCESS] (245/1618) Tweedledum affine coordinates: Group properties (check_bytes_one)
- [02:01:27.464] [SUCCESS] (246/1618) Tweedledum affine coordinates: Group properties (check_bytes_random_double)
- [02:01:27.504] [SUCCESS] (247/1618) Tweedledum affine coordinates: Group properties (check_bytes_random_sum)
- [02:01:27.898] [SUCCESS] (248/1618) Tweedledum affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:27.898] [SUCCESS] (249/1618) Tweedledum affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:27.898] [SUCCESS] (250/1618) Tweedledum affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:27.915] [SUCCESS] (251/1618) Tweedledum affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:27.931] [SUCCESS] (252/1618) Tweedledum affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:27.946] [SUCCESS] (253/1618) Tweedledum affine coordinates: Group properties (opposite_of_opposite)
- [02:01:27.963] [SUCCESS] (254/1618) Tweedledum affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:27.964] [SUCCESS] (255/1618) Tweedledum affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:27.964] [SUCCESS] (256/1618) Tweedledum affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:27.964] [SUCCESS] (257/1618) Tweedledum affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:27.980] [SUCCESS] (258/1618) Tweedledum affine coordinates: Group properties (opposite_equality)
- [02:01:28.000] [SUCCESS] (259/1618) Tweedledum affine coordinates: Group properties (zero is the identity)
- [02:01:29.126] [SUCCESS] (260/1618) Tweedledum affine coordinates: Group properties (distributivity)
- [02:01:29.809] [SUCCESS] (261/1618) Tweedledum affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:29.825] [SUCCESS] (262/1618) Tweedledum affine coordinates: Group properties (opposite_existential_property)
- [02:01:30.483] [SUCCESS] (263/1618) Tweedledum affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:32.362] [SUCCESS] (264/1618) Tweedledum affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:32.379] [SUCCESS] (265/1618) Tweedledum affine coordinates: Group properties (double)
- [02:01:33.326] [SUCCESS] (266/1618) Tweedledum affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:34.553] [SUCCESS] (267/1618) Tweedledum affine coordinates: Group properties (inverse on scalar)
- [02:01:34.596] [SUCCESS] (268/1618) Tweedledum affine coordinates: Group properties (additive_associativity)
- [02:01:34.624] [SUCCESS] (269/1618) Tweedledum affine coordinates: Group properties (additive_commutativity)
- [02:01:34.624] [SUCCESS] (270/1618) Tweedledum affine coordinates: Group properties (Generator is of prime order)
- [02:01:34.624] [SUCCESS] (271/1618) Tweedledum affine coordinates: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:01:34.650] [SUCCESS] (272/1618) Tweedledum affine coordinates: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:01:34.677] [SUCCESS] (273/1618) Tweedledum affine coordinates: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:01:34.677] [SUCCESS] (274/1618) Tweedledum affine coordinates: Compressed representation (Compressed version is half the size)
- [02:01:34.691] [SUCCESS] (275/1618) Tweedledum affine coordinates: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:01:34.705] [SUCCESS] (276/1618) Tweedledum affine coordinates: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:01:34.719] [SUCCESS] (277/1618) Tweedledee projective coordinates: value generation (random)
- [02:01:34.719] [SUCCESS] (278/1618) Tweedledee projective coordinates: value generation (negate_with_one)
- [02:01:34.719] [SUCCESS] (279/1618) Tweedledee projective coordinates: value generation (negate_with_zero)
- [02:01:34.733] [SUCCESS] (280/1618) Tweedledee projective coordinates: value generation (negate_with_random)
- [02:01:34.748] [SUCCESS] (281/1618) Tweedledee projective coordinates: value generation (double_with_random)
- [02:01:34.762] [SUCCESS] (282/1618) Tweedledee projective coordinates: value generation (negate generates a valid point)
- [02:01:34.791] [SUCCESS] (283/1618) Tweedledee projective coordinates: value generation (addition generates a valid point)
- [02:01:34.807] [SUCCESS] (284/1618) Tweedledee projective coordinates: value generation (double generates a valid point)
- [02:01:34.998] [SUCCESS] (285/1618) Tweedledee projective coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:35.013] [SUCCESS] (286/1618) Tweedledee projective coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:35.027] [SUCCESS] (287/1618) Tweedledee projective coordinates: value generation (check bytes on random with to_bytes)
- [02:01:35.027] [SUCCESS] (288/1618) Tweedledee projective coordinates: value generation (double_with_one)
- [02:01:35.027] [SUCCESS] (289/1618) Tweedledee projective coordinates: value generation (double_with_zero)
- [02:01:35.027] [SUCCESS] (290/1618) Tweedledee projective coordinates: equality (zero)
- [02:01:35.027] [SUCCESS] (291/1618) Tweedledee projective coordinates: equality (one)
- [02:01:35.042] [SUCCESS] (292/1618) Tweedledee projective coordinates: equality (random_same_objects)
- [02:01:35.057] [SUCCESS] (293/1618) Tweedledee projective coordinates: Group properties (check_bytes_random)
- [02:01:35.057] [SUCCESS] (294/1618) Tweedledee projective coordinates: Group properties (check_bytes_zero)
- [02:01:35.057] [SUCCESS] (295/1618) Tweedledee projective coordinates: Group properties (check_bytes_one)
- [02:01:35.072] [SUCCESS] (296/1618) Tweedledee projective coordinates: Group properties (check_bytes_random_double)
- [02:01:35.102] [SUCCESS] (297/1618) Tweedledee projective coordinates: Group properties (check_bytes_random_sum)
- [02:01:35.293] [SUCCESS] (298/1618) Tweedledee projective coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:35.293] [SUCCESS] (299/1618) Tweedledee projective coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:35.293] [SUCCESS] (300/1618) Tweedledee projective coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:35.307] [SUCCESS] (301/1618) Tweedledee projective coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:35.321] [SUCCESS] (302/1618) Tweedledee projective coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:35.336] [SUCCESS] (303/1618) Tweedledee projective coordinates: Group properties (opposite_of_opposite)
- [02:01:35.350] [SUCCESS] (304/1618) Tweedledee projective coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:35.350] [SUCCESS] (305/1618) Tweedledee projective coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:35.350] [SUCCESS] (306/1618) Tweedledee projective coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:35.350] [SUCCESS] (307/1618) Tweedledee projective coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:35.358] [SUCCESS] (308/1618) Tweedledee projective coordinates: Group properties (opposite_equality)
- [02:01:35.373] [SUCCESS] (309/1618) Tweedledee projective coordinates: Group properties (zero is the identity)
- [02:01:35.937] [SUCCESS] (310/1618) Tweedledee projective coordinates: Group properties (distributivity)
- [02:01:36.308] [SUCCESS] (311/1618) Tweedledee projective coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:36.323] [SUCCESS] (312/1618) Tweedledee projective coordinates: Group properties (opposite_existential_property)
- [02:01:36.688] [SUCCESS] (313/1618) Tweedledee projective coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:37.764] [SUCCESS] (314/1618) Tweedledee projective coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:37.780] [SUCCESS] (315/1618) Tweedledee projective coordinates: Group properties (double)
- [02:01:38.321] [SUCCESS] (316/1618) Tweedledee projective coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:39.044] [SUCCESS] (317/1618) Tweedledee projective coordinates: Group properties (inverse on scalar)
- [02:01:39.090] [SUCCESS] (318/1618) Tweedledee projective coordinates: Group properties (additive_associativity)
- [02:01:39.120] [SUCCESS] (319/1618) Tweedledee projective coordinates: Group properties (additive_commutativity)
- [02:01:39.120] [SUCCESS] (320/1618) Tweedledee projective coordinates: Group properties (Generator is of prime order)
- [02:01:39.134] [SUCCESS] (321/1618) Tweedledee jacobian coordinates: value generation (random)
- [02:01:39.134] [SUCCESS] (322/1618) Tweedledee jacobian coordinates: value generation (negate_with_one)
- [02:01:39.134] [SUCCESS] (323/1618) Tweedledee jacobian coordinates: value generation (negate_with_zero)
- [02:01:39.148] [SUCCESS] (324/1618) Tweedledee jacobian coordinates: value generation (negate_with_random)
- [02:01:39.163] [SUCCESS] (325/1618) Tweedledee jacobian coordinates: value generation (double_with_random)
- [02:01:39.177] [SUCCESS] (326/1618) Tweedledee jacobian coordinates: value generation (negate generates a valid point)
- [02:01:39.207] [SUCCESS] (327/1618) Tweedledee jacobian coordinates: value generation (addition generates a valid point)
- [02:01:39.223] [SUCCESS] (328/1618) Tweedledee jacobian coordinates: value generation (double generates a valid point)
- [02:01:39.552] [SUCCESS] (329/1618) Tweedledee jacobian coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:39.567] [SUCCESS] (330/1618) Tweedledee jacobian coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:39.582] [SUCCESS] (331/1618) Tweedledee jacobian coordinates: value generation (check bytes on random with to_bytes)
- [02:01:39.582] [SUCCESS] (332/1618) Tweedledee jacobian coordinates: value generation (double_with_one)
- [02:01:39.582] [SUCCESS] (333/1618) Tweedledee jacobian coordinates: value generation (double_with_zero)
- [02:01:39.582] [SUCCESS] (334/1618) Tweedledee jacobian coordinates: equality (zero)
- [02:01:39.582] [SUCCESS] (335/1618) Tweedledee jacobian coordinates: equality (one)
- [02:01:39.598] [SUCCESS] (336/1618) Tweedledee jacobian coordinates: equality (random_same_objects)
- [02:01:39.612] [SUCCESS] (337/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_random)
- [02:01:39.613] [SUCCESS] (338/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_zero)
- [02:01:39.613] [SUCCESS] (339/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_one)
- [02:01:39.628] [SUCCESS] (340/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_random_double)
- [02:01:39.659] [SUCCESS] (341/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_random_sum)
- [02:01:39.989] [SUCCESS] (342/1618) Tweedledee jacobian coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:39.989] [SUCCESS] (343/1618) Tweedledee jacobian coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:39.989] [SUCCESS] (344/1618) Tweedledee jacobian coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:40.004] [SUCCESS] (345/1618) Tweedledee jacobian coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:40.018] [SUCCESS] (346/1618) Tweedledee jacobian coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:40.032] [SUCCESS] (347/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_opposite)
- [02:01:40.047] [SUCCESS] (348/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:40.047] [SUCCESS] (349/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:40.047] [SUCCESS] (350/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:40.047] [SUCCESS] (351/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:40.059] [SUCCESS] (352/1618) Tweedledee jacobian coordinates: Group properties (opposite_equality)
- [02:01:40.074] [SUCCESS] (353/1618) Tweedledee jacobian coordinates: Group properties (zero is the identity)
- [02:01:41.028] [SUCCESS] (354/1618) Tweedledee jacobian coordinates: Group properties (distributivity)
- [02:01:41.660] [SUCCESS] (355/1618) Tweedledee jacobian coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:41.675] [SUCCESS] (356/1618) Tweedledee jacobian coordinates: Group properties (opposite_existential_property)
- [02:01:42.308] [SUCCESS] (357/1618) Tweedledee jacobian coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:44.216] [SUCCESS] (358/1618) Tweedledee jacobian coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:44.232] [SUCCESS] (359/1618) Tweedledee jacobian coordinates: Group properties (double)
- [02:01:45.166] [SUCCESS] (360/1618) Tweedledee jacobian coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:46.413] [SUCCESS] (361/1618) Tweedledee jacobian coordinates: Group properties (inverse on scalar)
- [02:01:46.460] [SUCCESS] (362/1618) Tweedledee jacobian coordinates: Group properties (additive_associativity)
- [02:01:46.491] [SUCCESS] (363/1618) Tweedledee jacobian coordinates: Group properties (additive_commutativity)
- [02:01:46.491] [SUCCESS] (364/1618) Tweedledee jacobian coordinates: Group properties (Generator is of prime order)
- [02:01:46.505] [SUCCESS] (365/1618) Tweedledee affine coordinates: value generation (random)
- [02:01:46.505] [SUCCESS] (366/1618) Tweedledee affine coordinates: value generation (negate_with_one)
- [02:01:46.505] [SUCCESS] (367/1618) Tweedledee affine coordinates: value generation (negate_with_zero)
- [02:01:46.519] [SUCCESS] (368/1618) Tweedledee affine coordinates: value generation (negate_with_random)
- [02:01:46.535] [SUCCESS] (369/1618) Tweedledee affine coordinates: value generation (double_with_random)
- [02:01:46.549] [SUCCESS] (370/1618) Tweedledee affine coordinates: value generation (negate generates a valid point)
- [02:01:46.578] [SUCCESS] (371/1618) Tweedledee affine coordinates: value generation (addition generates a valid point)
- [02:01:46.593] [SUCCESS] (372/1618) Tweedledee affine coordinates: value generation (double generates a valid point)
- [02:01:46.911] [SUCCESS] (373/1618) Tweedledee affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:46.925] [SUCCESS] (374/1618) Tweedledee affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:46.940] [SUCCESS] (375/1618) Tweedledee affine coordinates: value generation (check bytes on random with to_bytes)
- [02:01:46.940] [SUCCESS] (376/1618) Tweedledee affine coordinates: value generation (double_with_one)
- [02:01:46.940] [SUCCESS] (377/1618) Tweedledee affine coordinates: value generation (double_with_zero)
- [02:01:46.940] [SUCCESS] (378/1618) Tweedledee affine coordinates: equality (zero)
- [02:01:46.940] [SUCCESS] (379/1618) Tweedledee affine coordinates: equality (one)
- [02:01:46.954] [SUCCESS] (380/1618) Tweedledee affine coordinates: equality (random_same_objects)
- [02:01:46.968] [SUCCESS] (381/1618) Tweedledee affine coordinates: Group properties (check_bytes_random)
- [02:01:46.968] [SUCCESS] (382/1618) Tweedledee affine coordinates: Group properties (check_bytes_zero)
- [02:01:46.968] [SUCCESS] (383/1618) Tweedledee affine coordinates: Group properties (check_bytes_one)
- [02:01:46.984] [SUCCESS] (384/1618) Tweedledee affine coordinates: Group properties (check_bytes_random_double)
- [02:01:47.013] [SUCCESS] (385/1618) Tweedledee affine coordinates: Group properties (check_bytes_random_sum)
- [02:01:47.331] [SUCCESS] (386/1618) Tweedledee affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:47.331] [SUCCESS] (387/1618) Tweedledee affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:47.331] [SUCCESS] (388/1618) Tweedledee affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:47.345] [SUCCESS] (389/1618) Tweedledee affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:47.359] [SUCCESS] (390/1618) Tweedledee affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:47.373] [SUCCESS] (391/1618) Tweedledee affine coordinates: Group properties (opposite_of_opposite)
- [02:01:47.388] [SUCCESS] (392/1618) Tweedledee affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:01:47.388] [SUCCESS] (393/1618) Tweedledee affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:01:47.388] [SUCCESS] (394/1618) Tweedledee affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:01:47.388] [SUCCESS] (395/1618) Tweedledee affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:01:47.400] [SUCCESS] (396/1618) Tweedledee affine coordinates: Group properties (opposite_equality)
- [02:01:47.414] [SUCCESS] (397/1618) Tweedledee affine coordinates: Group properties (zero is the identity)
- [02:01:48.352] [SUCCESS] (398/1618) Tweedledee affine coordinates: Group properties (distributivity)
- [02:01:48.967] [SUCCESS] (399/1618) Tweedledee affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:01:48.981] [SUCCESS] (400/1618) Tweedledee affine coordinates: Group properties (opposite_existential_property)
- [02:01:49.599] [SUCCESS] (401/1618) Tweedledee affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:01:51.485] [SUCCESS] (402/1618) Tweedledee affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:01:51.501] [SUCCESS] (403/1618) Tweedledee affine coordinates: Group properties (double)
- [02:01:52.420] [SUCCESS] (404/1618) Tweedledee affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:01:53.640] [SUCCESS] (405/1618) Tweedledee affine coordinates: Group properties (inverse on scalar)
- [02:01:53.685] [SUCCESS] (406/1618) Tweedledee affine coordinates: Group properties (additive_associativity)
- [02:01:53.714] [SUCCESS] (407/1618) Tweedledee affine coordinates: Group properties (additive_commutativity)
- [02:01:53.715] [SUCCESS] (408/1618) Tweedledee affine coordinates: Group properties (Generator is of prime order)
- [02:01:53.715] [SUCCESS] (409/1618) Tweedledee affine coordinates: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:01:53.744] [SUCCESS] (410/1618) Tweedledee affine coordinates: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:01:53.774] [SUCCESS] (411/1618) Tweedledee affine coordinates: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:01:53.775] [SUCCESS] (412/1618) Tweedledee affine coordinates: Compressed representation (Compressed version is half the size)
- [02:01:53.790] [SUCCESS] (413/1618) Tweedledee affine coordinates: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:01:53.806] [SUCCESS] (414/1618) Tweedledee affine coordinates: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:01:53.806] [SUCCESS] (415/1618) Sinsemilla: Test vectors for Sinsemilla (Test vectors from zcash-ochard/zcash-test-vectors)
- [02:01:56.471] [SUCCESS] (416/1618) Sinsemilla: Properties (Collision when padding last chunk with zeroes)
- [02:01:56.474] [SUCCESS] (417/1618) secp256r1 projective coordinates: value generation (random)
- [02:01:56.474] [SUCCESS] (418/1618) secp256r1 projective coordinates: value generation (negate_with_one)
- [02:01:56.475] [SUCCESS] (419/1618) secp256r1 projective coordinates: value generation (negate_with_zero)
- [02:01:56.478] [SUCCESS] (420/1618) secp256r1 projective coordinates: value generation (negate_with_random)
- [02:01:56.482] [SUCCESS] (421/1618) secp256r1 projective coordinates: value generation (double_with_random)
- [02:01:56.486] [SUCCESS] (422/1618) secp256r1 projective coordinates: value generation (negate generates a valid point)
- [02:01:56.494] [SUCCESS] (423/1618) secp256r1 projective coordinates: value generation (addition generates a valid point)
- [02:01:56.499] [SUCCESS] (424/1618) secp256r1 projective coordinates: value generation (double generates a valid point)
- [02:01:56.671] [SUCCESS] (425/1618) secp256r1 projective coordinates: value generation (scalar multiplication generates a valid point)
- [02:01:56.675] [SUCCESS] (426/1618) secp256r1 projective coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:01:56.680] [SUCCESS] (427/1618) secp256r1 projective coordinates: value generation (check bytes on random with to_bytes)
- [02:01:56.680] [SUCCESS] (428/1618) secp256r1 projective coordinates: value generation (double_with_one)
- [02:01:56.680] [SUCCESS] (429/1618) secp256r1 projective coordinates: value generation (double_with_zero)
- [02:01:56.680] [SUCCESS] (430/1618) secp256r1 projective coordinates: equality (zero)
- [02:01:56.680] [SUCCESS] (431/1618) secp256r1 projective coordinates: equality (one)
- [02:01:56.684] [SUCCESS] (432/1618) secp256r1 projective coordinates: equality (random_same_objects)
- [02:01:56.688] [SUCCESS] (433/1618) secp256r1 projective coordinates: Group properties (check_bytes_random)
- [02:01:56.688] [SUCCESS] (434/1618) secp256r1 projective coordinates: Group properties (check_bytes_zero)
- [02:01:56.688] [SUCCESS] (435/1618) secp256r1 projective coordinates: Group properties (check_bytes_one)
- [02:01:56.692] [SUCCESS] (436/1618) secp256r1 projective coordinates: Group properties (check_bytes_random_double)
- [02:01:56.700] [SUCCESS] (437/1618) secp256r1 projective coordinates: Group properties (check_bytes_random_sum)
- [02:01:56.872] [SUCCESS] (438/1618) secp256r1 projective coordinates: Group properties (check_bytes_random_multiplication)
- [02:01:56.872] [SUCCESS] (439/1618) secp256r1 projective coordinates: Group properties (zero_scalar_nullifier_one)
- [02:01:56.872] [SUCCESS] (440/1618) secp256r1 projective coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:01:56.876] [SUCCESS] (441/1618) secp256r1 projective coordinates: Group properties (zero_scalar_nullifier_random)
- [02:01:56.880] [SUCCESS] (442/1618) secp256r1 projective coordinates: Group properties (multiply_by_one_does_nothing)
- [02:01:56.884] [SUCCESS] (443/1618) secp256r1 projective coordinates: Group properties (opposite_of_opposite)
- [02:01:56.888] [SUCCESS] (444/1618) secp256r1 projective coordinates: Group properties (opposite_of_opposite_using_scalar)
- ...TRUNCATED BY DUNE...
- [02:03:45.098] [SUCCESS] (1194/1618) BN254 jacobian coordinates: value generation (double_with_random)
- [02:03:45.101] [SUCCESS] (1195/1618) BN254 jacobian coordinates: value generation (negate generates a valid point)
- [02:03:45.109] [SUCCESS] (1196/1618) BN254 jacobian coordinates: value generation (addition generates a valid point)
- [02:03:45.113] [SUCCESS] (1197/1618) BN254 jacobian coordinates: value generation (double generates a valid point)
- [02:03:45.421] [SUCCESS] (1198/1618) BN254 jacobian coordinates: value generation (scalar multiplication generates a valid point)
- [02:03:45.425] [SUCCESS] (1199/1618) BN254 jacobian coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:03:45.429] [SUCCESS] (1200/1618) BN254 jacobian coordinates: value generation (check bytes on random with to_bytes)
- [02:03:45.429] [SUCCESS] (1201/1618) BN254 jacobian coordinates: value generation (double_with_one)
- [02:03:45.429] [SUCCESS] (1202/1618) BN254 jacobian coordinates: value generation (double_with_zero)
- [02:03:45.429] [SUCCESS] (1203/1618) BN254 jacobian coordinates: equality (zero)
- [02:03:45.429] [SUCCESS] (1204/1618) BN254 jacobian coordinates: equality (one)
- [02:03:45.434] [SUCCESS] (1205/1618) BN254 jacobian coordinates: equality (random_same_objects)
- [02:03:45.438] [SUCCESS] (1206/1618) BN254 jacobian coordinates: Group properties (check_bytes_random)
- [02:03:45.438] [SUCCESS] (1207/1618) BN254 jacobian coordinates: Group properties (check_bytes_zero)
- [02:03:45.439] [SUCCESS] (1208/1618) BN254 jacobian coordinates: Group properties (check_bytes_one)
- [02:03:45.444] [SUCCESS] (1209/1618) BN254 jacobian coordinates: Group properties (check_bytes_random_double)
- [02:03:45.454] [SUCCESS] (1210/1618) BN254 jacobian coordinates: Group properties (check_bytes_random_sum)
- [02:03:45.759] [SUCCESS] (1211/1618) BN254 jacobian coordinates: Group properties (check_bytes_random_multiplication)
- [02:03:45.759] [SUCCESS] (1212/1618) BN254 jacobian coordinates: Group properties (zero_scalar_nullifier_one)
- [02:03:45.759] [SUCCESS] (1213/1618) BN254 jacobian coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:03:45.762] [SUCCESS] (1214/1618) BN254 jacobian coordinates: Group properties (zero_scalar_nullifier_random)
- [02:03:45.766] [SUCCESS] (1215/1618) BN254 jacobian coordinates: Group properties (multiply_by_one_does_nothing)
- [02:03:45.769] [SUCCESS] (1216/1618) BN254 jacobian coordinates: Group properties (opposite_of_opposite)
- [02:03:45.772] [SUCCESS] (1217/1618) BN254 jacobian coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:03:45.772] [SUCCESS] (1218/1618) BN254 jacobian coordinates: Group properties (opposite_of_zero_is_zero)
- [02:03:45.772] [SUCCESS] (1219/1618) BN254 jacobian coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:03:45.772] [SUCCESS] (1220/1618) BN254 jacobian coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:03:45.785] [SUCCESS] (1221/1618) BN254 jacobian coordinates: Group properties (opposite_equality)
- [02:03:45.788] [SUCCESS] (1222/1618) BN254 jacobian coordinates: Group properties (zero is the identity)
- [02:03:46.711] [SUCCESS] (1223/1618) BN254 jacobian coordinates: Group properties (distributivity)
- [02:03:47.325] [SUCCESS] (1224/1618) BN254 jacobian coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:03:47.329] [SUCCESS] (1225/1618) BN254 jacobian coordinates: Group properties (opposite_existential_property)
- [02:03:47.941] [SUCCESS] (1226/1618) BN254 jacobian coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:03:49.776] [SUCCESS] (1227/1618) BN254 jacobian coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:03:49.781] [SUCCESS] (1228/1618) BN254 jacobian coordinates: Group properties (double)
- [02:03:50.704] [SUCCESS] (1229/1618) BN254 jacobian coordinates: Group properties (additive_associativity_with_scalar)
- [02:03:51.927] [SUCCESS] (1230/1618) BN254 jacobian coordinates: Group properties (inverse on scalar)
- [02:03:51.940] [SUCCESS] (1231/1618) BN254 jacobian coordinates: Group properties (additive_associativity)
- [02:03:51.948] [SUCCESS] (1232/1618) BN254 jacobian coordinates: Group properties (additive_commutativity)
- [02:03:51.948] [SUCCESS] (1233/1618) BN254 jacobian coordinates: Group properties (Generator is of prime order)
- [02:03:51.952] [SUCCESS] (1234/1618) BN254 affine form: value generation (random)
- [02:03:51.952] [SUCCESS] (1235/1618) BN254 affine form: value generation (negate_with_one)
- [02:03:51.952] [SUCCESS] (1236/1618) BN254 affine form: value generation (negate_with_zero)
- [02:03:51.955] [SUCCESS] (1237/1618) BN254 affine form: value generation (negate_with_random)
- [02:03:51.959] [SUCCESS] (1238/1618) BN254 affine form: value generation (double_with_random)
- [02:03:51.962] [SUCCESS] (1239/1618) BN254 affine form: value generation (negate generates a valid point)
- [02:03:51.969] [SUCCESS] (1240/1618) BN254 affine form: value generation (addition generates a valid point)
- [02:03:51.973] [SUCCESS] (1241/1618) BN254 affine form: value generation (double generates a valid point)
- [02:03:52.279] [SUCCESS] (1242/1618) BN254 affine form: value generation (scalar multiplication generates a valid point)
- [02:03:52.282] [SUCCESS] (1243/1618) BN254 affine form: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:03:52.285] [SUCCESS] (1244/1618) BN254 affine form: value generation (check bytes on random with to_bytes)
- [02:03:52.285] [SUCCESS] (1245/1618) BN254 affine form: value generation (double_with_one)
- [02:03:52.285] [SUCCESS] (1246/1618) BN254 affine form: value generation (double_with_zero)
- [02:03:52.285] [SUCCESS] (1247/1618) BN254 affine form: equality (zero)
- [02:03:52.285] [SUCCESS] (1248/1618) BN254 affine form: equality (one)
- [02:03:52.289] [SUCCESS] (1249/1618) BN254 affine form: equality (random_same_objects)
- [02:03:52.292] [SUCCESS] (1250/1618) BN254 affine form: Group properties (check_bytes_random)
- [02:03:52.292] [SUCCESS] (1251/1618) BN254 affine form: Group properties (check_bytes_zero)
- [02:03:52.292] [SUCCESS] (1252/1618) BN254 affine form: Group properties (check_bytes_one)
- [02:03:52.296] [SUCCESS] (1253/1618) BN254 affine form: Group properties (check_bytes_random_double)
- [02:03:52.303] [SUCCESS] (1254/1618) BN254 affine form: Group properties (check_bytes_random_sum)
- [02:03:52.607] [SUCCESS] (1255/1618) BN254 affine form: Group properties (check_bytes_random_multiplication)
- [02:03:52.607] [SUCCESS] (1256/1618) BN254 affine form: Group properties (zero_scalar_nullifier_one)
- [02:03:52.607] [SUCCESS] (1257/1618) BN254 affine form: Group properties (zero_scalar_nullifier_zero)
- [02:03:52.611] [SUCCESS] (1258/1618) BN254 affine form: Group properties (zero_scalar_nullifier_random)
- [02:03:52.614] [SUCCESS] (1259/1618) BN254 affine form: Group properties (multiply_by_one_does_nothing)
- [02:03:52.617] [SUCCESS] (1260/1618) BN254 affine form: Group properties (opposite_of_opposite)
- [02:03:52.620] [SUCCESS] (1261/1618) BN254 affine form: Group properties (opposite_of_opposite_using_scalar)
- [02:03:52.620] [SUCCESS] (1262/1618) BN254 affine form: Group properties (opposite_of_zero_is_zero)
- [02:03:52.620] [SUCCESS] (1263/1618) BN254 affine form: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:03:52.620] [SUCCESS] (1264/1618) BN254 affine form: Group properties (opposite_of_opposite_of_one_is_one)
- [02:03:52.633] [SUCCESS] (1265/1618) BN254 affine form: Group properties (opposite_equality)
- [02:03:52.636] [SUCCESS] (1266/1618) BN254 affine form: Group properties (zero is the identity)
- [02:03:53.548] [SUCCESS] (1267/1618) BN254 affine form: Group properties (distributivity)
- [02:03:54.155] [SUCCESS] (1268/1618) BN254 affine form: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:03:54.158] [SUCCESS] (1269/1618) BN254 affine form: Group properties (opposite_existential_property)
- [02:03:54.761] [SUCCESS] (1270/1618) BN254 affine form: Group properties (mul_by_order_of_base_field_equals_element)
- [02:03:56.573] [SUCCESS] (1271/1618) BN254 affine form: Group properties (multiplication_properties_on_base_field_element)
- [02:03:56.578] [SUCCESS] (1272/1618) BN254 affine form: Group properties (double)
- [02:03:57.486] [SUCCESS] (1273/1618) BN254 affine form: Group properties (additive_associativity_with_scalar)
- [02:03:58.698] [SUCCESS] (1274/1618) BN254 affine form: Group properties (inverse on scalar)
- [02:03:58.709] [SUCCESS] (1275/1618) BN254 affine form: Group properties (additive_associativity)
- [02:03:58.716] [SUCCESS] (1276/1618) BN254 affine form: Group properties (additive_commutativity)
- [02:03:58.716] [SUCCESS] (1277/1618) BN254 affine form: Group properties (Generator is of prime order)
- [02:03:58.716] [SUCCESS] (1278/1618) BN254 affine form: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:03:58.721] [SUCCESS] (1279/1618) BN254 affine form: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:03:58.726] [SUCCESS] (1280/1618) BN254 affine form: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:03:58.726] [SUCCESS] (1281/1618) BN254 affine form: Compressed representation (Compressed version is half the size)
- [02:03:58.729] [SUCCESS] (1282/1618) BN254 affine form: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:03:58.733] [SUCCESS] (1283/1618) BN254 affine form: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:03:58.833] [SUCCESS] (1284/1618) BLS12-381 G1 projective form: value generation (random)
- [02:03:58.833] [SUCCESS] (1285/1618) BLS12-381 G1 projective form: value generation (negate_with_one)
- [02:03:58.833] [SUCCESS] (1286/1618) BLS12-381 G1 projective form: value generation (negate_with_zero)
- [02:03:58.933] [SUCCESS] (1287/1618) BLS12-381 G1 projective form: value generation (negate_with_random)
- [02:03:59.033] [SUCCESS] (1288/1618) BLS12-381 G1 projective form: value generation (double_with_random)
- [02:03:59.224] [SUCCESS] (1289/1618) BLS12-381 G1 projective form: value generation (negate generates a valid point)
- [02:03:59.515] [SUCCESS] (1290/1618) BLS12-381 G1 projective form: value generation (addition generates a valid point)
- [02:03:59.707] [SUCCESS] (1291/1618) BLS12-381 G1 projective form: value generation (double generates a valid point)
- [02:04:00.100] [SUCCESS] (1292/1618) BLS12-381 G1 projective form: value generation (scalar multiplication generates a valid point)
- [02:04:00.292] [SUCCESS] (1293/1618) BLS12-381 G1 projective form: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:00.484] [SUCCESS] (1294/1618) BLS12-381 G1 projective form: value generation (check bytes on random with to_bytes)
- [02:04:00.484] [SUCCESS] (1295/1618) BLS12-381 G1 projective form: value generation (double_with_one)
- [02:04:00.484] [SUCCESS] (1296/1618) BLS12-381 G1 projective form: value generation (double_with_zero)
- [02:04:00.484] [SUCCESS] (1297/1618) BLS12-381 G1 projective form: equality (zero)
- [02:04:00.484] [SUCCESS] (1298/1618) BLS12-381 G1 projective form: equality (one)
- [02:04:00.584] [SUCCESS] (1299/1618) BLS12-381 G1 projective form: equality (random_same_objects)
- [02:04:00.776] [SUCCESS] (1300/1618) BLS12-381 G1 projective form: Group properties (check_bytes_random)
- [02:04:00.776] [SUCCESS] (1301/1618) BLS12-381 G1 projective form: Group properties (check_bytes_zero)
- [02:04:00.777] [SUCCESS] (1302/1618) BLS12-381 G1 projective form: Group properties (check_bytes_one)
- [02:04:00.970] [SUCCESS] (1303/1618) BLS12-381 G1 projective form: Group properties (check_bytes_random_double)
- [02:04:01.261] [SUCCESS] (1304/1618) BLS12-381 G1 projective form: Group properties (check_bytes_random_sum)
- [02:04:01.653] [SUCCESS] (1305/1618) BLS12-381 G1 projective form: Group properties (check_bytes_random_multiplication)
- [02:04:01.654] [SUCCESS] (1306/1618) BLS12-381 G1 projective form: Group properties (zero_scalar_nullifier_one)
- [02:04:01.654] [SUCCESS] (1307/1618) BLS12-381 G1 projective form: Group properties (zero_scalar_nullifier_zero)
- [02:04:01.753] [SUCCESS] (1308/1618) BLS12-381 G1 projective form: Group properties (zero_scalar_nullifier_random)
- [02:04:01.854] [SUCCESS] (1309/1618) BLS12-381 G1 projective form: Group properties (multiply_by_one_does_nothing)
- [02:04:01.955] [SUCCESS] (1310/1618) BLS12-381 G1 projective form: Group properties (opposite_of_opposite)
- [02:04:02.056] [SUCCESS] (1311/1618) BLS12-381 G1 projective form: Group properties (opposite_of_opposite_using_scalar)
- [02:04:02.056] [SUCCESS] (1312/1618) BLS12-381 G1 projective form: Group properties (opposite_of_zero_is_zero)
- [02:04:02.056] [SUCCESS] (1313/1618) BLS12-381 G1 projective form: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:02.056] [SUCCESS] (1314/1618) BLS12-381 G1 projective form: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:02.065] [SUCCESS] (1315/1618) BLS12-381 G1 projective form: Group properties (opposite_equality)
- [02:04:02.166] [SUCCESS] (1316/1618) BLS12-381 G1 projective form: Group properties (zero is the identity)
- [02:04:02.973] [SUCCESS] (1317/1618) BLS12-381 G1 projective form: Group properties (distributivity)
- [02:04:03.478] [SUCCESS] (1318/1618) BLS12-381 G1 projective form: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:03.578] [SUCCESS] (1319/1618) BLS12-381 G1 projective form: Group properties (opposite_existential_property)
- [02:04:04.082] [SUCCESS] (1320/1618) BLS12-381 G1 projective form: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:05.398] [SUCCESS] (1321/1618) BLS12-381 G1 projective form: Group properties (multiplication_properties_on_base_field_element)
- [02:04:05.500] [SUCCESS] (1322/1618) BLS12-381 G1 projective form: Group properties (double)
- [02:04:06.205] [SUCCESS] (1323/1618) BLS12-381 G1 projective form: Group properties (additive_associativity_with_scalar)
- [02:04:07.121] [SUCCESS] (1324/1618) BLS12-381 G1 projective form: Group properties (inverse on scalar)
- [02:04:07.425] [SUCCESS] (1325/1618) BLS12-381 G1 projective form: Group properties (additive_associativity)
- [02:04:07.627] [SUCCESS] (1326/1618) BLS12-381 G1 projective form: Group properties (additive_commutativity)
- [02:04:07.627] [SUCCESS] (1327/1618) BLS12-381 G1 projective form: Group properties (Generator is of prime order)
- [02:04:07.826] [SUCCESS] (1328/1618) BLS12-381 G1 affine form: value generation (random)
- [02:04:07.827] [SUCCESS] (1329/1618) BLS12-381 G1 affine form: value generation (negate_with_one)
- [02:04:07.827] [SUCCESS] (1330/1618) BLS12-381 G1 affine form: value generation (negate_with_zero)
- [02:04:08.027] [SUCCESS] (1331/1618) BLS12-381 G1 affine form: value generation (negate_with_random)
- [02:04:08.229] [SUCCESS] (1332/1618) BLS12-381 G1 affine form: value generation (double_with_random)
- [02:04:08.623] [SUCCESS] (1333/1618) BLS12-381 G1 affine form: value generation (negate generates a valid point)
- [02:04:09.215] [SUCCESS] (1334/1618) BLS12-381 G1 affine form: value generation (addition generates a valid point)
- [02:04:09.607] [SUCCESS] (1335/1618) BLS12-381 G1 affine form: value generation (double generates a valid point)
- [02:04:10.402] [SUCCESS] (1336/1618) BLS12-381 G1 affine form: value generation (scalar multiplication generates a valid point)
- [02:04:10.791] [SUCCESS] (1337/1618) BLS12-381 G1 affine form: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:11.181] [SUCCESS] (1338/1618) BLS12-381 G1 affine form: value generation (check bytes on random with to_bytes)
- [02:04:11.181] [SUCCESS] (1339/1618) BLS12-381 G1 affine form: value generation (double_with_one)
- [02:04:11.181] [SUCCESS] (1340/1618) BLS12-381 G1 affine form: value generation (double_with_zero)
- [02:04:11.181] [SUCCESS] (1341/1618) BLS12-381 G1 affine form: equality (zero)
- [02:04:11.181] [SUCCESS] (1342/1618) BLS12-381 G1 affine form: equality (one)
- [02:04:11.380] [SUCCESS] (1343/1618) BLS12-381 G1 affine form: equality (random_same_objects)
- [02:04:11.771] [SUCCESS] (1344/1618) BLS12-381 G1 affine form: Group properties (check_bytes_random)
- [02:04:11.771] [SUCCESS] (1345/1618) BLS12-381 G1 affine form: Group properties (check_bytes_zero)
- [02:04:11.773] [SUCCESS] (1346/1618) BLS12-381 G1 affine form: Group properties (check_bytes_one)
- [02:04:12.165] [SUCCESS] (1347/1618) BLS12-381 G1 affine form: Group properties (check_bytes_random_double)
- [02:04:12.755] [SUCCESS] (1348/1618) BLS12-381 G1 affine form: Group properties (check_bytes_random_sum)
- [02:04:13.551] [SUCCESS] (1349/1618) BLS12-381 G1 affine form: Group properties (check_bytes_random_multiplication)
- [02:04:13.551] [SUCCESS] (1350/1618) BLS12-381 G1 affine form: Group properties (zero_scalar_nullifier_one)
- [02:04:13.551] [SUCCESS] (1351/1618) BLS12-381 G1 affine form: Group properties (zero_scalar_nullifier_zero)
- [02:04:13.751] [SUCCESS] (1352/1618) BLS12-381 G1 affine form: Group properties (zero_scalar_nullifier_random)
- [02:04:13.951] [SUCCESS] (1353/1618) BLS12-381 G1 affine form: Group properties (multiply_by_one_does_nothing)
- [02:04:14.150] [SUCCESS] (1354/1618) BLS12-381 G1 affine form: Group properties (opposite_of_opposite)
- [02:04:14.348] [SUCCESS] (1355/1618) BLS12-381 G1 affine form: Group properties (opposite_of_opposite_using_scalar)
- [02:04:14.349] [SUCCESS] (1356/1618) BLS12-381 G1 affine form: Group properties (opposite_of_zero_is_zero)
- [02:04:14.349] [SUCCESS] (1357/1618) BLS12-381 G1 affine form: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:14.349] [SUCCESS] (1358/1618) BLS12-381 G1 affine form: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:14.367] [SUCCESS] (1359/1618) BLS12-381 G1 affine form: Group properties (opposite_equality)
- [02:04:14.565] [SUCCESS] (1360/1618) BLS12-381 G1 affine form: Group properties (zero is the identity)
- [02:04:16.183] [SUCCESS] (1361/1618) BLS12-381 G1 affine form: Group properties (distributivity)
- [02:04:17.198] [SUCCESS] (1362/1618) BLS12-381 G1 affine form: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:17.398] [SUCCESS] (1363/1618) BLS12-381 G1 affine form: Group properties (opposite_existential_property)
- [02:04:18.414] [SUCCESS] (1364/1618) BLS12-381 G1 affine form: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:21.052] [SUCCESS] (1365/1618) BLS12-381 G1 affine form: Group properties (multiplication_properties_on_base_field_element)
- [02:04:21.254] [SUCCESS] (1366/1618) BLS12-381 G1 affine form: Group properties (double)
- [02:04:22.674] [SUCCESS] (1367/1618) BLS12-381 G1 affine form: Group properties (additive_associativity_with_scalar)
- [02:04:24.499] [SUCCESS] (1368/1618) BLS12-381 G1 affine form: Group properties (inverse on scalar)
- [02:04:25.100] [SUCCESS] (1369/1618) BLS12-381 G1 affine form: Group properties (additive_associativity)
- [02:04:25.500] [SUCCESS] (1370/1618) BLS12-381 G1 affine form: Group properties (additive_commutativity)
- [02:04:25.500] [SUCCESS] (1371/1618) BLS12-381 G1 affine form: Group properties (Generator is of prime order)
- [02:04:25.500] [SUCCESS] (1372/1618) BLS12-381 G1 affine form: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:04:25.898] [SUCCESS] (1373/1618) BLS12-381 G1 affine form: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:04:26.293] [SUCCESS] (1374/1618) BLS12-381 G1 affine form: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:04:26.295] [SUCCESS] (1375/1618) BLS12-381 G1 affine form: Compressed representation (Compressed version is half the size)
- [02:04:26.505] [SUCCESS] (1376/1618) BLS12-381 G1 affine form: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:04:26.705] [SUCCESS] (1377/1618) BLS12-381 G1 affine form: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:04:26.721] [SUCCESS] (1378/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (random)
- [02:04:26.721] [SUCCESS] (1379/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (negate_with_one)
- [02:04:26.721] [SUCCESS] (1380/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (negate_with_zero)
- [02:04:26.737] [SUCCESS] (1381/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (negate_with_random)
- [02:04:26.754] [SUCCESS] (1382/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (double_with_random)
- [02:04:26.773] [SUCCESS] (1383/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (negate generates a valid point)
- [02:04:26.808] [SUCCESS] (1384/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (addition generates a valid point)
- [02:04:26.827] [SUCCESS] (1385/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (double generates a valid point)
- [02:04:27.151] [SUCCESS] (1386/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:04:27.170] [SUCCESS] (1387/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:27.188] [SUCCESS] (1388/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (check bytes on random with to_bytes)
- [02:04:27.188] [SUCCESS] (1389/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (double_with_one)
- [02:04:27.188] [SUCCESS] (1390/1618) Bandersnatch Weierstrass form, affine coordinates: value generation (double_with_zero)
- [02:04:27.188] [SUCCESS] (1391/1618) Bandersnatch Weierstrass form, affine coordinates: equality (zero)
- [02:04:27.188] [SUCCESS] (1392/1618) Bandersnatch Weierstrass form, affine coordinates: equality (one)
- [02:04:27.205] [SUCCESS] (1393/1618) Bandersnatch Weierstrass form, affine coordinates: equality (random_same_objects)
- [02:04:27.223] [SUCCESS] (1394/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_random)
- [02:04:27.223] [SUCCESS] (1395/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_zero)
- [02:04:27.223] [SUCCESS] (1396/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_one)
- [02:04:27.242] [SUCCESS] (1397/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_random_double)
- [02:04:27.278] [SUCCESS] (1398/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_random_sum)
- [02:04:27.602] [SUCCESS] (1399/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:04:27.603] [SUCCESS] (1400/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:04:27.603] [SUCCESS] (1401/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:04:27.619] [SUCCESS] (1402/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:04:27.635] [SUCCESS] (1403/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:04:27.651] [SUCCESS] (1404/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_opposite)
- [02:04:27.668] [SUCCESS] (1405/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:04:27.668] [SUCCESS] (1406/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:04:27.668] [SUCCESS] (1407/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:27.668] [SUCCESS] (1408/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:27.680] [SUCCESS] (1409/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_equality)
- [02:04:27.696] [SUCCESS] (1410/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (zero is the identity)
- [02:04:28.644] [SUCCESS] (1411/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (distributivity)
- [02:04:29.276] [SUCCESS] (1412/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:29.292] [SUCCESS] (1413/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (opposite_existential_property)
- [02:04:29.920] [SUCCESS] (1414/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:31.784] [SUCCESS] (1415/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:04:31.802] [SUCCESS] (1416/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (double)
- [02:04:32.728] [SUCCESS] (1417/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:04:33.961] [SUCCESS] (1418/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (inverse on scalar)
- [02:04:34.011] [SUCCESS] (1419/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (additive_associativity)
- [02:04:34.044] [SUCCESS] (1420/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (additive_commutativity)
- [02:04:34.044] [SUCCESS] (1421/1618) Bandersnatch Weierstrass form, affine coordinates: Group properties (Generator is of prime order)
- [02:04:34.044] [SUCCESS] (1422/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (Compressed representation of zero is the bs with zeroes)
- [02:04:34.075] [SUCCESS] (1423/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (of_compressed_bytes_exn recovers correct point from uncompressed representation)
- [02:04:34.106] [SUCCESS] (1424/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (of_compressed_bytes_opt recovers correct point from uncompressed representation)
- [02:04:34.106] [SUCCESS] (1425/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (Compressed version is half the size)
- [02:04:34.122] [SUCCESS] (1426/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (of_compressed_bytes_exn/opt do not accept uncompressed bytes representation)
- [02:04:34.138] [SUCCESS] (1427/1618) Bandersnatch Weierstrass form, affine coordinates: Compressed representation (of_bytes_exn/opt do not accept compressed bytes representation)
- [02:04:34.153] [SUCCESS] (1428/1618) Bandersnatch Montgomery form and affine coordinates: value generation (random)
- [02:04:34.153] [SUCCESS] (1429/1618) Bandersnatch Montgomery form and affine coordinates: value generation (negate_with_one)
- [02:04:34.153] [SUCCESS] (1430/1618) Bandersnatch Montgomery form and affine coordinates: value generation (negate_with_zero)
- [02:04:34.168] [SUCCESS] (1431/1618) Bandersnatch Montgomery form and affine coordinates: value generation (negate_with_random)
- [02:04:34.184] [SUCCESS] (1432/1618) Bandersnatch Montgomery form and affine coordinates: value generation (double_with_random)
- [02:04:34.200] [SUCCESS] (1433/1618) Bandersnatch Montgomery form and affine coordinates: value generation (negate generates a valid point)
- [02:04:34.232] [SUCCESS] (1434/1618) Bandersnatch Montgomery form and affine coordinates: value generation (addition generates a valid point)
- [02:04:34.249] [SUCCESS] (1435/1618) Bandersnatch Montgomery form and affine coordinates: value generation (double generates a valid point)
- [02:04:34.441] [SUCCESS] (1436/1618) Bandersnatch Montgomery form and affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:04:34.457] [SUCCESS] (1437/1618) Bandersnatch Montgomery form and affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:34.473] [SUCCESS] (1438/1618) Bandersnatch Montgomery form and affine coordinates: value generation (check bytes on random with to_bytes)
- [02:04:34.473] [SUCCESS] (1439/1618) Bandersnatch Montgomery form and affine coordinates: value generation (double_with_one)
- [02:04:34.473] [SUCCESS] (1440/1618) Bandersnatch Montgomery form and affine coordinates: value generation (double_with_zero)
- [02:04:34.490] [SUCCESS] (1441/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_random)
- [02:04:34.490] [SUCCESS] (1442/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_zero)
- [02:04:34.490] [SUCCESS] (1443/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_one)
- [02:04:34.506] [SUCCESS] (1444/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_random_double)
- [02:04:34.539] [SUCCESS] (1445/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_random_sum)
- [02:04:34.730] [SUCCESS] (1446/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:04:34.730] [SUCCESS] (1447/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:04:34.730] [SUCCESS] (1448/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:04:34.745] [SUCCESS] (1449/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:04:34.760] [SUCCESS] (1450/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:04:34.775] [SUCCESS] (1451/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_opposite)
- [02:04:34.790] [SUCCESS] (1452/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:04:34.790] [SUCCESS] (1453/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:04:34.790] [SUCCESS] (1454/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:34.790] [SUCCESS] (1455/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:34.797] [SUCCESS] (1456/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_equality)
- [02:04:34.812] [SUCCESS] (1457/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (zero is the identity)
- [02:04:35.367] [SUCCESS] (1458/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (distributivity)
- [02:04:35.733] [SUCCESS] (1459/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:35.748] [SUCCESS] (1460/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (opposite_existential_property)
- [02:04:36.111] [SUCCESS] (1461/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:37.169] [SUCCESS] (1462/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:04:37.185] [SUCCESS] (1463/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (double)
- [02:04:37.722] [SUCCESS] (1464/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:04:38.430] [SUCCESS] (1465/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (inverse on scalar)
- [02:04:38.477] [SUCCESS] (1466/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (additive_associativity)
- [02:04:38.508] [SUCCESS] (1467/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (additive_commutativity)
- [02:04:38.508] [SUCCESS] (1468/1618) Bandersnatch Montgomery form and affine coordinates: Group properties (Generator is of prime order)
- [02:04:38.508] [SUCCESS] (1469/1618) Bandersnatch Montgomery form and affine coordinates: equality (zero)
- [02:04:38.508] [SUCCESS] (1470/1618) Bandersnatch Montgomery form and affine coordinates: equality (one)
- [02:04:38.523] [SUCCESS] (1471/1618) Bandersnatch Montgomery form and affine coordinates: equality (random_same_objects)
- [02:04:38.539] [SUCCESS] (1472/1618) Bandersnatch Edwards form, affine coordinates: value generation (random)
- [02:04:38.539] [SUCCESS] (1473/1618) Bandersnatch Edwards form, affine coordinates: value generation (negate_with_one)
- [02:04:38.539] [SUCCESS] (1474/1618) Bandersnatch Edwards form, affine coordinates: value generation (negate_with_zero)
- [02:04:38.555] [SUCCESS] (1475/1618) Bandersnatch Edwards form, affine coordinates: value generation (negate_with_random)
- [02:04:38.571] [SUCCESS] (1476/1618) Bandersnatch Edwards form, affine coordinates: value generation (double_with_random)
- [02:04:38.589] [SUCCESS] (1477/1618) Bandersnatch Edwards form, affine coordinates: value generation (negate generates a valid point)
- [02:04:38.623] [SUCCESS] (1478/1618) Bandersnatch Edwards form, affine coordinates: value generation (addition generates a valid point)
- [02:04:38.641] [SUCCESS] (1479/1618) Bandersnatch Edwards form, affine coordinates: value generation (double generates a valid point)
- [02:04:38.901] [SUCCESS] (1480/1618) Bandersnatch Edwards form, affine coordinates: value generation (scalar multiplication generates a valid point)
- [02:04:38.918] [SUCCESS] (1481/1618) Bandersnatch Edwards form, affine coordinates: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:38.936] [SUCCESS] (1482/1618) Bandersnatch Edwards form, affine coordinates: value generation (check bytes on random with to_bytes)
- [02:04:38.936] [SUCCESS] (1483/1618) Bandersnatch Edwards form, affine coordinates: value generation (double_with_one)
- [02:04:38.936] [SUCCESS] (1484/1618) Bandersnatch Edwards form, affine coordinates: value generation (double_with_zero)
- [02:04:38.953] [SUCCESS] (1485/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_random)
- [02:04:38.953] [SUCCESS] (1486/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_zero)
- [02:04:38.953] [SUCCESS] (1487/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_one)
- [02:04:38.972] [SUCCESS] (1488/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_random_double)
- [02:04:39.006] [SUCCESS] (1489/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_random_sum)
- [02:04:39.266] [SUCCESS] (1490/1618) Bandersnatch Edwards form, affine coordinates: Group properties (check_bytes_random_multiplication)
- [02:04:39.266] [SUCCESS] (1491/1618) Bandersnatch Edwards form, affine coordinates: Group properties (zero_scalar_nullifier_one)
- [02:04:39.266] [SUCCESS] (1492/1618) Bandersnatch Edwards form, affine coordinates: Group properties (zero_scalar_nullifier_zero)
- [02:04:39.282] [SUCCESS] (1493/1618) Bandersnatch Edwards form, affine coordinates: Group properties (zero_scalar_nullifier_random)
- [02:04:39.298] [SUCCESS] (1494/1618) Bandersnatch Edwards form, affine coordinates: Group properties (multiply_by_one_does_nothing)
- [02:04:39.314] [SUCCESS] (1495/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_opposite)
- [02:04:39.330] [SUCCESS] (1496/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_opposite_using_scalar)
- [02:04:39.330] [SUCCESS] (1497/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_zero_is_zero)
- [02:04:39.330] [SUCCESS] (1498/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:39.330] [SUCCESS] (1499/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:39.340] [SUCCESS] (1500/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_equality)
- [02:04:39.357] [SUCCESS] (1501/1618) Bandersnatch Edwards form, affine coordinates: Group properties (zero is the identity)
- [02:04:40.115] [SUCCESS] (1502/1618) Bandersnatch Edwards form, affine coordinates: Group properties (distributivity)
- [02:04:40.616] [SUCCESS] (1503/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:40.633] [SUCCESS] (1504/1618) Bandersnatch Edwards form, affine coordinates: Group properties (opposite_existential_property)
- [02:04:41.134] [SUCCESS] (1505/1618) Bandersnatch Edwards form, affine coordinates: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:42.614] [SUCCESS] (1506/1618) Bandersnatch Edwards form, affine coordinates: Group properties (multiplication_properties_on_base_field_element)
- [02:04:42.631] [SUCCESS] (1507/1618) Bandersnatch Edwards form, affine coordinates: Group properties (double)
- [02:04:43.376] [SUCCESS] (1508/1618) Bandersnatch Edwards form, affine coordinates: Group properties (additive_associativity_with_scalar)
- [02:04:44.359] [SUCCESS] (1509/1618) Bandersnatch Edwards form, affine coordinates: Group properties (inverse on scalar)
- [02:04:44.409] [SUCCESS] (1510/1618) Bandersnatch Edwards form, affine coordinates: Group properties (additive_associativity)
- [02:04:44.442] [SUCCESS] (1511/1618) Bandersnatch Edwards form, affine coordinates: Group properties (additive_commutativity)
- [02:04:44.442] [SUCCESS] (1512/1618) Bandersnatch Edwards form, affine coordinates: Group properties (Generator is of prime order)
- [02:04:44.442] [SUCCESS] (1513/1618) Bandersnatch Edwards form, affine coordinates: Group properties of Edwards curve (unsafe_from_coordinates do not check the point is on the curve)
- [02:04:44.443] [SUCCESS] (1514/1618) Bandersnatch Edwards form, affine coordinates: Group properties of Edwards curve (Test check_bytes and of_bytes_[exn/opt] with a different number of bytes than expected)
- [02:04:44.443] [SUCCESS] (1515/1618) Bandersnatch Edwards form, affine coordinates: equality (zero)
- [02:04:44.443] [SUCCESS] (1516/1618) Bandersnatch Edwards form, affine coordinates: equality (one)
- [02:04:44.458] [SUCCESS] (1517/1618) Bandersnatch Edwards form, affine coordinates: equality (random_same_objects)
- [02:04:44.459] [SUCCESS] (1518/1618) BabyJubjub reduced twisted edwards form: Vectors (test random coordinates u, v do not give a point on the curve)
- [02:04:44.475] [SUCCESS] (1519/1618) BabyJubjub reduced twisted edwards form: value generation (random)
- [02:04:44.475] [SUCCESS] (1520/1618) BabyJubjub reduced twisted edwards form: value generation (negate_with_one)
- [02:04:44.475] [SUCCESS] (1521/1618) BabyJubjub reduced twisted edwards form: value generation (negate_with_zero)
- [02:04:44.490] [SUCCESS] (1522/1618) BabyJubjub reduced twisted edwards form: value generation (negate_with_random)
- [02:04:44.506] [SUCCESS] (1523/1618) BabyJubjub reduced twisted edwards form: value generation (double_with_random)
- [02:04:44.523] [SUCCESS] (1524/1618) BabyJubjub reduced twisted edwards form: value generation (negate generates a valid point)
- [02:04:44.556] [SUCCESS] (1525/1618) BabyJubjub reduced twisted edwards form: value generation (addition generates a valid point)
- [02:04:44.574] [SUCCESS] (1526/1618) BabyJubjub reduced twisted edwards form: value generation (double generates a valid point)
- [02:04:44.835] [SUCCESS] (1527/1618) BabyJubjub reduced twisted edwards form: value generation (scalar multiplication generates a valid point)
- [02:04:44.852] [SUCCESS] (1528/1618) BabyJubjub reduced twisted edwards form: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:44.870] [SUCCESS] (1529/1618) BabyJubjub reduced twisted edwards form: value generation (check bytes on random with to_bytes)
- [02:04:44.870] [SUCCESS] (1530/1618) BabyJubjub reduced twisted edwards form: value generation (double_with_one)
- [02:04:44.870] [SUCCESS] (1531/1618) BabyJubjub reduced twisted edwards form: value generation (double_with_zero)
- [02:04:44.870] [SUCCESS] (1532/1618) BabyJubjub reduced twisted edwards form: Group properties of Edwards curve (unsafe_from_coordinates do not check the point is on the curve)
- [02:04:44.870] [SUCCESS] (1533/1618) BabyJubjub reduced twisted edwards form: Group properties of Edwards curve (Test check_bytes and of_bytes_[exn/opt] with a different number of bytes than expected)
- [02:04:44.887] [SUCCESS] (1534/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_random)
- [02:04:44.887] [SUCCESS] (1535/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_zero)
- [02:04:44.887] [SUCCESS] (1536/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_one)
- [02:04:44.906] [SUCCESS] (1537/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_random_double)
- [02:04:44.938] [SUCCESS] (1538/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_random_sum)
- [02:04:45.196] [SUCCESS] (1539/1618) BabyJubjub reduced twisted edwards form: Group properties (check_bytes_random_multiplication)
- [02:04:45.197] [SUCCESS] (1540/1618) BabyJubjub reduced twisted edwards form: Group properties (zero_scalar_nullifier_one)
- [02:04:45.197] [SUCCESS] (1541/1618) BabyJubjub reduced twisted edwards form: Group properties (zero_scalar_nullifier_zero)
- [02:04:45.212] [SUCCESS] (1542/1618) BabyJubjub reduced twisted edwards form: Group properties (zero_scalar_nullifier_random)
- [02:04:45.227] [SUCCESS] (1543/1618) BabyJubjub reduced twisted edwards form: Group properties (multiply_by_one_does_nothing)
- [02:04:45.243] [SUCCESS] (1544/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_opposite)
- [02:04:45.258] [SUCCESS] (1545/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_opposite_using_scalar)
- [02:04:45.258] [SUCCESS] (1546/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_zero_is_zero)
- [02:04:45.258] [SUCCESS] (1547/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:45.258] [SUCCESS] (1548/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:45.268] [SUCCESS] (1549/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_equality)
- [02:04:45.284] [SUCCESS] (1550/1618) BabyJubjub reduced twisted edwards form: Group properties (zero is the identity)
- [02:04:46.039] [SUCCESS] (1551/1618) BabyJubjub reduced twisted edwards form: Group properties (distributivity)
- [02:04:46.536] [SUCCESS] (1552/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:46.552] [SUCCESS] (1553/1618) BabyJubjub reduced twisted edwards form: Group properties (opposite_existential_property)
- [02:04:47.048] [SUCCESS] (1554/1618) BabyJubjub reduced twisted edwards form: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:48.504] [SUCCESS] (1555/1618) BabyJubjub reduced twisted edwards form: Group properties (multiplication_properties_on_base_field_element)
- [02:04:48.521] [SUCCESS] (1556/1618) BabyJubjub reduced twisted edwards form: Group properties (double)
- [02:04:49.255] [SUCCESS] (1557/1618) BabyJubjub reduced twisted edwards form: Group properties (additive_associativity_with_scalar)
- [02:04:50.233] [SUCCESS] (1558/1618) BabyJubjub reduced twisted edwards form: Group properties (inverse on scalar)
- [02:04:50.280] [SUCCESS] (1559/1618) BabyJubjub reduced twisted edwards form: Group properties (additive_associativity)
- [02:04:50.311] [SUCCESS] (1560/1618) BabyJubjub reduced twisted edwards form: Group properties (additive_commutativity)
- [02:04:50.311] [SUCCESS] (1561/1618) BabyJubjub reduced twisted edwards form: Group properties (Generator is of prime order)
- [02:04:50.311] [SUCCESS] (1562/1618) BabyJubjub reduced twisted edwards form: Serialisation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:50.311] [SUCCESS] (1563/1618) BabyJubjub reduced twisted edwards form: Serialisation (of_bytes_opt and to_bytes are inverse functions)
- [02:04:50.311] [SUCCESS] (1564/1618) BabyJubjub reduced twisted edwards form: equality (zero)
- [02:04:50.311] [SUCCESS] (1565/1618) BabyJubjub reduced twisted edwards form: equality (one)
- [02:04:50.327] [SUCCESS] (1566/1618) BabyJubjub reduced twisted edwards form: equality (random_same_objects)
- [02:04:50.327] [SUCCESS] (1567/1618) BabyJubjub: Vectors (test vectors addition)
- [02:04:50.329] [SUCCESS] (1568/1618) BabyJubjub: Vectors (test scalar multiplication)
- [02:04:50.330] [SUCCESS] (1569/1618) BabyJubjub: Vectors (test random coordinates u, v do not give a point on the curve)
- [02:04:50.330] [SUCCESS] (1570/1618) BabyJubjub: Vectors (test vectors doubling)
- [02:04:50.345] [SUCCESS] (1571/1618) BabyJubjub: value generation (random)
- [02:04:50.345] [SUCCESS] (1572/1618) BabyJubjub: value generation (negate_with_one)
- [02:04:50.345] [SUCCESS] (1573/1618) BabyJubjub: value generation (negate_with_zero)
- [02:04:50.360] [SUCCESS] (1574/1618) BabyJubjub: value generation (negate_with_random)
- [02:04:50.376] [SUCCESS] (1575/1618) BabyJubjub: value generation (double_with_random)
- [02:04:50.394] [SUCCESS] (1576/1618) BabyJubjub: value generation (negate generates a valid point)
- [02:04:50.427] [SUCCESS] (1577/1618) BabyJubjub: value generation (addition generates a valid point)
- [02:04:50.445] [SUCCESS] (1578/1618) BabyJubjub: value generation (double generates a valid point)
- [02:04:50.703] [SUCCESS] (1579/1618) BabyJubjub: value generation (scalar multiplication generates a valid point)
- [02:04:50.720] [SUCCESS] (1580/1618) BabyJubjub: value generation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:50.737] [SUCCESS] (1581/1618) BabyJubjub: value generation (check bytes on random with to_bytes)
- [02:04:50.737] [SUCCESS] (1582/1618) BabyJubjub: value generation (double_with_one)
- [02:04:50.737] [SUCCESS] (1583/1618) BabyJubjub: value generation (double_with_zero)
- [02:04:50.754] [SUCCESS] (1584/1618) BabyJubjub: Group properties (check_bytes_random)
- [02:04:50.754] [SUCCESS] (1585/1618) BabyJubjub: Group properties (check_bytes_zero)
- [02:04:50.754] [SUCCESS] (1586/1618) BabyJubjub: Group properties (check_bytes_one)
- [02:04:50.772] [SUCCESS] (1587/1618) BabyJubjub: Group properties (check_bytes_random_double)
- [02:04:50.811] [SUCCESS] (1588/1618) BabyJubjub: Group properties (check_bytes_random_sum)
- [02:04:51.068] [SUCCESS] (1589/1618) BabyJubjub: Group properties (check_bytes_random_multiplication)
- [02:04:51.068] [SUCCESS] (1590/1618) BabyJubjub: Group properties (zero_scalar_nullifier_one)
- [02:04:51.068] [SUCCESS] (1591/1618) BabyJubjub: Group properties (zero_scalar_nullifier_zero)
- [02:04:51.083] [SUCCESS] (1592/1618) BabyJubjub: Group properties (zero_scalar_nullifier_random)
- [02:04:51.098] [SUCCESS] (1593/1618) BabyJubjub: Group properties (multiply_by_one_does_nothing)
- [02:04:51.112] [SUCCESS] (1594/1618) BabyJubjub: Group properties (opposite_of_opposite)
- [02:04:51.127] [SUCCESS] (1595/1618) BabyJubjub: Group properties (opposite_of_opposite_using_scalar)
- [02:04:51.127] [SUCCESS] (1596/1618) BabyJubjub: Group properties (opposite_of_zero_is_zero)
- [02:04:51.127] [SUCCESS] (1597/1618) BabyJubjub: Group properties (opposite_of_opposite_of_zero_is_zero)
- [02:04:51.128] [SUCCESS] (1598/1618) BabyJubjub: Group properties (opposite_of_opposite_of_one_is_one)
- [02:04:51.137] [SUCCESS] (1599/1618) BabyJubjub: Group properties (opposite_equality)
- [02:04:51.153] [SUCCESS] (1600/1618) BabyJubjub: Group properties (zero is the identity)
- [02:04:51.901] [SUCCESS] (1601/1618) BabyJubjub: Group properties (distributivity)
- [02:04:52.396] [SUCCESS] (1602/1618) BabyJubjub: Group properties (opposite_of_scalar_is_opposite_of_ec)
- [02:04:52.412] [SUCCESS] (1603/1618) BabyJubjub: Group properties (opposite_existential_property)
- [02:04:52.909] [SUCCESS] (1604/1618) BabyJubjub: Group properties (mul_by_order_of_base_field_equals_element)
- [02:04:54.387] [SUCCESS] (1605/1618) BabyJubjub: Group properties (multiplication_properties_on_base_field_element)
- [02:04:54.403] [SUCCESS] (1606/1618) BabyJubjub: Group properties (double)
- [02:04:55.139] [SUCCESS] (1607/1618) BabyJubjub: Group properties (additive_associativity_with_scalar)
- [02:04:56.116] [SUCCESS] (1608/1618) BabyJubjub: Group properties (inverse on scalar)
- [02:04:56.164] [SUCCESS] (1609/1618) BabyJubjub: Group properties (additive_associativity)
- [02:04:56.196] [SUCCESS] (1610/1618) BabyJubjub: Group properties (additive_commutativity)
- [02:04:56.196] [SUCCESS] (1611/1618) BabyJubjub: Group properties (Generator is of prime order)
- [02:04:56.196] [SUCCESS] (1612/1618) BabyJubjub: Serialisation (of_bytes_exn and to_bytes are inverse functions)
- [02:04:56.196] [SUCCESS] (1613/1618) BabyJubjub: Serialisation (of_bytes_opt and to_bytes are inverse functions)
- [02:04:56.196] [SUCCESS] (1614/1618) BabyJubjub: Group properties of Edwards curve (unsafe_from_coordinates do not check the point is on the curve)
- [02:04:56.196] [SUCCESS] (1615/1618) BabyJubjub: Group properties of Edwards curve (Test check_bytes and of_bytes_[exn/opt] with a different number of bytes than expected)
- [02:04:56.196] [SUCCESS] (1616/1618) BabyJubjub: equality (zero)
- [02:04:56.196] [SUCCESS] (1617/1618) BabyJubjub: equality (one)
- [02:04:56.212] [SUCCESS] (1618/1618) BabyJubjub: equality (random_same_objects)
-> compiled octez-libs.19.0
-> removed octez-libs.19.0
-> installed octez-libs.19.0
Done.
# To update the current shell environment, run: eval $(opam env)
2025-12-12 02:05.00 ---> saved as "d7a4a664e0f6840dca348b5ae27b974bac8a740d7fbb99096eda96bf6f41d6ad"
Job succeeded
2025-12-12 02:05.09: Job succeeded