- github
- ocaml
- opam-repository
- 118a69
- compilers,5.4,dune.3.22.0~alpha0,revdeps,kcas_data.0.7.0
(not at the head of any monitored branch or PR)
2026-03-02 19:36.07: New job: test kcas_data.0.7.0 with dune.3.22.0~alpha0, using opam dev
from https://github.com/ocaml/opam-repository.git#refs/pull/29497/head (118a690db616b1df5c53d5fa00eb70791a80ae2c)
on debian-13-ocaml-5.4/amd64
To reproduce locally:
cd $(mktemp -d)
git clone --recursive "https://github.com/ocaml/opam-repository.git" && cd "opam-repository" && git fetch origin "refs/pull/29497/head" && git reset --hard 118a690d
git fetch origin master
git merge --no-edit a7b8d1036328cf727af175b657f3d2b732b4d868
cat > ../Dockerfile <<'END-OF-DOCKERFILE'
FROM ocaml/opam:debian-13-ocaml-5.4@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c
USER 1000:1000
WORKDIR /home/opam
RUN sudo ln -f /usr/bin/opam-dev /usr/bin/opam
RUN opam init --reinit -ni
RUN opam option solver=builtin-0install && opam config report
ENV OPAMDOWNLOADJOBS="1"
ENV OPAMERRLOGLEN="0"
ENV OPAMPRECISETRACKING="1"
ENV CI="true"
ENV OPAM_REPO_CI="true"
RUN rm -rf opam-repository/
COPY --chown=1000:1000 . opam-repository/
RUN opam repository set-url --strict default opam-repository/
RUN opam update --depexts || true
RUN opam pin add -k version -yn dune.3.22.0~alpha0 3.22.0~alpha0
RUN opam reinstall dune.3.22.0~alpha0; \
res=$?; \
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 "$pkg" != 'dune.3.22.0~alpha0' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
RUN opam reinstall kcas_data.0.7.0; \
res=$?; \
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 "$pkg" != 'kcas_data.0.7.0' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
RUN (opam reinstall --with-test kcas_data.0.7.0) || true
RUN opam reinstall --with-test --verbose kcas_data.0.7.0; \
res=$?; \
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 "$pkg" != 'kcas_data.0.7.0' && partial_fails="$partial_fails $pkg"; \
done; \
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}"; \
exit 1
END-OF-DOCKERFILE
docker build -f ../Dockerfile .
2026-03-02 19:36.07: Using cache hint "ocaml/opam:debian-13-ocaml-5.4@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c-dune.3.22.0~alpha0-kcas_data.0.7.0-118a690db616b1df5c53d5fa00eb70791a80ae2c"
2026-03-02 19:36.07: Using OBuilder spec:
((from ocaml/opam:debian-13-ocaml-5.4@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c)
(user (uid 1000) (gid 1000))
(workdir /home/opam)
(run (shell "sudo ln -f /usr/bin/opam-dev /usr/bin/opam"))
(run (network host)
(shell "opam init --reinit --config .opamrc-sandbox -ni"))
(run (shell "opam option solver=builtin-0install && opam config report"))
(env OPAMDOWNLOADJOBS 1)
(env OPAMERRLOGLEN 0)
(env OPAMPRECISETRACKING 1)
(env CI true)
(env OPAM_REPO_CI true)
(run (shell "rm -rf opam-repository/"))
(copy (src .) (dst opam-repository/))
(run (shell "opam repository set-url --strict default opam-repository/"))
(run (network host)
(shell "opam update --depexts || true"))
(run (shell "opam pin add -k version -yn dune.3.22.0~alpha0 3.22.0~alpha0"))
(run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall dune.3.22.0~alpha0;\
\n res=$?;\
\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 \"$pkg\" != 'dune.3.22.0~alpha0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
(run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall kcas_data.0.7.0;\
\n res=$?;\
\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 \"$pkg\" != 'kcas_data.0.7.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
(run (network host)
(shell "(opam reinstall --with-test kcas_data.0.7.0) || true"))
(run (shell "opam reinstall --with-test --verbose kcas_data.0.7.0;\
\n res=$?;\
\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 \"$pkg\" != 'kcas_data.0.7.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
)
2026-03-02 19:36.07: Waiting for resource in pool OCluster
2026-03-03 08:20.21: Waiting for worker…
2026-03-03 08:23.41: Got resource from pool OCluster
Building on eumache
All commits already cached
Updating files: 64% (11922/18363)
Updating files: 65% (11936/18363)
Updating files: 66% (12120/18363)
Updating files: 67% (12304/18363)
Updating files: 68% (12487/18363)
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Updating files: 73% (13405/18363)
Updating files: 74% (13589/18363)
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Updating files: 76% (13956/18363)
Updating files: 77% (14140/18363)
Updating files: 78% (14324/18363)
Updating files: 79% (14507/18363)
Updating files: 80% (14691/18363)
Updating files: 81% (14875/18363)
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Updating files: 99% (18180/18363)
Updating files: 100% (18363/18363)
Updating files: 100% (18363/18363), done.
HEAD is now at a7b8d10363 Merge pull request #29489 from anuragsoni/opam-publish-kqueue.0.7.0
Updating a7b8d10363..118a690db6
Fast-forward
.../chrome-trace/chrome-trace.3.22.0~alpha0/opam | 39 +++++++++++
.../dune-action-plugin.3.22.0~alpha0/opam | 52 +++++++++++++++
.../dune-action-trace.3.22.0~alpha0/opam | 40 ++++++++++++
.../dune-build-info.3.22.0~alpha0/opam | 45 +++++++++++++
.../dune-configurator.3.22.0~alpha0/opam | 49 ++++++++++++++
packages/dune-glob/dune-glob.3.22.0~alpha0/opam | 42 ++++++++++++
.../dune-private-libs.3.22.0~alpha0/opam | 50 +++++++++++++++
.../dune-rpc-lwt/dune-rpc-lwt.3.22.0~alpha0/opam | 41 ++++++++++++
packages/dune-rpc/dune-rpc.3.22.0~alpha0/opam | 44 +++++++++++++
packages/dune-site/dune-site.3.22.0~alpha0/opam | 37 +++++++++++
packages/dune/dune.3.22.0~alpha0/opam | 75 ++++++++++++++++++++++
packages/dyn/dyn.3.22.0~alpha0/opam | 40 ++++++++++++
packages/fs-io/fs-io.3.22.0~alpha0/opam | 39 +++++++++++
packages/ocamlc-loc/ocamlc-loc.3.22.0~alpha0/opam | 43 +++++++++++++
packages/ordering/ordering.3.22.0~alpha0/opam | 38 +++++++++++
packages/stdune/stdune.3.22.0~alpha0/opam | 46 +++++++++++++
.../top-closure/top-closure.3.22.0~alpha0/opam | 38 +++++++++++
packages/xdg/xdg.3.22.0~alpha0/opam | 39 +++++++++++
18 files changed, 797 insertions(+)
create mode 100644 packages/chrome-trace/chrome-trace.3.22.0~alpha0/opam
create mode 100644 packages/dune-action-plugin/dune-action-plugin.3.22.0~alpha0/opam
create mode 100644 packages/dune-action-trace/dune-action-trace.3.22.0~alpha0/opam
create mode 100644 packages/dune-build-info/dune-build-info.3.22.0~alpha0/opam
create mode 100644 packages/dune-configurator/dune-configurator.3.22.0~alpha0/opam
create mode 100644 packages/dune-glob/dune-glob.3.22.0~alpha0/opam
create mode 100644 packages/dune-private-libs/dune-private-libs.3.22.0~alpha0/opam
create mode 100644 packages/dune-rpc-lwt/dune-rpc-lwt.3.22.0~alpha0/opam
create mode 100644 packages/dune-rpc/dune-rpc.3.22.0~alpha0/opam
create mode 100644 packages/dune-site/dune-site.3.22.0~alpha0/opam
create mode 100644 packages/dune/dune.3.22.0~alpha0/opam
create mode 100644 packages/dyn/dyn.3.22.0~alpha0/opam
create mode 100644 packages/fs-io/fs-io.3.22.0~alpha0/opam
create mode 100644 packages/ocamlc-loc/ocamlc-loc.3.22.0~alpha0/opam
create mode 100644 packages/ordering/ordering.3.22.0~alpha0/opam
create mode 100644 packages/stdune/stdune.3.22.0~alpha0/opam
create mode 100644 packages/top-closure/top-closure.3.22.0~alpha0/opam
create mode 100644 packages/xdg/xdg.3.22.0~alpha0/opam
(from ocaml/opam:debian-13-ocaml-5.4@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c)
Unable to find image 'ocaml/opam:debian-13-ocaml-5.4@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c' locally
docker.io/ocaml/opam@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c: Pulling from ocaml/opam
ef235bf1a09a: Already exists
58b06b604a42: Already exists
b55f23c32d5a: Already exists
aa415425edb7: Already exists
c4f39ed7469c: Already exists
ca248a2fdd5e: Already exists
74109c509b2f: Already exists
18c2fa2271cb: Already exists
37d4d41661a2: Already exists
0b2f35f78814: Already exists
e65f29522a9a: Already exists
603a51b67573: Already exists
89b2faa02f16: Already exists
e5f11471afd4: Already exists
d7b0e5daa224: Already exists
7bec4d50f3b2: Already exists
d3a70ed71f1c: Already exists
90de03d9b27a: Already exists
a28f685cf2db: Already exists
5bb5e02041c7: Already exists
74f9af816199: Already exists
74c2f6cb4138: Already exists
4f4fb700ef54: Already exists
5ce9bdcb2952: Already exists
bf18c14e9b34: Already exists
bb4b67501479: Already exists
89e7ed0468f5: Already exists
640077527026: Already exists
363b481ff012: Already exists
437bd8bc3ce9: Already exists
2bcf3429833a: Already exists
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f3afb11ae499: Already exists
c3a5b88f5e5f: Already exists
124a1dc355b1: Already exists
0a9982d37abd: Already exists
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f81507befe71: Already exists
7984e4546bf9: Already exists
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e83772930ba8: Already exists
ae210f88246e: Already exists
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10a755270a5b: Already exists
ba9bc7232694: Already exists
d6bc4e91a30f: Already exists
a3c4c8a1f4e2: Already exists
845ad49c4ca0: Already exists
Digest: sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c
Status: Downloaded newer image for ocaml/opam@sha256:4add1601135529e9f2e403a25c1c640231c0e871e87f88cf8feab4be5095104c
2026-03-03 08:23.50 ---> using "3c18c9e472a4f76bc128dc0a5a1e21158ba3dbd0d6773ace6ec33f0cfe6fac9b" from cache
/: (user (uid 1000) (gid 1000))
/: (workdir /home/opam)
/home/opam: (run (shell "sudo ln -f /usr/bin/opam-dev /usr/bin/opam"))
2026-03-03 08:23.50 ---> using "7a3442ad99cd957e3ce65df65cad40aee4354c6d524c7813b8b589bc410c187e" 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
Format upgrade done.
<><> Updating repositories ><><><><><><><><><><><><><><><><><><><><><><><><><><>
[default] Initialised
2026-03-03 08:23.50 ---> using "4214446d06a5b764dff5167574d07a5b4441731262795df63d7a3c5f64e1a189" 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 71
# repositories 1 (version-controlled)
# pinned 1 (version)
# current-switch 5.4
# invariant ["ocaml-base-compiler" {>= "5.4.0"}]
# compiler-packages ocaml-base-compiler.5.4.0, ocaml-compiler.5.4.0, ocaml-options-vanilla.1
# ocaml:native true
# ocaml:native-tools true
# ocaml:native-dynlink true
# ocaml:stubsdir /home/opam/.opam/5.4/lib/ocaml/stublibs:/home/opam/.opam/5.4/lib/ocaml
# ocaml:preinstalled false
# ocaml:compiler 5.4.0
2026-03-03 08:23.50 ---> using "8bf276ecf196c09ac4fb294f887dce47d9744c212aabbbad5d313f0a4179272a" 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/"))
2026-03-03 08:23.50 ---> using "c04e3f046c8eaf07d3d8f4b30debe47a6f7742bcdbfbfeb4d464149613cd35cd" from cache
/home/opam: (copy (src .) (dst opam-repository/))
2026-03-03 08:23.51 ---> using "eec15e3492f38e67613d1a01ad00877a9a3ba45d19f73e6250e19cd2bda0a34c" from cache
/home/opam: (run (shell "opam repository set-url --strict default opam-repository/"))
[default] Initialised
2026-03-03 08:23.51 ---> using "b219e5557ed366603222e74c0319619404e73f91801374c46bc0615017490834" 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 [113 kB]
- Fetched 203 kB in 0s (1287 kB/s)
- Reading package lists...
-
2026-03-03 08:23.51 ---> using "411e66a2e15299fe700f96de3484c141af0207f3778de7985d9b3b9532bed7f1" from cache
/home/opam: (run (shell "opam pin add -k version -yn dune.3.22.0~alpha0 3.22.0~alpha0"))
dune is now pinned to version 3.22.0~alpha0
2026-03-03 08:23.51 ---> using "2f9d235ba473e057f7f5361d0a2909273f5e0fdc881489604942445353473ef7" from cache
/home/opam: (run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall dune.3.22.0~alpha0;\
\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 \"$pkg\" != 'dune.3.22.0~alpha0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
dune.3.22.0~alpha0 is not installed. Install it? [Y/n] y
The following actions will be performed:
=== install 1 package
- install dune 3.22.0~alpha0 (pinned)
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved dune.3.22.0~alpha0 (cached)
-> installed dune.3.22.0~alpha0
Done.
# To update the current shell environment, run: eval $(opam env)
2026-03-03 08:23.51 ---> using "f408636eb0246d657c1391cb7970d0cd4140119dfc0439ba4e0d991b34b6c9dc" from cache
/home/opam: (run (cache (opam-archives (target /home/opam/.opam/download-cache)))
(network host)
(shell "opam reinstall kcas_data.0.7.0;\
\n res=$?;\
\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 \"$pkg\" != 'kcas_data.0.7.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
kcas_data.0.7.0 is not installed. Install it? [Y/n] y
The following actions will be performed:
=== install 13 packages
- install backoff 0.1.1 [required by kcas]
- install domain-local-await 1.0.1 [required by kcas]
- install domain-local-timeout 1.0.1 [required by kcas]
- install kcas 0.7.0 [required by kcas_data]
- install kcas_data 0.7.0
- install mtime 2.1.0 [required by domain-local-timeout]
- install multicore-magic 2.3.2 [required by kcas_data]
- install ocamlbuild 0.16.1 [required by mtime]
- install ocamlfind 1.9.8 [required by mtime]
- install psq 0.2.1 [required by domain-local-timeout]
- install seq base [required by psq]
- install thread-table 1.0.0 [required by domain-local-await, domain-local-timeout]
- install topkg 1.1.1 [required by mtime]
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved backoff.0.1.1 (cached)
-> retrieved domain-local-await.1.0.1 (cached)
-> retrieved domain-local-timeout.1.0.1 (cached)
-> retrieved kcas.0.7.0, kcas_data.0.7.0 (cached)
-> retrieved mtime.2.1.0 (cached)
-> retrieved multicore-magic.2.3.2 (cached)
-> retrieved ocamlbuild.0.16.1 (cached)
-> retrieved ocamlfind.1.9.8 (cached)
-> retrieved psq.0.2.1 (cached)
-> retrieved seq.base (cached)
-> installed seq.base
-> retrieved thread-table.1.0.0 (cached)
-> retrieved topkg.1.1.1 (cached)
-> installed backoff.0.1.1
-> installed multicore-magic.2.3.2
-> installed thread-table.1.0.0
-> installed psq.0.2.1
-> installed domain-local-await.1.0.1
-> installed ocamlfind.1.9.8
-> installed ocamlbuild.0.16.1
-> installed topkg.1.1.1
-> installed mtime.2.1.0
-> installed domain-local-timeout.1.0.1
-> installed kcas.0.7.0
-> installed kcas_data.0.7.0
Done.
# To update the current shell environment, run: eval $(opam env)
2026-03-03 08:24.29 ---> saved as "da509c94023d91f626d40e920e69db1bdcf40998c46de63f9e353b018b5f8155"
/home/opam: (run (network host)
(shell "(opam reinstall --with-test kcas_data.0.7.0) || true"))
The following actions will be performed:
=== recompile 1 package
- recompile kcas_data 0.7.0
=== install 21 packages
- install alcotest 1.9.1 [required by kcas_data]
- install astring 0.8.5 [required by alcotest, mdx]
- install camlp-streams 5.0.1 [required by mdx]
- install cmdliner 2.1.0 [required by alcotest, mdx]
- install cppo 1.8.0 [required by mdx]
- install csexp 1.5.2 [required by mdx]
- install domain_shims 0.1.0 [required by kcas_data]
- install fmt 0.11.0 [required by alcotest, mdx]
- install logs 0.10.0 [required by mdx]
- install mdx 2.5.1 [required by kcas_data]
- install multicore-bench 0.1.7 [required by kcas_data]
- install ocaml-syntax-shims 1.0.0 [required by alcotest]
- install ocaml-version 4.0.3 [required by mdx]
- install qcheck-core 0.91 [required by kcas_data]
- install qcheck-multicoretests-util 0.10 [required by qcheck-stm]
- install qcheck-stm 0.10 [required by kcas_data]
- install re 1.14.0 [required by alcotest, mdx]
- install result 1.5 [required by mdx]
- install stdlib-shims 0.3.0 [required by alcotest]
- install uutf 1.0.4 [required by alcotest]
- install yojson 3.0.0 [required by multicore-bench]
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
-> retrieved alcotest.1.9.1 (https://opam.ocaml.org/cache)
-> retrieved astring.0.8.5 (https://opam.ocaml.org/cache)
-> retrieved camlp-streams.5.0.1 (https://opam.ocaml.org/cache)
-> retrieved cmdliner.2.1.0 (https://opam.ocaml.org/cache)
-> retrieved cppo.1.8.0 (https://opam.ocaml.org/cache)
-> retrieved csexp.1.5.2 (https://opam.ocaml.org/cache)
-> retrieved domain_shims.0.1.0 (https://opam.ocaml.org/cache)
-> retrieved fmt.0.11.0 (https://opam.ocaml.org/cache)
-> retrieved kcas_data.0.7.0 (https://opam.ocaml.org/cache)
-> installed domain_shims.0.1.0
-> retrieved logs.0.10.0 (https://opam.ocaml.org/cache)
-> installed csexp.1.5.2
-> installed camlp-streams.5.0.1
-> retrieved mdx.2.5.1 (https://opam.ocaml.org/cache)
-> retrieved multicore-bench.0.1.7 (https://opam.ocaml.org/cache)
-> retrieved ocaml-syntax-shims.1.0.0 (https://opam.ocaml.org/cache)
-> retrieved ocaml-version.4.0.3 (https://opam.ocaml.org/cache)
-> retrieved qcheck-core.0.91 (https://opam.ocaml.org/cache)
-> retrieved qcheck-multicoretests-util.0.10, qcheck-stm.0.10 (https://opam.ocaml.org/cache)
-> installed ocaml-version.4.0.3
-> retrieved re.1.14.0 (https://opam.ocaml.org/cache)
-> retrieved result.1.5 (https://opam.ocaml.org/cache)
-> retrieved stdlib-shims.0.3.0 (https://opam.ocaml.org/cache)
-> retrieved uutf.1.0.4 (https://opam.ocaml.org/cache)
-> retrieved yojson.3.0.0 (https://opam.ocaml.org/cache)
-> installed cppo.1.8.0
-> installed result.1.5
-> installed stdlib-shims.0.3.0
-> installed ocaml-syntax-shims.1.0.0
-> installed astring.0.8.5
-> installed qcheck-core.0.91
-> installed re.1.14.0
-> installed yojson.3.0.0
-> installed qcheck-multicoretests-util.0.10
-> installed multicore-bench.0.1.7
-> installed qcheck-stm.0.10
-> removed kcas_data.0.7.0
-> installed cmdliner.2.1.0
-> installed uutf.1.0.4
-> installed fmt.0.11.0
-> installed alcotest.1.9.1
-> installed logs.0.10.0
-> installed mdx.2.5.1
[ERROR] The compilation of kcas_data.0.7.0 failed at "dune build -p kcas_data -j 71 @install @runtest".
#=== ERROR while compiling kcas_data.0.7.0 ====================================#
# context 2.5.0 | linux/x86_64 | ocaml-base-compiler.5.4.0 | file:///home/opam/opam-repository
# path ~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0
# command ~/.opam/opam-init/hooks/sandbox.sh build dune build -p kcas_data -j 71 @install @runtest
# exit-code 1
# env-file ~/.opam/log/kcas_data-6-8722b6.env
# output-file ~/.opam/log/kcas_data-6-8722b6.out
### output ###
# (cd _build/default/test/kcas_data && ./lru_cache_example.exe)
# LRU Cache OK!
# (cd _build/default/test/kcas_data && ./stack_test.exe)
# Testing `Stack'.
# This run has ID `GL7LALQF'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Stack'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./dllist_test.exe)
# Testing `Dllist'.
# This run has ID `TU7LNNYZ'.
#
# [OK] basics 0
# [OK] add 0
# [OK] move 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Dllist'.
# Test Successful in 0.001s. 3 tests run.
# (cd _build/default/test/kcas_data && ./queue_test.exe)
# Testing `Queue'.
# This run has ID `QI7P7G1E'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Queue'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./mvar_test.exe)
# Testing `Mvar'.
# This run has ID `BRKSL153'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Mvar'.
# Test Successful in 0.002s. 1 test run.
# (cd _build/default/test/kcas_data && ./xt_test.exe)
# Testing `Transactions'.
# This run has ID `JXQGGKXL'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Transactions'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./hashtbl_test.exe)
# Testing `Hashtbl'.
# This run has ID `NGLVKZYA'.
#
# [OK] replace and remove 0
# [OK] large tx 0
# [OK] large ops 0
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Hashtbl'.
# Test Successful in 0.120s. 4 tests run.
# File "doc/scheduler-interop.md", line 1, characters 0-0:
# /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/doc/scheduler-interop.md _build/default/doc/.mdx/scheduler-interop.md.corrected
# diff --git a/_build/default/doc/scheduler-interop.md b/_build/default/doc/.mdx/scheduler-interop.md.corrected
# index 39bb662..a4af124 100644
# --- a/_build/default/doc/scheduler-interop.md
# +++ b/_build/default/doc/.mdx/scheduler-interop.md.corrected
# @@ -131,7 +131,7 @@ state in between, and then returns their sum:
#
# ```ocaml
# # let state = Loc.make 0
# -val state : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val state : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# # let sync_to target =
# state
# |> Loc.get_as @@ fun current ->
# File "README.md", line 1, characters 0-0:
# /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/README.md _build/default/.mdx/README.md.corrected
# diff --git a/_build/default/README.md b/_build/default/.mdx/README.md.corrected
# index 5071b54..4ff5c86 100644
# --- a/_build/default/README.md
# +++ b/_build/default/.mdx/README.md.corrected
# @@ -116,9 +116,9 @@ one first creates shared memory locations:
# # let a = Loc.make 0
# and b = Loc.make 0
# and x = Loc.make 0
# -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val x : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val x : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# One can then manipulate the locations individually:
# @@ -302,7 +302,7 @@ transactions to `push` and `try_pop` elements:
#
# ```ocaml
# # let a_stack : int stack = stack ()
# -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # Xt.commit { tx = push a_stack 101 }
# - : unit = ()
# @@ -421,8 +421,8 @@ transactions to `enqueue` and `try_dequeue` elements:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
#
# # Xt.commit { tx = enqueue a_queue 76 }
# - : unit = ()
# @@ -537,12 +537,12 @@ To test them out, let's create a fresh stack and a queue
#
# ```ocaml
# # let a_stack : int stack = stack ()
# -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# ```
#
# and then spawn a domain that tries to atomically both pop and dequeue:
# @@ -766,7 +766,7 @@ and create a leftist heap:
# ```ocaml
# # let a_heap : int leftist Loc.t = leftist ()
# val a_heap : int leftist Loc.t =
# - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# + Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# To populate the heap we need to define a transaction passing function and pass
# @@ -1025,8 +1025,8 @@ We can then test that the cache works as expected:
# ```ocaml
# # let a_cache : (int, string) cache = cache 2
# val a_cache : (int, string) cache =
# - {space = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - table = <abstr>; order = <abstr>}
# + {space = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; table = <abstr>;
# + order = <abstr>}
#
# # Xt.commit { tx = set_blocking a_cache 101 "basics" }
# - : unit = ()
# @@ -1274,8 +1274,7 @@ Consider the following example of computing the size of a stack:
#
# ```ocaml
# # let a_stack = Loc.make [2; 3]
# -val a_stack : int list Loc.t =
# - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int list Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # let n_elems =
# let tx ~xt =
# @@ -1442,8 +1441,7 @@ Using the Michael-Scott style queue is as easy as any other transactional queue:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - tail = <abstr>}
# + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; tail = <abstr>}
#
# # Xt.commit { tx = enqueue a_queue 19 }
# - : unit = ()
# @@ -1895,10 +1893,10 @@ for hash tables, we are ready to take it out for a spin:
# ```ocaml
# # let a_hashtbl : (string, int) hashtbl = hashtbl ()
# val a_hashtbl : (string, int) hashtbl =
# - {pending = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + {pending = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# basic =
# - {size = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - data = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
# + {size = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + data = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
#
# # let assoc = [
# ("Intro", 101);
# @@ -2014,8 +2012,8 @@ in the earlier example:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - tail = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + tail = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
#
# # let counter = ref 1_000
# val counter : int ref = {contents = 1000}
# @@ -2070,8 +2068,8 @@ locations. Let's just create two locations `a` and `b`:
#
# ```ocaml
# # let a = Loc.make 0 and b = Loc.make 0
# -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# And create a helper that spawns a domain that repeatedly increments `a` and
# (cd _build/default/bench && ./main.exe)
# {
# "results": [
# {
# "name": "Atomic",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 2.5361098,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 2.463426,
# "#mean": 2.535070285714286,
# "#median": 2.5361098,
# "#sd": 0.05408406618429263,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 394.30469453649044,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 405.93872111441544,
# "#mean": 394.64524555673165,
# "#median": 394.30469453649044,
# "#sd": 8.385201138436004,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 15.100328000000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 14.90252,
# "#mean": 15.605502857142861,
# "#median": 15.100328000000001,
# "#sd": 1.3427664454503114,
# "#runs": 7
# },
# {
# "name": "ops over time/incr",
# "value": 66.22372706076318,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 67.10274503909406,
# "#mean": 64.48683914411808,
# "#median": 66.22372706076318,
# "#sd": 4.72949017051077,
# "#runs": 7
# },
# {
# "name": "time per op/push & pop",
# "value": 41.835460000000005,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 29.625026000000002,
# "#mean": 38.95055028571429,
# "#median": 41.835460000000005,
# "#sd": 5.358044306435371,
# "#runs": 7
# },
# {
# "name": "ops over time/push & pop",
# "value": 23.903167313087984,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 33.75524463674732,
# "#mean": 26.24551755065781,
# "#median": 23.903167313087984,
# "#sd": 4.162093695271799,
# "#runs": 7
# },
# {
# "name": "time per op/cas int",
# "value": 15.431346,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 15.124630000000002,
# "#mean": 15.398895714285715,
# "#median": 15.431346,
# "#sd": 0.16469427391010152,
# "#runs": 7
# },
# {
# "name": "ops over time/cas int",
# "value": 64.80316104635331,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 66.11731989476766,
# "#mean": 64.94716271606551,
# "#median": 64.80316104635331,
# "#sd": 0.6957969517358317,
# "#runs": 7
# },
# {
# "name": "time per op/xchg int",
# "value": 17.012628000000003,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 16.371024000000002,
# "#mean": 18.371732,
# "#median": 17.012628000000003,
# "#sd": 3.7260381838324124,
# "#runs": 7
# },
# {
# "name": "ops over time/xchg int",
# "value": 58.77986634398871,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 61.083533931658756,
# "#mean": 56.07417658106535,
# "#median": 58.77986634398871,
# "#sd": 8.112256482485691,
# "#runs": 7
# },
# {
# "name": "time per op/swap",
# "value": 24.496850000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 21.650792000000003,
# "#mean": 24.18090885714286,
# "#median": 24.496850000000002,
# "#sd": 1.1645517667614713,
# "#runs": 7
# },
# {
# "name": "ops over time/swap",
# "value": 40.82157501882895,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 46.187686806099286,
# "#mean": 41.45720188808917,
# "#median": 40.82157501882895,
# "#sd": 2.1260035720064114,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Kcas Loc",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 6.145868800000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 5.5139328,
# "#mean": 6.064586742857143,
# "#median": 6.145868800000001,
# "#sd": 0.24156273063906716,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 162.71092542684931,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 181.3587572195294,
# "#mean": 165.17085626741527,
# "#median": 162.71092542684931,
# "#sd": 7.0124804374471505,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 35.164716000000006,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 31.086588000000003,
# "#mean": 38.60446742857143,
# "#median": 35.164716000000006,
# "#sd": 11.322424452459478,
# "#runs": 7
# },
# {
# "name": "ops over time/incr",
# "value": 28.437596367904685,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 32.16821350738138,
# "#mean": 27.415109991888407,
# "#median": 28.437596367904685,
# "#sd": 5.197657139554809,
# "#runs": 7
# },
# {
# "name": "time per op/push & pop",
# "value": 44.668656,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 39.375672,
# "#mean": 44.91481942857143,
# "#median": 44.668656,
# "#sd": 4.013375676140932,
# "#runs": 7
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# "name": "time per message/2 nb adders, 1 taker",
# "value": 316.27112,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 238.61202,
# "#mean": 298.1254628571429,
# "#median": 316.27112,
# "#sd": 42.97237201910539,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 1 taker",
# "value": 9.485532539297296,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 12.572711131652127,
# "#mean": 10.284067975946162,
# "#median": 9.485532539297296,
# "#sd": 1.5398225781116919,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 2 nb takers",
# "value": 483.14882000000006,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 431.77750000000003,
# "#mean": 493.3372342857143,
# "#median": 483.14882000000006,
# "#sd": 58.92663658431242,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 2 nb takers",
# "value": 8.279022600117289,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 9.264030663941497,
# "#mean": 8.218032648083019,
# "#median": 8.279022600117289,
# "#sd": 0.9256746300856185,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 2 takers",
# "value": 454.77484,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 404.94010000000003,
# "#mean": 478.2063571428572,
# "#median": 454.77484,
# "#sd": 60.97021988432564,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 2 takers",
# "value": 8.795561337562123,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 9.878004178889668,
# "#mean": 8.492008661162446,
# "#median": 8.795561337562123,
# "#sd": 1.0038500803973887,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Kcas_data Stack",
# "metrics": [
# {
# "name": "time per message/one domain",
# "value": 70.99066000000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 70.66812,
# "#mean": 70.9644542857143,
# "#median": 70.99066000000001,
# "#sd": 0.2187223146795403,
# "#runs": 7
# },
# {
# "name": "messages over time/one domain",
# "value": 14.086360093003785,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 14.150652373375719,
# "#mean": 14.091695702853594,
# "#median": 14.086360093003785,
# "#sd": 0.04341381234629371,
# "#runs": 7
# },
# {
# "name": "time per message/1 nb adder, 1 nb taker",
# "value": 201.60398,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 171.13418000000001,
# "#mean": 199.15285714285716,
# "#median": 201.60398,
# "#sd": 12.535175861712066,
# "#runs": 7
# },
# {
# "name": "messages over time/1 nb adder, 1 nb taker",
# "value": 9.920439070696919,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 11.686736103798784,
# "#mean": 10.086279429010043,
# "#median": 9.920439070696919,
# "#sd": 0.6965733225239409,
# "#runs": 7
# },
# {
# "name": "time per message/1 nb adder, 1 taker",
# "value": 187.84784000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 176.4053,
# "#mean": 192.01848285714286,
# "#median": 187.84784000000002,
# "#sd": 12.13983113951016,
# "#runs": 7
# },
# {
# "name": "messages over time/1 nb adder, 1 taker",
# "value": 10.64691507765008,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 11.337527840716803,
# "#mean": 10.455781328616009,
# "#median": 10.64691507765008,
# "#sd": 0.6355821372416892,
# "#runs": 7
# },
# {
# "name": "time per message/1 nb adder, 2 nb takers",
# "value": 325.6181,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 291.85272000000003,
# "#mean": 324.0455771428572,
# "#median": 325.6181,
# "#sd": 21.193719924628425,
# "#runs": 7
# },
# {
# "name": "messages over time/1 nb adder, 2 nb takers",
# "value": 9.213247052298383,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 10.279157240679476,
# "#mean": 9.298311468601209,
# "#median": 9.213247052298383,
# "#sd": 0.6178379521529833,
# "#runs": 7
# },
# {
# "name": "time per message/1 nb adder, 2 takers",
# "value": 331.72856,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 301.0756,
# "#mean": 340.75292,
# "#median": 331.72856,
# "#sd": 32.63573566241941,
# "#runs": 7
# },
# {
# "name": "messages over time/1 nb adder, 2 takers",
# "value": 9.043538488214582,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 9.964274753583485,
# "#mean": 8.883522847037572,
# "#median": 9.043538488214582,
# "#sd": 0.8318483595681152,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 1 nb taker",
# "value": 343.11442000000005,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 286.38464000000005,
# "#mean": 341.16369428571437,
# "#median": 343.11442000000005,
# "#sd": 37.24704155057184,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 1 nb taker",
# "value": 8.743438996239213,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 10.475422145545236,
# "#mean": 8.89661975214791,
# "#median": 8.743438996239213,
# "#sd": 0.9521097272272968,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 1 taker",
# "value": 291.70906,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 246.96396000000001,
# "#mean": 319.84099142857144,
# "#median": 291.70906,
# "#sd": 68.35220723849659,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 1 taker",
# "value": 10.284219489103286,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 12.147521444019603,
# "#mean": 9.780103421928171,
# "#median": 10.284219489103286,
# "#sd": 1.8950527792846825,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 2 nb takers",
# "value": 496.04598,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 385.67006000000003,
# "#mean": 502.5174714285714,
# "#median": 496.04598,
# "#sd": 76.80299869214399,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 2 nb takers",
# "value": 8.063768604676527,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 10.371559565707537,
# "#mean": 8.140297866787668,
# "#median": 8.063768604676527,
# "#sd": 1.2054238055624675,
# "#runs": 7
# },
# {
# "name": "time per message/2 nb adders, 2 takers",
# "value": 361.33798,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one message",
# "#best": 326.74102000000005,
# "#mean": 371.53604000000007,
# "#median": 361.33798,
# "#sd": 31.289791097937535,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 2 takers",
# "value": 11.069968343765026,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 12.242111504701796,
# "#mean": 10.84067330214415,
# "#median": 11.069968343765026,
# "#sd": 0.8888893540004101,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Ref with Mutex",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 93.57098400000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 90.924796,
# "#mean": 102.203692,
# "#median": 93.57098400000001,
# "#sd": 16.75986619129715,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 10.687073676600429,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.998100012234286,
# "#mean": 9.996132118534648,
# "#median": 10.687073676600429,
# "#sd": 1.2988309215240101,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 93.309348,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 92.828356,
# "#mean": 93.48269142857143,
# "#median": 93.309348,
# "#sd": 0.44952571132785757,
# "#runs": 7
# },
# {
# "name": "ops over time/incr",
# "value": 10.717039840424134,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.772570398639829,
# "#mean": 10.697414256386363,
# "#median": 10.717039840424134,
# "#sd": 0.05133476061300051,
# "#runs": 7
# },
# {
# "name": "time per op/push & pop",
# "value": 121.18952800000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 87.47510400000002,
# "#mean": 114.63607142857146,
# "#median": 121.18952800000001,
# "#sd": 14.511924267201886,
# "#runs": 7
# },
# {
# "name": "ops over time/push & pop",
# "value": 8.251538037180902,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 11.431824076482377,
# "#mean": 8.882412765836508,
# "#median": 8.251538037180902,
# "#sd": 1.2640973339306778,
# "#runs": 7
# },
# {
# "name": "time per op/cas int",
# "value": 96.64043200000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 94.26556400000001,
# "#mean": 96.57981314285716,
# "#median": 96.64043200000002,
# "#sd": 1.5378458740633123,
# "#runs": 7
# },
# {
# "name": "ops over time/cas int",
# "value": 10.347635863217166,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.608327766436531,
# "#mean": 10.356753119629888,
# "#median": 10.347635863217166,
# "#sd": 0.16471824961891357,
# "#runs": 7
# },
# {
# "name": "time per op/xchg int",
# "value": 96.89984400000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 94.833116,
# "#mean": 97.96424228571429,
# "#median": 96.89984400000002,
# "#sd": 2.4470338848873303,
# "#runs": 7
# },
# {
# "name": "ops over time/xchg int",
# "value": 10.319934054795795,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.544839631759015,
# "#mean": 10.214105287530245,
# "#median": 10.319934054795795,
# "#sd": 0.2522203316262653,
# "#runs": 7
# },
# {
# "name": "time per op/swap",
# "value": 107.32705200000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 100.164344,
# "#mean": 118.41110971428571,
# "#median": 107.32705200000001,
# "#sd": 24.611165954887657,
# "#runs": 7
# },
# {
# "name": "ops over time/swap",
# "value": 9.317315451839672,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 9.983592564635575,
# "#mean": 8.728606200931372,
# "#median": 9.317315451839672,
# "#sd": 1.3776346249766878,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Ref with [@poll error]",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 2.6713496,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 2.5351094,
# "#mean": 2.6347446571428574,
# "#median": 2.6713496,
# "#sd": 0.0683177185323075,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 374.34261693040844,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 394.46029429735853,
# "#mean": 379.80142246741104,
# "#median": 374.34261693040844,
# "#sd": 9.951483502598386,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 4.372019000000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 4.261302000000001,
# "#mean": 4.383723250000001,
# "#median": 4.372019000000001,
# "#sd": 0.11516304474499395,
# "#runs": 8
# },
# {
# "name": "ops over time/incr",
# "value": 228.82290521837882,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 234.670060934428,
# "#mean": 228.27322254314785,
# "#median": 228.82290521837882,
# "#sd": 5.962963623064689,
# "#runs": 8
# },
# {
# "name": "time per op/push & pop",
# "value": 33.234855,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 26.922528,
# "#mean": 32.15829385714285,
# "#median": 33.234855,
# "#sd": 3.1649250850633077,
# "#runs": 7
# },
# {
# "name": "ops over time/push & pop",
# "value": 30.088893121393188,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 37.14361444809343,
# "#mean": 31.418909197506082,
# "#median": 30.088893121393188,
# "#sd": 3.2874391854267397,
# "#runs": 7
# },
# {
# "name": "time per op/cas int",
# "value": 11.11128,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 10.967962000000002,
# "#mean": 11.078833714285715,
# "#median": 11.11128,
# "#sd": 0.062246726715350253,
# "#runs": 7
# },
# {
# "name": "ops over time/cas int",
# "value": 89.99863202079328,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 91.17464119587576,
# "#mean": 90.26506696879721,
# "#median": 89.99863202079328,
# "#sd": 0.5087408390866888,
# "#runs": 7
# },
# {
# "name": "time per op/xchg int",
# "value": 10.177980000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 9.940948000000001,
# "#mean": 10.260168857142858,
# "#median": 10.177980000000002,
# "#sd": 0.2216389917419953,
# "#runs": 7
# },
# {
# "name": "ops over time/xchg int",
# "value": 98.25132295406357,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 100.59402785327919,
# "#mean": 97.50959730123462,
# "#median": 98.25132295406357,
# "#sd": 2.098030061876551,
# "#runs": 7
# },
# {
# "name": "time per op/swap",
# "value": 18.380221000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 13.59477,
# "#mean": 17.326504285714286,
# "#median": 18.380221000000002,
# "#sd": 1.9919346168809797,
# "#runs": 7
# },
# {
# "name": "ops over time/swap",
# "value": 54.40630991324859,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 73.5576990269052,
# "#mean": 58.59568761469337,
# "#median": 54.40630991324859,
# "#sd": 7.670480952101499,
# "#runs": 7
# }
# ]
# }
# ]
# }
# (cd _build/default/test/kcas_data && ./stack_test_stm.exe)
#
random seed: 531282592
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Stack sequential
[✓] 1000 0 0 1000 / 1000 0.0s Stack sequential
#
[ ] 0 0 0 0 / 1000 0.0s Stack parallel
[ ] 1 0 0 1 / 1000 0.2s Stack parallel
[ ] 2 0 0 2 / 1000 0.5s Stack parallel
[ ] 3 0 0 3 / 1000 0.7s Stack parallel
[ ] 6 0 0 6 / 1000 1.1s Stack parallel
[ ] 9 0 0 9 / 1000 1.2s Stack parallel
[ ] 11 0 0 11 / 1000 1.3s Stack parallel
[ ] 12 0 0 12 / 1000 1.5s Stack parallel
[ ] 15 0 0 15 / 1000 1.6s Stack parallel
[ ] 19 0 0 19 / 1000 1.8s Stack parallel
[ ] 20 0 0 20 / 1000 2.1s Stack parallel
[ ] 25 0 0 25 / 1000 2.2s Stack parallel
[ ] 28 0 0 28 / 1000 2.7s Stack parallel
[ ] 30 0 0 30 / 1000 2.8s Stack parallel
[ ] 32 0 0 32 / 1000 2.9s Stack parallel
[ ] 36 0 0 36 / 1000 3.1s Stack parallel
[ ] 38 0 0 38 / 1000 3.2s Stack parallel
[ ] 41 0 0 41 / 1000 3.3s Stack parallel
[ ] 48 0 0 48 / 1000 3.5s Stack parallel
[ ] 51 0 0 51 / 1000 3.6s Stack parallel
[ ] 54 0 0 54 / 1000 3.8s Stack parallel
[ ] 60 0 0 60 / 1000 3.9s Stack parallel
[ ] 68 0 0 68 / 1000 4.1s Stack parallel
[ ] 72 0 0 72 / 1000 4.2s Stack parallel
[ ] 78 0 0 78 / 1000 4.3s Stack parallel
[ ] 82 0 0 82 / 1000 4.4s Stack parallel
[ ] 85 0 0 85 / 1000 4.6s Stack parallel
[ ] 86 0 0 86 / 1000 4.9s Stack parallel
[ ] 90 0 0 90 / 1000 5.3s Stack parallel
[ ] 98 0 0 98 / 1000 5.4s Stack parallel
[ ] 100 0 0 100 / 1000 5.8s Stack parallel
[ ] 105 0 0 105 / 1000 5.9s Stack parallel
[ ] 113 0 0 113 / 1000 6.1s Stack parallel
[ ] 117 0 0 117 / 1000 6.4s Stack parallel
[ ] 124 0 0 124 / 1000 6.6s Stack parallel
[ ] 135 0 0 135 / 1000 6.8s Stack parallel
[ ] 141 0 0 141 / 1000 6.9s Stack parallel
[ ] 144 0 0 144 / 1000 7.0s Stack parallel
[ ] 146 0 0 146 / 1000 7.2s Stack parallel
[ ] 151 0 0 151 / 1000 7.6s Stack parallel
[ ] 157 0 0 157 / 1000 7.7s Stack parallel
[ ] 160 0 0 160 / 1000 7.8s Stack parallel
[ ] 163 0 0 163 / 1000 8.1s Stack parallel
[ ] 178 0 0 178 / 1000 8.2s Stack parallel
[ ] 182 0 0 182 / 1000 8.3s Stack parallel
[ ] 184 0 0 184 / 1000 8.4s Stack parallel
[ ] 186 0 0 186 / 1000 8.5s Stack parallel
[ ] 192 0 0 192 / 1000 8.6s Stack parallel
[ ] 200 0 0 200 / 1000 8.7s Stack parallel
[ ] 211 0 0 211 / 1000 8.8s Stack parallel
[ ] 218 0 0 218 / 1000 8.9s Stack parallel
[ ] 224 0 0 224 / 1000 9.2s Stack parallel
[ ] 227 0 0 227 / 1000 9.3s Stack parallel
[ ] 234 0 0 234 / 1000 9.4s Stack parallel
[ ] 243 0 0 243 / 1000 9.5s Stack parallel
[ ] 255 0 0 255 / 1000 9.6s Stack parallel
[ ] 265 0 0 265 / 1000 9.7s Stack parallel
[ ] 267 0 0 267 / 1000 10.0s Stack parallel
[ ] 274 0 0 274 / 1000 10.2s Stack parallel
[ ] 279 0 0 279 / 1000 10.3s Stack parallel
[ ] 288 0 0 288 / 1000 10.5s Stack parallel
[ ] 289 0 0 289 / 1000 10.7s Stack parallel
[ ] 291 0 0 291 / 1000 11.0s Stack parallel
[ ] 301 0 0 301 / 1000 11.1s Stack parallel
[ ] 306 0 0 306 / 1000 11.3s Stack parallel
[ ] 313 0 0 313 / 1000 11.4s Stack parallel
[ ] 315 0 0 315 / 1000 11.6s Stack parallel
[ ] 316 0 0 316 / 1000 11.7s Stack parallel
[ ] 322 0 0 322 / 1000 11.9s Stack parallel
[ ] 331 0 0 331 / 1000 12.4s Stack parallel
[ ] 333 0 0 333 / 1000 12.5s Stack parallel
[ ] 336 0 0 336 / 1000 12.7s Stack parallel
[ ] 339 0 0 339 / 1000 12.9s Stack parallel
[ ] 341 0 0 341 / 1000 13.0s Stack parallel
[ ] 343 0 0 343 / 1000 13.1s Stack parallel
[ ] 344 0 0 344 / 1000 13.3s Stack parallel
[ ] 345 0 0 345 / 1000 13.7s Stack parallel
[ ] 353 0 0 353 / 1000 13.8s Stack parallel
[ ] 360 0 0 360 / 1000 14.0s Stack parallel
[ ] 368 0 0 368 / 1000 14.2s Stack parallel
[ ] 375 0 0 375 / 1000 14.3s Stack parallel
[ ] 377 0 0 377 / 1000 14.4s Stack parallel
[ ] 381 0 0 381 / 1000 14.8s Stack parallel
[ ] 388 0 0 388 / 1000 14.9s Stack parallel
[ ] 393 0 0 393 / 1000 15.3s Stack parallel
[ ] 400 0 0 400 / 1000 15.5s Stack parallel
[ ] 405 0 0 405 / 1000 15.6s Stack parallel
[ ] 413 0 0 413 / 1000 15.7s Stack parallel
[ ] 416 0 0 416 / 1000 15.9s Stack parallel
[ ] 421 0 0 421 / 1000 16.3s Stack parallel
[ ] 427 0 0 427 / 1000 16.4s Stack parallel
[ ] 433 0 0 433 / 1000 16.6s Stack parallel
[ ] 437 0 0 437 / 1000 16.8s Stack parallel
[ ] 445 0 0 445 / 1000 17.0s Stack parallel
[ ] 449 0 0 449 / 1000 17.2s Stack parallel
[ ] 455 0 0 455 / 1000 17.3s Stack parallel
[ ] 467 0 0 467 / 1000 17.4s Stack parallel
[ ] 469 0 0 469 / 1000 17.8s Stack parallel
[ ] 471 0 0 471 / 1000 17.9s Stack parallel
[ ] 478 0 0 478 / 1000 18.0s Stack parallel
[ ] 481 0 0 481 / 1000 18.1s Stack parallel
[ ] 484 0 0 484 / 1000 18.4s Stack parallel
[ ] 497 0 0 497 / 1000 18.5s Stack parallel
[ ] 507 0 0 507 / 1000 18.6s Stack parallel
[ ] 513 0 0 513 / 1000 18.8s Stack parallel
[ ] 523 0 0 523 / 1000 18.9s Stack parallel
[ ] 532 0 0 532 / 1000 19.0s Stack parallel
[ ] 540 0 0 540 / 1000 19.2s Stack parallel
[ ] 543 0 0 543 / 1000 19.5s Stack parallel
[ ] 547 0 0 547 / 1000 19.7s Stack parallel
[ ] 558 0 0 558 / 1000 20.1s Stack parallel
[ ] 563 0 0 563 / 1000 20.3s Stack parallel
[ ] 567 0 0 567 / 1000 20.5s Stack parallel
[ ] 575 0 0 575 / 1000 20.6s Stack parallel
[ ] 576 0 0 576 / 1000 20.9s Stack parallel
[ ] 583 0 0 583 / 1000 21.0s Stack parallel
[ ] 586 0 0 586 / 1000 21.2s Stack parallel
[ ] 590 0 0 590 / 1000 21.6s Stack parallel
[ ] 599 0 0 599 / 1000 21.7s Stack parallel
[ ] 600 0 0 600 / 1000 21.9s Stack parallel
[ ] 601 0 0 601 / 1000 22.2s Stack parallel
[ ] 604 0 0 604 / 1000 22.5s Stack parallel
[ ] 608 0 0 608 / 1000 22.6s Stack parallel
[ ] 612 0 0 612 / 1000 22.8s Stack parallel
[ ] 617 0 0 617 / 1000 22.9s Stack parallel
[ ] 627 0 0 627 / 1000 23.2s Stack parallel
[ ] 628 0 0 628 / 1000 23.4s Stack parallel
[ ] 634 0 0 634 / 1000 23.5s Stack parallel
[ ] 638 0 0 638 / 1000 23.9s Stack parallel
[ ] 643 0 0 643 / 1000 24.2s Stack parallel
[ ] 648 0 0 648 / 1000 24.3s Stack parallel
[ ] 651 0 0 651 / 1000 24.5s Stack parallel
[ ] 653 0 0 653 / 1000 24.6s Stack parallel
[ ] 656 0 0 656 / 1000 24.7s Stack parallel
[ ] 667 0 0 667 / 1000 24.9s Stack parallel
[ ] 676 0 0 676 / 1000 25.1s Stack parallel
[ ] 678 0 0 678 / 1000 25.2s Stack parallel
[ ] 686 0 0 686 / 1000 25.3s Stack parallel
[ ] 689 0 0 689 / 1000 25.6s Stack parallel
[ ] 696 0 0 696 / 1000 25.7s Stack parallel
[ ] 700 0 0 700 / 1000 26.1s Stack parallel
[ ] 704 0 0 704 / 1000 26.2s Stack parallel
[ ] 709 0 0 709 / 1000 26.3s Stack parallel
[ ] 714 0 0 714 / 1000 26.5s Stack parallel
[ ] 715 0 0 715 / 1000 26.6s Stack parallel
[ ] 718 0 0 718 / 1000 26.8s Stack parallel
[ ] 722 0 0 722 / 1000 26.9s Stack parallel
[ ] 723 0 0 723 / 1000 27.0s Stack parallel
[ ] 730 0 0 730 / 1000 27.1s Stack parallel
[ ] 738 0 0 738 / 1000 27.2s Stack parallel
[ ] 744 0 0 744 / 1000 27.7s Stack parallel
[ ] 748 0 0 748 / 1000 27.8s Stack parallel
[ ] 753 0 0 753 / 1000 28.0s Stack parallel
[ ] 755 0 0 755 / 1000 28.1s Stack parallel
[ ] 758 0 0 758 / 1000 28.4s Stack parallel
[ ] 767 0 0 767 / 1000 28.6s Stack parallel
[ ] 772 0 0 772 / 1000 28.7s Stack parallel
[ ] 774 0 0 774 / 1000 28.8s Stack parallel
[ ] 778 0 0 778 / 1000 29.0s Stack parallel
[ ] 786 0 0 786 / 1000 29.1s Stack parallel
[ ] 787 0 0 787 / 1000 29.5s Stack parallel
[ ] 788 0 0 788 / 1000 29.7s Stack parallel
[ ] 790 0 0 790 / 1000 29.8s Stack parallel
[ ] 792 0 0 792 / 1000 29.9s Stack parallel
[ ] 794 0 0 794 / 1000 30.2s Stack parallel
[ ] 798 0 0 798 / 1000 30.3s Stack parallel
[ ] 805 0 0 805 / 1000 30.5s Stack parallel
[ ] 812 0 0 812 / 1000 30.9s Stack parallel
[ ] 816 0 0 816 / 1000 31.1s Stack parallel
[ ] 818 0 0 818 / 1000 31.2s Stack parallel
[ ] 822 0 0 822 / 1000 31.5s Stack parallel
[ ] 823 0 0 823 / 1000 31.8s Stack parallel
[ ] 830 0 0 830 / 1000 31.9s Stack parallel
[ ] 845 0 0 845 / 1000 32.0s Stack parallel
[ ] 849 0 0 849 / 1000 32.4s Stack parallel
[ ] 852 0 0 852 / 1000 32.5s Stack parallel
[ ] 863 0 0 863 / 1000 32.6s Stack parallel
[ ] 867 0 0 867 / 1000 32.7s Stack parallel
[ ] 880 0 0 880 / 1000 33.0s Stack parallel
[ ] 886 0 0 886 / 1000 33.1s Stack parallel
[ ] 891 0 0 891 / 1000 33.3s Stack parallel
[ ] 897 0 0 897 / 1000 33.4s Stack parallel
[ ] 903 0 0 903 / 1000 33.5s Stack parallel
[ ] 904 0 0 904 / 1000 33.7s Stack parallel
[ ] 905 0 0 905 / 1000 33.9s Stack parallel
[ ] 911 0 0 911 / 1000 34.0s Stack parallel
[ ] 912 0 0 912 / 1000 34.2s Stack parallel
[ ] 922 0 0 922 / 1000 34.4s Stack parallel
[ ] 931 0 0 931 / 1000 34.5s Stack parallel
[ ] 936 0 0 936 / 1000 34.8s Stack parallel
[ ] 938 0 0 938 / 1000 34.9s Stack parallel
[ ] 944 0 0 944 / 1000 35.1s Stack parallel
[ ] 947 0 0 947 / 1000 35.5s Stack parallel
[ ] 957 0 0 957 / 1000 35.6s Stack parallel
[ ] 965 0 0 965 / 1000 35.7s Stack parallel
[ ] 971 0 0 971 / 1000 35.9s Stack parallel
[ ] 976 0 0 976 / 1000 36.0s Stack parallel
[ ] 979 0 0 979 / 1000 36.1s Stack parallel
[ ] 986 0 0 986 / 1000 36.2s Stack parallel
[ ] 995 0 0 995 / 1000 36.6s Stack parallel
[ ] 999 0 0 999 / 1000 36.7s Stack parallel
[✓] 1000 0 0 1000 / 1000 36.7s Stack parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./accumulator_test_stm.exe)
#
random seed: 409328105
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Accumulator sequential
[✓] 1000 0 0 1000 / 1000 0.0s Accumulator sequential
#
[ ] 0 0 0 0 / 1000 0.0s Accumulator parallel
[ ] 1 0 0 1 / 1000 0.4s Accumulator parallel
[ ] 2 0 0 2 / 1000 0.5s Accumulator parallel
[ ] 4 0 0 4 / 1000 0.7s Accumulator parallel
[ ] 9 0 0 9 / 1000 0.9s Accumulator parallel
[ ] 11 0 0 11 / 1000 1.0s Accumulator parallel
[ ] 13 0 0 13 / 1000 1.3s Accumulator parallel
[ ] 14 0 0 14 / 1000 1.5s Accumulator parallel
[ ] 16 0 0 16 / 1000 1.7s Accumulator parallel
[ ] 21 0 0 21 / 1000 1.8s Accumulator parallel
[ ] 22 0 0 22 / 1000 2.1s Accumulator parallel
[ ] 28 0 0 28 / 1000 2.3s Accumulator parallel
[ ] 35 0 0 35 / 1000 2.4s Accumulator parallel
[ ] 37 0 0 37 / 1000 2.5s Accumulator parallel
[ ] 38 0 0 38 / 1000 2.6s Accumulator parallel
[ ] 42 0 0 42 / 1000 2.9s Accumulator parallel
[ ] 44 0 0 44 / 1000 3.0s Accumulator parallel
[ ] 45 0 0 45 / 1000 3.2s Accumulator parallel
[ ] 52 0 0 52 / 1000 3.3s Accumulator parallel
[ ] 54 0 0 54 / 1000 3.5s Accumulator parallel
[ ] 59 0 0 59 / 1000 3.9s Accumulator parallel
[ ] 66 0 0 66 / 1000 4.1s Accumulator parallel
[ ] 71 0 0 71 / 1000 4.2s Accumulator parallel
[ ] 75 0 0 75 / 1000 4.4s Accumulator parallel
[ ] 79 0 0 79 / 1000 4.6s Accumulator parallel
[ ] 82 0 0 82 / 1000 4.7s Accumulator parallel
[ ] 87 0 0 87 / 1000 4.9s Accumulator parallel
[ ] 96 0 0 96 / 1000 5.0s Accumulator parallel
[ ] 103 0 0 103 / 1000 5.1s Accumulator parallel
[ ] 108 0 0 108 / 1000 5.5s Accumulator parallel
[ ] 110 0 0 110 / 1000 5.7s Accumulator parallel
[ ] 114 0 0 114 / 1000 6.0s Accumulator parallel
[ ] 119 0 0 119 / 1000 6.2s Accumulator parallel
[ ] 122 0 0 122 / 1000 6.6s Accumulator parallel
[ ] 128 0 0 128 / 1000 6.9s Accumulator parallel
[ ] 141 0 0 141 / 1000 7.0s Accumulator parallel
[ ] 148 0 0 148 / 1000 7.1s Accumulator parallel
[ ] 149 0 0 149 / 1000 7.3s Accumulator parallel
[ ] 157 0 0 157 / 1000 7.4s Accumulator parallel
[ ] 168 0 0 168 / 1000 7.5s Accumulator parallel
[ ] 170 0 0 170 / 1000 7.6s Accumulator parallel
[ ] 176 0 0 176 / 1000 7.8s Accumulator parallel
[ ] 180 0 0 180 / 1000 8.2s Accumulator parallel
[ ] 188 0 0 188 / 1000 8.3s Accumulator parallel
[ ] 189 0 0 189 / 1000 8.6s Accumulator parallel
[ ] 192 0 0 192 / 1000 9.0s Accumulator parallel
[ ] 201 0 0 201 / 1000 9.1s Accumulator parallel
[ ] 205 0 0 205 / 1000 9.2s Accumulator parallel
[ ] 207 0 0 207 / 1000 9.5s Accumulator parallel
[ ] 213 0 0 213 / 1000 9.7s Accumulator parallel
[ ] 218 0 0 218 / 1000 9.8s Accumulator parallel
[ ] 225 0 0 225 / 1000 9.9s Accumulator parallel
[ ] 233 0 0 233 / 1000 10.0s Accumulator parallel
[ ] 238 0 0 238 / 1000 10.1s Accumulator parallel
[ ] 241 0 0 241 / 1000 10.2s Accumulator parallel
[ ] 242 0 0 242 / 1000 10.4s Accumulator parallel
[ ] 243 0 0 243 / 1000 10.5s Accumulator parallel
[ ] 249 0 0 249 / 1000 10.7s Accumulator parallel
[ ] 254 0 0 254 / 1000 10.8s Accumulator parallel
[ ] 257 0 0 257 / 1000 10.9s Accumulator parallel
[ ] 260 0 0 260 / 1000 11.1s Accumulator parallel
[ ] 267 0 0 267 / 1000 11.2s Accumulator parallel
[ ] 280 0 0 280 / 1000 11.3s Accumulator parallel
[ ] 287 0 0 287 / 1000 11.4s Accumulator parallel
[ ] 290 0 0 290 / 1000 11.5s Accumulator parallel
[ ] 294 0 0 294 / 1000 11.6s Accumulator parallel
[ ] 301 0 0 301 / 1000 11.7s Accumulator parallel
[ ] 306 0 0 306 / 1000 11.8s Accumulator parallel
[ ] 314 0 0 314 / 1000 12.0s Accumulator parallel
[ ] 315 0 0 315 / 1000 12.2s Accumulator parallel
[ ] 321 0 0 321 / 1000 12.3s Accumulator parallel
[ ] 327 0 0 327 / 1000 12.4s Accumulator parallel
[ ] 332 0 0 332 / 1000 12.6s Accumulator parallel
[ ] 333 0 0 333 / 1000 12.7s Accumulator parallel
[ ] 335 0 0 335 / 1000 13.0s Accumulator parallel
[ ] 339 0 0 339 / 1000 13.3s Accumulator parallel
[ ] 346 0 0 346 / 1000 13.4s Accumulator parallel
[ ] 348 0 0 348 / 1000 13.6s Accumulator parallel
[ ] 354 0 0 354 / 1000 13.7s Accumulator parallel
[ ] 359 0 0 359 / 1000 13.9s Accumulator parallel
[ ] 366 0 0 366 / 1000 14.0s Accumulator parallel
[ ] 374 0 0 374 / 1000 14.1s Accumulator parallel
[ ] 378 0 0 378 / 1000 14.2s Accumulator parallel
[ ] 387 0 0 387 / 1000 14.3s Accumulator parallel
[ ] 389 0 0 389 / 1000 14.5s Accumulator parallel
[ ] 397 0 0 397 / 1000 14.7s Accumulator parallel
[ ] 402 0 0 402 / 1000 14.9s Accumulator parallel
[ ] 403 0 0 403 / 1000 15.1s Accumulator parallel
[ ] 406 0 0 406 / 1000 15.2s Accumulator parallel
[ ] 407 0 0 407 / 1000 15.3s Accumulator parallel
[ ] 413 0 0 413 / 1000 15.5s Accumulator parallel
[ ] 421 0 0 421 / 1000 15.7s Accumulator parallel
[ ] 425 0 0 425 / 1000 15.9s Accumulator parallel
[ ] 430 0 0 430 / 1000 16.1s Accumulator parallel
[ ] 440 0 0 440 / 1000 16.3s Accumulator parallel
[ ] 441 0 0 441 / 1000 16.5s Accumulator parallel
[ ] 451 0 0 451 / 1000 16.6s Accumulator parallel
[ ] 456 0 0 456 / 1000 16.7s Accumulator parallel
[ ] 460 0 0 460 / 1000 17.1s Accumulator parallel
[ ] 469 0 0 469 / 1000 17.3s Accumulator parallel
[ ] 472 0 0 472 / 1000 17.6s Accumulator parallel
[ ] 478 0 0 478 / 1000 17.7s Accumulator parallel
[ ] 486 0 0 486 / 1000 17.8s Accumulator parallel
[ ] 489 0 0 489 / 1000 18.0s Accumulator parallel
[ ] 494 0 0 494 / 1000 18.1s Accumulator parallel
[ ] 503 0 0 503 / 1000 18.2s Accumulator parallel
[ ] 512 0 0 512 / 1000 18.4s Accumulator parallel
[ ] 513 0 0 513 / 1000 18.5s Accumulator parallel
[ ] 519 0 0 519 / 1000 18.9s Accumulator parallel
[ ] 531 0 0 531 / 1000 19.0s Accumulator parallel
[ ] 534 0 0 534 / 1000 19.2s Accumulator parallel
[ ] 543 0 0 543 / 1000 19.3s Accumulator parallel
[ ] 554 0 0 554 / 1000 19.6s Accumulator parallel
[ ] 558 0 0 558 / 1000 19.8s Accumulator parallel
[ ] 562 0 0 562 / 1000 20.2s Accumulator parallel
[ ] 565 0 0 565 / 1000 20.3s Accumulator parallel
[ ] 569 0 0 569 / 1000 20.5s Accumulator parallel
[ ] 577 0 0 577 / 1000 20.7s Accumulator parallel
[ ] 581 0 0 581 / 1000 20.8s Accumulator parallel
[ ] 588 0 0 588 / 1000 21.0s Accumulator parallel
[ ] 592 0 0 592 / 1000 21.1s Accumulator parallel
[ ] 605 0 0 605 / 1000 21.2s Accumulator parallel
[ ] 613 0 0 613 / 1000 21.3s Accumulator parallel
[ ] 621 0 0 621 / 1000 21.6s Accumulator parallel
[ ] 629 0 0 629 / 1000 21.8s Accumulator parallel
[ ] 631 0 0 631 / 1000 21.9s Accumulator parallel
[ ] 638 0 0 638 / 1000 22.0s Accumulator parallel
[ ] 640 0 0 640 / 1000 22.3s Accumulator parallel
[ ] 644 0 0 644 / 1000 22.5s Accumulator parallel
[ ] 650 0 0 650 / 1000 22.7s Accumulator parallel
[ ] 655 0 0 655 / 1000 22.9s Accumulator parallel
[ ] 662 0 0 662 / 1000 23.2s Accumulator parallel
[ ] 663 0 0 663 / 1000 23.4s Accumulator parallel
[ ] 672 0 0 672 / 1000 23.5s Accumulator parallel
[ ] 683 0 0 683 / 1000 23.7s Accumulator parallel
[ ] 684 0 0 684 / 1000 24.1s Accumulator parallel
[ ] 691 0 0 691 / 1000 24.3s Accumulator parallel
[ ] 699 0 0 699 / 1000 24.5s Accumulator parallel
[ ] 702 0 0 702 / 1000 24.6s Accumulator parallel
[ ] 704 0 0 704 / 1000 25.0s Accumulator parallel
[ ] 711 0 0 711 / 1000 25.1s Accumulator parallel
[ ] 712 0 0 712 / 1000 25.3s Accumulator parallel
[ ] 720 0 0 720 / 1000 25.5s Accumulator parallel
[ ] 725 0 0 725 / 1000 25.6s Accumulator parallel
[ ] 728 0 0 728 / 1000 25.7s Accumulator parallel
[ ] 731 0 0 731 / 1000 25.9s Accumulator parallel
[ ] 734 0 0 734 / 1000 26.0s Accumulator parallel
[ ] 739 0 0 739 / 1000 26.1s Accumulator parallel
[ ] 742 0 0 742 / 1000 26.3s Accumulator parallel
[ ] 747 0 0 747 / 1000 26.4s Accumulator parallel
[ ] 752 0 0 752 / 1000 26.6s Accumulator parallel
[ ] 754 0 0 754 / 1000 26.7s Accumulator parallel
[ ] 757 0 0 757 / 1000 26.8s Accumulator parallel
[ ] 758 0 0 758 / 1000 27.0s Accumulator parallel
[ ] 760 0 0 760 / 1000 27.4s Accumulator parallel
[ ] 762 0 0 762 / 1000 27.5s Accumulator parallel
[ ] 763 0 0 763 / 1000 27.8s Accumulator parallel
[ ] 769 0 0 769 / 1000 28.0s Accumulator parallel
[ ] 773 0 0 773 / 1000 28.1s Accumulator parallel
[ ] 777 0 0 777 / 1000 28.2s Accumulator parallel
[ ] 781 0 0 781 / 1000 28.5s Accumulator parallel
[ ] 782 0 0 782 / 1000 28.7s Accumulator parallel
[ ] 787 0 0 787 / 1000 28.8s Accumulator parallel
[ ] 789 0 0 789 / 1000 29.0s Accumulator parallel
[ ] 792 0 0 792 / 1000 29.3s Accumulator parallel
[ ] 794 0 0 794 / 1000 29.6s Accumulator parallel
[ ] 795 0 0 795 / 1000 29.8s Accumulator parallel
[ ] 797 0 0 797 / 1000 29.9s Accumulator parallel
[ ] 807 0 0 807 / 1000 30.1s Accumulator parallel
[ ] 809 0 0 809 / 1000 30.2s Accumulator parallel
[ ] 814 0 0 814 / 1000 30.3s Accumulator parallel
[ ] 815 0 0 815 / 1000 30.5s Accumulator parallel
[ ] 817 0 0 817 / 1000 30.6s Accumulator parallel
[ ] 818 0 0 818 / 1000 30.9s Accumulator parallel
[ ] 820 0 0 820 / 1000 31.0s Accumulator parallel
[ ] 827 0 0 827 / 1000 31.1s Accumulator parallel
[ ] 830 0 0 830 / 1000 31.3s Accumulator parallel
[ ] 831 0 0 831 / 1000 31.4s Accumulator parallel
[ ] 832 0 0 832 / 1000 31.5s Accumulator parallel
[ ] 837 0 0 837 / 1000 31.7s Accumulator parallel
[ ] 842 0 0 842 / 1000 32.1s Accumulator parallel
[ ] 853 0 0 853 / 1000 32.2s Accumulator parallel
[ ] 856 0 0 856 / 1000 32.3s Accumulator parallel
[ ] 859 0 0 859 / 1000 32.4s Accumulator parallel
[ ] 872 0 0 872 / 1000 32.5s Accumulator parallel
[ ] 874 0 0 874 / 1000 32.8s Accumulator parallel
[ ] 877 0 0 877 / 1000 32.9s Accumulator parallel
[ ] 880 0 0 880 / 1000 33.1s Accumulator parallel
[ ] 884 0 0 884 / 1000 33.2s Accumulator parallel
[ ] 887 0 0 887 / 1000 33.4s Accumulator parallel
[ ] 890 0 0 890 / 1000 33.7s Accumulator parallel
[ ] 892 0 0 892 / 1000 33.9s Accumulator parallel
[ ] 903 0 0 903 / 1000 34.0s Accumulator parallel
[ ] 914 0 0 914 / 1000 34.4s Accumulator parallel
[ ] 920 0 0 920 / 1000 34.7s Accumulator parallel
[ ] 923 0 0 923 / 1000 34.8s Accumulator parallel
[ ] 924 0 0 924 / 1000 35.1s Accumulator parallel
[ ] 930 0 0 930 / 1000 35.3s Accumulator parallel
[ ] 934 0 0 934 / 1000 35.4s Accumulator parallel
[ ] 946 0 0 946 / 1000 35.5s Accumulator parallel
[ ] 952 0 0 952 / 1000 35.6s Accumulator parallel
[ ] 960 0 0 960 / 1000 35.7s Accumulator parallel
[ ] 965 0 0 965 / 1000 35.9s Accumulator parallel
[ ] 969 0 0 969 / 1000 36.0s Accumulator parallel
[ ] 971 0 0 971 / 1000 36.2s Accumulator parallel
[ ] 976 0 0 976 / 1000 36.3s Accumulator parallel
[ ] 982 0 0 982 / 1000 36.5s Accumulator parallel
[ ] 990 0 0 990 / 1000 36.8s Accumulator parallel
[ ] 994 0 0 994 / 1000 37.0s Accumulator parallel
[✓] 1000 0 0 1000 / 1000 37.1s Accumulator parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./hashtbl_test_stm.exe)
#
random seed: 331309544
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl sequential
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl parallel
[ ] 1 0 0 1 / 1000 0.3s Hashtbl parallel
[ ] 2 0 0 2 / 1000 0.5s Hashtbl parallel
[ ] 5 0 0 5 / 1000 0.7s Hashtbl parallel
[ ] 8 0 0 8 / 1000 0.8s Hashtbl parallel
[ ] 14 0 0 14 / 1000 1.0s Hashtbl parallel
[ ] 17 0 0 17 / 1000 1.5s Hashtbl parallel
[ ] 18 0 0 18 / 1000 1.6s Hashtbl parallel
[ ] 21 0 0 21 / 1000 1.7s Hashtbl parallel
[ ] 25 0 0 25 / 1000 1.8s Hashtbl parallel
[ ] 31 0 0 31 / 1000 2.1s Hashtbl parallel
[ ] 33 0 0 33 / 1000 2.7s Hashtbl parallel
[ ] 36 0 0 36 / 1000 3.2s Hashtbl parallel
[ ] 44 0 0 44 / 1000 3.3s Hashtbl parallel
[ ] 46 0 0 46 / 1000 3.6s Hashtbl parallel
[ ] 51 0 0 51 / 1000 3.7s Hashtbl parallel
[ ] 54 0 0 54 / 1000 4.0s Hashtbl parallel
[ ] 57 0 0 57 / 1000 4.2s Hashtbl parallel
[ ] 58 0 0 58 / 1000 4.4s Hashtbl parallel
[ ] 61 0 0 61 / 1000 4.5s Hashtbl parallel
[ ] 67 0 0 67 / 1000 4.6s Hashtbl parallel
[ ] 70 0 0 70 / 1000 4.9s Hashtbl parallel
[ ] 74 0 0 74 / 1000 5.0s Hashtbl parallel
[ ] 82 0 0 82 / 1000 5.1s Hashtbl parallel
[ ] 89 0 0 89 / 1000 5.3s Hashtbl parallel
[ ] 95 0 0 95 / 1000 5.5s Hashtbl parallel
[ ] 99 0 0 99 / 1000 5.9s Hashtbl parallel
[ ] 106 0 0 106 / 1000 6.4s Hashtbl parallel
[ ] 118 0 0 118 / 1000 6.5s Hashtbl parallel
[ ] 123 0 0 123 / 1000 7.0s Hashtbl parallel
[ ] 129 0 0 129 / 1000 7.2s Hashtbl parallel
[ ] 136 0 0 136 / 1000 7.4s Hashtbl parallel
[ ] 143 0 0 143 / 1000 7.5s Hashtbl parallel
[ ] 149 0 0 149 / 1000 7.6s Hashtbl parallel
[ ] 152 0 0 152 / 1000 7.7s Hashtbl parallel
[ ] 154 0 0 154 / 1000 8.2s Hashtbl parallel
[ ] 156 0 0 156 / 1000 8.3s Hashtbl parallel
[ ] 157 0 0 157 / 1000 8.4s Hashtbl parallel
[ ] 159 0 0 159 / 1000 8.6s Hashtbl parallel
[ ] 162 0 0 162 / 1000 8.7s Hashtbl parallel
[ ] 166 0 0 166 / 1000 8.8s Hashtbl parallel
[ ] 167 0 0 167 / 1000 8.9s Hashtbl parallel
[ ] 173 0 0 173 / 1000 9.0s Hashtbl parallel
[ ] 174 0 0 174 / 1000 9.4s Hashtbl parallel
[ ] 177 0 0 177 / 1000 9.5s Hashtbl parallel
[ ] 179 0 0 179 / 1000 9.7s Hashtbl parallel
[ ] 186 0 0 186 / 1000 9.9s Hashtbl parallel
[ ] 188 0 0 188 / 1000 10.0s Hashtbl parallel
[ ] 195 0 0 195 / 1000 10.1s Hashtbl parallel
[ ] 197 0 0 197 / 1000 10.3s Hashtbl parallel
[ ] 198 0 0 198 / 1000 10.4s Hashtbl parallel
[ ] 205 0 0 205 / 1000 10.5s Hashtbl parallel
[ ] 207 0 0 207 / 1000 10.7s Hashtbl parallel
[ ] 213 0 0 213 / 1000 10.8s Hashtbl parallel
[ ] 217 0 0 217 / 1000 10.9s Hashtbl parallel
[ ] 222 0 0 222 / 1000 11.1s Hashtbl parallel
[ ] 223 0 0 223 / 1000 11.2s Hashtbl parallel
[ ] 229 0 0 229 / 1000 11.3s Hashtbl parallel
[ ] 234 0 0 234 / 1000 11.5s Hashtbl parallel
[ ] 238 0 0 238 / 1000 11.6s Hashtbl parallel
[ ] 243 0 0 243 / 1000 11.7s Hashtbl parallel
[ ] 247 0 0 247 / 1000 12.0s Hashtbl parallel
[ ] 249 0 0 249 / 1000 12.1s Hashtbl parallel
[ ] 250 0 0 250 / 1000 12.5s Hashtbl parallel
[ ] 254 0 0 254 / 1000 13.1s Hashtbl parallel
[ ] 255 0 0 255 / 1000 13.3s Hashtbl parallel
[ ] 259 0 0 259 / 1000 13.5s Hashtbl parallel
[ ] 265 0 0 265 / 1000 14.0s Hashtbl parallel
[ ] 269 0 0 269 / 1000 14.4s Hashtbl parallel
[ ] 275 0 0 275 / 1000 14.5s Hashtbl parallel
[ ] 282 0 0 282 / 1000 14.7s Hashtbl parallel
[ ] 283 0 0 283 / 1000 15.1s Hashtbl parallel
[ ] 291 0 0 291 / 1000 15.5s Hashtbl parallel
[ ] 301 0 0 301 / 1000 15.7s Hashtbl parallel
[ ] 313 0 0 313 / 1000 15.8s Hashtbl parallel
[ ] 324 0 0 324 / 1000 15.9s Hashtbl parallel
[ ] 335 0 0 335 / 1000 16.2s Hashtbl parallel
[ ] 336 0 0 336 / 1000 16.3s Hashtbl parallel
[ ] 347 0 0 347 / 1000 16.4s Hashtbl parallel
[ ] 351 0 0 351 / 1000 16.7s Hashtbl parallel
[ ] 354 0 0 354 / 1000 16.8s Hashtbl parallel
[ ] 359 0 0 359 / 1000 17.0s Hashtbl parallel
[ ] 362 0 0 362 / 1000 17.2s Hashtbl parallel
[ ] 371 0 0 371 / 1000 17.3s Hashtbl parallel
[ ] 374 0 0 374 / 1000 17.7s Hashtbl parallel
[ ] 376 0 0 376 / 1000 18.1s Hashtbl parallel
[ ] 380 0 0 380 / 1000 18.2s Hashtbl parallel
[ ] 386 0 0 386 / 1000 18.4s Hashtbl parallel
[ ] 390 0 0 390 / 1000 18.5s Hashtbl parallel
[ ] 397 0 0 397 / 1000 18.6s Hashtbl parallel
[ ] 404 0 0 404 / 1000 19.0s Hashtbl parallel
[ ] 405 0 0 405 / 1000 19.3s Hashtbl parallel
[ ] 409 0 0 409 / 1000 19.4s Hashtbl parallel
[ ] 416 0 0 416 / 1000 19.9s Hashtbl parallel
[ ] 427 0 0 427 / 1000 20.0s Hashtbl parallel
[ ] 432 0 0 432 / 1000 20.2s Hashtbl parallel
[ ] 438 0 0 438 / 1000 20.6s Hashtbl parallel
[ ] 440 0 0 440 / 1000 20.7s Hashtbl parallel
[ ] 442 0 0 442 / 1000 20.9s Hashtbl parallel
[ ] 443 0 0 443 / 1000 21.2s Hashtbl parallel
[ ] 448 0 0 448 / 1000 21.3s Hashtbl parallel
[ ] 449 0 0 449 / 1000 21.4s Hashtbl parallel
[ ] 456 0 0 456 / 1000 21.6s Hashtbl parallel
[ ] 465 0 0 465 / 1000 22.0s Hashtbl parallel
[ ] 478 0 0 478 / 1000 22.1s Hashtbl parallel
[ ] 490 0 0 490 / 1000 22.4s Hashtbl parallel
[ ] 494 0 0 494 / 1000 22.6s Hashtbl parallel
[ ] 497 0 0 497 / 1000 22.8s Hashtbl parallel
[ ] 499 0 0 499 / 1000 23.2s Hashtbl parallel
[ ] 505 0 0 505 / 1000 23.4s Hashtbl parallel
[ ] 509 0 0 509 / 1000 23.8s Hashtbl parallel
[ ] 515 0 0 515 / 1000 23.9s Hashtbl parallel
[ ] 521 0 0 521 / 1000 24.2s Hashtbl parallel
[ ] 523 0 0 523 / 1000 24.4s Hashtbl parallel
[ ] 525 0 0 525 / 1000 24.5s Hashtbl parallel
[ ] 530 0 0 530 / 1000 24.6s Hashtbl parallel
[ ] 536 0 0 536 / 1000 24.8s Hashtbl parallel
[ ] 543 0 0 543 / 1000 24.9s Hashtbl parallel
[ ] 550 0 0 550 / 1000 25.1s Hashtbl parallel
[ ] 555 0 0 555 / 1000 25.3s Hashtbl parallel
[ ] 559 0 0 559 / 1000 25.4s Hashtbl parallel
[ ] 567 0 0 567 / 1000 25.6s Hashtbl parallel
[ ] 578 0 0 578 / 1000 25.7s Hashtbl parallel
[ ] 585 0 0 585 / 1000 25.9s Hashtbl parallel
[ ] 591 0 0 591 / 1000 26.0s Hashtbl parallel
[ ] 594 0 0 594 / 1000 26.1s Hashtbl parallel
[ ] 600 0 0 600 / 1000 26.3s Hashtbl parallel
[ ] 603 0 0 603 / 1000 26.5s Hashtbl parallel
[ ] 605 0 0 605 / 1000 26.8s Hashtbl parallel
[ ] 607 0 0 607 / 1000 27.0s Hashtbl parallel
[ ] 610 0 0 610 / 1000 27.2s Hashtbl parallel
[ ] 616 0 0 616 / 1000 27.5s Hashtbl parallel
[ ] 620 0 0 620 / 1000 27.7s Hashtbl parallel
[ ] 621 0 0 621 / 1000 28.1s Hashtbl parallel
[ ] 625 0 0 625 / 1000 28.3s Hashtbl parallel
[ ] 630 0 0 630 / 1000 28.7s Hashtbl parallel
[ ] 632 0 0 632 / 1000 28.9s Hashtbl parallel
[ ] 636 0 0 636 / 1000 29.0s Hashtbl parallel
[ ] 641 0 0 641 / 1000 29.5s Hashtbl parallel
[ ] 642 0 0 642 / 1000 29.7s Hashtbl parallel
[ ] 646 0 0 646 / 1000 29.9s Hashtbl parallel
[ ] 649 0 0 649 / 1000 30.0s Hashtbl parallel
[ ] 651 0 0 651 / 1000 30.2s Hashtbl parallel
[ ] 658 0 0 658 / 1000 30.3s Hashtbl parallel
[ ] 666 0 0 666 / 1000 30.4s Hashtbl parallel
[ ] 669 0 0 669 / 1000 30.9s Hashtbl parallel
[ ] 672 0 0 672 / 1000 31.2s Hashtbl parallel
[ ] 673 0 0 673 / 1000 31.3s Hashtbl parallel
[ ] 678 0 0 678 / 1000 31.4s Hashtbl parallel
[ ] 682 0 0 682 / 1000 31.6s Hashtbl parallel
[ ] 690 0 0 690 / 1000 31.7s Hashtbl parallel
[ ] 692 0 0 692 / 1000 31.9s Hashtbl parallel
[ ] 698 0 0 698 / 1000 32.3s Hashtbl parallel
[ ] 703 0 0 703 / 1000 32.6s Hashtbl parallel
[ ] 706 0 0 706 / 1000 32.7s Hashtbl parallel
[ ] 716 0 0 716 / 1000 32.8s Hashtbl parallel
[ ] 722 0 0 722 / 1000 32.9s Hashtbl parallel
[ ] 732 0 0 732 / 1000 33.0s Hashtbl parallel
[ ] 736 0 0 736 / 1000 33.3s Hashtbl parallel
[ ] 739 0 0 739 / 1000 33.4s Hashtbl parallel
[ ] 749 0 0 749 / 1000 33.5s Hashtbl parallel
[ ] 754 0 0 754 / 1000 33.6s Hashtbl parallel
[ ] 759 0 0 759 / 1000 33.7s Hashtbl parallel
[ ] 769 0 0 769 / 1000 34.1s Hashtbl parallel
[ ] 775 0 0 775 / 1000 34.4s Hashtbl parallel
[ ] 780 0 0 780 / 1000 34.5s Hashtbl parallel
[ ] 786 0 0 786 / 1000 34.7s Hashtbl parallel
[ ] 791 0 0 791 / 1000 34.9s Hashtbl parallel
[ ] 798 0 0 798 / 1000 35.2s Hashtbl parallel
[ ] 807 0 0 807 / 1000 35.6s Hashtbl parallel
[ ] 811 0 0 811 / 1000 35.7s Hashtbl parallel
[ ] 819 0 0 819 / 1000 35.8s Hashtbl parallel
[ ] 827 0 0 827 / 1000 36.2s Hashtbl parallel
[ ] 837 0 0 837 / 1000 36.5s Hashtbl parallel
[ ] 838 0 0 838 / 1000 36.9s Hashtbl parallel
[ ] 840 0 0 840 / 1000 37.3s Hashtbl parallel
[ ] 848 0 0 848 / 1000 37.4s Hashtbl parallel
[ ] 853 0 0 853 / 1000 37.6s Hashtbl parallel
[ ] 858 0 0 858 / 1000 37.7s Hashtbl parallel
[ ] 861 0 0 861 / 1000 37.8s Hashtbl parallel
[ ] 867 0 0 867 / 1000 38.0s Hashtbl parallel
[ ] 876 0 0 876 / 1000 38.1s Hashtbl parallel
[ ] 883 0 0 883 / 1000 38.2s Hashtbl parallel
[ ] 885 0 0 885 / 1000 38.5s Hashtbl parallel
[ ] 892 0 0 892 / 1000 38.6s Hashtbl parallel
[ ] 902 0 0 902 / 1000 38.7s Hashtbl parallel
[ ] 906 0 0 906 / 1000 38.8s Hashtbl parallel
[ ] 916 0 0 916 / 1000 38.9s Hashtbl parallel
[ ] 921 0 0 921 / 1000 39.0s Hashtbl parallel
[ ] 925 0 0 925 / 1000 39.2s Hashtbl parallel
[ ] 931 0 0 931 / 1000 39.3s Hashtbl parallel
[ ] 937 0 0 937 / 1000 39.5s Hashtbl parallel
[ ] 948 0 0 948 / 1000 39.6s Hashtbl parallel
[ ] 953 0 0 953 / 1000 39.7s Hashtbl parallel
[ ] 956 0 0 956 / 1000 39.8s Hashtbl parallel
[ ] 966 0 0 966 / 1000 40.0s Hashtbl parallel
[ ] 974 0 0 974 / 1000 40.3s Hashtbl parallel
[ ] 978 0 0 978 / 1000 40.4s Hashtbl parallel
[ ] 980 0 0 980 / 1000 40.8s Hashtbl parallel
[ ] 983 0 0 983 / 1000 40.9s Hashtbl parallel
[ ] 992 0 0 992 / 1000 41.0s Hashtbl parallel
[ ] 995 0 0 995 / 1000 41.1s Hashtbl parallel
[✓] 1000 0 0 1000 / 1000 41.2s Hashtbl parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./queue_test_stm.exe)
#
random seed: 458171105
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Queue sequential
[✓] 1000 0 0 1000 / 1000 0.0s Queue sequential
#
[ ] 0 0 0 0 / 1000 0.0s Queue parallel
[ ] 1 0 0 1 / 1000 0.4s Queue parallel
[ ] 2 0 0 2 / 1000 0.6s Queue parallel
[ ] 5 0 0 5 / 1000 0.7s Queue parallel
[ ] 10 0 0 10 / 1000 0.8s Queue parallel
[ ] 11 0 0 11 / 1000 1.3s Queue parallel
[ ] 12 0 0 12 / 1000 1.7s Queue parallel
[ ] 18 0 0 18 / 1000 1.8s Queue parallel
[ ] 22 0 0 22 / 1000 2.0s Queue parallel
[ ] 24 0 0 24 / 1000 2.1s Queue parallel
[ ] 30 0 0 30 / 1000 2.6s Queue parallel
[ ] 32 0 0 32 / 1000 2.8s Queue parallel
[ ] 35 0 0 35 / 1000 3.0s Queue parallel
[ ] 38 0 0 38 / 1000 3.1s Queue parallel
[ ] 40 0 0 40 / 1000 3.3s Queue parallel
[ ] 45 0 0 45 / 1000 3.4s Queue parallel
[ ] 46 0 0 46 / 1000 3.8s Queue parallel
[ ] 52 0 0 52 / 1000 3.9s Queue parallel
[ ] 56 0 0 56 / 1000 4.1s Queue parallel
[ ] 57 0 0 57 / 1000 4.4s Queue parallel
[ ] 58 0 0 58 / 1000 4.6s Queue parallel
[ ] 59 0 0 59 / 1000 4.8s Queue parallel
[ ] 63 0 0 63 / 1000 5.1s Queue parallel
[ ] 65 0 0 65 / 1000 5.5s Queue parallel
[ ] 67 0 0 67 / 1000 5.8s Queue parallel
[ ] 71 0 0 71 / 1000 6.0s Queue parallel
[ ] 80 0 0 80 / 1000 6.1s Queue parallel
[ ] 88 0 0 88 / 1000 6.2s Queue parallel
[ ] 89 0 0 89 / 1000 6.6s Queue parallel
[ ] 95 0 0 95 / 1000 6.8s Queue parallel
[ ] 101 0 0 101 / 1000 7.0s Queue parallel
[ ] 104 0 0 104 / 1000 7.2s Queue parallel
[ ] 106 0 0 106 / 1000 7.3s Queue parallel
[ ] 108 0 0 108 / 1000 7.4s Queue parallel
[ ] 116 0 0 116 / 1000 7.6s Queue parallel
[ ] 117 0 0 117 / 1000 7.7s Queue parallel
[ ] 126 0 0 126 / 1000 8.0s Queue parallel
[ ] 132 0 0 132 / 1000 8.2s Queue parallel
[ ] 135 0 0 135 / 1000 8.5s Queue parallel
[ ] 140 0 0 140 / 1000 8.7s Queue parallel
[ ] 147 0 0 147 / 1000 8.8s Queue parallel
[ ] 149 0 0 149 / 1000 8.9s Queue parallel
[ ] 154 0 0 154 / 1000 9.1s Queue parallel
[ ] 161 0 0 161 / 1000 9.2s Queue parallel
[ ] 165 0 0 165 / 1000 9.3s Queue parallel
[ ] 169 0 0 169 / 1000 9.4s Queue parallel
[ ] 177 0 0 177 / 1000 9.6s Queue parallel
[ ] 179 0 0 179 / 1000 9.7s Queue parallel
[ ] 186 0 0 186 / 1000 9.8s Queue parallel
[ ] 188 0 0 188 / 1000 10.1s Queue parallel
[ ] 191 0 0 191 / 1000 10.5s Queue parallel
[ ] 202 0 0 202 / 1000 10.6s Queue parallel
[ ] 207 0 0 207 / 1000 10.7s Queue parallel
[ ] 213 0 0 213 / 1000 10.8s Queue parallel
[ ] 217 0 0 217 / 1000 10.9s Queue parallel
[ ] 219 0 0 219 / 1000 11.1s Queue parallel
[ ] 220 0 0 220 / 1000 11.4s Queue parallel
[ ] 231 0 0 231 / 1000 11.7s Queue parallel
[ ] 235 0 0 235 / 1000 11.8s Queue parallel
[ ] 245 0 0 245 / 1000 12.3s Queue parallel
[ ] 246 0 0 246 / 1000 12.4s Queue parallel
[ ] 249 0 0 249 / 1000 12.6s Queue parallel
[ ] 251 0 0 251 / 1000 12.8s Queue parallel
[ ] 252 0 0 252 / 1000 12.9s Queue parallel
[ ] 255 0 0 255 / 1000 13.2s Queue parallel
[ ] 256 0 0 256 / 1000 13.5s Queue parallel
[ ] 260 0 0 260 / 1000 13.8s Queue parallel
[ ] 268 0 0 268 / 1000 14.1s Queue parallel
[ ] 278 0 0 278 / 1000 14.3s Queue parallel
[ ] 286 0 0 286 / 1000 14.4s Queue parallel
[ ] 289 0 0 289 / 1000 14.5s Queue parallel
[ ] 295 0 0 295 / 1000 14.8s Queue parallel
[ ] 299 0 0 299 / 1000 15.0s Queue parallel
[ ] 300 0 0 300 / 1000 15.1s Queue parallel
[ ] 303 0 0 303 / 1000 15.2s Queue parallel
[ ] 305 0 0 305 / 1000 15.4s Queue parallel
[ ] 310 0 0 310 / 1000 15.7s Queue parallel
[ ] 311 0 0 311 / 1000 15.9s Queue parallel
[ ] 313 0 0 313 / 1000 16.0s Queue parallel
[ ] 315 0 0 315 / 1000 16.4s Queue parallel
[ ] 319 0 0 319 / 1000 16.5s Queue parallel
[ ] 327 0 0 327 / 1000 17.0s Queue parallel
[ ] 330 0 0 330 / 1000 17.2s Queue parallel
[ ] 334 0 0 334 / 1000 17.4s Queue parallel
[ ] 338 0 0 338 / 1000 17.9s Queue parallel
[ ] 341 0 0 341 / 1000 18.0s Queue parallel
[ ] 350 0 0 350 / 1000 18.2s Queue parallel
[ ] 359 0 0 359 / 1000 18.4s Queue parallel
[ ] 365 0 0 365 / 1000 18.6s Queue parallel
[ ] 373 0 0 373 / 1000 18.7s Queue parallel
[ ] 381 0 0 381 / 1000 18.9s Queue parallel
[ ] 382 0 0 382 / 1000 19.1s Queue parallel
[ ] 391 0 0 391 / 1000 19.3s Queue parallel
[ ] 396 0 0 396 / 1000 19.5s Queue parallel
[ ] 403 0 0 403 / 1000 19.7s Queue parallel
[ ] 411 0 0 411 / 1000 19.8s Queue parallel
[ ] 413 0 0 413 / 1000 19.9s Queue parallel
[ ] 419 0 0 419 / 1000 20.2s Queue parallel
[ ] 426 0 0 426 / 1000 20.4s Queue parallel
[ ] 427 0 0 427 / 1000 20.5s Queue parallel
[ ] 433 0 0 433 / 1000 20.6s Queue parallel
[ ] 441 0 0 441 / 1000 20.9s Queue parallel
[ ] 449 0 0 449 / 1000 21.1s Queue parallel
[ ] 451 0 0 451 / 1000 21.3s Queue parallel
[ ] 457 0 0 457 / 1000 21.4s Queue parallel
[ ] 460 0 0 460 / 1000 21.5s Queue parallel
[ ] 461 0 0 461 / 1000 21.8s Queue parallel
[ ] 473 0 0 473 / 1000 21.9s Queue parallel
[ ] 476 0 0 476 / 1000 22.1s Queue parallel
[ ] 477 0 0 477 / 1000 22.2s Queue parallel
[ ] 481 0 0 481 / 1000 22.4s Queue parallel
[ ] 492 0 0 492 / 1000 22.5s Queue parallel
[ ] 498 0 0 498 / 1000 22.6s Queue parallel
[ ] 504 0 0 504 / 1000 22.7s Queue parallel
[ ] 508 0 0 508 / 1000 22.8s Queue parallel
[ ] 515 0 0 515 / 1000 22.9s Queue parallel
[ ] 521 0 0 521 / 1000 23.3s Queue parallel
[ ] 526 0 0 526 / 1000 23.4s Queue parallel
[ ] 532 0 0 532 / 1000 23.6s Queue parallel
[ ] 540 0 0 540 / 1000 23.8s Queue parallel
[ ] 545 0 0 545 / 1000 24.0s Queue parallel
[ ] 548 0 0 548 / 1000 24.2s Queue parallel
[ ] 550 0 0 550 / 1000 24.6s Queue parallel
[ ] 553 0 0 553 / 1000 24.7s Queue parallel
[ ] 560 0 0 560 / 1000 24.9s Queue parallel
[ ] 568 0 0 568 / 1000 25.2s Queue parallel
[ ] 576 0 0 576 / 1000 25.5s Queue parallel
[ ] 579 0 0 579 / 1000 25.6s Queue parallel
[ ] 581 0 0 581 / 1000 25.9s Queue parallel
[ ] 586 0 0 586 / 1000 26.0s Queue parallel
[ ] 590 0 0 590 / 1000 26.1s Queue parallel
[ ] 591 0 0 591 / 1000 26.6s Queue parallel
[ ] 592 0 0 592 / 1000 26.7s Queue parallel
[ ] 594 0 0 594 / 1000 27.0s Queue parallel
[ ] 599 0 0 599 / 1000 27.1s Queue parallel
[ ] 605 0 0 605 / 1000 27.3s Queue parallel
[ ] 614 0 0 614 / 1000 27.4s Queue parallel
[ ] 621 0 0 621 / 1000 27.6s Queue parallel
[ ] 626 0 0 626 / 1000 27.7s Queue parallel
[ ] 631 0 0 631 / 1000 27.8s Queue parallel
[ ] 633 0 0 633 / 1000 27.9s Queue parallel
[ ] 636 0 0 636 / 1000 28.3s Queue parallel
[ ] 637 0 0 637 / 1000 28.5s Queue parallel
[ ] 642 0 0 642 / 1000 28.7s Queue parallel
[ ] 647 0 0 647 / 1000 28.8s Queue parallel
[ ] 650 0 0 650 / 1000 29.1s Queue parallel
[ ] 653 0 0 653 / 1000 29.3s Queue parallel
[ ] 655 0 0 655 / 1000 29.5s Queue parallel
[ ] 656 0 0 656 / 1000 29.9s Queue parallel
[ ] 660 0 0 660 / 1000 30.2s Queue parallel
[ ] 661 0 0 661 / 1000 30.3s Queue parallel
[ ] 663 0 0 663 / 1000 30.5s Queue parallel
[ ] 666 0 0 666 / 1000 30.8s Queue parallel
[ ] 667 0 0 667 / 1000 31.0s Queue parallel
[ ] 671 0 0 671 / 1000 31.4s Queue parallel
[ ] 676 0 0 676 / 1000 31.6s Queue parallel
[ ] 680 0 0 680 / 1000 31.7s Queue parallel
[ ] 684 0 0 684 / 1000 32.0s Queue parallel
[ ] 694 0 0 694 / 1000 32.2s Queue parallel
[ ] 697 0 0 697 / 1000 32.3s Queue parallel
[ ] 704 0 0 704 / 1000 32.6s Queue parallel
[ ] 708 0 0 708 / 1000 32.8s Queue parallel
[ ] 715 0 0 715 / 1000 32.9s Queue parallel
[ ] 723 0 0 723 / 1000 33.1s Queue parallel
[ ] 726 0 0 726 / 1000 33.2s Queue parallel
[ ] 733 0 0 733 / 1000 33.3s Queue parallel
[ ] 736 0 0 736 / 1000 33.7s Queue parallel
[ ] 748 0 0 748 / 1000 33.8s Queue parallel
[ ] 757 0 0 757 / 1000 33.9s Queue parallel
[ ] 763 0 0 763 / 1000 34.1s Queue parallel
[ ] 771 0 0 771 / 1000 34.5s Queue parallel
[ ] 776 0 0 776 / 1000 34.6s Queue parallel
[ ] 783 0 0 783 / 1000 34.8s Queue parallel
[ ] 786 0 0 786 / 1000 34.9s Queue parallel
[ ] 790 0 0 790 / 1000 35.1s Queue parallel
[ ] 796 0 0 796 / 1000 35.5s Queue parallel
[ ] 798 0 0 798 / 1000 35.8s Queue parallel
[ ] 803 0 0 803 / 1000 36.1s Queue parallel
[ ] 810 0 0 810 / 1000 36.2s Queue parallel
[ ] 817 0 0 817 / 1000 36.6s Queue parallel
[ ] 824 0 0 824 / 1000 36.7s Queue parallel
[ ] 825 0 0 825 / 1000 36.9s Queue parallel
[ ] 835 0 0 835 / 1000 37.1s Queue parallel
[ ] 836 0 0 836 / 1000 37.2s Queue parallel
[ ] 837 0 0 837 / 1000 37.4s Queue parallel
[ ] 840 0 0 840 / 1000 37.8s Queue parallel
[ ] 845 0 0 845 / 1000 37.9s Queue parallel
[ ] 852 0 0 852 / 1000 38.1s Queue parallel
[ ] 854 0 0 854 / 1000 38.3s Queue parallel
[ ] 861 0 0 861 / 1000 38.7s Queue parallel
[ ] 865 0 0 865 / 1000 38.8s Queue parallel
[ ] 873 0 0 873 / 1000 38.9s Queue parallel
[ ] 882 0 0 882 / 1000 39.2s Queue parallel
[ ] 890 0 0 890 / 1000 39.3s Queue parallel
[ ] 893 0 0 893 / 1000 39.6s Queue parallel
[ ] 895 0 0 895 / 1000 39.8s Queue parallel
[ ] 897 0 0 897 / 1000 39.9s Queue parallel
[ ] 898 0 0 898 / 1000 40.0s Queue parallel
[ ] 902 0 0 902 / 1000 40.2s Queue parallel
[ ] 904 0 0 904 / 1000 40.4s Queue parallel
[ ] 908 0 0 908 / 1000 40.5s Queue parallel
[ ] 909 0 0 909 / 1000 40.6s Queue parallel
[ ] 911 0 0 911 / 1000 40.8s Queue parallel
[ ] 916 0 0 916 / 1000 40.9s Queue parallel
[ ] 917 0 0 917 / 1000 41.1s Queue parallel
[ ] 925 0 0 925 / 1000 41.2s Queue parallel
[ ] 935 0 0 935 / 1000 41.3s Queue parallel
[ ] 942 0 0 942 / 1000 41.5s Queue parallel
[ ] 950 0 0 950 / 1000 41.8s Queue parallel
[ ] 959 0 0 959 / 1000 41.9s Queue parallel
[ ] 967 0 0 967 / 1000 42.4s Queue parallel
[ ] 974 0 0 974 / 1000 42.5s Queue parallel
[ ] 981 0 0 981 / 1000 42.7s Queue parallel
[ ] 986 0 0 986 / 1000 43.0s Queue parallel
[ ] 993 0 0 993 / 1000 43.1s Queue parallel
[✓] 1000 0 0 1000 / 1000 43.2s Queue parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./dllist_test_stm.exe)
#
random seed: 308109710
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Dllist sequential
[✓] 1000 0 0 1000 / 1000 0.0s Dllist sequential
#
[ ] 0 0 0 0 / 1000 0.0s Dllist parallel
[ ] 1 0 0 1 / 1000 0.3s Dllist parallel
[ ] 2 0 0 2 / 1000 0.5s Dllist parallel
[ ] 6 0 0 6 / 1000 0.9s Dllist parallel
[ ] 13 0 0 13 / 1000 1.1s Dllist parallel
[ ] 16 0 0 16 / 1000 1.3s Dllist parallel
[ ] 18 0 0 18 / 1000 1.5s Dllist parallel
[ ] 19 0 0 19 / 1000 1.6s Dllist parallel
[ ] 23 0 0 23 / 1000 1.9s Dllist parallel
[ ] 27 0 0 27 / 1000 2.1s Dllist parallel
[ ] 33 0 0 33 / 1000 2.2s Dllist parallel
[ ] 39 0 0 39 / 1000 2.7s Dllist parallel
[ ] 46 0 0 46 / 1000 3.0s Dllist parallel
[ ] 51 0 0 51 / 1000 3.1s Dllist parallel
[ ] 55 0 0 55 / 1000 3.2s Dllist parallel
[ ] 60 0 0 60 / 1000 3.3s Dllist parallel
[ ] 66 0 0 66 / 1000 3.4s Dllist parallel
[ ] 70 0 0 70 / 1000 3.6s Dllist parallel
[ ] 74 0 0 74 / 1000 3.7s Dllist parallel
[ ] 76 0 0 76 / 1000 3.8s Dllist parallel
[ ] 79 0 0 79 / 1000 4.1s Dllist parallel
[ ] 80 0 0 80 / 1000 4.2s Dllist parallel
[ ] 83 0 0 83 / 1000 4.4s Dllist parallel
[ ] 84 0 0 84 / 1000 4.6s Dllist parallel
[ ] 86 0 0 86 / 1000 4.7s Dllist parallel
[ ] 88 0 0 88 / 1000 4.8s Dllist parallel
[ ] 91 0 0 91 / 1000 5.0s Dllist parallel
[ ] 92 0 0 92 / 1000 5.1s Dllist parallel
[ ] 101 0 0 101 / 1000 5.4s Dllist parallel
[ ] 104 0 0 104 / 1000 5.6s Dllist parallel
[ ] 109 0 0 109 / 1000 6.1s Dllist parallel
[ ] 115 0 0 115 / 1000 6.3s Dllist parallel
[ ] 117 0 0 117 / 1000 6.5s Dllist parallel
[ ] 122 0 0 122 / 1000 6.7s Dllist parallel
[ ] 125 0 0 125 / 1000 6.8s Dllist parallel
[ ] 126 0 0 126 / 1000 6.9s Dllist parallel
[ ] 132 0 0 132 / 1000 7.1s Dllist parallel
[ ] 136 0 0 136 / 1000 7.3s Dllist parallel
[ ] 141 0 0 141 / 1000 7.5s Dllist parallel
[ ] 146 0 0 146 / 1000 7.9s Dllist parallel
[ ] 156 0 0 156 / 1000 8.0s Dllist parallel
[ ] 161 0 0 161 / 1000 8.3s Dllist parallel
[ ] 165 0 0 165 / 1000 8.6s Dllist parallel
[ ] 167 0 0 167 / 1000 9.0s Dllist parallel
[ ] 169 0 0 169 / 1000 9.2s Dllist parallel
[ ] 175 0 0 175 / 1000 9.7s Dllist parallel
[ ] 178 0 0 178 / 1000 10.1s Dllist parallel
[ ] 179 0 0 179 / 1000 10.3s Dllist parallel
[ ] 183 0 0 183 / 1000 10.5s Dllist parallel
[ ] 185 0 0 185 / 1000 10.9s Dllist parallel
[ ] 190 0 0 190 / 1000 11.0s Dllist parallel
[ ] 200 0 0 200 / 1000 11.1s Dllist parallel
[ ] 205 0 0 205 / 1000 11.4s Dllist parallel
[ ] 212 0 0 212 / 1000 12.0s Dllist parallel
[ ] 214 0 0 214 / 1000 12.1s Dllist parallel
[ ] 223 0 0 223 / 1000 12.4s Dllist parallel
[ ] 227 0 0 227 / 1000 12.5s Dllist parallel
[ ] 231 0 0 231 / 1000 12.6s Dllist parallel
[ ] 236 0 0 236 / 1000 12.7s Dllist parallel
[ ] 237 0 0 237 / 1000 12.9s Dllist parallel
[ ] 238 0 0 238 / 1000 13.4s Dllist parallel
[ ] 244 0 0 244 / 1000 13.5s Dllist parallel
[ ] 247 0 0 247 / 1000 13.6s Dllist parallel
[ ] 250 0 0 250 / 1000 13.8s Dllist parallel
[ ] 256 0 0 256 / 1000 13.9s Dllist parallel
[ ] 261 0 0 261 / 1000 14.0s Dllist parallel
[ ] 266 0 0 266 / 1000 14.2s Dllist parallel
[ ] 271 0 0 271 / 1000 14.4s Dllist parallel
[ ] 275 0 0 275 / 1000 14.5s Dllist parallel
[ ] 284 0 0 284 / 1000 14.6s Dllist parallel
[ ] 289 0 0 289 / 1000 15.0s Dllist parallel
[ ] 291 0 0 291 / 1000 15.3s Dllist parallel
[ ] 296 0 0 296 / 1000 15.4s Dllist parallel
[ ] 297 0 0 297 / 1000 15.5s Dllist parallel
[ ] 301 0 0 301 / 1000 15.7s Dllist parallel
[ ] 305 0 0 305 / 1000 15.9s Dllist parallel
[ ] 312 0 0 312 / 1000 16.0s Dllist parallel
[ ] 317 0 0 317 / 1000 16.2s Dllist parallel
[ ] 319 0 0 319 / 1000 16.3s Dllist parallel
[ ] 320 0 0 320 / 1000 16.4s Dllist parallel
[ ] 325 0 0 325 / 1000 16.7s Dllist parallel
[ ] 326 0 0 326 / 1000 17.0s Dllist parallel
[ ] 327 0 0 327 / 1000 17.2s Dllist parallel
[ ] 329 0 0 329 / 1000 17.4s Dllist parallel
[ ] 336 0 0 336 / 1000 17.6s Dllist parallel
[ ] 341 0 0 341 / 1000 18.0s Dllist parallel
[ ] 350 0 0 350 / 1000 18.1s Dllist parallel
[ ] 351 0 0 351 / 1000 18.5s Dllist parallel
[ ] 356 0 0 356 / 1000 18.6s Dllist parallel
[ ] 365 0 0 365 / 1000 18.7s Dllist parallel
[ ] 377 0 0 377 / 1000 18.8s Dllist parallel
[ ] 378 0 0 378 / 1000 19.0s Dllist parallel
[ ] 387 0 0 387 / 1000 19.2s Dllist parallel
[ ] 393 0 0 393 / 1000 19.4s Dllist parallel
[ ] 405 0 0 405 / 1000 19.6s Dllist parallel
[ ] 412 0 0 412 / 1000 20.0s Dllist parallel
[ ] 413 0 0 413 / 1000 20.1s Dllist parallel
[ ] 415 0 0 415 / 1000 20.3s Dllist parallel
[ ] 417 0 0 417 / 1000 20.4s Dllist parallel
[ ] 419 0 0 419 / 1000 20.6s Dllist parallel
[ ] 427 0 0 427 / 1000 21.1s Dllist parallel
[ ] 429 0 0 429 / 1000 21.5s Dllist parallel
[ ] 433 0 0 433 / 1000 21.6s Dllist parallel
[ ] 435 0 0 435 / 1000 21.8s Dllist parallel
[ ] 442 0 0 442 / 1000 21.9s Dllist parallel
[ ] 450 0 0 450 / 1000 22.0s Dllist parallel
[ ] 457 0 0 457 / 1000 22.2s Dllist parallel
[ ] 471 0 0 471 / 1000 22.3s Dllist parallel
[ ] 473 0 0 473 / 1000 22.7s Dllist parallel
[ ] 481 0 0 481 / 1000 23.2s Dllist parallel
[ ] 488 0 0 488 / 1000 23.3s Dllist parallel
[ ] 500 0 0 500 / 1000 23.4s Dllist parallel
[ ] 502 0 0 502 / 1000 23.8s Dllist parallel
[ ] 505 0 0 505 / 1000 24.3s Dllist parallel
[ ] 509 0 0 509 / 1000 24.7s Dllist parallel
[ ] 510 0 0 510 / 1000 24.9s Dllist parallel
[ ] 514 0 0 514 / 1000 25.3s Dllist parallel
[ ] 515 0 0 515 / 1000 25.6s Dllist parallel
[ ] 521 0 0 521 / 1000 25.7s Dllist parallel
[ ] 528 0 0 528 / 1000 26.0s Dllist parallel
[ ] 531 0 0 531 / 1000 26.1s Dllist parallel
[ ] 535 0 0 535 / 1000 26.7s Dllist parallel
[ ] 538 0 0 538 / 1000 26.8s Dllist parallel
[ ] 540 0 0 540 / 1000 27.0s Dllist parallel
[ ] 549 0 0 549 / 1000 27.4s Dllist parallel
[ ] 557 0 0 557 / 1000 27.7s Dllist parallel
[ ] 564 0 0 564 / 1000 27.8s Dllist parallel
[ ] 566 0 0 566 / 1000 28.0s Dllist parallel
[ ] 573 0 0 573 / 1000 28.1s Dllist parallel
[ ] 574 0 0 574 / 1000 28.3s Dllist parallel
[ ] 578 0 0 578 / 1000 28.8s Dllist parallel
[ ] 579 0 0 579 / 1000 28.9s Dllist parallel
[ ] 585 0 0 585 / 1000 29.0s Dllist parallel
[ ] 586 0 0 586 / 1000 29.7s Dllist parallel
[ ] 587 0 0 587 / 1000 30.0s Dllist parallel
[ ] 593 0 0 593 / 1000 30.1s Dllist parallel
[ ] 595 0 0 595 / 1000 30.3s Dllist parallel
[ ] 598 0 0 598 / 1000 30.7s Dllist parallel
[ ] 599 0 0 599 / 1000 30.9s Dllist parallel
[ ] 600 0 0 600 / 1000 31.0s Dllist parallel
[ ] 602 0 0 602 / 1000 31.2s Dllist parallel
[ ] 607 0 0 607 / 1000 31.3s Dllist parallel
[ ] 614 0 0 614 / 1000 31.4s Dllist parallel
[ ] 615 0 0 615 / 1000 31.8s Dllist parallel
[ ] 619 0 0 619 / 1000 32.0s Dllist parallel
[ ] 627 0 0 627 / 1000 32.4s Dllist parallel
[ ] 634 0 0 634 / 1000 32.6s Dllist parallel
[ ] 638 0 0 638 / 1000 32.7s Dllist parallel
[ ] 644 0 0 644 / 1000 32.8s Dllist parallel
[ ] 649 0 0 649 / 1000 33.2s Dllist parallel
[ ] 653 0 0 653 / 1000 33.4s Dllist parallel
[ ] 657 0 0 657 / 1000 33.8s Dllist parallel
[ ] 662 0 0 662 / 1000 33.9s Dllist parallel
[ ] 666 0 0 666 / 1000 34.0s Dllist parallel
[ ] 672 0 0 672 / 1000 34.2s Dllist parallel
[ ] 677 0 0 677 / 1000 34.5s Dllist parallel
[ ] 683 0 0 683 / 1000 34.9s Dllist parallel
[ ] 690 0 0 690 / 1000 35.3s Dllist parallel
[ ] 697 0 0 697 / 1000 35.4s Dllist parallel
[ ] 701 0 0 701 / 1000 35.6s Dllist parallel
[ ] 710 0 0 710 / 1000 35.7s Dllist parallel
[ ] 715 0 0 715 / 1000 35.8s Dllist parallel
[ ] 717 0 0 717 / 1000 36.2s Dllist parallel
[ ] 718 0 0 718 / 1000 36.6s Dllist parallel
[ ] 720 0 0 720 / 1000 36.7s Dllist parallel
[ ] 727 0 0 727 / 1000 36.8s Dllist parallel
[ ] 730 0 0 730 / 1000 36.9s Dllist parallel
[ ] 733 0 0 733 / 1000 37.4s Dllist parallel
[ ] 738 0 0 738 / 1000 37.5s Dllist parallel
[ ] 744 0 0 744 / 1000 37.7s Dllist parallel
[ ] 745 0 0 745 / 1000 37.9s Dllist parallel
[ ] 753 0 0 753 / 1000 38.1s Dllist parallel
[ ] 761 0 0 761 / 1000 38.3s Dllist parallel
[ ] 767 0 0 767 / 1000 38.6s Dllist parallel
[ ] 777 0 0 777 / 1000 38.7s Dllist parallel
[ ] 779 0 0 779 / 1000 39.1s Dllist parallel
[ ] 780 0 0 780 / 1000 39.3s Dllist parallel
[ ] 789 0 0 789 / 1000 39.5s Dllist parallel
[ ] 797 0 0 797 / 1000 39.6s Dllist parallel
[ ] 798 0 0 798 / 1000 39.7s Dllist parallel
[ ] 805 0 0 805 / 1000 39.9s Dllist parallel
[ ] 812 0 0 812 / 1000 40.1s Dllist parallel
[ ] 818 0 0 818 / 1000 40.2s Dllist parallel
[ ] 819 0 0 819 / 1000 40.3s Dllist parallel
[ ] 821 0 0 821 / 1000 40.4s Dllist parallel
[ ] 823 0 0 823 / 1000 40.8s Dllist parallel
[ ] 826 0 0 826 / 1000 41.2s Dllist parallel
[ ] 828 0 0 828 / 1000 41.6s Dllist parallel
[ ] 831 0 0 831 / 1000 41.8s Dllist parallel
[ ] 833 0 0 833 / 1000 42.0s Dllist parallel
[ ] 834 0 0 834 / 1000 42.2s Dllist parallel
[ ] 841 0 0 841 / 1000 42.4s Dllist parallel
[ ] 854 0 0 854 / 1000 42.5s Dllist parallel
[ ] 857 0 0 857 / 1000 42.6s Dllist parallel
[ ] 862 0 0 862 / 1000 42.9s Dllist parallel
[ ] 867 0 0 867 / 1000 43.2s Dllist parallel
[ ] 870 0 0 870 / 1000 43.6s Dllist parallel
[ ] 882 0 0 882 / 1000 43.7s Dllist parallel
[ ] 887 0 0 887 / 1000 43.8s Dllist parallel
[ ] 888 0 0 888 / 1000 44.0s Dllist parallel
[ ] 897 0 0 897 / 1000 44.1s Dllist parallel
[ ] 908 0 0 908 / 1000 44.2s Dllist parallel
[ ] 911 0 0 911 / 1000 44.5s Dllist parallel
[ ] 922 0 0 922 / 1000 44.7s Dllist parallel
[ ] 928 0 0 928 / 1000 44.8s Dllist parallel
[ ] 931 0 0 931 / 1000 45.0s Dllist parallel
[ ] 935 0 0 935 / 1000 45.1s Dllist parallel
[ ] 940 0 0 940 / 1000 45.2s Dllist parallel
[ ] 947 0 0 947 / 1000 45.4s Dllist parallel
[ ] 948 0 0 948 / 1000 45.8s Dllist parallel
[ ] 955 0 0 955 / 1000 46.0s Dllist parallel
[ ] 963 0 0 963 / 1000 46.1s Dllist parallel
[ ] 967 0 0 967 / 1000 46.2s Dllist parallel
[ ] 970 0 0 970 / 1000 46.4s Dllist parallel
[ ] 971 0 0 971 / 1000 46.8s Dllist parallel
[ ] 977 0 0 977 / 1000 46.9s Dllist parallel
[ ] 978 0 0 978 / 1000 47.1s Dllist parallel
[ ] 989 0 0 989 / 1000 47.2s Dllist parallel
[ ] 996 0 0 996 / 1000 47.4s Dllist parallel
[ ] 999 0 0 999 / 1000 47.8s Dllist parallel
[✓] 1000 0 0 1000 / 1000 47.8s Dllist parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./linearizable_chaining_example.exe)
#
random seed: 264210096
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl_with_order sequential
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order parallel
[ ] 1 0 0 1 / 1000 0.4s Hashtbl_with_order parallel
[ ] 2 0 0 2 / 1000 0.5s Hashtbl_with_order parallel
[ ] 10 0 0 10 / 1000 0.6s Hashtbl_with_order parallel
[ ] 16 0 0 16 / 1000 0.7s Hashtbl_with_order parallel
[ ] 19 0 0 19 / 1000 0.9s Hashtbl_with_order parallel
[ ] 23 0 0 23 / 1000 1.0s Hashtbl_with_order parallel
[ ] 25 0 0 25 / 1000 1.2s Hashtbl_with_order parallel
[ ] 26 0 0 26 / 1000 1.3s Hashtbl_with_order parallel
[ ] 28 0 0 28 / 1000 1.9s Hashtbl_with_order parallel
[ ] 32 0 0 32 / 1000 2.0s Hashtbl_with_order parallel
[ ] 35 0 0 35 / 1000 2.2s Hashtbl_with_order parallel
[ ] 36 0 0 36 / 1000 2.3s Hashtbl_with_order parallel
[ ] 37 0 0 37 / 1000 2.5s Hashtbl_with_order parallel
[ ] 40 0 0 40 / 1000 2.6s Hashtbl_with_order parallel
[ ] 43 0 0 43 / 1000 2.9s Hashtbl_with_order parallel
[ ] 46 0 0 46 / 1000 3.1s Hashtbl_with_order parallel
[ ] 51 0 0 51 / 1000 3.2s Hashtbl_with_order parallel
[ ] 55 0 0 55 / 1000 3.3s Hashtbl_with_order parallel
[ ] 61 0 0 61 / 1000 3.4s Hashtbl_with_order parallel
[ ] 63 0 0 63 / 1000 3.5s Hashtbl_with_order parallel
[ ] 66 0 0 66 / 1000 4.1s Hashtbl_with_order parallel
[ ] 68 0 0 68 / 1000 4.2s Hashtbl_with_order parallel
[ ] 69 0 0 69 / 1000 4.9s Hashtbl_with_order parallel
[ ] 75 0 0 75 / 1000 5.0s Hashtbl_with_order parallel
[ ] 82 0 0 82 / 1000 5.1s Hashtbl_with_order parallel
[ ] 85 0 0 85 / 1000 5.5s Hashtbl_with_order parallel
[ ] 91 0 0 91 / 1000 5.6s Hashtbl_with_order parallel
[ ] 98 0 0 98 / 1000 6.0s Hashtbl_with_order parallel
[ ] 103 0 0 103 / 1000 6.1s Hashtbl_with_order parallel
[ ] 109 0 0 109 / 1000 6.2s Hashtbl_with_order parallel
[ ] 115 0 0 115 / 1000 6.4s Hashtbl_with_order parallel
[ ] 116 0 0 116 / 1000 6.6s Hashtbl_with_order parallel
[ ] 122 0 0 122 / 1000 6.7s Hashtbl_with_order parallel
[ ] 126 0 0 126 / 1000 6.9s Hashtbl_with_order parallel
[ ] 131 0 0 131 / 1000 7.0s Hashtbl_with_order parallel
[ ] 140 0 0 140 / 1000 7.1s Hashtbl_with_order parallel
[ ] 142 0 0 142 / 1000 7.4s Hashtbl_with_order parallel
[ ] 147 0 0 147 / 1000 7.5s Hashtbl_with_order parallel
[ ] 148 0 0 148 / 1000 8.0s Hashtbl_with_order parallel
[ ] 157 0 0 157 / 1000 8.1s Hashtbl_with_order parallel
[ ] 166 0 0 166 / 1000 8.3s Hashtbl_with_order parallel
[ ] 172 0 0 172 / 1000 8.5s Hashtbl_with_order parallel
[ ] 177 0 0 177 / 1000 8.7s Hashtbl_with_order parallel
[ ] 181 0 0 181 / 1000 9.0s Hashtbl_with_order parallel
[ ] 187 0 0 187 / 1000 9.1s Hashtbl_with_order parallel
[ ] 188 0 0 188 / 1000 9.2s Hashtbl_with_order parallel
[ ] 189 0 0 189 / 1000 9.3s Hashtbl_with_order parallel
[ ] 193 0 0 193 / 1000 9.6s Hashtbl_with_order parallel
[ ] 203 0 0 203 / 1000 9.7s Hashtbl_with_order parallel
[ ] 208 0 0 208 / 1000 10.2s Hashtbl_with_order parallel
[ ] 215 0 0 215 / 1000 10.5s Hashtbl_with_order parallel
[ ] 220 0 0 220 / 1000 10.7s Hashtbl_with_order parallel
[ ] 222 0 0 222 / 1000 11.2s Hashtbl_with_order parallel
[ ] 227 0 0 227 / 1000 11.3s Hashtbl_with_order parallel
[ ] 232 0 0 232 / 1000 11.4s Hashtbl_with_order parallel
[ ] 236 0 0 236 / 1000 11.5s Hashtbl_with_order parallel
[ ] 237 0 0 237 / 1000 12.0s Hashtbl_with_order parallel
[ ] 239 0 0 239 / 1000 12.2s Hashtbl_with_order parallel
[ ] 240 0 0 240 / 1000 12.3s Hashtbl_with_order parallel
[ ] 245 0 0 245 / 1000 12.5s Hashtbl_with_order parallel
[ ] 247 0 0 247 / 1000 12.6s Hashtbl_with_order parallel
[ ] 249 0 0 249 / 1000 12.8s Hashtbl_with_order parallel
[ ] 252 0 0 252 / 1000 13.0s Hashtbl_with_order parallel
[ ] 253 0 0 253 / 1000 13.1s Hashtbl_with_order parallel
[ ] 257 0 0 257 / 1000 13.3s Hashtbl_with_order parallel
[ ] 263 0 0 263 / 1000 13.5s Hashtbl_with_order parallel
[ ] 264 0 0 264 / 1000 14.0s Hashtbl_with_order parallel
[ ] 268 0 0 268 / 1000 14.2s Hashtbl_with_order parallel
[ ] 274 0 0 274 / 1000 14.3s Hashtbl_with_order parallel
[ ] 277 0 0 277 / 1000 14.7s Hashtbl_with_order parallel
[ ] 281 0 0 281 / 1000 15.0s Hashtbl_with_order parallel
[ ] 286 0 0 286 / 1000 15.5s Hashtbl_with_order parallel
[ ] 289 0 0 289 / 1000 15.9s Hashtbl_with_order parallel
[ ] 291 0 0 291 / 1000 16.1s Hashtbl_with_order parallel
[ ] 297 0 0 297 / 1000 16.2s Hashtbl_with_order parallel
[ ] 298 0 0 298 / 1000 16.4s Hashtbl_with_order parallel
[ ] 301 0 0 301 / 1000 16.6s Hashtbl_with_order parallel
[ ] 307 0 0 307 / 1000 16.7s Hashtbl_with_order parallel
[ ] 310 0 0 310 / 1000 17.2s Hashtbl_with_order parallel
[ ] 315 0 0 315 / 1000 17.5s Hashtbl_with_order parallel
[ ] 321 0 0 321 / 1000 17.9s Hashtbl_with_order parallel
[ ] 330 0 0 330 / 1000 18.2s Hashtbl_with_order parallel
[ ] 334 0 0 334 / 1000 18.4s Hashtbl_with_order parallel
[ ] 339 0 0 339 / 1000 18.5s Hashtbl_with_order parallel
[ ] 341 0 0 341 / 1000 18.9s Hashtbl_with_order parallel
[ ] 348 0 0 348 / 1000 19.1s Hashtbl_with_order parallel
[ ] 350 0 0 350 / 1000 19.6s Hashtbl_with_order parallel
[ ] 351 0 0 351 / 1000 19.7s Hashtbl_with_order parallel
[ ] 358 0 0 358 / 1000 19.8s Hashtbl_with_order parallel
[ ] 365 0 0 365 / 1000 20.0s Hashtbl_with_order parallel
[ ] 371 0 0 371 / 1000 20.6s Hashtbl_with_order parallel
[ ] 372 0 0 372 / 1000 21.0s Hashtbl_with_order parallel
[ ] 384 0 0 384 / 1000 21.1s Hashtbl_with_order parallel
[ ] 390 0 0 390 / 1000 21.6s Hashtbl_with_order parallel
[ ] 399 0 0 399 / 1000 21.7s Hashtbl_with_order parallel
[ ] 405 0 0 405 / 1000 21.8s Hashtbl_with_order parallel
[ ] 407 0 0 407 / 1000 22.0s Hashtbl_with_order parallel
[ ] 412 0 0 412 / 1000 22.3s Hashtbl_with_order parallel
[ ] 415 0 0 415 / 1000 22.6s Hashtbl_with_order parallel
[ ] 422 0 0 422 / 1000 22.7s Hashtbl_with_order parallel
[ ] 427 0 0 427 / 1000 23.0s Hashtbl_with_order parallel
[ ] 438 0 0 438 / 1000 23.1s Hashtbl_with_order parallel
[ ] 444 0 0 444 / 1000 23.3s Hashtbl_with_order parallel
[ ] 448 0 0 448 / 1000 23.4s Hashtbl_with_order parallel
[ ] 451 0 0 451 / 1000 24.1s Hashtbl_with_order parallel
[ ] 457 0 0 457 / 1000 24.2s Hashtbl_with_order parallel
[ ] 462 0 0 462 / 1000 24.3s Hashtbl_with_order parallel
[ ] 463 0 0 463 / 1000 24.5s Hashtbl_with_order parallel
[ ] 466 0 0 466 / 1000 25.1s Hashtbl_with_order parallel
[ ] 468 0 0 468 / 1000 25.2s Hashtbl_with_order parallel
[ ] 473 0 0 473 / 1000 25.3s Hashtbl_with_order parallel
[ ] 481 0 0 481 / 1000 25.4s Hashtbl_with_order parallel
[ ] 488 0 0 488 / 1000 25.5s Hashtbl_with_order parallel
[ ] 489 0 0 489 / 1000 26.0s Hashtbl_with_order parallel
[ ] 492 0 0 492 / 1000 26.6s Hashtbl_with_order parallel
[ ] 496 0 0 496 / 1000 26.9s Hashtbl_with_order parallel
[ ] 501 0 0 501 / 1000 27.0s Hashtbl_with_order parallel
[ ] 506 0 0 506 / 1000 27.4s Hashtbl_with_order parallel
[ ] 510 0 0 510 / 1000 27.5s Hashtbl_with_order parallel
[ ] 517 0 0 517 / 1000 27.7s Hashtbl_with_order parallel
[ ] 518 0 0 518 / 1000 28.0s Hashtbl_with_order parallel
[ ] 526 0 0 526 / 1000 28.1s Hashtbl_with_order parallel
[ ] 529 0 0 529 / 1000 28.6s Hashtbl_with_order parallel
[ ] 532 0 0 532 / 1000 28.7s Hashtbl_with_order parallel
[ ] 534 0 0 534 / 1000 28.8s Hashtbl_with_order parallel
[ ] 542 0 0 542 / 1000 28.9s Hashtbl_with_order parallel
[ ] 543 0 0 543 / 1000 29.5s Hashtbl_with_order parallel
[ ] 544 0 0 544 / 1000 29.9s Hashtbl_with_order parallel
[ ] 546 0 0 546 / 1000 30.0s Hashtbl_with_order parallel
[ ] 551 0 0 551 / 1000 30.7s Hashtbl_with_order parallel
[ ] 554 0 0 554 / 1000 30.8s Hashtbl_with_order parallel
[ ] 555 0 0 555 / 1000 31.0s Hashtbl_with_order parallel
[ ] 556 0 0 556 / 1000 31.5s Hashtbl_with_order parallel
[ ] 562 0 0 562 / 1000 31.6s Hashtbl_with_order parallel
[ ] 563 0 0 563 / 1000 31.8s Hashtbl_with_order parallel
[ ] 564 0 0 564 / 1000 32.0s Hashtbl_with_order parallel
[ ] 570 0 0 570 / 1000 32.7s Hashtbl_with_order parallel
[ ] 572 0 0 572 / 1000 32.8s Hashtbl_with_order parallel
[ ] 580 0 0 580 / 1000 33.0s Hashtbl_with_order parallel
[ ] 588 0 0 588 / 1000 33.1s Hashtbl_with_order parallel
[ ] 594 0 0 594 / 1000 33.5s Hashtbl_with_order parallel
[ ] 599 0 0 599 / 1000 34.2s Hashtbl_with_order parallel
[ ] 603 0 0 603 / 1000 34.4s Hashtbl_with_order parallel
[ ] 609 0 0 609 / 1000 34.9s Hashtbl_with_order parallel
[ ] 611 0 0 611 / 1000 35.0s Hashtbl_with_order parallel
[ ] 613 0 0 613 / 1000 35.2s Hashtbl_with_order parallel
[ ] 615 0 0 615 / 1000 35.4s Hashtbl_with_order parallel
[ ] 624 0 0 624 / 1000 35.5s Hashtbl_with_order parallel
[ ] 626 0 0 626 / 1000 35.7s Hashtbl_with_order parallel
[ ] 630 0 0 630 / 1000 36.1s Hashtbl_with_order parallel
[ ] 639 0 0 639 / 1000 36.2s Hashtbl_with_order parallel
[ ] 640 0 0 640 / 1000 36.5s Hashtbl_with_order parallel
[ ] 644 0 0 644 / 1000 36.6s Hashtbl_with_order parallel
[ ] 645 0 0 645 / 1000 37.2s Hashtbl_with_order parallel
[ ] 647 0 0 647 / 1000 37.7s Hashtbl_with_order parallel
[ ] 651 0 0 651 / 1000 38.1s Hashtbl_with_order parallel
[ ] 652 0 0 652 / 1000 38.3s Hashtbl_with_order parallel
[ ] 660 0 0 660 / 1000 38.5s Hashtbl_with_order parallel
[ ] 664 0 0 664 / 1000 38.6s Hashtbl_with_order parallel
[ ] 665 0 0 665 / 1000 38.7s Hashtbl_with_order parallel
[ ] 672 0 0 672 / 1000 38.8s Hashtbl_with_order parallel
[ ] 676 0 0 676 / 1000 39.4s Hashtbl_with_order parallel
[ ] 683 0 0 683 / 1000 39.6s Hashtbl_with_order parallel
[ ] 685 0 0 685 / 1000 39.8s Hashtbl_with_order parallel
[ ] 690 0 0 690 / 1000 40.1s Hashtbl_with_order parallel
[ ] 693 0 0 693 / 1000 40.3s Hashtbl_with_order parallel
[ ] 696 0 0 696 / 1000 40.4s Hashtbl_with_order parallel
[ ] 697 0 0 697 / 1000 40.5s Hashtbl_with_order parallel
[ ] 698 0 0 698 / 1000 40.6s Hashtbl_with_order parallel
[ ] 703 0 0 703 / 1000 40.8s Hashtbl_with_order parallel
[ ] 707 0 0 707 / 1000 41.1s Hashtbl_with_order parallel
[ ] 715 0 0 715 / 1000 41.6s Hashtbl_with_order parallel
[ ] 724 0 0 724 / 1000 41.7s Hashtbl_with_order parallel
[ ] 726 0 0 726 / 1000 42.0s Hashtbl_with_order parallel
[ ] 737 0 0 737 / 1000 42.1s Hashtbl_with_order parallel
[ ] 743 0 0 743 / 1000 42.3s Hashtbl_with_order parallel
[ ] 749 0 0 749 / 1000 42.5s Hashtbl_with_order parallel
[ ] 753 0 0 753 / 1000 42.6s Hashtbl_with_order parallel
[ ] 762 0 0 762 / 1000 42.7s Hashtbl_with_order parallel
[ ] 773 0 0 773 / 1000 43.0s Hashtbl_with_order parallel
[ ] 779 0 0 779 / 1000 43.2s Hashtbl_with_order parallel
[ ] 784 0 0 784 / 1000 43.5s Hashtbl_with_order parallel
[ ] 790 0 0 790 / 1000 43.7s Hashtbl_with_order parallel
[ ] 794 0 0 794 / 1000 43.9s Hashtbl_with_order parallel
[ ] 796 0 0 796 / 1000 44.0s Hashtbl_with_order parallel
[ ] 801 0 0 801 / 1000 44.2s Hashtbl_with_order parallel
[ ] 812 0 0 812 / 1000 44.3s Hashtbl_with_order parallel
[ ] 816 0 0 816 / 1000 44.4s Hashtbl_with_order parallel
[ ] 818 0 0 818 / 1000 44.8s Hashtbl_with_order parallel
[ ] 829 0 0 829 / 1000 44.9s Hashtbl_with_order parallel
[ ] 832 0 0 832 / 1000 45.0s Hashtbl_with_order parallel
[ ] 844 0 0 844 / 1000 45.1s Hashtbl_with_order parallel
[ ] 846 0 0 846 / 1000 45.4s Hashtbl_with_order parallel
[ ] 853 0 0 853 / 1000 45.8s Hashtbl_with_order parallel
[ ] 858 0 0 858 / 1000 46.3s Hashtbl_with_order parallel
[ ] 867 0 0 867 / 1000 46.4s Hashtbl_with_order parallel
[ ] 878 0 0 878 / 1000 46.5s Hashtbl_with_order parallel
[ ] 886 0 0 886 / 1000 47.0s Hashtbl_with_order parallel
[ ] 890 0 0 890 / 1000 47.5s Hashtbl_with_order parallel
[ ] 891 0 0 891 / 1000 47.8s Hashtbl_with_order parallel
[ ] 897 0 0 897 / 1000 48.2s Hashtbl_with_order parallel
[ ] 904 0 0 904 / 1000 48.3s Hashtbl_with_order parallel
[ ] 905 0 0 905 / 1000 48.8s Hashtbl_with_order parallel
[ ] 911 0 0 911 / 1000 48.9s Hashtbl_with_order parallel
[ ] 923 0 0 923 / 1000 49.0s Hashtbl_with_order parallel
[ ] 928 0 0 928 / 1000 49.4s Hashtbl_with_order parallel
[ ] 931 0 0 931 / 1000 49.5s Hashtbl_with_order parallel
[ ] 935 0 0 935 / 1000 49.8s Hashtbl_with_order parallel
[ ] 940 0 0 940 / 1000 49.9s Hashtbl_with_order parallel
[ ] 944 0 0 944 / 1000 50.0s Hashtbl_with_order parallel
[ ] 946 0 0 946 / 1000 50.5s Hashtbl_with_order parallel
[ ] 953 0 0 953 / 1000 50.7s Hashtbl_with_order parallel
[ ] 956 0 0 956 / 1000 51.1s Hashtbl_with_order parallel
[ ] 958 0 0 958 / 1000 51.5s Hashtbl_with_order parallel
[ ] 961 0 0 961 / 1000 51.6s Hashtbl_with_order parallel
[ ] 964 0 0 964 / 1000 51.7s Hashtbl_with_order parallel
[ ] 968 0 0 968 / 1000 52.1s Hashtbl_with_order parallel
[ ] 975 0 0 975 / 1000 52.2s Hashtbl_with_order parallel
[ ] 977 0 0 977 / 1000 52.7s Hashtbl_with_order parallel
[ ] 980 0 0 980 / 1000 52.9s Hashtbl_with_order parallel
[ ] 985 0 0 985 / 1000 53.3s Hashtbl_with_order parallel
[ ] 989 0 0 989 / 1000 53.5s Hashtbl_with_order parallel
[ ] 993 0 0 993 / 1000 53.8s Hashtbl_with_order parallel
[ ] 998 0 0 998 / 1000 53.9s Hashtbl_with_order parallel
[✓] 1000 0 0 1000 / 1000 54.0s Hashtbl_with_order parallel
# ================================================================================
# success (ran 2 tests)
<><> Error report <><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><>
+- The following actions failed
| - build kcas_data 0.7.0
+-
+- The following changes have been performed
| - remove kcas_data 0.7.0
| - install alcotest 1.9.1
| - install astring 0.8.5
| - install camlp-streams 5.0.1
| - install cmdliner 2.1.0
| - install cppo 1.8.0
| - install csexp 1.5.2
| - install domain_shims 0.1.0
| - install fmt 0.11.0
| - install logs 0.10.0
| - install mdx 2.5.1
| - install multicore-bench 0.1.7
| - install ocaml-syntax-shims 1.0.0
| - install ocaml-version 4.0.3
| - install qcheck-core 0.91
| - install qcheck-multicoretests-util 0.10
| - install qcheck-stm 0.10
| - install re 1.14.0
| - install result 1.5
| - install stdlib-shims 0.3.0
| - install uutf 1.0.4
| - install yojson 3.0.0
+-
# To update the current shell environment, run: eval $(opam env)
The former state can be restored with:
/usr/bin/opam switch import "/home/opam/.opam/5.4/.opam-switch/backup/state-20260303082431.export"
Or you can retry to install your package selection with:
/usr/bin/opam install --restore
2026-03-03 08:25.57 ---> saved as "29f941a8acc9bd11299948027fd5b7c161dfdc1a0682617b6d3283ade1153568"
/home/opam: (run (shell "opam reinstall --with-test --verbose kcas_data.0.7.0;\
\n res=$?;\
\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 \"$pkg\" != 'kcas_data.0.7.0' && partial_fails=\"$partial_fails $pkg\";\
\n done;\
\n test \"${partial_fails}\" != \"\" && echo \"opam-repo-ci detected dependencies failing: ${partial_fails}\";\
\n exit 1"))
kcas_data.0.7.0 is not installed. Install it? [Y/n] y
The following actions will be performed:
=== install 1 package
- install kcas_data 0.7.0
<><> Processing actions <><><><><><><><><><><><><><><><><><><><><><><><><><><><>
Processing 1/3: [kcas_data.0.7.0: extract]
-> retrieved kcas_data.0.7.0 (cached)
Processing 2/3: [kcas_data: dune build]
+ /home/opam/.opam/opam-init/hooks/sandbox.sh "build" "dune" "build" "-p" "kcas_data" "-j" "71" "@install" "@runtest" (CWD=/home/opam/.opam/5.4/.opam-switch/build/kcas_data.0.7.0)
- (cd _build/default/test/kcas_data && ./lru_cache_example.exe)
- LRU Cache OK!
- (cd _build/default/test/kcas_data && ./dllist_test.exe)
- Testing `Dllist'.
- This run has ID `OVGMGNQP'.
-
- [OK] basics 0
- [OK] add 0
- [OK] move 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Dllist'.
- Test Successful in 0.000s. 3 tests run.
- (cd _build/default/test/kcas_data && ./xt_test.exe)
- Testing `Transactions'.
- This run has ID `QD59JD48'.
-
- [OK] basics 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Transactions'.
- Test Successful in 0.000s. 1 test run.
- (cd _build/default/test/kcas_data && ./mvar_test.exe)
- Testing `Mvar'.
- This run has ID `84Y06XFL'.
-
- [OK] basics 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Mvar'.
- Test Successful in 0.001s. 1 test run.
- (cd _build/default/test/kcas_data && ./queue_test.exe)
- Testing `Queue'.
- This run has ID `5LN1S9UR'.
-
- [OK] basics 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Queue'.
- Test Successful in 0.000s. 1 test run.
- (cd _build/default/test/kcas_data && ./stack_test.exe)
- Testing `Stack'.
- This run has ID `QHW7TE4V'.
-
- [OK] basics 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Stack'.
- Test Successful in 0.000s. 1 test run.
- (cd _build/default/test/kcas_data && ./hashtbl_test.exe)
- Testing `Hashtbl'.
- This run has ID `H8QX4JDH'.
-
- [OK] replace and remove 0
- [OK] large tx 0
- [OK] large ops 0
- [OK] basics 0
-
- Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Hashtbl'.
- Test Successful in 0.044s. 4 tests run.
- File "doc/scheduler-interop.md", line 1, characters 0-0:
- /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/doc/scheduler-interop.md _build/default/doc/.mdx/scheduler-interop.md.corrected
- diff --git a/_build/default/doc/scheduler-interop.md b/_build/default/doc/.mdx/scheduler-interop.md.corrected
- index 39bb662..a4af124 100644
- --- a/_build/default/doc/scheduler-interop.md
- +++ b/_build/default/doc/.mdx/scheduler-interop.md.corrected
- @@ -131,7 +131,7 @@ state in between, and then returns their sum:
-
- ```ocaml
- # let state = Loc.make 0
- -val state : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val state : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- # let sync_to target =
- state
- |> Loc.get_as @@ fun current ->
- File "README.md", line 1, characters 0-0:
- /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/README.md _build/default/.mdx/README.md.corrected
- diff --git a/_build/default/README.md b/_build/default/.mdx/README.md.corrected
- index 5071b54..4ff5c86 100644
- --- a/_build/default/README.md
- +++ b/_build/default/.mdx/README.md.corrected
- @@ -116,9 +116,9 @@ one first creates shared memory locations:
- # let a = Loc.make 0
- and b = Loc.make 0
- and x = Loc.make 0
- -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- -val x : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val x : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- ```
-
- One can then manipulate the locations individually:
- @@ -302,7 +302,7 @@ transactions to `push` and `try_pop` elements:
-
- ```ocaml
- # let a_stack : int stack = stack ()
- -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
-
- # Xt.commit { tx = push a_stack 101 }
- - : unit = ()
- @@ -421,8 +421,8 @@ transactions to `enqueue` and `try_dequeue` elements:
- ```ocaml
- # let a_queue : int queue = queue ()
- val a_queue : int queue =
- - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
- + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
-
- # Xt.commit { tx = enqueue a_queue 76 }
- - : unit = ()
- @@ -537,12 +537,12 @@ To test them out, let's create a fresh stack and a queue
-
- ```ocaml
- # let a_stack : int stack = stack ()
- -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
-
- # let a_queue : int queue = queue ()
- val a_queue : int queue =
- - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
- + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
- ```
-
- and then spawn a domain that tries to atomically both pop and dequeue:
- @@ -766,7 +766,7 @@ and create a leftist heap:
- ```ocaml
- # let a_heap : int leftist Loc.t = leftist ()
- val a_heap : int leftist Loc.t =
- - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- + Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- ```
-
- To populate the heap we need to define a transaction passing function and pass
- @@ -1025,8 +1025,8 @@ We can then test that the cache works as expected:
- ```ocaml
- # let a_cache : (int, string) cache = cache 2
- val a_cache : (int, string) cache =
- - {space = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - table = <abstr>; order = <abstr>}
- + {space = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; table = <abstr>;
- + order = <abstr>}
-
- # Xt.commit { tx = set_blocking a_cache 101 "basics" }
- - : unit = ()
- @@ -1274,8 +1274,7 @@ Consider the following example of computing the size of a stack:
-
- ```ocaml
- # let a_stack = Loc.make [2; 3]
- -val a_stack : int list Loc.t =
- - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val a_stack : int list Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
-
- # let n_elems =
- let tx ~xt =
- @@ -1442,8 +1441,7 @@ Using the Michael-Scott style queue is as easy as any other transactional queue:
- ```ocaml
- # let a_queue : int queue = queue ()
- val a_queue : int queue =
- - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - tail = <abstr>}
- + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; tail = <abstr>}
-
- # Xt.commit { tx = enqueue a_queue 19 }
- - : unit = ()
- @@ -1895,10 +1893,10 @@ for hash tables, we are ready to take it out for a spin:
- ```ocaml
- # let a_hashtbl : (string, int) hashtbl = hashtbl ()
- val a_hashtbl : (string, int) hashtbl =
- - {pending = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- + {pending = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- basic =
- - {size = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - data = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
- + {size = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- + data = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
-
- # let assoc = [
- ("Intro", 101);
- @@ -2014,8 +2012,8 @@ in the earlier example:
- ```ocaml
- # let a_queue : int queue = queue ()
- val a_queue : int queue =
- - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- - tail = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
- + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
- + tail = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
-
- # let counter = ref 1_000
- val counter : int ref = {contents = 1000}
- @@ -2070,8 +2068,8 @@ locations. Let's just create two locations `a` and `b`:
-
- ```ocaml
- # let a = Loc.make 0 and b = Loc.make 0
- -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
- ```
-
- And create a helper that spawns a domain that repeatedly increments `a` and
- (cd _build/default/bench && ./main.exe)
- {
- "results": [
- {
- "name": "Atomic",
- "metrics": [
- {
- "name": "time per op/get",
- "value": 4.273599600000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 2.7532752,
- "#mean": 4.389570828571428,
- "#median": 4.273599600000001,
- "#sd": 1.3615413556577851,
- "#runs": 7
- },
- {
- "name": "ops over time/get",
- "value": 233.99478041883003,
- "units": "M/s",
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- "description": "Total number of ops processed",
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- "#mean": 249.5212324500721,
- "#median": 233.99478041883003,
- "#sd": 72.23653246960497,
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- "name": "time per op/incr",
- "value": 152.142156,
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- "description": "Time to process one op",
- "#best": 20.910110000000003,
- "#mean": 145.06426171428572,
- "#median": 152.142156,
- "#sd": 90.79037489007003,
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- "name": "time per op/push & pop",
- "value": 94.183841,
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- "#sd": 89.55522768734899,
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- "name": "ops over time/push & pop",
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- },
- {
- "name": "time per op/cas int",
- "value": 17.000386000000002,
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- "#best": 15.519726,
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- "name": "Kcas Loc",
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- {
- "name": "time per transaction/4 loc tx",
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- "#best": 215.86649333333332,
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- "#sd": 31.243084899239353,
- "#runs": 7
- },
- {
- "name": "messages over time/1 nb adder, 2 nb takers",
- "value": 7.3785890071813345,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 8.623579545536208,
- "#mean": 7.507724218414251,
- "#median": 7.3785890071813345,
- "#sd": 0.6152946878936651,
- "#runs": 7
- },
- {
- "name": "time per message/1 nb adder, 2 takers",
- "value": 375.8571400000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one message",
- "#best": 318.67814,
- "#mean": 492.33479714285716,
- "#median": 375.8571400000001,
- "#sd": 271.7504044261243,
- "#runs": 7
- },
- {
- "name": "messages over time/1 nb adder, 2 takers",
- "value": 7.981756046991683,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 9.41388700210187,
- "#mean": 7.221305137192665,
- "#median": 7.981756046991683,
- "#sd": 2.132419978995085,
- "#runs": 7
- },
- {
- "name": "time per message/2 nb adders, 1 nb taker",
- "value": 1309.7592000000002,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one message",
- "#best": 343.06705999999997,
- "#mean": 1572.94046,
- "#median": 1309.7592000000002,
- "#sd": 1037.9612906115672,
- "#runs": 7
- },
- {
- "name": "messages over time/2 nb adders, 1 nb taker",
- "value": 2.2904973677604246,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 8.744646017603673,
- "#mean": 3.677752785871446,
- "#median": 2.2904973677604246,
- "#sd": 3.04652371216227,
- "#runs": 7
- },
- {
- "name": "time per message/2 nb adders, 1 taker",
- "value": 1623.5219200000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one message",
- "#best": 816.12618,
- "#mean": 1672.6559314285714,
- "#median": 1623.5219200000001,
- "#sd": 582.5064985736466,
- "#runs": 7
- },
- {
- "name": "messages over time/2 nb adders, 1 taker",
- "value": 1.847834613775957,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 3.6759021748328182,
- "#mean": 2.067499793840539,
- "#median": 1.847834613775957,
- "#sd": 0.8293226661487477,
- "#runs": 7
- },
- {
- "name": "time per message/2 nb adders, 2 nb takers",
- "value": 1340.3447,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one message",
- "#best": 600.74392,
- "#mean": 1180.1360571428572,
- "#median": 1340.3447,
- "#sd": 402.4272599482992,
- "#runs": 7
- },
- {
- "name": "messages over time/2 nb adders, 2 nb takers",
- "value": 2.984306947309897,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 6.658411124660238,
- "#mean": 3.8939485720105504,
- "#median": 2.984306947309897,
- "#sd": 1.539086513322316,
- "#runs": 7
- },
- {
- "name": "time per message/2 nb adders, 2 takers",
- "value": 1767.6147400000002,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one message",
- "#best": 682.3789800000001,
- "#mean": 2164.9290085714283,
- "#median": 1767.6147400000002,
- "#sd": 1210.2754283579575,
- "#runs": 7
- },
- {
- "name": "messages over time/2 nb adders, 2 takers",
- "value": 2.2629365491713425,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of messages processed",
- "#best": 5.861845275480203,
- "#mean": 2.6896579040599016,
- "#median": 2.2629365491713425,
- "#sd": 1.6586106779426535,
- "#runs": 7
- }
- ]
- },
- {
- "name": "Ref with Mutex",
- "metrics": [
- {
- "name": "time per op/get",
- "value": 155.98425200000003,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 91.74869200000001,
- "#mean": 138.34235142857142,
- "#median": 155.98425200000003,
- "#sd": 34.32019478906983,
- "#runs": 7
- },
- {
- "name": "ops over time/get",
- "value": 6.410903582753981,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 10.899337943695153,
- "#mean": 7.744700223626999,
- "#median": 6.410903582753981,
- "#sd": 2.1011241328191397,
- "#runs": 7
- },
- {
- "name": "time per op/incr",
- "value": 93.946724,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 91.94162,
- "#mean": 93.46022800000001,
- "#median": 93.946724,
- "#sd": 0.9744306668737424,
- "#runs": 7
- },
- {
- "name": "ops over time/incr",
- "value": 10.644330716630416,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 10.876467045066207,
- "#mean": 10.700904912897707,
- "#median": 10.644330716630416,
- "#sd": 0.11187646855267723,
- "#runs": 7
- },
- {
- "name": "time per op/push & pop",
- "value": 108.66287600000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 107.58176800000001,
- "#mean": 108.602788,
- "#median": 108.66287600000001,
- "#sd": 0.5341113300748144,
- "#runs": 7
- },
- {
- "name": "ops over time/push & pop",
- "value": 9.20277501213938,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 9.295255307572189,
- "#mean": 9.208089998345711,
- "#median": 9.20277501213938,
- "#sd": 0.04539576006775365,
- "#runs": 7
- },
- {
- "name": "time per op/cas int",
- "value": 95.644716,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 94.614768,
- "#mean": 95.45009885714286,
- "#median": 95.644716,
- "#sd": 0.5857864886417825,
- "#runs": 7
- },
- {
- "name": "ops over time/cas int",
- "value": 10.455360649510423,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 10.569174571140945,
- "#mean": 10.477073597817482,
- "#median": 10.455360649510423,
- "#sd": 0.06437644675954016,
- "#runs": 7
- },
- {
- "name": "time per op/xchg int",
- "value": 93.18047199999999,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 89.94531600000001,
- "#mean": 92.72563542857141,
- "#median": 93.18047199999999,
- "#sd": 2.0447930644454564,
- "#runs": 7
- },
- {
- "name": "ops over time/xchg int",
- "value": 10.731862358456395,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 11.117866326691207,
- "#mean": 10.789771125873996,
- "#median": 10.731862358456395,
- "#sd": 0.238859818654205,
- "#runs": 7
- },
- {
- "name": "time per op/swap",
- "value": 84.93246000000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 77.785596,
- "#mean": 89.85040742857143,
- "#median": 84.93246000000001,
- "#sd": 10.818441577823872,
- "#runs": 7
- },
- {
- "name": "ops over time/swap",
- "value": 11.774061413033367,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 12.855850587041848,
- "#mean": 11.290376227828862,
- "#median": 11.774061413033367,
- "#sd": 1.336790275101586,
- "#runs": 7
- }
- ]
- },
- {
- "name": "Ref with [@poll error]",
- "metrics": [
- {
- "name": "time per op/get",
- "value": 2.6902366,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 2.5754742,
- "#mean": 2.678328714285714,
- "#median": 2.6902366,
- "#sd": 0.06893506581031641,
- "#runs": 7
- },
- {
- "name": "ops over time/get",
- "value": 371.71451760042214,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 388.2780110940347,
- "#mean": 373.61868567771535,
- "#median": 371.71451760042214,
- "#sd": 9.773408643518765,
- "#runs": 7
- },
- {
- "name": "time per op/incr",
- "value": 4.597198000000001,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 4.552694000000001,
- "#mean": 4.599982000000001,
- "#median": 4.597198000000001,
- "#sd": 0.0319172305458084,
- "#runs": 7
- },
- {
- "name": "ops over time/incr",
- "value": 217.52380471756925,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 219.65016757111283,
- "#mean": 217.40261144079017,
- "#median": 217.52380471756925,
- "#sd": 1.5070319041548492,
- "#runs": 7
- },
- {
- "name": "time per op/push & pop",
- "value": 34.666857,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 32.857194,
- "#mean": 34.56745957142857,
- "#median": 34.666857,
- "#sd": 0.7887386337998999,
- "#runs": 7
- },
- {
- "name": "ops over time/push & pop",
- "value": 28.845995470544096,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 30.43473523636863,
- "#mean": 28.944427088352047,
- "#median": 28.845995470544096,
- "#sd": 0.6788983884425102,
- "#runs": 7
- },
- {
- "name": "time per op/cas int",
- "value": 11.310846000000002,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 9.648654000000001,
- "#mean": 11.073848285714286,
- "#median": 11.310846000000002,
- "#sd": 0.5901737807192806,
- "#runs": 7
- },
- {
- "name": "ops over time/cas int",
- "value": 88.41071658123538,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 103.64139910084866,
- "#mean": 90.58975863857158,
- "#median": 88.41071658123538,
- "#sd": 5.385011332955498,
- "#runs": 7
- },
- {
- "name": "time per op/xchg int",
- "value": 11.790248000000002,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 11.681198,
- "#mean": 11.783006857142857,
- "#median": 11.790248000000002,
- "#sd": 0.06901490624791247,
- "#runs": 7
- },
- {
- "name": "ops over time/xchg int",
- "value": 84.81585798704148,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 85.60765770771114,
- "#mean": 84.87089652444999,
- "#median": 84.81585798704148,
- "#sd": 0.4978063281501115,
- "#runs": 7
- },
- {
- "name": "time per op/swap",
- "value": 19.475683,
- "units": "ns",
- "trend": "lower-is-better",
- "description": "Time to process one op",
- "#best": 17.378551,
- "#mean": 19.12835328571429,
- "#median": 19.475683,
- "#sd": 0.9615771603507457,
- "#runs": 7
- },
- {
- "name": "ops over time/swap",
- "value": 51.34608116182626,
- "units": "M/s",
- "trend": "higher-is-better",
- "description": "Total number of ops processed",
- "#best": 57.542196699828416,
- "#mean": 52.41393398787476,
- "#median": 51.34608116182626,
- "#sd": 2.7000734891829907,
- "#runs": 7
- }
- ]
- }
- ]
- }
- (cd _build/default/test/kcas_data && ./accumulator_test_stm.exe)
-
random seed: 427738406
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Accumulator sequential
[✓] 1000 0 0 1000 / 1000 0.0s Accumulator sequential
-
[ ] 0 0 0 0 / 1000 0.0s Accumulator parallel
[ ] 2 0 0 2 / 1000 0.2s Accumulator parallel
[ ] 3 0 0 3 / 1000 0.3s Accumulator parallel
[ ] 9 0 0 9 / 1000 0.5s Accumulator parallel
[ ] 15 0 0 15 / 1000 0.6s Accumulator parallel
[ ] 19 0 0 19 / 1000 0.7s Accumulator parallel
[ ] 25 0 0 25 / 1000 0.9s Accumulator parallel
[ ] 30 0 0 30 / 1000 1.0s Accumulator parallel
[ ] 37 0 0 37 / 1000 1.2s Accumulator parallel
[ ] 41 0 0 41 / 1000 1.3s Accumulator parallel
[ ] 43 0 0 43 / 1000 1.4s Accumulator parallel
[ ] 47 0 0 47 / 1000 1.6s Accumulator parallel
[ ] 50 0 0 50 / 1000 1.7s Accumulator parallel
[ ] 58 0 0 58 / 1000 1.8s Accumulator parallel
[ ] 59 0 0 59 / 1000 1.9s Accumulator parallel
[ ] 63 0 0 63 / 1000 2.1s Accumulator parallel
[ ] 70 0 0 70 / 1000 2.3s Accumulator parallel
[ ] 79 0 0 79 / 1000 2.4s Accumulator parallel
[ ] 87 0 0 87 / 1000 2.5s Accumulator parallel
[ ] 90 0 0 90 / 1000 2.6s Accumulator parallel
[ ] 93 0 0 93 / 1000 2.8s Accumulator parallel
[ ] 97 0 0 97 / 1000 2.9s Accumulator parallel
[ ] 102 0 0 102 / 1000 3.2s Accumulator parallel
[ ] 104 0 0 104 / 1000 3.3s Accumulator parallel
[ ] 106 0 0 106 / 1000 3.4s Accumulator parallel
[ ] 108 0 0 108 / 1000 3.7s Accumulator parallel
[ ] 110 0 0 110 / 1000 3.8s Accumulator parallel
[ ] 111 0 0 111 / 1000 3.9s Accumulator parallel
[ ] 113 0 0 113 / 1000 4.0s Accumulator parallel
[ ] 114 0 0 114 / 1000 4.1s Accumulator parallel
[ ] 118 0 0 118 / 1000 4.3s Accumulator parallel
[ ] 120 0 0 120 / 1000 4.5s Accumulator parallel
[ ] 122 0 0 122 / 1000 4.6s Accumulator parallel
[ ] 124 0 0 124 / 1000 4.8s Accumulator parallel
[ ] 125 0 0 125 / 1000 4.9s Accumulator parallel
[ ] 126 0 0 126 / 1000 5.1s Accumulator parallel
[ ] 127 0 0 127 / 1000 5.2s Accumulator parallel
[ ] 128 0 0 128 / 1000 5.4s Accumulator parallel
[ ] 129 0 0 129 / 1000 5.8s Accumulator parallel
[ ] 131 0 0 131 / 1000 5.9s Accumulator parallel
[ ] 132 0 0 132 / 1000 6.4s Accumulator parallel
[ ] 133 0 0 133 / 1000 6.8s Accumulator parallel
[ ] 134 0 0 134 / 1000 7.4s Accumulator parallel
[ ] 135 0 0 135 / 1000 8.1s Accumulator parallel
[ ] 136 0 0 136 / 1000 8.5s Accumulator parallel
[ ] 137 0 0 137 / 1000 9.0s Accumulator parallel
[ ] 138 0 0 138 / 1000 9.5s Accumulator parallel
[ ] 139 0 0 139 / 1000 9.8s Accumulator parallel
[ ] 140 0 0 140 / 1000 10.0s Accumulator parallel
[ ] 141 0 0 141 / 1000 11.0s Accumulator parallel
[ ] 142 0 0 142 / 1000 11.4s Accumulator parallel
[ ] 143 0 0 143 / 1000 11.9s Accumulator parallel
[ ] 144 0 0 144 / 1000 12.3s Accumulator parallel
[ ] 145 0 0 145 / 1000 12.8s Accumulator parallel
[ ] 146 0 0 146 / 1000 13.3s Accumulator parallel
[ ] 147 0 0 147 / 1000 13.6s Accumulator parallel
[ ] 148 0 0 148 / 1000 14.2s Accumulator parallel
[ ] 150 0 0 150 / 1000 14.5s Accumulator parallel
[ ] 151 0 0 151 / 1000 14.6s Accumulator parallel
[ ] 152 0 0 152 / 1000 14.9s Accumulator parallel
[ ] 153 0 0 153 / 1000 15.5s Accumulator parallel
[ ] 154 0 0 154 / 1000 15.9s Accumulator parallel
[ ] 155 0 0 155 / 1000 16.0s Accumulator parallel
[ ] 158 0 0 158 / 1000 16.1s Accumulator parallel
[ ] 159 0 0 159 / 1000 16.4s Accumulator parallel
[ ] 160 0 0 160 / 1000 16.7s Accumulator parallel
[ ] 161 0 0 161 / 1000 16.9s Accumulator parallel
[ ] 163 0 0 163 / 1000 17.2s Accumulator parallel
[ ] 166 0 0 166 / 1000 17.5s Accumulator parallel
[ ] 167 0 0 167 / 1000 17.9s Accumulator parallel
[ ] 168 0 0 168 / 1000 18.2s Accumulator parallel
[ ] 169 0 0 169 / 1000 18.7s Accumulator parallel
[ ] 174 0 0 174 / 1000 18.9s Accumulator parallel
[ ] 175 0 0 175 / 1000 19.2s Accumulator parallel
[ ] 182 0 0 182 / 1000 19.3s Accumulator parallel
[ ] 190 0 0 190 / 1000 19.4s Accumulator parallel
[ ] 193 0 0 193 / 1000 19.5s Accumulator parallel
[ ] 195 0 0 195 / 1000 19.6s Accumulator parallel
[ ] 200 0 0 200 / 1000 19.8s Accumulator parallel
[ ] 211 0 0 211 / 1000 20.0s Accumulator parallel
[ ] 216 0 0 216 / 1000 20.1s Accumulator parallel
[ ] 217 0 0 217 / 1000 20.3s Accumulator parallel
[ ] 219 0 0 219 / 1000 20.4s Accumulator parallel
[ ] 224 0 0 224 / 1000 20.5s Accumulator parallel
[ ] 226 0 0 226 / 1000 20.8s Accumulator parallel
[ ] 228 0 0 228 / 1000 20.9s Accumulator parallel
[ ] 238 0 0 238 / 1000 21.2s Accumulator parallel
[ ] 241 0 0 241 / 1000 21.3s Accumulator parallel
[ ] 242 0 0 242 / 1000 21.5s Accumulator parallel
[ ] 247 0 0 247 / 1000 21.8s Accumulator parallel
[ ] 248 0 0 248 / 1000 22.1s Accumulator parallel
[ ] 249 0 0 249 / 1000 22.2s Accumulator parallel
[ ] 251 0 0 251 / 1000 22.4s Accumulator parallel
[ ] 260 0 0 260 / 1000 22.5s Accumulator parallel
[ ] 262 0 0 262 / 1000 22.6s Accumulator parallel
[ ] 269 0 0 269 / 1000 22.8s Accumulator parallel
[ ] 278 0 0 278 / 1000 23.2s Accumulator parallel
[ ] 281 0 0 281 / 1000 23.5s Accumulator parallel
[ ] 286 0 0 286 / 1000 23.7s Accumulator parallel
[ ] 289 0 0 289 / 1000 23.8s Accumulator parallel
[ ] 292 0 0 292 / 1000 23.9s Accumulator parallel
[ ] 300 0 0 300 / 1000 24.0s Accumulator parallel
[ ] 301 0 0 301 / 1000 24.3s Accumulator parallel
[ ] 304 0 0 304 / 1000 24.7s Accumulator parallel
[ ] 306 0 0 306 / 1000 25.0s Accumulator parallel
[ ] 316 0 0 316 / 1000 25.1s Accumulator parallel
[ ] 323 0 0 323 / 1000 25.2s Accumulator parallel
[ ] 327 0 0 327 / 1000 25.3s Accumulator parallel
[ ] 329 0 0 329 / 1000 25.5s Accumulator parallel
[ ] 331 0 0 331 / 1000 25.7s Accumulator parallel
[ ] 333 0 0 333 / 1000 25.9s Accumulator parallel
[ ] 335 0 0 335 / 1000 26.3s Accumulator parallel
[ ] 339 0 0 339 / 1000 26.4s Accumulator parallel
[ ] 347 0 0 347 / 1000 26.7s Accumulator parallel
[ ] 351 0 0 351 / 1000 26.8s Accumulator parallel
[ ] 356 0 0 356 / 1000 26.9s Accumulator parallel
[ ] 361 0 0 361 / 1000 27.1s Accumulator parallel
[ ] 364 0 0 364 / 1000 27.2s Accumulator parallel
[ ] 366 0 0 366 / 1000 27.4s Accumulator parallel
[ ] 367 0 0 367 / 1000 27.6s Accumulator parallel
[ ] 368 0 0 368 / 1000 27.8s Accumulator parallel
[ ] 370 0 0 370 / 1000 28.0s Accumulator parallel
[ ] 374 0 0 374 / 1000 28.2s Accumulator parallel
[ ] 378 0 0 378 / 1000 28.3s Accumulator parallel
[ ] 385 0 0 385 / 1000 28.4s Accumulator parallel
[ ] 389 0 0 389 / 1000 28.6s Accumulator parallel
[ ] 390 0 0 390 / 1000 28.7s Accumulator parallel
[ ] 393 0 0 393 / 1000 29.2s Accumulator parallel
[ ] 396 0 0 396 / 1000 29.3s Accumulator parallel
[ ] 398 0 0 398 / 1000 29.6s Accumulator parallel
[ ] 400 0 0 400 / 1000 29.7s Accumulator parallel
[ ] 403 0 0 403 / 1000 29.9s Accumulator parallel
[ ] 406 0 0 406 / 1000 30.0s Accumulator parallel
[ ] 410 0 0 410 / 1000 30.2s Accumulator parallel
[ ] 416 0 0 416 / 1000 30.3s Accumulator parallel
[ ] 423 0 0 423 / 1000 30.5s Accumulator parallel
[ ] 424 0 0 424 / 1000 30.7s Accumulator parallel
[ ] 425 0 0 425 / 1000 30.8s Accumulator parallel
[ ] 428 0 0 428 / 1000 30.9s Accumulator parallel
[ ] 429 0 0 429 / 1000 31.1s Accumulator parallel
[ ] 430 0 0 430 / 1000 31.3s Accumulator parallel
[ ] 437 0 0 437 / 1000 31.4s Accumulator parallel
[ ] 442 0 0 442 / 1000 31.8s Accumulator parallel
[ ] 450 0 0 450 / 1000 31.9s Accumulator parallel
[ ] 456 0 0 456 / 1000 32.3s Accumulator parallel
[ ] 458 0 0 458 / 1000 32.4s Accumulator parallel
[ ] 459 0 0 459 / 1000 32.6s Accumulator parallel
[ ] 465 0 0 465 / 1000 32.7s Accumulator parallel
[ ] 467 0 0 467 / 1000 32.9s Accumulator parallel
[ ] 475 0 0 475 / 1000 33.0s Accumulator parallel
[ ] 478 0 0 478 / 1000 33.2s Accumulator parallel
[ ] 479 0 0 479 / 1000 33.4s Accumulator parallel
[ ] 481 0 0 481 / 1000 33.7s Accumulator parallel
[ ] 482 0 0 482 / 1000 34.0s Accumulator parallel
[ ] 484 0 0 484 / 1000 34.2s Accumulator parallel
[ ] 486 0 0 486 / 1000 34.6s Accumulator parallel
[ ] 487 0 0 487 / 1000 34.7s Accumulator parallel
[ ] 492 0 0 492 / 1000 34.8s Accumulator parallel
[ ] 496 0 0 496 / 1000 34.9s Accumulator parallel
[ ] 501 0 0 501 / 1000 35.1s Accumulator parallel
[ ] 511 0 0 511 / 1000 35.2s Accumulator parallel
[ ] 514 0 0 514 / 1000 35.3s Accumulator parallel
[ ] 517 0 0 517 / 1000 35.5s Accumulator parallel
[ ] 518 0 0 518 / 1000 35.7s Accumulator parallel
[ ] 524 0 0 524 / 1000 35.8s Accumulator parallel
[ ] 531 0 0 531 / 1000 36.0s Accumulator parallel
[ ] 537 0 0 537 / 1000 36.2s Accumulator parallel
[ ] 545 0 0 545 / 1000 36.3s Accumulator parallel
[ ] 547 0 0 547 / 1000 36.4s Accumulator parallel
[ ] 553 0 0 553 / 1000 36.5s Accumulator parallel
[ ] 561 0 0 561 / 1000 36.6s Accumulator parallel
[ ] 566 0 0 566 / 1000 36.9s Accumulator parallel
[ ] 571 0 0 571 / 1000 37.2s Accumulator parallel
[ ] 573 0 0 573 / 1000 37.4s Accumulator parallel
[ ] 580 0 0 580 / 1000 37.5s Accumulator parallel
[ ] 581 0 0 581 / 1000 37.9s Accumulator parallel
[ ] 582 0 0 582 / 1000 38.0s Accumulator parallel
[ ] 583 0 0 583 / 1000 38.2s Accumulator parallel
[ ] 586 0 0 586 / 1000 38.3s Accumulator parallel
[ ] 588 0 0 588 / 1000 38.6s Accumulator parallel
[ ] 597 0 0 597 / 1000 38.7s Accumulator parallel
[ ] 605 0 0 605 / 1000 39.2s Accumulator parallel
[ ] 607 0 0 607 / 1000 39.3s Accumulator parallel
[ ] 609 0 0 609 / 1000 39.5s Accumulator parallel
[ ] 614 0 0 614 / 1000 39.7s Accumulator parallel
[ ] 616 0 0 616 / 1000 39.9s Accumulator parallel
[ ] 620 0 0 620 / 1000 40.3s Accumulator parallel
[ ] 625 0 0 625 / 1000 40.5s Accumulator parallel
[ ] 627 0 0 627 / 1000 40.6s Accumulator parallel
[ ] 629 0 0 629 / 1000 40.7s Accumulator parallel
[ ] 634 0 0 634 / 1000 41.0s Accumulator parallel
[ ] 641 0 0 641 / 1000 41.2s Accumulator parallel
[ ] 644 0 0 644 / 1000 41.4s Accumulator parallel
[ ] 653 0 0 653 / 1000 41.5s Accumulator parallel
[ ] 663 0 0 663 / 1000 41.7s Accumulator parallel
[ ] 674 0 0 674 / 1000 41.8s Accumulator parallel
[ ] 678 0 0 678 / 1000 42.0s Accumulator parallel
[ ] 685 0 0 685 / 1000 42.1s Accumulator parallel
[ ] 688 0 0 688 / 1000 42.2s Accumulator parallel
[ ] 696 0 0 696 / 1000 42.3s Accumulator parallel
[ ] 701 0 0 701 / 1000 42.6s Accumulator parallel
[ ] 711 0 0 711 / 1000 42.7s Accumulator parallel
[ ] 715 0 0 715 / 1000 42.8s Accumulator parallel
[ ] 721 0 0 721 / 1000 43.2s Accumulator parallel
[ ] 726 0 0 726 / 1000 43.6s Accumulator parallel
[ ] 730 0 0 730 / 1000 43.7s Accumulator parallel
[ ] 731 0 0 731 / 1000 44.0s Accumulator parallel
[ ] 737 0 0 737 / 1000 44.1s Accumulator parallel
[ ] 741 0 0 741 / 1000 44.3s Accumulator parallel
[ ] 742 0 0 742 / 1000 44.5s Accumulator parallel
[ ] 746 0 0 746 / 1000 44.7s Accumulator parallel
[ ] 752 0 0 752 / 1000 45.1s Accumulator parallel
[ ] 756 0 0 756 / 1000 45.2s Accumulator parallel
[ ] 767 0 0 767 / 1000 45.4s Accumulator parallel
[ ] 773 0 0 773 / 1000 45.5s Accumulator parallel
[ ] 782 0 0 782 / 1000 45.7s Accumulator parallel
[ ] 789 0 0 789 / 1000 46.0s Accumulator parallel
[ ] 795 0 0 795 / 1000 46.3s Accumulator parallel
[ ] 805 0 0 805 / 1000 46.4s Accumulator parallel
[ ] 812 0 0 812 / 1000 46.5s Accumulator parallel
[ ] 813 0 0 813 / 1000 46.8s Accumulator parallel
[ ] 823 0 0 823 / 1000 46.9s Accumulator parallel
[ ] 829 0 0 829 / 1000 47.0s Accumulator parallel
[ ] 833 0 0 833 / 1000 47.2s Accumulator parallel
[ ] 839 0 0 839 / 1000 47.4s Accumulator parallel
[ ] 842 0 0 842 / 1000 47.5s Accumulator parallel
[ ] 849 0 0 849 / 1000 47.8s Accumulator parallel
[ ] 858 0 0 858 / 1000 47.9s Accumulator parallel
[ ] 868 0 0 868 / 1000 48.0s Accumulator parallel
[ ] 876 0 0 876 / 1000 48.1s Accumulator parallel
[ ] 881 0 0 881 / 1000 48.5s Accumulator parallel
[ ] 886 0 0 886 / 1000 48.8s Accumulator parallel
[ ] 887 0 0 887 / 1000 48.9s Accumulator parallel
[ ] 890 0 0 890 / 1000 49.0s Accumulator parallel
[ ] 894 0 0 894 / 1000 49.2s Accumulator parallel
[ ] 896 0 0 896 / 1000 49.3s Accumulator parallel
[ ] 898 0 0 898 / 1000 49.5s Accumulator parallel
[ ] 899 0 0 899 / 1000 49.7s Accumulator parallel
[ ] 906 0 0 906 / 1000 49.8s Accumulator parallel
[ ] 914 0 0 914 / 1000 49.9s Accumulator parallel
[ ] 917 0 0 917 / 1000 50.1s Accumulator parallel
[ ] 922 0 0 922 / 1000 50.2s Accumulator parallel
[ ] 926 0 0 926 / 1000 50.4s Accumulator parallel
[ ] 927 0 0 927 / 1000 50.7s Accumulator parallel
[ ] 928 0 0 928 / 1000 50.9s Accumulator parallel
[ ] 931 0 0 931 / 1000 51.1s Accumulator parallel
[ ] 933 0 0 933 / 1000 51.5s Accumulator parallel
[ ] 934 0 0 934 / 1000 51.6s Accumulator parallel
[ ] 936 0 0 936 / 1000 51.8s Accumulator parallel
[ ] 937 0 0 937 / 1000 52.0s Accumulator parallel
[ ] 939 0 0 939 / 1000 52.3s Accumulator parallel
[ ] 941 0 0 941 / 1000 52.8s Accumulator parallel
[ ] 942 0 0 942 / 1000 52.9s Accumulator parallel
[ ] 948 0 0 948 / 1000 53.0s Accumulator parallel
[ ] 954 0 0 954 / 1000 53.1s Accumulator parallel
[ ] 960 0 0 960 / 1000 53.3s Accumulator parallel
[ ] 962 0 0 962 / 1000 53.6s Accumulator parallel
[ ] 964 0 0 964 / 1000 53.7s Accumulator parallel
[ ] 966 0 0 966 / 1000 53.9s Accumulator parallel
[ ] 970 0 0 970 / 1000 54.1s Accumulator parallel
[ ] 974 0 0 974 / 1000 54.2s Accumulator parallel
[ ] 978 0 0 978 / 1000 54.4s Accumulator parallel
[ ] 979 0 0 979 / 1000 54.5s Accumulator parallel
[ ] 981 0 0 981 / 1000 54.7s Accumulator parallel
[ ] 987 0 0 987 / 1000 54.8s Accumulator parallel
[ ] 995 0 0 995 / 1000 54.9s Accumulator parallel
[ ] 999 0 0 999 / 1000 55.1s Accumulator parallel
[✓] 1000 0 0 1000 / 1000 55.1s Accumulator parallel
- ================================================================================
- success (ran 2 tests)
- (cd _build/default/test/kcas_data && ./stack_test_stm.exe)
-
random seed: 76147699
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Stack sequential
[✓] 1000 0 0 1000 / 1000 0.0s Stack sequential
-
[ ] 0 0 0 0 / 1000 0.0s Stack parallel
[ ] 5 0 0 5 / 1000 0.1s Stack parallel
[ ] 13 0 0 13 / 1000 0.5s Stack parallel
[ ] 17 0 0 17 / 1000 0.9s Stack parallel
[ ] 20 0 0 20 / 1000 1.3s Stack parallel
[ ] 23 0 0 23 / 1000 1.4s Stack parallel
[ ] 26 0 0 26 / 1000 1.5s Stack parallel
[ ] 30 0 0 30 / 1000 1.6s Stack parallel
[ ] 35 0 0 35 / 1000 1.7s Stack parallel
[ ] 39 0 0 39 / 1000 1.9s Stack parallel
[ ] 48 0 0 48 / 1000 2.1s Stack parallel
[ ] 51 0 0 51 / 1000 2.2s Stack parallel
[ ] 56 0 0 56 / 1000 2.3s Stack parallel
[ ] 61 0 0 61 / 1000 2.7s Stack parallel
[ ] 63 0 0 63 / 1000 2.8s Stack parallel
[ ] 66 0 0 66 / 1000 2.9s Stack parallel
[ ] 70 0 0 70 / 1000 3.0s Stack parallel
[ ] 72 0 0 72 / 1000 3.2s Stack parallel
[ ] 73 0 0 73 / 1000 3.4s Stack parallel
[ ] 74 0 0 74 / 1000 3.7s Stack parallel
[ ] 77 0 0 77 / 1000 3.8s Stack parallel
[ ] 82 0 0 82 / 1000 4.0s Stack parallel
[ ] 85 0 0 85 / 1000 4.1s Stack parallel
[ ] 87 0 0 87 / 1000 4.2s Stack parallel
[ ] 89 0 0 89 / 1000 4.7s Stack parallel
[ ] 90 0 0 90 / 1000 5.2s Stack parallel
[ ] 91 0 0 91 / 1000 5.4s Stack parallel
[ ] 92 0 0 92 / 1000 5.7s Stack parallel
[ ] 93 0 0 93 / 1000 6.0s Stack parallel
[ ] 95 0 0 95 / 1000 6.2s Stack parallel
[ ] 97 0 0 97 / 1000 6.4s Stack parallel
[ ] 98 0 0 98 / 1000 6.9s Stack parallel
[ ] 99 0 0 99 / 1000 7.5s Stack parallel
[ ] 100 0 0 100 / 1000 7.9s Stack parallel
[ ] 101 0 0 101 / 1000 8.2s Stack parallel
[ ] 102 0 0 102 / 1000 8.6s Stack parallel
[ ] 103 0 0 103 / 1000 9.2s Stack parallel
[ ] 104 0 0 104 / 1000 9.5s Stack parallel
[ ] 105 0 0 105 / 1000 9.7s Stack parallel
[ ] 106 0 0 106 / 1000 10.0s Stack parallel
[ ] 107 0 0 107 / 1000 10.3s Stack parallel
[ ] 108 0 0 108 / 1000 10.6s Stack parallel
[ ] 109 0 0 109 / 1000 11.2s Stack parallel
[ ] 110 0 0 110 / 1000 12.0s Stack parallel
[ ] 111 0 0 111 / 1000 12.4s Stack parallel
[ ] 112 0 0 112 / 1000 12.8s Stack parallel
[ ] 113 0 0 113 / 1000 13.2s Stack parallel
[ ] 114 0 0 114 / 1000 13.7s Stack parallel
[ ] 115 0 0 115 / 1000 14.0s Stack parallel
[ ] 116 0 0 116 / 1000 14.3s Stack parallel
[ ] 118 0 0 118 / 1000 14.5s Stack parallel
[ ] 119 0 0 119 / 1000 14.7s Stack parallel
[ ] 120 0 0 120 / 1000 15.0s Stack parallel
[ ] 121 0 0 121 / 1000 15.5s Stack parallel
[ ] 122 0 0 122 / 1000 16.0s Stack parallel
[ ] 123 0 0 123 / 1000 16.1s Stack parallel
[ ] 125 0 0 125 / 1000 16.4s Stack parallel
[ ] 126 0 0 126 / 1000 16.6s Stack parallel
[ ] 127 0 0 127 / 1000 16.9s Stack parallel
[ ] 128 0 0 128 / 1000 17.0s Stack parallel
[ ] 129 0 0 129 / 1000 17.2s Stack parallel
[ ] 130 0 0 130 / 1000 17.3s Stack parallel
[ ] 132 0 0 132 / 1000 17.4s Stack parallel
[ ] 133 0 0 133 / 1000 17.6s Stack parallel
[ ] 134 0 0 134 / 1000 17.8s Stack parallel
[ ] 135 0 0 135 / 1000 17.9s Stack parallel
[ ] 137 0 0 137 / 1000 18.2s Stack parallel
[ ] 138 0 0 138 / 1000 18.7s Stack parallel
[ ] 139 0 0 139 / 1000 18.9s Stack parallel
[ ] 146 0 0 146 / 1000 19.0s Stack parallel
[ ] 152 0 0 152 / 1000 19.1s Stack parallel
[ ] 154 0 0 154 / 1000 19.2s Stack parallel
[ ] 156 0 0 156 / 1000 19.4s Stack parallel
[ ] 162 0 0 162 / 1000 19.6s Stack parallel
[ ] 163 0 0 163 / 1000 20.0s Stack parallel
[ ] 174 0 0 174 / 1000 20.1s Stack parallel
[ ] 182 0 0 182 / 1000 20.3s Stack parallel
[ ] 185 0 0 185 / 1000 20.4s Stack parallel
[ ] 187 0 0 187 / 1000 20.6s Stack parallel
[ ] 197 0 0 197 / 1000 20.7s Stack parallel
[ ] 205 0 0 205 / 1000 20.8s Stack parallel
[ ] 211 0 0 211 / 1000 21.0s Stack parallel
[ ] 215 0 0 215 / 1000 21.3s Stack parallel
[ ] 219 0 0 219 / 1000 21.5s Stack parallel
[ ] 224 0 0 224 / 1000 22.0s Stack parallel
[ ] 225 0 0 225 / 1000 22.1s Stack parallel
[ ] 227 0 0 227 / 1000 22.3s Stack parallel
[ ] 232 0 0 232 / 1000 22.4s Stack parallel
[ ] 236 0 0 236 / 1000 22.5s Stack parallel
[ ] 237 0 0 237 / 1000 22.7s Stack parallel
[ ] 248 0 0 248 / 1000 22.8s Stack parallel
[ ] 251 0 0 251 / 1000 22.9s Stack parallel
[ ] 256 0 0 256 / 1000 23.0s Stack parallel
[ ] 260 0 0 260 / 1000 23.4s Stack parallel
[ ] 261 0 0 261 / 1000 23.8s Stack parallel
[ ] 271 0 0 271 / 1000 24.0s Stack parallel
[ ] 274 0 0 274 / 1000 24.2s Stack parallel
[ ] 277 0 0 277 / 1000 24.4s Stack parallel
[ ] 285 0 0 285 / 1000 24.5s Stack parallel
[ ] 294 0 0 294 / 1000 24.7s Stack parallel
[ ] 298 0 0 298 / 1000 24.9s Stack parallel
[ ] 306 0 0 306 / 1000 25.1s Stack parallel
[ ] 310 0 0 310 / 1000 25.3s Stack parallel
[ ] 318 0 0 318 / 1000 25.4s Stack parallel
[ ] 320 0 0 320 / 1000 25.7s Stack parallel
[ ] 325 0 0 325 / 1000 25.8s Stack parallel
[ ] 328 0 0 328 / 1000 26.4s Stack parallel
[ ] 329 0 0 329 / 1000 26.6s Stack parallel
[ ] 331 0 0 331 / 1000 27.0s Stack parallel
[ ] 336 0 0 336 / 1000 27.1s Stack parallel
[ ] 337 0 0 337 / 1000 27.2s Stack parallel
[ ] 338 0 0 338 / 1000 27.5s Stack parallel
[ ] 339 0 0 339 / 1000 27.7s Stack parallel
[ ] 342 0 0 342 / 1000 27.9s Stack parallel
[ ] 343 0 0 343 / 1000 28.0s Stack parallel
[ ] 344 0 0 344 / 1000 28.4s Stack parallel
[ ] 347 0 0 347 / 1000 28.7s Stack parallel
[ ] 351 0 0 351 / 1000 28.8s Stack parallel
[ ] 354 0 0 354 / 1000 28.9s Stack parallel
[ ] 358 0 0 358 / 1000 29.1s Stack parallel
[ ] 363 0 0 363 / 1000 29.2s Stack parallel
[ ] 364 0 0 364 / 1000 29.6s Stack parallel
[ ] 366 0 0 366 / 1000 29.8s Stack parallel
[ ] 367 0 0 367 / 1000 30.1s Stack parallel
[ ] 373 0 0 373 / 1000 30.2s Stack parallel
[ ] 378 0 0 378 / 1000 30.4s Stack parallel
[ ] 380 0 0 380 / 1000 30.8s Stack parallel
[ ] 382 0 0 382 / 1000 30.9s Stack parallel
[ ] 384 0 0 384 / 1000 31.0s Stack parallel
[ ] 386 0 0 386 / 1000 31.2s Stack parallel
[ ] 391 0 0 391 / 1000 31.3s Stack parallel
[ ] 392 0 0 392 / 1000 31.5s Stack parallel
[ ] 393 0 0 393 / 1000 31.6s Stack parallel
[ ] 398 0 0 398 / 1000 31.8s Stack parallel
[ ] 410 0 0 410 / 1000 31.9s Stack parallel
[ ] 411 0 0 411 / 1000 32.1s Stack parallel
[ ] 414 0 0 414 / 1000 32.4s Stack parallel
[ ] 418 0 0 418 / 1000 32.6s Stack parallel
[ ] 425 0 0 425 / 1000 32.7s Stack parallel
[ ] 427 0 0 427 / 1000 32.8s Stack parallel
[ ] 439 0 0 439 / 1000 32.9s Stack parallel
[ ] 442 0 0 442 / 1000 33.5s Stack parallel
[ ] 449 0 0 449 / 1000 33.6s Stack parallel
[ ] 452 0 0 452 / 1000 33.9s Stack parallel
[ ] 454 0 0 454 / 1000 34.0s Stack parallel
[ ] 456 0 0 456 / 1000 34.2s Stack parallel
[ ] 461 0 0 461 / 1000 34.4s Stack parallel
[ ] 465 0 0 465 / 1000 34.5s Stack parallel
[ ] 467 0 0 467 / 1000 34.7s Stack parallel
[ ] 471 0 0 471 / 1000 34.8s Stack parallel
[ ] 474 0 0 474 / 1000 35.0s Stack parallel
[ ] 476 0 0 476 / 1000 35.1s Stack parallel
[ ] 484 0 0 484 / 1000 35.2s Stack parallel
[ ] 491 0 0 491 / 1000 35.3s Stack parallel
[ ] 499 0 0 499 / 1000 35.5s Stack parallel
[ ] 509 0 0 509 / 1000 35.6s Stack parallel
[ ] 512 0 0 512 / 1000 35.7s Stack parallel
[ ] 515 0 0 515 / 1000 35.9s Stack parallel
[ ] 520 0 0 520 / 1000 36.1s Stack parallel
[ ] 523 0 0 523 / 1000 36.2s Stack parallel
[ ] 529 0 0 529 / 1000 36.4s Stack parallel
[ ] 535 0 0 535 / 1000 36.6s Stack parallel
[ ] 541 0 0 541 / 1000 36.8s Stack parallel
[ ] 545 0 0 545 / 1000 37.0s Stack parallel
[ ] 551 0 0 551 / 1000 37.1s Stack parallel
[ ] 558 0 0 558 / 1000 37.2s Stack parallel
[ ] 561 0 0 561 / 1000 37.7s Stack parallel
[ ] 569 0 0 569 / 1000 37.8s Stack parallel
[ ] 576 0 0 576 / 1000 38.2s Stack parallel
[ ] 582 0 0 582 / 1000 38.6s Stack parallel
[ ] 584 0 0 584 / 1000 38.7s Stack parallel
[ ] 585 0 0 585 / 1000 38.9s Stack parallel
[ ] 592 0 0 592 / 1000 39.1s Stack parallel
[ ] 595 0 0 595 / 1000 39.2s Stack parallel
[ ] 598 0 0 598 / 1000 39.4s Stack parallel
[ ] 604 0 0 604 / 1000 39.7s Stack parallel
[ ] 610 0 0 610 / 1000 39.9s Stack parallel
[ ] 613 0 0 613 / 1000 40.0s Stack parallel
[ ] 616 0 0 616 / 1000 40.1s Stack parallel
[ ] 617 0 0 617 / 1000 40.2s Stack parallel
[ ] 619 0 0 619 / 1000 40.3s Stack parallel
[ ] 622 0 0 622 / 1000 40.5s Stack parallel
[ ] 623 0 0 623 / 1000 40.9s Stack parallel
[ ] 629 0 0 629 / 1000 41.0s Stack parallel
[ ] 636 0 0 636 / 1000 41.1s Stack parallel
[ ] 641 0 0 641 / 1000 41.4s Stack parallel
[ ] 642 0 0 642 / 1000 41.5s Stack parallel
[ ] 645 0 0 645 / 1000 41.6s Stack parallel
[ ] 650 0 0 650 / 1000 41.9s Stack parallel
[ ] 660 0 0 660 / 1000 42.1s Stack parallel
[ ] 662 0 0 662 / 1000 42.2s Stack parallel
[ ] 666 0 0 666 / 1000 42.3s Stack parallel
[ ] 677 0 0 677 / 1000 42.5s Stack parallel
[ ] 684 0 0 684 / 1000 42.6s Stack parallel
[ ] 690 0 0 690 / 1000 42.7s Stack parallel
[ ] 693 0 0 693 / 1000 42.9s Stack parallel
[ ] 701 0 0 701 / 1000 43.3s Stack parallel
[ ] 703 0 0 703 / 1000 43.4s Stack parallel
[ ] 707 0 0 707 / 1000 43.7s Stack parallel
[ ] 716 0 0 716 / 1000 43.9s Stack parallel
[ ] 718 0 0 718 / 1000 44.4s Stack parallel
[ ] 721 0 0 721 / 1000 44.5s Stack parallel
[ ] 722 0 0 722 / 1000 44.7s Stack parallel
[ ] 731 0 0 731 / 1000 44.8s Stack parallel
[ ] 735 0 0 735 / 1000 44.9s Stack parallel
[ ] 745 0 0 745 / 1000 45.0s Stack parallel
[ ] 747 0 0 747 / 1000 45.2s Stack parallel
[ ] 748 0 0 748 / 1000 45.5s Stack parallel
[ ] 753 0 0 753 / 1000 45.6s Stack parallel
[ ] 760 0 0 760 / 1000 46.0s Stack parallel
[ ] 769 0 0 769 / 1000 46.2s Stack parallel
[ ] 780 0 0 780 / 1000 46.3s Stack parallel
[ ] 783 0 0 783 / 1000 46.7s Stack parallel
[ ] 784 0 0 784 / 1000 47.0s Stack parallel
[ ] 791 0 0 791 / 1000 47.1s Stack parallel
[ ] 797 0 0 797 / 1000 47.2s Stack parallel
[ ] 802 0 0 802 / 1000 47.7s Stack parallel
[ ] 805 0 0 805 / 1000 47.8s Stack parallel
[ ] 809 0 0 809 / 1000 48.1s Stack parallel
[ ] 818 0 0 818 / 1000 48.7s Stack parallel
[ ] 819 0 0 819 / 1000 48.9s Stack parallel
[ ] 823 0 0 823 / 1000 49.1s Stack parallel
[ ] 826 0 0 826 / 1000 49.2s Stack parallel
[ ] 829 0 0 829 / 1000 49.3s Stack parallel
[ ] 830 0 0 830 / 1000 49.4s Stack parallel
[ ] 833 0 0 833 / 1000 49.6s Stack parallel
[ ] 839 0 0 839 / 1000 49.7s Stack parallel
[ ] 841 0 0 841 / 1000 49.8s Stack parallel
[ ] 842 0 0 842 / 1000 50.0s Stack parallel
[ ] 844 0 0 844 / 1000 50.2s Stack parallel
[ ] 850 0 0 850 / 1000 50.3s Stack parallel
[ ] 853 0 0 853 / 1000 50.6s Stack parallel
[ ] 854 0 0 854 / 1000 50.8s Stack parallel
[ ] 857 0 0 857 / 1000 51.0s Stack parallel
[ ] 858 0 0 858 / 1000 51.1s Stack parallel
[ ] 860 0 0 860 / 1000 51.3s Stack parallel
[ ] 865 0 0 865 / 1000 51.6s Stack parallel
[ ] 866 0 0 866 / 1000 51.8s Stack parallel
[ ] 867 0 0 867 / 1000 52.0s Stack parallel
[ ] 872 0 0 872 / 1000 52.1s Stack parallel
[ ] 876 0 0 876 / 1000 52.3s Stack parallel
[ ] 884 0 0 884 / 1000 52.4s Stack parallel
[ ] 890 0 0 890 / 1000 52.5s Stack parallel
[ ] 892 0 0 892 / 1000 52.6s Stack parallel
[ ] 893 0 0 893 / 1000 52.9s Stack parallel
[ ] 895 0 0 895 / 1000 53.1s Stack parallel
[ ] 896 0 0 896 / 1000 53.3s Stack parallel
[ ] 901 0 0 901 / 1000 53.5s Stack parallel
[ ] 906 0 0 906 / 1000 53.6s Stack parallel
[ ] 909 0 0 909 / 1000 54.1s Stack parallel
[ ] 914 0 0 914 / 1000 54.2s Stack parallel
[ ] 918 0 0 918 / 1000 54.3s Stack parallel
[ ] 925 0 0 925 / 1000 54.5s Stack parallel
[ ] 935 0 0 935 / 1000 54.6s Stack parallel
[ ] 938 0 0 938 / 1000 54.7s Stack parallel
[ ] 943 0 0 943 / 1000 55.0s Stack parallel
[ ] 945 0 0 945 / 1000 55.1s Stack parallel
[ ] 951 0 0 951 / 1000 55.2s Stack parallel
[ ] 956 0 0 956 / 1000 55.4s Stack parallel
[ ] 961 0 0 961 / 1000 55.5s Stack parallel
[ ] 968 0 0 968 / 1000 55.6s Stack parallel
[ ] 973 0 0 973 / 1000 55.7s Stack parallel
[ ] 978 0 0 978 / 1000 56.1s Stack parallel
[ ] 981 0 0 981 / 1000 56.6s Stack parallel
[ ] 983 0 0 983 / 1000 56.7s Stack parallel
[ ] 984 0 0 984 / 1000 57.4s Stack parallel
[ ] 985 0 0 985 / 1000 58.0s Stack parallel
[ ] 986 0 0 986 / 1000 58.2s Stack parallel
[ ] 989 0 0 989 / 1000 58.4s Stack parallel
[ ] 994 0 0 994 / 1000 58.5s Stack parallel
[ ] 997 0 0 997 / 1000 58.7s Stack parallel
[ ] 999 0 0 999 / 1000 59.1s Stack parallel
[✓] 1000 0 0 1000 / 1000 59.1s Stack parallel
- ================================================================================
- success (ran 2 tests)
- (cd _build/default/test/kcas_data && ./dllist_test_stm.exe)
-
random seed: 343555512
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Dllist sequential
[✓] 1000 0 0 1000 / 1000 0.0s Dllist sequential
-
[ ] 0 0 0 0 / 1000 0.0s Dllist parallel
[ ] 8 0 0 8 / 1000 0.1s Dllist parallel
[ ] 16 0 0 16 / 1000 0.2s Dllist parallel
[ ] 19 0 0 19 / 1000 0.6s Dllist parallel
[ ] 27 0 0 27 / 1000 0.8s Dllist parallel
[ ] 32 0 0 32 / 1000 0.9s Dllist parallel
[ ] 34 0 0 34 / 1000 1.1s Dllist parallel
[ ] 37 0 0 37 / 1000 1.2s Dllist parallel
[ ] 43 0 0 43 / 1000 1.4s Dllist parallel
[ ] 46 0 0 46 / 1000 1.5s Dllist parallel
[ ] 47 0 0 47 / 1000 1.7s Dllist parallel
[ ] 50 0 0 50 / 1000 1.8s Dllist parallel
[ ] 54 0 0 54 / 1000 2.4s Dllist parallel
[ ] 55 0 0 55 / 1000 2.8s Dllist parallel
[ ] 58 0 0 58 / 1000 3.3s Dllist parallel
[ ] 61 0 0 61 / 1000 3.5s Dllist parallel
[ ] 62 0 0 62 / 1000 3.6s Dllist parallel
[ ] 65 0 0 65 / 1000 3.8s Dllist parallel
[ ] 67 0 0 67 / 1000 3.9s Dllist parallel
[ ] 69 0 0 69 / 1000 4.0s Dllist parallel
[ ] 73 0 0 73 / 1000 4.2s Dllist parallel
[ ] 75 0 0 75 / 1000 4.6s Dllist parallel
[ ] 76 0 0 76 / 1000 5.3s Dllist parallel
[ ] 77 0 0 77 / 1000 5.5s Dllist parallel
[ ] 78 0 0 78 / 1000 5.8s Dllist parallel
[ ] 80 0 0 80 / 1000 6.0s Dllist parallel
[ ] 81 0 0 81 / 1000 6.5s Dllist parallel
[ ] 82 0 0 82 / 1000 7.1s Dllist parallel
[ ] 83 0 0 83 / 1000 7.5s Dllist parallel
[ ] 84 0 0 84 / 1000 8.0s Dllist parallel
[ ] 85 0 0 85 / 1000 8.2s Dllist parallel
[ ] 86 0 0 86 / 1000 8.5s Dllist parallel
[ ] 87 0 0 87 / 1000 8.8s Dllist parallel
[ ] 88 0 0 88 / 1000 9.3s Dllist parallel
[ ] 89 0 0 89 / 1000 9.7s Dllist parallel
[ ] 90 0 0 90 / 1000 10.1s Dllist parallel
[ ] 91 0 0 91 / 1000 10.3s Dllist parallel
[ ] 92 0 0 92 / 1000 10.5s Dllist parallel
[ ] 93 0 0 93 / 1000 11.0s Dllist parallel
[ ] 94 0 0 94 / 1000 11.5s Dllist parallel
[ ] 95 0 0 95 / 1000 11.9s Dllist parallel
[ ] 96 0 0 96 / 1000 12.5s Dllist parallel
[ ] 97 0 0 97 / 1000 12.9s Dllist parallel
[ ] 98 0 0 98 / 1000 13.6s Dllist parallel
[ ] 99 0 0 99 / 1000 14.2s Dllist parallel
[ ] 101 0 0 101 / 1000 14.4s Dllist parallel
[ ] 103 0 0 103 / 1000 15.3s Dllist parallel
[ ] 104 0 0 104 / 1000 15.6s Dllist parallel
[ ] 105 0 0 105 / 1000 16.0s Dllist parallel
[ ] 106 0 0 106 / 1000 16.2s Dllist parallel
[ ] 107 0 0 107 / 1000 16.4s Dllist parallel
[ ] 108 0 0 108 / 1000 16.8s Dllist parallel
[ ] 109 0 0 109 / 1000 17.0s Dllist parallel
[ ] 110 0 0 110 / 1000 17.1s Dllist parallel
[ ] 115 0 0 115 / 1000 17.3s Dllist parallel
[ ] 116 0 0 116 / 1000 17.5s Dllist parallel
[ ] 117 0 0 117 / 1000 17.7s Dllist parallel
[ ] 118 0 0 118 / 1000 17.8s Dllist parallel
[ ] 120 0 0 120 / 1000 18.1s Dllist parallel
[ ] 121 0 0 121 / 1000 18.4s Dllist parallel
[ ] 122 0 0 122 / 1000 18.6s Dllist parallel
[ ] 124 0 0 124 / 1000 19.0s Dllist parallel
[ ] 127 0 0 127 / 1000 19.1s Dllist parallel
[ ] 128 0 0 128 / 1000 19.5s Dllist parallel
[ ] 133 0 0 133 / 1000 19.6s Dllist parallel
[ ] 138 0 0 138 / 1000 20.1s Dllist parallel
[ ] 144 0 0 144 / 1000 20.4s Dllist parallel
[ ] 147 0 0 147 / 1000 20.7s Dllist parallel
[ ] 152 0 0 152 / 1000 21.1s Dllist parallel
[ ] 157 0 0 157 / 1000 21.3s Dllist parallel
[ ] 166 0 0 166 / 1000 21.5s Dllist parallel
[ ] 168 0 0 168 / 1000 21.9s Dllist parallel
[ ] 169 0 0 169 / 1000 22.1s Dllist parallel
[ ] 172 0 0 172 / 1000 22.2s Dllist parallel
[ ] 177 0 0 177 / 1000 22.3s Dllist parallel
[ ] 180 0 0 180 / 1000 22.7s Dllist parallel
[ ] 190 0 0 190 / 1000 22.8s Dllist parallel
[ ] 193 0 0 193 / 1000 23.3s Dllist parallel
[ ] 195 0 0 195 / 1000 23.4s Dllist parallel
[ ] 201 0 0 201 / 1000 23.5s Dllist parallel
[ ] 209 0 0 209 / 1000 23.6s Dllist parallel
[ ] 216 0 0 216 / 1000 23.7s Dllist parallel
[ ] 220 0 0 220 / 1000 24.1s Dllist parallel
[ ] 227 0 0 227 / 1000 24.2s Dllist parallel
[ ] 233 0 0 233 / 1000 24.4s Dllist parallel
[ ] 234 0 0 234 / 1000 24.6s Dllist parallel
[ ] 244 0 0 244 / 1000 24.7s Dllist parallel
[ ] 250 0 0 250 / 1000 24.9s Dllist parallel
[ ] 253 0 0 253 / 1000 25.2s Dllist parallel
[ ] 257 0 0 257 / 1000 25.4s Dllist parallel
[ ] 258 0 0 258 / 1000 25.8s Dllist parallel
[ ] 262 0 0 262 / 1000 25.9s Dllist parallel
[ ] 265 0 0 265 / 1000 26.0s Dllist parallel
[ ] 267 0 0 267 / 1000 26.1s Dllist parallel
[ ] 269 0 0 269 / 1000 26.3s Dllist parallel
[ ] 276 0 0 276 / 1000 26.6s Dllist parallel
[ ] 277 0 0 277 / 1000 26.7s Dllist parallel
[ ] 278 0 0 278 / 1000 27.3s Dllist parallel
[ ] 279 0 0 279 / 1000 27.4s Dllist parallel
[ ] 280 0 0 280 / 1000 27.6s Dllist parallel
[ ] 282 0 0 282 / 1000 27.7s Dllist parallel
[ ] 285 0 0 285 / 1000 27.9s Dllist parallel
[ ] 287 0 0 287 / 1000 28.0s Dllist parallel
[ ] 289 0 0 289 / 1000 28.2s Dllist parallel
[ ] 292 0 0 292 / 1000 28.4s Dllist parallel
[ ] 298 0 0 298 / 1000 28.8s Dllist parallel
[ ] 300 0 0 300 / 1000 29.0s Dllist parallel
[ ] 303 0 0 303 / 1000 29.6s Dllist parallel
[ ] 307 0 0 307 / 1000 29.7s Dllist parallel
[ ] 309 0 0 309 / 1000 29.8s Dllist parallel
[ ] 311 0 0 311 / 1000 29.9s Dllist parallel
[ ] 315 0 0 315 / 1000 30.0s Dllist parallel
[ ] 317 0 0 317 / 1000 30.1s Dllist parallel
[ ] 318 0 0 318 / 1000 30.6s Dllist parallel
[ ] 320 0 0 320 / 1000 30.8s Dllist parallel
[ ] 321 0 0 321 / 1000 30.9s Dllist parallel
[ ] 323 0 0 323 / 1000 31.1s Dllist parallel
[ ] 325 0 0 325 / 1000 31.4s Dllist parallel
[ ] 327 0 0 327 / 1000 31.7s Dllist parallel
[ ] 331 0 0 331 / 1000 31.9s Dllist parallel
[ ] 334 0 0 334 / 1000 32.1s Dllist parallel
[ ] 335 0 0 335 / 1000 32.3s Dllist parallel
[ ] 343 0 0 343 / 1000 32.4s Dllist parallel
[ ] 347 0 0 347 / 1000 32.5s Dllist parallel
[ ] 349 0 0 349 / 1000 32.6s Dllist parallel
[ ] 351 0 0 351 / 1000 32.8s Dllist parallel
[ ] 353 0 0 353 / 1000 33.0s Dllist parallel
[ ] 358 0 0 358 / 1000 33.1s Dllist parallel
[ ] 360 0 0 360 / 1000 33.6s Dllist parallel
[ ] 365 0 0 365 / 1000 33.7s Dllist parallel
[ ] 367 0 0 367 / 1000 33.8s Dllist parallel
[ ] 370 0 0 370 / 1000 34.1s Dllist parallel
[ ] 373 0 0 373 / 1000 34.3s Dllist parallel
[ ] 376 0 0 376 / 1000 34.5s Dllist parallel
[ ] 383 0 0 383 / 1000 34.6s Dllist parallel
[ ] 388 0 0 388 / 1000 34.7s Dllist parallel
[ ] 393 0 0 393 / 1000 35.0s Dllist parallel
[ ] 396 0 0 396 / 1000 35.5s Dllist parallel
[ ] 401 0 0 401 / 1000 35.6s Dllist parallel
[ ] 403 0 0 403 / 1000 35.9s Dllist parallel
[ ] 404 0 0 404 / 1000 36.1s Dllist parallel
[ ] 406 0 0 406 / 1000 36.2s Dllist parallel
[ ] 413 0 0 413 / 1000 36.4s Dllist parallel
[ ] 421 0 0 421 / 1000 36.5s Dllist parallel
[ ] 428 0 0 428 / 1000 36.8s Dllist parallel
[ ] 431 0 0 431 / 1000 36.9s Dllist parallel
[ ] 436 0 0 436 / 1000 37.0s Dllist parallel
[ ] 445 0 0 445 / 1000 37.1s Dllist parallel
[ ] 447 0 0 447 / 1000 37.3s Dllist parallel
[ ] 456 0 0 456 / 1000 37.4s Dllist parallel
[ ] 459 0 0 459 / 1000 37.7s Dllist parallel
[ ] 468 0 0 468 / 1000 37.8s Dllist parallel
[ ] 478 0 0 478 / 1000 37.9s Dllist parallel
[ ] 490 0 0 490 / 1000 38.0s Dllist parallel
[ ] 495 0 0 495 / 1000 38.1s Dllist parallel
[ ] 497 0 0 497 / 1000 38.3s Dllist parallel
[ ] 511 0 0 511 / 1000 38.4s Dllist parallel
[ ] 516 0 0 516 / 1000 38.7s Dllist parallel
[ ] 528 0 0 528 / 1000 38.8s Dllist parallel
[ ] 530 0 0 530 / 1000 39.0s Dllist parallel
[ ] 533 0 0 533 / 1000 39.2s Dllist parallel
[ ] 536 0 0 536 / 1000 39.4s Dllist parallel
[ ] 541 0 0 541 / 1000 39.5s Dllist parallel
[ ] 543 0 0 543 / 1000 39.6s Dllist parallel
[ ] 545 0 0 545 / 1000 39.8s Dllist parallel
[ ] 551 0 0 551 / 1000 40.1s Dllist parallel
[ ] 553 0 0 553 / 1000 40.2s Dllist parallel
[ ] 555 0 0 555 / 1000 40.5s Dllist parallel
[ ] 564 0 0 564 / 1000 40.6s Dllist parallel
[ ] 570 0 0 570 / 1000 40.7s Dllist parallel
[ ] 582 0 0 582 / 1000 40.8s Dllist parallel
[ ] 585 0 0 585 / 1000 41.0s Dllist parallel
[ ] 586 0 0 586 / 1000 41.2s Dllist parallel
[ ] 593 0 0 593 / 1000 41.3s Dllist parallel
[ ] 599 0 0 599 / 1000 41.6s Dllist parallel
[ ] 601 0 0 601 / 1000 41.7s Dllist parallel
[ ] 608 0 0 608 / 1000 41.9s Dllist parallel
[ ] 612 0 0 612 / 1000 42.1s Dllist parallel
[ ] 619 0 0 619 / 1000 42.2s Dllist parallel
[ ] 629 0 0 629 / 1000 42.3s Dllist parallel
[ ] 633 0 0 633 / 1000 42.5s Dllist parallel
[ ] 641 0 0 641 / 1000 42.6s Dllist parallel
[ ] 648 0 0 648 / 1000 42.7s Dllist parallel
[ ] 651 0 0 651 / 1000 43.1s Dllist parallel
[ ] 662 0 0 662 / 1000 43.2s Dllist parallel
[ ] 663 0 0 663 / 1000 43.4s Dllist parallel
[ ] 667 0 0 667 / 1000 43.5s Dllist parallel
[ ] 672 0 0 672 / 1000 43.6s Dllist parallel
[ ] 673 0 0 673 / 1000 44.1s Dllist parallel
[ ] 678 0 0 678 / 1000 44.3s Dllist parallel
[ ] 683 0 0 683 / 1000 44.4s Dllist parallel
[ ] 687 0 0 687 / 1000 44.7s Dllist parallel
[ ] 690 0 0 690 / 1000 44.9s Dllist parallel
[ ] 693 0 0 693 / 1000 45.1s Dllist parallel
[ ] 699 0 0 699 / 1000 45.2s Dllist parallel
[ ] 707 0 0 707 / 1000 45.3s Dllist parallel
[ ] 712 0 0 712 / 1000 45.5s Dllist parallel
[ ] 716 0 0 716 / 1000 45.7s Dllist parallel
[ ] 720 0 0 720 / 1000 45.8s Dllist parallel
[ ] 721 0 0 721 / 1000 45.9s Dllist parallel
[ ] 729 0 0 729 / 1000 46.4s Dllist parallel
[ ] 736 0 0 736 / 1000 46.5s Dllist parallel
[ ] 740 0 0 740 / 1000 46.6s Dllist parallel
[ ] 744 0 0 744 / 1000 46.7s Dllist parallel
[ ] 752 0 0 752 / 1000 47.2s Dllist parallel
[ ] 754 0 0 754 / 1000 47.4s Dllist parallel
[ ] 757 0 0 757 / 1000 47.8s Dllist parallel
[ ] 759 0 0 759 / 1000 48.0s Dllist parallel
[ ] 760 0 0 760 / 1000 48.5s Dllist parallel
[ ] 761 0 0 761 / 1000 48.6s Dllist parallel
[ ] 763 0 0 763 / 1000 48.8s Dllist parallel
[ ] 765 0 0 765 / 1000 48.9s Dllist parallel
[ ] 770 0 0 770 / 1000 49.0s Dllist parallel
[ ] 772 0 0 772 / 1000 49.3s Dllist parallel
[ ] 773 0 0 773 / 1000 49.5s Dllist parallel
[ ] 779 0 0 779 / 1000 49.6s Dllist parallel
[ ] 783 0 0 783 / 1000 49.9s Dllist parallel
[ ] 785 0 0 785 / 1000 50.0s Dllist parallel
[ ] 788 0 0 788 / 1000 50.3s Dllist parallel
[ ] 792 0 0 792 / 1000 50.5s Dllist parallel
[ ] 793 0 0 793 / 1000 50.7s Dllist parallel
[ ] 794 0 0 794 / 1000 50.8s Dllist parallel
[ ] 796 0 0 796 / 1000 51.2s Dllist parallel
[ ] 797 0 0 797 / 1000 51.5s Dllist parallel
[ ] 800 0 0 800 / 1000 51.7s Dllist parallel
[ ] 802 0 0 802 / 1000 51.9s Dllist parallel
[ ] 807 0 0 807 / 1000 52.0s Dllist parallel
[ ] 810 0 0 810 / 1000 52.5s Dllist parallel
[ ] 811 0 0 811 / 1000 52.6s Dllist parallel
[ ] 813 0 0 813 / 1000 52.8s Dllist parallel
[ ] 817 0 0 817 / 1000 53.0s Dllist parallel
[ ] 824 0 0 824 / 1000 53.1s Dllist parallel
[ ] 826 0 0 826 / 1000 53.4s Dllist parallel
[ ] 827 0 0 827 / 1000 53.9s Dllist parallel
[ ] 833 0 0 833 / 1000 54.1s Dllist parallel
[ ] 840 0 0 840 / 1000 54.2s Dllist parallel
[ ] 844 0 0 844 / 1000 54.3s Dllist parallel
[ ] 845 0 0 845 / 1000 54.7s Dllist parallel
[ ] 849 0 0 849 / 1000 54.8s Dllist parallel
[ ] 851 0 0 851 / 1000 54.9s Dllist parallel
[ ] 860 0 0 860 / 1000 55.1s Dllist parallel
[ ] 863 0 0 863 / 1000 55.3s Dllist parallel
[ ] 869 0 0 869 / 1000 55.5s Dllist parallel
[ ] 874 0 0 874 / 1000 55.6s Dllist parallel
[ ] 878 0 0 878 / 1000 55.7s Dllist parallel
[ ] 879 0 0 879 / 1000 55.9s Dllist parallel
[ ] 881 0 0 881 / 1000 56.4s Dllist parallel
[ ] 883 0 0 883 / 1000 57.2s Dllist parallel
[ ] 884 0 0 884 / 1000 57.4s Dllist parallel
[ ] 885 0 0 885 / 1000 57.7s Dllist parallel
[ ] 886 0 0 886 / 1000 58.1s Dllist parallel
[ ] 889 0 0 889 / 1000 58.2s Dllist parallel
[ ] 892 0 0 892 / 1000 58.3s Dllist parallel
[ ] 895 0 0 895 / 1000 58.5s Dllist parallel
[ ] 898 0 0 898 / 1000 58.6s Dllist parallel
[ ] 906 0 0 906 / 1000 58.9s Dllist parallel
[ ] 911 0 0 911 / 1000 59.0s Dllist parallel
[ ] 914 0 0 914 / 1000 59.2s Dllist parallel
[ ] 917 0 0 917 / 1000 59.3s Dllist parallel
[ ] 918 0 0 918 / 1000 59.4s Dllist parallel
[ ] 919 0 0 919 / 1000 59.7s Dllist parallel
[ ] 920 0 0 920 / 1000 60.0s Dllist parallel
[ ] 921 0 0 921 / 1000 60.2s Dllist parallel
[ ] 922 0 0 922 / 1000 60.5s Dllist parallel
[ ] 923 0 0 923 / 1000 60.8s Dllist parallel
[ ] 924 0 0 924 / 1000 61.5s Dllist parallel
[ ] 925 0 0 925 / 1000 61.8s Dllist parallel
[ ] 926 0 0 926 / 1000 61.9s Dllist parallel
[ ] 927 0 0 927 / 1000 62.1s Dllist parallel
[ ] 928 0 0 928 / 1000 62.5s Dllist parallel
[ ] 929 0 0 929 / 1000 62.7s Dllist parallel
[ ] 930 0 0 930 / 1000 62.9s Dllist parallel
[ ] 931 0 0 931 / 1000 63.1s Dllist parallel
[ ] 932 0 0 932 / 1000 63.3s Dllist parallel
[ ] 935 0 0 935 / 1000 63.5s Dllist parallel
[ ] 936 0 0 936 / 1000 63.9s Dllist parallel
[ ] 938 0 0 938 / 1000 64.3s Dllist parallel
[ ] 940 0 0 940 / 1000 64.5s Dllist parallel
[ ] 941 0 0 941 / 1000 64.6s Dllist parallel
[ ] 942 0 0 942 / 1000 64.7s Dllist parallel
[ ] 943 0 0 943 / 1000 64.9s Dllist parallel
[ ] 944 0 0 944 / 1000 65.0s Dllist parallel
[ ] 945 0 0 945 / 1000 65.4s Dllist parallel
[ ] 946 0 0 946 / 1000 66.0s Dllist parallel
[ ] 947 0 0 947 / 1000 66.4s Dllist parallel
[ ] 948 0 0 948 / 1000 66.6s Dllist parallel
[ ] 949 0 0 949 / 1000 66.7s Dllist parallel
[ ] 953 0 0 953 / 1000 66.9s Dllist parallel
[ ] 959 0 0 959 / 1000 67.3s Dllist parallel
[ ] 962 0 0 962 / 1000 67.4s Dllist parallel
[ ] 966 0 0 966 / 1000 67.5s Dllist parallel
[ ] 969 0 0 969 / 1000 67.6s Dllist parallel
[ ] 976 0 0 976 / 1000 67.7s Dllist parallel
[ ] 985 0 0 985 / 1000 67.9s Dllist parallel
[ ] 990 0 0 990 / 1000 68.3s Dllist parallel
[ ] 1000 0 0 1000 / 1000 68.4s Dllist parallel
[✓] 1000 0 0 1000 / 1000 68.4s Dllist parallel
- ================================================================================
- success (ran 2 tests)
- (cd _build/default/test/kcas_data && ./queue_test_stm.exe)
-
random seed: 441991390
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Queue sequential
[✓] 1000 0 0 1000 / 1000 0.0s Queue sequential
-
[ ] 0 0 0 0 / 1000 0.0s Queue parallel
[ ] 2 0 0 2 / 1000 0.1s Queue parallel
[ ] 6 0 0 6 / 1000 0.2s Queue parallel
[ ] 7 0 0 7 / 1000 0.6s Queue parallel
[ ] 16 0 0 16 / 1000 0.7s Queue parallel
[ ] 19 0 0 19 / 1000 0.9s Queue parallel
[ ] 22 0 0 22 / 1000 1.0s Queue parallel
[ ] 24 0 0 24 / 1000 1.2s Queue parallel
[ ] 26 0 0 26 / 1000 1.4s Queue parallel
[ ] 27 0 0 27 / 1000 1.5s Queue parallel
[ ] 29 0 0 29 / 1000 1.6s Queue parallel
[ ] 32 0 0 32 / 1000 1.8s Queue parallel
[ ] 37 0 0 37 / 1000 1.9s Queue parallel
[ ] 45 0 0 45 / 1000 2.0s Queue parallel
[ ] 53 0 0 53 / 1000 2.1s Queue parallel
[ ] 58 0 0 58 / 1000 2.2s Queue parallel
[ ] 66 0 0 66 / 1000 2.3s Queue parallel
[ ] 73 0 0 73 / 1000 2.5s Queue parallel
[ ] 74 0 0 74 / 1000 2.6s Queue parallel
[ ] 81 0 0 81 / 1000 2.7s Queue parallel
[ ] 89 0 0 89 / 1000 2.8s Queue parallel
[ ] 91 0 0 91 / 1000 2.9s Queue parallel
[ ] 92 0 0 92 / 1000 3.1s Queue parallel
[ ] 96 0 0 96 / 1000 3.2s Queue parallel
[ ] 99 0 0 99 / 1000 3.4s Queue parallel
[ ] 102 0 0 102 / 1000 3.7s Queue parallel
[ ] 105 0 0 105 / 1000 3.8s Queue parallel
[ ] 108 0 0 108 / 1000 3.9s Queue parallel
[ ] 109 0 0 109 / 1000 4.1s Queue parallel
[ ] 112 0 0 112 / 1000 4.6s Queue parallel
[ ] 113 0 0 113 / 1000 4.8s Queue parallel
[ ] 115 0 0 115 / 1000 5.1s Queue parallel
[ ] 116 0 0 116 / 1000 5.7s Queue parallel
[ ] 117 0 0 117 / 1000 5.9s Queue parallel
[ ] 118 0 0 118 / 1000 6.0s Queue parallel
[ ] 120 0 0 120 / 1000 6.3s Queue parallel
[ ] 121 0 0 121 / 1000 6.8s Queue parallel
[ ] 122 0 0 122 / 1000 7.5s Queue parallel
[ ] 123 0 0 123 / 1000 7.8s Queue parallel
[ ] 124 0 0 124 / 1000 8.2s Queue parallel
[ ] 125 0 0 125 / 1000 8.7s Queue parallel
[ ] 126 0 0 126 / 1000 9.2s Queue parallel
[ ] 127 0 0 127 / 1000 9.9s Queue parallel
[ ] 128 0 0 128 / 1000 10.2s Queue parallel
[ ] 129 0 0 129 / 1000 10.5s Queue parallel
[ ] 130 0 0 130 / 1000 11.0s Queue parallel
[ ] 131 0 0 131 / 1000 11.5s Queue parallel
[ ] 132 0 0 132 / 1000 12.0s Queue parallel
[ ] 133 0 0 133 / 1000 12.6s Queue parallel
[ ] 134 0 0 134 / 1000 13.2s Queue parallel
[ ] 135 0 0 135 / 1000 14.1s Queue parallel
[ ] 136 0 0 136 / 1000 14.5s Queue parallel
[ ] 137 0 0 137 / 1000 14.9s Queue parallel
[ ] 138 0 0 138 / 1000 15.4s Queue parallel
[ ] 139 0 0 139 / 1000 15.9s Queue parallel
[ ] 140 0 0 140 / 1000 16.0s Queue parallel
[ ] 142 0 0 142 / 1000 16.1s Queue parallel
[ ] 143 0 0 143 / 1000 16.3s Queue parallel
[ ] 144 0 0 144 / 1000 16.7s Queue parallel
[ ] 145 0 0 145 / 1000 17.2s Queue parallel
[ ] 148 0 0 148 / 1000 17.4s Queue parallel
[ ] 149 0 0 149 / 1000 17.6s Queue parallel
[ ] 150 0 0 150 / 1000 17.7s Queue parallel
[ ] 151 0 0 151 / 1000 17.9s Queue parallel
[ ] 152 0 0 152 / 1000 18.4s Queue parallel
[ ] 153 0 0 153 / 1000 18.6s Queue parallel
[ ] 155 0 0 155 / 1000 18.8s Queue parallel
[ ] 161 0 0 161 / 1000 18.9s Queue parallel
[ ] 165 0 0 165 / 1000 19.0s Queue parallel
[ ] 175 0 0 175 / 1000 19.1s Queue parallel
[ ] 179 0 0 179 / 1000 19.3s Queue parallel
[ ] 181 0 0 181 / 1000 19.4s Queue parallel
[ ] 191 0 0 191 / 1000 19.5s Queue parallel
[ ] 199 0 0 199 / 1000 19.8s Queue parallel
[ ] 200 0 0 200 / 1000 19.9s Queue parallel
[ ] 203 0 0 203 / 1000 20.1s Queue parallel
[ ] 213 0 0 213 / 1000 20.5s Queue parallel
[ ] 215 0 0 215 / 1000 20.7s Queue parallel
[ ] 222 0 0 222 / 1000 20.9s Queue parallel
[ ] 224 0 0 224 / 1000 21.2s Queue parallel
[ ] 231 0 0 231 / 1000 21.8s Queue parallel
[ ] 234 0 0 234 / 1000 21.9s Queue parallel
[ ] 235 0 0 235 / 1000 22.0s Queue parallel
[ ] 236 0 0 236 / 1000 22.4s Queue parallel
[ ] 240 0 0 240 / 1000 22.6s Queue parallel
[ ] 245 0 0 245 / 1000 22.7s Queue parallel
[ ] 249 0 0 249 / 1000 23.1s Queue parallel
[ ] 254 0 0 254 / 1000 23.3s Queue parallel
[ ] 263 0 0 263 / 1000 23.7s Queue parallel
[ ] 265 0 0 265 / 1000 24.1s Queue parallel
[ ] 272 0 0 272 / 1000 24.3s Queue parallel
[ ] 275 0 0 275 / 1000 24.4s Queue parallel
[ ] 278 0 0 278 / 1000 24.8s Queue parallel
[ ] 283 0 0 283 / 1000 24.9s Queue parallel
[ ] 286 0 0 286 / 1000 25.2s Queue parallel
[ ] 294 0 0 294 / 1000 25.5s Queue parallel
[ ] 295 0 0 295 / 1000 25.9s Queue parallel
[ ] 297 0 0 297 / 1000 26.1s Queue parallel
[ ] 298 0 0 298 / 1000 26.3s Queue parallel
[ ] 304 0 0 304 / 1000 26.4s Queue parallel
[ ] 306 0 0 306 / 1000 26.5s Queue parallel
[ ] 307 0 0 307 / 1000 26.6s Queue parallel
[ ] 310 0 0 310 / 1000 26.8s Queue parallel
[ ] 315 0 0 315 / 1000 26.9s Queue parallel
[ ] 316 0 0 316 / 1000 27.1s Queue parallel
[ ] 317 0 0 317 / 1000 27.2s Queue parallel
[ ] 318 0 0 318 / 1000 27.5s Queue parallel
[ ] 319 0 0 319 / 1000 27.6s Queue parallel
[ ] 323 0 0 323 / 1000 27.8s Queue parallel
[ ] 325 0 0 325 / 1000 27.9s Queue parallel
[ ] 328 0 0 328 / 1000 28.0s Queue parallel
[ ] 332 0 0 332 / 1000 28.2s Queue parallel
[ ] 335 0 0 335 / 1000 28.3s Queue parallel
[ ] 339 0 0 339 / 1000 28.6s Queue parallel
[ ] 345 0 0 345 / 1000 28.7s Queue parallel
[ ] 350 0 0 350 / 1000 28.8s Queue parallel
[ ] 352 0 0 352 / 1000 29.0s Queue parallel
[ ] 353 0 0 353 / 1000 29.2s Queue parallel
[ ] 355 0 0 355 / 1000 29.5s Queue parallel
[ ] 358 0 0 358 / 1000 29.7s Queue parallel
[ ] 360 0 0 360 / 1000 29.8s Queue parallel
[ ] 361 0 0 361 / 1000 30.0s Queue parallel
[ ] 364 0 0 364 / 1000 30.1s Queue parallel
[ ] 367 0 0 367 / 1000 30.2s Queue parallel
[ ] 372 0 0 372 / 1000 30.8s Queue parallel
[ ] 373 0 0 373 / 1000 30.9s Queue parallel
[ ] 376 0 0 376 / 1000 31.0s Queue parallel
[ ] 379 0 0 379 / 1000 31.2s Queue parallel
[ ] 386 0 0 386 / 1000 31.3s Queue parallel
[ ] 394 0 0 394 / 1000 31.7s Queue parallel
[ ] 399 0 0 399 / 1000 32.1s Queue parallel
[ ] 401 0 0 401 / 1000 32.2s Queue parallel
[ ] 410 0 0 410 / 1000 32.3s Queue parallel
[ ] 414 0 0 414 / 1000 32.7s Queue parallel
[ ] 415 0 0 415 / 1000 33.1s Queue parallel
[ ] 416 0 0 416 / 1000 33.4s Queue parallel
[ ] 418 0 0 418 / 1000 33.6s Queue parallel
[ ] 421 0 0 421 / 1000 34.1s Queue parallel
[ ] 425 0 0 425 / 1000 34.2s Queue parallel
[ ] 430 0 0 430 / 1000 34.3s Queue parallel
[ ] 435 0 0 435 / 1000 34.4s Queue parallel
[ ] 440 0 0 440 / 1000 34.6s Queue parallel
[ ] 443 0 0 443 / 1000 34.8s Queue parallel
[ ] 449 0 0 449 / 1000 34.9s Queue parallel
[ ] 458 0 0 458 / 1000 35.0s Queue parallel
[ ] 461 0 0 461 / 1000 35.2s Queue parallel
[ ] 466 0 0 466 / 1000 35.3s Queue parallel
[ ] 467 0 0 467 / 1000 35.6s Queue parallel
[ ] 477 0 0 477 / 1000 35.7s Queue parallel
[ ] 482 0 0 482 / 1000 35.9s Queue parallel
[ ] 483 0 0 483 / 1000 36.2s Queue parallel
[ ] 486 0 0 486 / 1000 36.3s Queue parallel
[ ] 488 0 0 488 / 1000 36.5s Queue parallel
[ ] 493 0 0 493 / 1000 36.8s Queue parallel
[ ] 496 0 0 496 / 1000 37.1s Queue parallel
[ ] 502 0 0 502 / 1000 37.4s Queue parallel
[ ] 509 0 0 509 / 1000 37.6s Queue parallel
[ ] 514 0 0 514 / 1000 38.0s Queue parallel
[ ] 517 0 0 517 / 1000 38.1s Queue parallel
[ ] 521 0 0 521 / 1000 38.2s Queue parallel
[ ] 533 0 0 533 / 1000 38.4s Queue parallel
[ ] 541 0 0 541 / 1000 38.5s Queue parallel
[ ] 547 0 0 547 / 1000 38.7s Queue parallel
[ ] 550 0 0 550 / 1000 38.9s Queue parallel
[ ] 551 0 0 551 / 1000 39.0s Queue parallel
[ ] 553 0 0 553 / 1000 39.1s Queue parallel
[ ] 554 0 0 554 / 1000 39.3s Queue parallel
[ ] 557 0 0 557 / 1000 39.4s Queue parallel
[ ] 564 0 0 564 / 1000 39.5s Queue parallel
[ ] 565 0 0 565 / 1000 39.7s Queue parallel
[ ] 570 0 0 570 / 1000 39.8s Queue parallel
[ ] 574 0 0 574 / 1000 39.9s Queue parallel
[ ] 575 0 0 575 / 1000 40.3s Queue parallel
[ ] 577 0 0 577 / 1000 40.7s Queue parallel
[ ] 580 0 0 580 / 1000 40.9s Queue parallel
[ ] 584 0 0 584 / 1000 41.1s Queue parallel
[ ] 592 0 0 592 / 1000 41.2s Queue parallel
[ ] 598 0 0 598 / 1000 41.3s Queue parallel
[ ] 599 0 0 599 / 1000 41.5s Queue parallel
[ ] 608 0 0 608 / 1000 41.6s Queue parallel
[ ] 609 0 0 609 / 1000 42.0s Queue parallel
[ ] 614 0 0 614 / 1000 42.2s Queue parallel
[ ] 624 0 0 624 / 1000 42.3s Queue parallel
[ ] 628 0 0 628 / 1000 42.5s Queue parallel
[ ] 636 0 0 636 / 1000 42.6s Queue parallel
[ ] 639 0 0 639 / 1000 43.0s Queue parallel
[ ] 649 0 0 649 / 1000 43.1s Queue parallel
[ ] 658 0 0 658 / 1000 43.3s Queue parallel
[ ] 660 0 0 660 / 1000 43.6s Queue parallel
[ ] 662 0 0 662 / 1000 43.8s Queue parallel
[ ] 668 0 0 668 / 1000 43.9s Queue parallel
[ ] 672 0 0 672 / 1000 44.1s Queue parallel
[ ] 673 0 0 673 / 1000 44.2s Queue parallel
[ ] 678 0 0 678 / 1000 44.3s Queue parallel
[ ] 679 0 0 679 / 1000 44.7s Queue parallel
[ ] 685 0 0 685 / 1000 44.8s Queue parallel
[ ] 693 0 0 693 / 1000 45.0s Queue parallel
[ ] 698 0 0 698 / 1000 45.1s Queue parallel
[ ] 702 0 0 702 / 1000 45.2s Queue parallel
[ ] 708 0 0 708 / 1000 45.3s Queue parallel
[ ] 710 0 0 710 / 1000 45.4s Queue parallel
[ ] 714 0 0 714 / 1000 45.6s Queue parallel
[ ] 723 0 0 723 / 1000 45.7s Queue parallel
[ ] 728 0 0 728 / 1000 46.0s Queue parallel
[ ] 731 0 0 731 / 1000 46.1s Queue parallel
[ ] 734 0 0 734 / 1000 46.3s Queue parallel
[ ] 737 0 0 737 / 1000 46.5s Queue parallel
[ ] 738 0 0 738 / 1000 46.7s Queue parallel
[ ] 740 0 0 740 / 1000 46.9s Queue parallel
[ ] 743 0 0 743 / 1000 47.0s Queue parallel
[ ] 752 0 0 752 / 1000 47.1s Queue parallel
[ ] 758 0 0 758 / 1000 47.2s Queue parallel
[ ] 767 0 0 767 / 1000 47.3s Queue parallel
[ ] 768 0 0 768 / 1000 47.6s Queue parallel
[ ] 770 0 0 770 / 1000 47.8s Queue parallel
[ ] 777 0 0 777 / 1000 48.2s Queue parallel
[ ] 783 0 0 783 / 1000 48.3s Queue parallel
[ ] 785 0 0 785 / 1000 48.4s Queue parallel
[ ] 788 0 0 788 / 1000 48.7s Queue parallel
[ ] 789 0 0 789 / 1000 48.9s Queue parallel
[ ] 793 0 0 793 / 1000 49.0s Queue parallel
[ ] 795 0 0 795 / 1000 49.2s Queue parallel
[ ] 797 0 0 797 / 1000 49.4s Queue parallel
[ ] 799 0 0 799 / 1000 49.5s Queue parallel
[ ] 800 0 0 800 / 1000 49.7s Queue parallel
[ ] 806 0 0 806 / 1000 50.1s Queue parallel
[ ] 811 0 0 811 / 1000 50.3s Queue parallel
[ ] 814 0 0 814 / 1000 50.5s Queue parallel
[ ] 815 0 0 815 / 1000 50.6s Queue parallel
[ ] 816 0 0 816 / 1000 51.1s Queue parallel
[ ] 819 0 0 819 / 1000 51.2s Queue parallel
[ ] 820 0 0 820 / 1000 51.5s Queue parallel
[ ] 822 0 0 822 / 1000 51.7s Queue parallel
[ ] 823 0 0 823 / 1000 51.9s Queue parallel
[ ] 827 0 0 827 / 1000 52.0s Queue parallel
[ ] 833 0 0 833 / 1000 52.1s Queue parallel
[ ] 838 0 0 838 / 1000 52.2s Queue parallel
[ ] 841 0 0 841 / 1000 52.4s Queue parallel
[ ] 843 0 0 843 / 1000 52.9s Queue parallel
[ ] 846 0 0 846 / 1000 53.0s Queue parallel
[ ] 849 0 0 849 / 1000 53.2s Queue parallel
[ ] 850 0 0 850 / 1000 53.6s Queue parallel
[ ] 852 0 0 852 / 1000 53.7s Queue parallel
[ ] 854 0 0 854 / 1000 53.8s Queue parallel
[ ] 855 0 0 855 / 1000 54.0s Queue parallel
[ ] 859 0 0 859 / 1000 54.1s Queue parallel
[ ] 863 0 0 863 / 1000 54.2s Queue parallel
[ ] 871 0 0 871 / 1000 54.4s Queue parallel
[ ] 877 0 0 877 / 1000 54.6s Queue parallel
[ ] 878 0 0 878 / 1000 54.7s Queue parallel
[ ] 886 0 0 886 / 1000 54.8s Queue parallel
[ ] 893 0 0 893 / 1000 55.0s Queue parallel
[ ] 895 0 0 895 / 1000 55.3s Queue parallel
[ ] 897 0 0 897 / 1000 55.4s Queue parallel
[ ] 898 0 0 898 / 1000 55.7s Queue parallel
[ ] 899 0 0 899 / 1000 56.1s Queue parallel
[ ] 909 0 0 909 / 1000 56.3s Queue parallel
[ ] 912 0 0 912 / 1000 56.7s Queue parallel
[ ] 914 0 0 914 / 1000 57.6s Queue parallel
[ ] 915 0 0 915 / 1000 58.0s Queue parallel
[ ] 916 0 0 916 / 1000 58.2s Queue parallel
[ ] 918 0 0 918 / 1000 58.4s Queue parallel
[ ] 919 0 0 919 / 1000 58.7s Queue parallel
[ ] 920 0 0 920 / 1000 59.1s Queue parallel
[ ] 925 0 0 925 / 1000 59.2s Queue parallel
[ ] 927 0 0 927 / 1000 59.3s Queue parallel
[ ] 928 0 0 928 / 1000 59.7s Queue parallel
[ ] 929 0 0 929 / 1000 59.9s Queue parallel
[ ] 930 0 0 930 / 1000 60.0s Queue parallel
[ ] 931 0 0 931 / 1000 60.2s Queue parallel
[ ] 932 0 0 932 / 1000 60.4s Queue parallel
[ ] 933 0 0 933 / 1000 60.8s Queue parallel
[ ] 934 0 0 934 / 1000 61.2s Queue parallel
[ ] 935 0 0 935 / 1000 61.6s Queue parallel
[ ] 936 0 0 936 / 1000 61.9s Queue parallel
[ ] 937 0 0 937 / 1000 62.2s Queue parallel
[ ] 938 0 0 938 / 1000 62.4s Queue parallel
[ ] 939 0 0 939 / 1000 62.6s Queue parallel
[ ] 940 0 0 940 / 1000 62.8s Queue parallel
[ ] 941 0 0 941 / 1000 62.9s Queue parallel
[ ] 943 0 0 943 / 1000 63.1s Queue parallel
[ ] 945 0 0 945 / 1000 63.3s Queue parallel
[ ] 947 0 0 947 / 1000 63.4s Queue parallel
[ ] 949 0 0 949 / 1000 63.5s Queue parallel
[ ] 950 0 0 950 / 1000 63.7s Queue parallel
[ ] 952 0 0 952 / 1000 64.0s Queue parallel
[ ] 954 0 0 954 / 1000 64.2s Queue parallel
[ ] 955 0 0 955 / 1000 64.3s Queue parallel
[ ] 956 0 0 956 / 1000 64.6s Queue parallel
[ ] 957 0 0 957 / 1000 64.8s Queue parallel
[ ] 958 0 0 958 / 1000 64.9s Queue parallel
[ ] 960 0 0 960 / 1000 65.0s Queue parallel
[ ] 962 0 0 962 / 1000 65.1s Queue parallel
[ ] 964 0 0 964 / 1000 65.3s Queue parallel
[ ] 965 0 0 965 / 1000 65.6s Queue parallel
[ ] 967 0 0 967 / 1000 66.2s Queue parallel
[ ] 968 0 0 968 / 1000 66.6s Queue parallel
[ ] 969 0 0 969 / 1000 67.2s Queue parallel
[ ] 972 0 0 972 / 1000 67.3s Queue parallel
[ ] 976 0 0 976 / 1000 67.8s Queue parallel
[ ] 978 0 0 978 / 1000 68.0s Queue parallel
[ ] 980 0 0 980 / 1000 68.2s Queue parallel
[ ] 989 0 0 989 / 1000 68.3s Queue parallel
[ ] 995 0 0 995 / 1000 68.5s Queue parallel
[ ] 997 0 0 997 / 1000 68.8s Queue parallel
[✓] 1000 0 0 1000 / 1000 68.8s Queue parallel
- ================================================================================
- success (ran 2 tests)
- (cd _build/default/test/kcas_data && ./hashtbl_test_stm.exe)
-
random seed: 378949975
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Hashtbl sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl sequential
-
[ ] 0 0 0 0 / 1000 0.0s Hashtbl parallel
[ ] 1 0 0 1 / 1000 0.1s Hashtbl parallel
[ ] 7 0 0 7 / 1000 0.2s Hashtbl parallel
[ ] 14 0 0 14 / 1000 0.3s Hashtbl parallel
[ ] 16 0 0 16 / 1000 0.5s Hashtbl parallel
[ ] 20 0 0 20 / 1000 0.6s Hashtbl parallel
[ ] 25 0 0 25 / 1000 0.8s Hashtbl parallel
[ ] 31 0 0 31 / 1000 1.1s Hashtbl parallel
[ ] 37 0 0 37 / 1000 1.2s Hashtbl parallel
[ ] 40 0 0 40 / 1000 1.3s Hashtbl parallel
[ ] 42 0 0 42 / 1000 1.5s Hashtbl parallel
[ ] 47 0 0 47 / 1000 1.6s Hashtbl parallel
[ ] 49 0 0 49 / 1000 1.8s Hashtbl parallel
[ ] 57 0 0 57 / 1000 1.9s Hashtbl parallel
[ ] 63 0 0 63 / 1000 2.0s Hashtbl parallel
[ ] 66 0 0 66 / 1000 2.2s Hashtbl parallel
[ ] 72 0 0 72 / 1000 2.7s Hashtbl parallel
[ ] 76 0 0 76 / 1000 3.0s Hashtbl parallel
[ ] 79 0 0 79 / 1000 3.6s Hashtbl parallel
[ ] 81 0 0 81 / 1000 3.8s Hashtbl parallel
[ ] 82 0 0 82 / 1000 3.9s Hashtbl parallel
[ ] 85 0 0 85 / 1000 4.0s Hashtbl parallel
[ ] 88 0 0 88 / 1000 4.1s Hashtbl parallel
[ ] 91 0 0 91 / 1000 4.2s Hashtbl parallel
[ ] 92 0 0 92 / 1000 4.3s Hashtbl parallel
[ ] 94 0 0 94 / 1000 4.5s Hashtbl parallel
[ ] 95 0 0 95 / 1000 4.8s Hashtbl parallel
[ ] 97 0 0 97 / 1000 5.0s Hashtbl parallel
[ ] 98 0 0 98 / 1000 5.3s Hashtbl parallel
[ ] 99 0 0 99 / 1000 5.7s Hashtbl parallel
[ ] 100 0 0 100 / 1000 5.8s Hashtbl parallel
[ ] 102 0 0 102 / 1000 6.1s Hashtbl parallel
[ ] 103 0 0 103 / 1000 6.4s Hashtbl parallel
[ ] 104 0 0 104 / 1000 6.9s Hashtbl parallel
[ ] 105 0 0 105 / 1000 7.4s Hashtbl parallel
[ ] 106 0 0 106 / 1000 8.0s Hashtbl parallel
[ ] 107 0 0 107 / 1000 8.5s Hashtbl parallel
[ ] 108 0 0 108 / 1000 8.8s Hashtbl parallel
[ ] 109 0 0 109 / 1000 8.9s Hashtbl parallel
[ ] 110 0 0 110 / 1000 9.2s Hashtbl parallel
[ ] 111 0 0 111 / 1000 9.5s Hashtbl parallel
[ ] 112 0 0 112 / 1000 9.7s Hashtbl parallel
[ ] 113 0 0 113 / 1000 9.9s Hashtbl parallel
[ ] 114 0 0 114 / 1000 10.0s Hashtbl parallel
[ ] 115 0 0 115 / 1000 10.2s Hashtbl parallel
[ ] 116 0 0 116 / 1000 10.6s Hashtbl parallel
[ ] 117 0 0 117 / 1000 11.0s Hashtbl parallel
[ ] 118 0 0 118 / 1000 12.3s Hashtbl parallel
[ ] 119 0 0 119 / 1000 12.8s Hashtbl parallel
[ ] 120 0 0 120 / 1000 13.4s Hashtbl parallel
[ ] 121 0 0 121 / 1000 13.9s Hashtbl parallel
[ ] 122 0 0 122 / 1000 14.4s Hashtbl parallel
[ ] 124 0 0 124 / 1000 14.9s Hashtbl parallel
[ ] 125 0 0 125 / 1000 15.5s Hashtbl parallel
[ ] 126 0 0 126 / 1000 15.8s Hashtbl parallel
[ ] 127 0 0 127 / 1000 15.9s Hashtbl parallel
[ ] 129 0 0 129 / 1000 16.1s Hashtbl parallel
[ ] 130 0 0 130 / 1000 16.4s Hashtbl parallel
[ ] 131 0 0 131 / 1000 16.7s Hashtbl parallel
[ ] 132 0 0 132 / 1000 16.9s Hashtbl parallel
[ ] 133 0 0 133 / 1000 17.0s Hashtbl parallel
[ ] 134 0 0 134 / 1000 17.6s Hashtbl parallel
[ ] 135 0 0 135 / 1000 18.0s Hashtbl parallel
[ ] 136 0 0 136 / 1000 18.5s Hashtbl parallel
[ ] 137 0 0 137 / 1000 18.7s Hashtbl parallel
[ ] 141 0 0 141 / 1000 18.8s Hashtbl parallel
[ ] 143 0 0 143 / 1000 19.0s Hashtbl parallel
[ ] 148 0 0 148 / 1000 19.2s Hashtbl parallel
[ ] 152 0 0 152 / 1000 19.6s Hashtbl parallel
[ ] 156 0 0 156 / 1000 20.1s Hashtbl parallel
[ ] 159 0 0 159 / 1000 20.5s Hashtbl parallel
[ ] 161 0 0 161 / 1000 20.7s Hashtbl parallel
[ ] 163 0 0 163 / 1000 21.0s Hashtbl parallel
[ ] 171 0 0 171 / 1000 21.1s Hashtbl parallel
[ ] 177 0 0 177 / 1000 21.5s Hashtbl parallel
[ ] 180 0 0 180 / 1000 22.0s Hashtbl parallel
[ ] 182 0 0 182 / 1000 22.1s Hashtbl parallel
[ ] 187 0 0 187 / 1000 22.2s Hashtbl parallel
[ ] 193 0 0 193 / 1000 22.3s Hashtbl parallel
[ ] 200 0 0 200 / 1000 22.4s Hashtbl parallel
[ ] 204 0 0 204 / 1000 22.6s Hashtbl parallel
[ ] 213 0 0 213 / 1000 22.7s Hashtbl parallel
[ ] 219 0 0 219 / 1000 22.9s Hashtbl parallel
[ ] 220 0 0 220 / 1000 23.4s Hashtbl parallel
[ ] 225 0 0 225 / 1000 23.5s Hashtbl parallel
[ ] 234 0 0 234 / 1000 23.7s Hashtbl parallel
[ ] 235 0 0 235 / 1000 24.0s Hashtbl parallel
[ ] 241 0 0 241 / 1000 24.2s Hashtbl parallel
[ ] 248 0 0 248 / 1000 24.3s Hashtbl parallel
[ ] 256 0 0 256 / 1000 24.4s Hashtbl parallel
[ ] 261 0 0 261 / 1000 24.5s Hashtbl parallel
[ ] 263 0 0 263 / 1000 24.6s Hashtbl parallel
[ ] 265 0 0 265 / 1000 24.9s Hashtbl parallel
[ ] 266 0 0 266 / 1000 25.1s Hashtbl parallel
[ ] 267 0 0 267 / 1000 25.5s Hashtbl parallel
[ ] 272 0 0 272 / 1000 25.6s Hashtbl parallel
[ ] 277 0 0 277 / 1000 25.8s Hashtbl parallel
[ ] 280 0 0 280 / 1000 25.9s Hashtbl parallel
[ ] 285 0 0 285 / 1000 26.1s Hashtbl parallel
[ ] 286 0 0 286 / 1000 26.2s Hashtbl parallel
[ ] 291 0 0 291 / 1000 26.4s Hashtbl parallel
[ ] 295 0 0 295 / 1000 26.5s Hashtbl parallel
[ ] 297 0 0 297 / 1000 26.8s Hashtbl parallel
[ ] 302 0 0 302 / 1000 26.9s Hashtbl parallel
[ ] 304 0 0 304 / 1000 27.0s Hashtbl parallel
[ ] 305 0 0 305 / 1000 27.3s Hashtbl parallel
[ ] 306 0 0 306 / 1000 27.5s Hashtbl parallel
[ ] 307 0 0 307 / 1000 27.6s Hashtbl parallel
[ ] 309 0 0 309 / 1000 28.1s Hashtbl parallel
[ ] 314 0 0 314 / 1000 28.2s Hashtbl parallel
[ ] 317 0 0 317 / 1000 28.3s Hashtbl parallel
[ ] 320 0 0 320 / 1000 28.8s Hashtbl parallel
[ ] 323 0 0 323 / 1000 28.9s Hashtbl parallel
[ ] 327 0 0 327 / 1000 29.0s Hashtbl parallel
[ ] 329 0 0 329 / 1000 29.2s Hashtbl parallel
[ ] 331 0 0 331 / 1000 29.3s Hashtbl parallel
[ ] 332 0 0 332 / 1000 29.4s Hashtbl parallel
[ ] 334 0 0 334 / 1000 29.6s Hashtbl parallel
[ ] 336 0 0 336 / 1000 29.7s Hashtbl parallel
[ ] 337 0 0 337 / 1000 30.1s Hashtbl parallel
[ ] 338 0 0 338 / 1000 30.6s Hashtbl parallel
[ ] 341 0 0 341 / 1000 30.8s Hashtbl parallel
[ ] 342 0 0 342 / 1000 31.0s Hashtbl parallel
[ ] 346 0 0 346 / 1000 31.1s Hashtbl parallel
[ ] 354 0 0 354 / 1000 31.3s Hashtbl parallel
[ ] 363 0 0 363 / 1000 31.5s Hashtbl parallel
[ ] 369 0 0 369 / 1000 32.0s Hashtbl parallel
[ ] 370 0 0 370 / 1000 32.4s Hashtbl parallel
[ ] 373 0 0 373 / 1000 32.8s Hashtbl parallel
[ ] 381 0 0 381 / 1000 32.9s Hashtbl parallel
[ ] 384 0 0 384 / 1000 33.0s Hashtbl parallel
[ ] 385 0 0 385 / 1000 33.4s Hashtbl parallel
[ ] 388 0 0 388 / 1000 33.5s Hashtbl parallel
[ ] 393 0 0 393 / 1000 33.6s Hashtbl parallel
[ ] 394 0 0 394 / 1000 33.8s Hashtbl parallel
[ ] 396 0 0 396 / 1000 33.9s Hashtbl parallel
[ ] 398 0 0 398 / 1000 34.0s Hashtbl parallel
[ ] 402 0 0 402 / 1000 34.2s Hashtbl parallel
[ ] 403 0 0 403 / 1000 34.6s Hashtbl parallel
[ ] 407 0 0 407 / 1000 34.7s Hashtbl parallel
[ ] 411 0 0 411 / 1000 34.8s Hashtbl parallel
[ ] 413 0 0 413 / 1000 35.0s Hashtbl parallel
[ ] 415 0 0 415 / 1000 35.2s Hashtbl parallel
[ ] 416 0 0 416 / 1000 35.3s Hashtbl parallel
[ ] 418 0 0 418 / 1000 35.5s Hashtbl parallel
[ ] 424 0 0 424 / 1000 35.9s Hashtbl parallel
[ ] 425 0 0 425 / 1000 36.2s Hashtbl parallel
[ ] 432 0 0 432 / 1000 36.3s Hashtbl parallel
[ ] 436 0 0 436 / 1000 36.5s Hashtbl parallel
[ ] 444 0 0 444 / 1000 36.7s Hashtbl parallel
[ ] 445 0 0 445 / 1000 37.0s Hashtbl parallel
[ ] 451 0 0 451 / 1000 37.6s Hashtbl parallel
[ ] 453 0 0 453 / 1000 37.7s Hashtbl parallel
[ ] 454 0 0 454 / 1000 38.0s Hashtbl parallel
[ ] 455 0 0 455 / 1000 38.3s Hashtbl parallel
[ ] 465 0 0 465 / 1000 38.4s Hashtbl parallel
[ ] 467 0 0 467 / 1000 38.6s Hashtbl parallel
[ ] 477 0 0 477 / 1000 38.7s Hashtbl parallel
[ ] 482 0 0 482 / 1000 38.9s Hashtbl parallel
[ ] 484 0 0 484 / 1000 39.0s Hashtbl parallel
[ ] 490 0 0 490 / 1000 39.1s Hashtbl parallel
[ ] 498 0 0 498 / 1000 39.2s Hashtbl parallel
[ ] 504 0 0 504 / 1000 39.3s Hashtbl parallel
[ ] 512 0 0 512 / 1000 39.4s Hashtbl parallel
[ ] 514 0 0 514 / 1000 39.6s Hashtbl parallel
[ ] 519 0 0 519 / 1000 39.7s Hashtbl parallel
[ ] 524 0 0 524 / 1000 39.8s Hashtbl parallel
[ ] 526 0 0 526 / 1000 40.1s Hashtbl parallel
[ ] 530 0 0 530 / 1000 40.3s Hashtbl parallel
[ ] 533 0 0 533 / 1000 40.7s Hashtbl parallel
[ ] 540 0 0 540 / 1000 41.0s Hashtbl parallel
[ ] 548 0 0 548 / 1000 41.1s Hashtbl parallel
[ ] 554 0 0 554 / 1000 41.2s Hashtbl parallel
[ ] 560 0 0 560 / 1000 41.5s Hashtbl parallel
[ ] 561 0 0 561 / 1000 41.7s Hashtbl parallel
[ ] 571 0 0 571 / 1000 41.9s Hashtbl parallel
[ ] 576 0 0 576 / 1000 42.3s Hashtbl parallel
[ ] 583 0 0 583 / 1000 42.4s Hashtbl parallel
[ ] 588 0 0 588 / 1000 42.5s Hashtbl parallel
[ ] 590 0 0 590 / 1000 42.6s Hashtbl parallel
[ ] 597 0 0 597 / 1000 42.8s Hashtbl parallel
[ ] 598 0 0 598 / 1000 43.1s Hashtbl parallel
[ ] 604 0 0 604 / 1000 43.2s Hashtbl parallel
[ ] 606 0 0 606 / 1000 43.4s Hashtbl parallel
[ ] 609 0 0 609 / 1000 43.6s Hashtbl parallel
[ ] 610 0 0 610 / 1000 43.9s Hashtbl parallel
[ ] 611 0 0 611 / 1000 44.1s Hashtbl parallel
[ ] 620 0 0 620 / 1000 44.5s Hashtbl parallel
[ ] 627 0 0 627 / 1000 45.0s Hashtbl parallel
[ ] 637 0 0 637 / 1000 45.2s Hashtbl parallel
[ ] 647 0 0 647 / 1000 45.5s Hashtbl parallel
[ ] 649 0 0 649 / 1000 45.8s Hashtbl parallel
[ ] 654 0 0 654 / 1000 46.0s Hashtbl parallel
[ ] 656 0 0 656 / 1000 46.1s Hashtbl parallel
[ ] 662 0 0 662 / 1000 46.3s Hashtbl parallel
[ ] 665 0 0 665 / 1000 46.5s Hashtbl parallel
[ ] 671 0 0 671 / 1000 46.6s Hashtbl parallel
[ ] 676 0 0 676 / 1000 46.8s Hashtbl parallel
[ ] 685 0 0 685 / 1000 46.9s Hashtbl parallel
[ ] 690 0 0 690 / 1000 47.0s Hashtbl parallel
[ ] 692 0 0 692 / 1000 47.2s Hashtbl parallel
[ ] 700 0 0 700 / 1000 47.3s Hashtbl parallel
[ ] 705 0 0 705 / 1000 47.5s Hashtbl parallel
[ ] 706 0 0 706 / 1000 47.8s Hashtbl parallel
[ ] 716 0 0 716 / 1000 47.9s Hashtbl parallel
[ ] 719 0 0 719 / 1000 48.1s Hashtbl parallel
[ ] 724 0 0 724 / 1000 48.2s Hashtbl parallel
[ ] 725 0 0 725 / 1000 48.7s Hashtbl parallel
[ ] 728 0 0 728 / 1000 48.8s Hashtbl parallel
[ ] 731 0 0 731 / 1000 49.0s Hashtbl parallel
[ ] 735 0 0 735 / 1000 49.2s Hashtbl parallel
[ ] 736 0 0 736 / 1000 49.3s Hashtbl parallel
[ ] 738 0 0 738 / 1000 49.5s Hashtbl parallel
[ ] 742 0 0 742 / 1000 49.6s Hashtbl parallel
[ ] 744 0 0 744 / 1000 50.0s Hashtbl parallel
[ ] 749 0 0 749 / 1000 50.1s Hashtbl parallel
[ ] 751 0 0 751 / 1000 50.2s Hashtbl parallel
[ ] 752 0 0 752 / 1000 50.5s Hashtbl parallel
[ ] 753 0 0 753 / 1000 50.7s Hashtbl parallel
[ ] 755 0 0 755 / 1000 50.9s Hashtbl parallel
[ ] 756 0 0 756 / 1000 51.0s Hashtbl parallel
[ ] 757 0 0 757 / 1000 51.4s Hashtbl parallel
[ ] 761 0 0 761 / 1000 51.6s Hashtbl parallel
[ ] 762 0 0 762 / 1000 51.8s Hashtbl parallel
[ ] 766 0 0 766 / 1000 51.9s Hashtbl parallel
[ ] 774 0 0 774 / 1000 52.1s Hashtbl parallel
[ ] 777 0 0 777 / 1000 52.2s Hashtbl parallel
[ ] 781 0 0 781 / 1000 52.3s Hashtbl parallel
[ ] 784 0 0 784 / 1000 52.6s Hashtbl parallel
[ ] 785 0 0 785 / 1000 52.7s Hashtbl parallel
[ ] 788 0 0 788 / 1000 52.8s Hashtbl parallel
[ ] 791 0 0 791 / 1000 52.9s Hashtbl parallel
[ ] 793 0 0 793 / 1000 53.0s Hashtbl parallel
[ ] 796 0 0 796 / 1000 53.2s Hashtbl parallel
[ ] 802 0 0 802 / 1000 53.3s Hashtbl parallel
[ ] 803 0 0 803 / 1000 53.4s Hashtbl parallel
[ ] 807 0 0 807 / 1000 53.6s Hashtbl parallel
[ ] 809 0 0 809 / 1000 53.7s Hashtbl parallel
[ ] 810 0 0 810 / 1000 53.8s Hashtbl parallel
[ ] 811 0 0 811 / 1000 53.9s Hashtbl parallel
[ ] 814 0 0 814 / 1000 54.0s Hashtbl parallel
[ ] 819 0 0 819 / 1000 54.2s Hashtbl parallel
[ ] 825 0 0 825 / 1000 54.4s Hashtbl parallel
[ ] 830 0 0 830 / 1000 54.6s Hashtbl parallel
[ ] 835 0 0 835 / 1000 55.0s Hashtbl parallel
[ ] 841 0 0 841 / 1000 55.4s Hashtbl parallel
[ ] 844 0 0 844 / 1000 55.6s Hashtbl parallel
[ ] 850 0 0 850 / 1000 55.7s Hashtbl parallel
[ ] 857 0 0 857 / 1000 55.9s Hashtbl parallel
[ ] 860 0 0 860 / 1000 56.0s Hashtbl parallel
[ ] 865 0 0 865 / 1000 56.6s Hashtbl parallel
[ ] 868 0 0 868 / 1000 56.8s Hashtbl parallel
[ ] 871 0 0 871 / 1000 57.2s Hashtbl parallel
[ ] 872 0 0 872 / 1000 57.8s Hashtbl parallel
[ ] 873 0 0 873 / 1000 58.1s Hashtbl parallel
[ ] 874 0 0 874 / 1000 58.2s Hashtbl parallel
[ ] 877 0 0 877 / 1000 58.5s Hashtbl parallel
[ ] 880 0 0 880 / 1000 58.7s Hashtbl parallel
[ ] 881 0 0 881 / 1000 58.9s Hashtbl parallel
[ ] 883 0 0 883 / 1000 59.3s Hashtbl parallel
[ ] 884 0 0 884 / 1000 59.4s Hashtbl parallel
[ ] 885 0 0 885 / 1000 60.1s Hashtbl parallel
[ ] 886 0 0 886 / 1000 61.0s Hashtbl parallel
[ ] 887 0 0 887 / 1000 61.5s Hashtbl parallel
[ ] 888 0 0 888 / 1000 61.8s Hashtbl parallel
[ ] 889 0 0 889 / 1000 62.1s Hashtbl parallel
[ ] 890 0 0 890 / 1000 62.5s Hashtbl parallel
[ ] 891 0 0 891 / 1000 62.7s Hashtbl parallel
[ ] 892 0 0 892 / 1000 62.9s Hashtbl parallel
[ ] 893 0 0 893 / 1000 63.3s Hashtbl parallel
[ ] 895 0 0 895 / 1000 63.4s Hashtbl parallel
[ ] 897 0 0 897 / 1000 63.6s Hashtbl parallel
[ ] 898 0 0 898 / 1000 64.1s Hashtbl parallel
[ ] 900 0 0 900 / 1000 64.5s Hashtbl parallel
[ ] 901 0 0 901 / 1000 64.7s Hashtbl parallel
[ ] 902 0 0 902 / 1000 64.8s Hashtbl parallel
[ ] 904 0 0 904 / 1000 64.9s Hashtbl parallel
[ ] 905 0 0 905 / 1000 65.1s Hashtbl parallel
[ ] 906 0 0 906 / 1000 65.3s Hashtbl parallel
[ ] 908 0 0 908 / 1000 65.6s Hashtbl parallel
[ ] 909 0 0 909 / 1000 66.1s Hashtbl parallel
[ ] 910 0 0 910 / 1000 66.5s Hashtbl parallel
[ ] 912 0 0 912 / 1000 67.2s Hashtbl parallel
[ ] 916 0 0 916 / 1000 67.4s Hashtbl parallel
[ ] 917 0 0 917 / 1000 67.5s Hashtbl parallel
[ ] 921 0 0 921 / 1000 67.6s Hashtbl parallel
[ ] 926 0 0 926 / 1000 67.7s Hashtbl parallel
[ ] 931 0 0 931 / 1000 67.9s Hashtbl parallel
[ ] 933 0 0 933 / 1000 68.0s Hashtbl parallel
[ ] 942 0 0 942 / 1000 68.1s Hashtbl parallel
[ ] 945 0 0 945 / 1000 68.2s Hashtbl parallel
[ ] 946 0 0 946 / 1000 68.4s Hashtbl parallel
[ ] 952 0 0 952 / 1000 68.8s Hashtbl parallel
[ ] 953 0 0 953 / 1000 69.2s Hashtbl parallel
[ ] 962 0 0 962 / 1000 69.3s Hashtbl parallel
[ ] 967 0 0 967 / 1000 69.4s Hashtbl parallel
[ ] 968 0 0 968 / 1000 69.6s Hashtbl parallel
[ ] 977 0 0 977 / 1000 69.7s Hashtbl parallel
[ ] 980 0 0 980 / 1000 69.9s Hashtbl parallel
[ ] 983 0 0 983 / 1000 70.1s Hashtbl parallel
[ ] 990 0 0 990 / 1000 70.2s Hashtbl parallel
[ ] 994 0 0 994 / 1000 70.3s Hashtbl parallel
[ ] 1000 0 0 1000 / 1000 70.6s Hashtbl parallel
[✓] 1000 0 0 1000 / 1000 70.6s Hashtbl parallel
- ================================================================================
- success (ran 2 tests)
- (cd _build/default/test/kcas_data && ./linearizable_chaining_example.exe)
-
random seed: 294226347
- generated error fail pass / total time test name
-
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl_with_order sequential
-
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order parallel
[ ] 2 0 0 2 / 1000 0.7s Hashtbl_with_order parallel
[ ] 5 0 0 5 / 1000 0.9s Hashtbl_with_order parallel
[ ] 7 0 0 7 / 1000 1.2s Hashtbl_with_order parallel
[ ] 10 0 0 10 / 1000 1.3s Hashtbl_with_order parallel
[ ] 13 0 0 13 / 1000 1.5s Hashtbl_with_order parallel
[ ] 14 0 0 14 / 1000 1.7s Hashtbl_with_order parallel
[ ] 17 0 0 17 / 1000 1.9s Hashtbl_with_order parallel
[ ] 21 0 0 21 / 1000 2.1s Hashtbl_with_order parallel
[ ] 23 0 0 23 / 1000 2.2s Hashtbl_with_order parallel
[ ] 24 0 0 24 / 1000 2.5s Hashtbl_with_order parallel
[ ] 31 0 0 31 / 1000 2.6s Hashtbl_with_order parallel
[ ] 35 0 0 35 / 1000 2.8s Hashtbl_with_order parallel
[ ] 40 0 0 40 / 1000 3.0s Hashtbl_with_order parallel
[ ] 42 0 0 42 / 1000 3.6s Hashtbl_with_order parallel
[ ] 45 0 0 45 / 1000 3.8s Hashtbl_with_order parallel
[ ] 46 0 0 46 / 1000 4.6s Hashtbl_with_order parallel
[ ] 47 0 0 47 / 1000 4.8s Hashtbl_with_order parallel
[ ] 49 0 0 49 / 1000 5.0s Hashtbl_with_order parallel
[ ] 50 0 0 50 / 1000 5.2s Hashtbl_with_order parallel
[ ] 51 0 0 51 / 1000 5.5s Hashtbl_with_order parallel
[ ] 52 0 0 52 / 1000 5.7s Hashtbl_with_order parallel
[ ] 53 0 0 53 / 1000 6.8s Hashtbl_with_order parallel
[ ] 54 0 0 54 / 1000 7.2s Hashtbl_with_order parallel
[ ] 55 0 0 55 / 1000 8.2s Hashtbl_with_order parallel
[ ] 56 0 0 56 / 1000 8.6s Hashtbl_with_order parallel
[ ] 57 0 0 57 / 1000 9.6s Hashtbl_with_order parallel
[ ] 58 0 0 58 / 1000 9.9s Hashtbl_with_order parallel
[ ] 59 0 0 59 / 1000 10.1s Hashtbl_with_order parallel
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[✓] 1000 0 0 1000 / 1000 82.6s Hashtbl_with_order parallel
- ================================================================================
- success (ran 2 tests)
[ERROR] The compilation of kcas_data.0.7.0 failed at "dune build -p kcas_data -j 71 @install @runtest".
#=== ERROR while compiling kcas_data.0.7.0 ====================================#
# context 2.5.0 | linux/x86_64 | ocaml-base-compiler.5.4.0 | file:///home/opam/opam-repository
# path ~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0
# command ~/.opam/opam-init/hooks/sandbox.sh build dune build -p kcas_data -j 71 @install @runtest
# exit-code 1
# env-file ~/.opam/log/kcas_data-7-77a57e.env
# output-file ~/.opam/log/kcas_data-7-77a57e.out
### output ###
# (cd _build/default/test/kcas_data && ./lru_cache_example.exe)
# LRU Cache OK!
# (cd _build/default/test/kcas_data && ./dllist_test.exe)
# Testing `Dllist'.
# This run has ID `OVGMGNQP'.
#
# [OK] basics 0
# [OK] add 0
# [OK] move 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Dllist'.
# Test Successful in 0.000s. 3 tests run.
# (cd _build/default/test/kcas_data && ./xt_test.exe)
# Testing `Transactions'.
# This run has ID `QD59JD48'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Transactions'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./mvar_test.exe)
# Testing `Mvar'.
# This run has ID `84Y06XFL'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Mvar'.
# Test Successful in 0.001s. 1 test run.
# (cd _build/default/test/kcas_data && ./queue_test.exe)
# Testing `Queue'.
# This run has ID `5LN1S9UR'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Queue'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./stack_test.exe)
# Testing `Stack'.
# This run has ID `QHW7TE4V'.
#
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Stack'.
# Test Successful in 0.000s. 1 test run.
# (cd _build/default/test/kcas_data && ./hashtbl_test.exe)
# Testing `Hashtbl'.
# This run has ID `H8QX4JDH'.
#
# [OK] replace and remove 0
# [OK] large tx 0
# [OK] large ops 0
# [OK] basics 0
#
# Full test results in `~/.opam/5.4/.opam-switch/build/kcas_data.0.7.0/_build/default/test/kcas_data/_build/_tests/Hashtbl'.
# Test Successful in 0.044s. 4 tests run.
# File "doc/scheduler-interop.md", line 1, characters 0-0:
# /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/doc/scheduler-interop.md _build/default/doc/.mdx/scheduler-interop.md.corrected
# diff --git a/_build/default/doc/scheduler-interop.md b/_build/default/doc/.mdx/scheduler-interop.md.corrected
# index 39bb662..a4af124 100644
# --- a/_build/default/doc/scheduler-interop.md
# +++ b/_build/default/doc/.mdx/scheduler-interop.md.corrected
# @@ -131,7 +131,7 @@ state in between, and then returns their sum:
#
# ```ocaml
# # let state = Loc.make 0
# -val state : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val state : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# # let sync_to target =
# state
# |> Loc.get_as @@ fun current ->
# File "README.md", line 1, characters 0-0:
# /usr/bin/git --no-pager diff --no-index --color=always -u _build/default/README.md _build/default/.mdx/README.md.corrected
# diff --git a/_build/default/README.md b/_build/default/.mdx/README.md.corrected
# index 5071b54..4ff5c86 100644
# --- a/_build/default/README.md
# +++ b/_build/default/.mdx/README.md.corrected
# @@ -116,9 +116,9 @@ one first creates shared memory locations:
# # let a = Loc.make 0
# and b = Loc.make 0
# and x = Loc.make 0
# -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val x : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val x : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# One can then manipulate the locations individually:
# @@ -302,7 +302,7 @@ transactions to `push` and `try_pop` elements:
#
# ```ocaml
# # let a_stack : int stack = stack ()
# -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # Xt.commit { tx = push a_stack 101 }
# - : unit = ()
# @@ -421,8 +421,8 @@ transactions to `enqueue` and `try_dequeue` elements:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
#
# # Xt.commit { tx = enqueue a_queue 76 }
# - : unit = ()
# @@ -537,12 +537,12 @@ To test them out, let's create a fresh stack and a queue
#
# ```ocaml
# # let a_stack : int stack = stack ()
# -val a_stack : int stack = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int stack = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {front = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - back = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {front = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + back = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# ```
#
# and then spawn a domain that tries to atomically both pop and dequeue:
# @@ -766,7 +766,7 @@ and create a leftist heap:
# ```ocaml
# # let a_heap : int leftist Loc.t = leftist ()
# val a_heap : int leftist Loc.t =
# - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# + Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# To populate the heap we need to define a transaction passing function and pass
# @@ -1025,8 +1025,8 @@ We can then test that the cache works as expected:
# ```ocaml
# # let a_cache : (int, string) cache = cache 2
# val a_cache : (int, string) cache =
# - {space = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - table = <abstr>; order = <abstr>}
# + {space = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; table = <abstr>;
# + order = <abstr>}
#
# # Xt.commit { tx = set_blocking a_cache 101 "basics" }
# - : unit = ()
# @@ -1274,8 +1274,7 @@ Consider the following example of computing the size of a stack:
#
# ```ocaml
# # let a_stack = Loc.make [2; 3]
# -val a_stack : int list Loc.t =
# - Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a_stack : int list Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
#
# # let n_elems =
# let tx ~xt =
# @@ -1442,8 +1441,7 @@ Using the Michael-Scott style queue is as easy as any other transactional queue:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - tail = <abstr>}
# + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}; tail = <abstr>}
#
# # Xt.commit { tx = enqueue a_queue 19 }
# - : unit = ()
# @@ -1895,10 +1893,10 @@ for hash tables, we are ready to take it out for a spin:
# ```ocaml
# # let a_hashtbl : (string, int) hashtbl = hashtbl ()
# val a_hashtbl : (string, int) hashtbl =
# - {pending = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + {pending = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# basic =
# - {size = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - data = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
# + {size = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + data = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}}
#
# # let assoc = [
# ("Intro", 101);
# @@ -2014,8 +2012,8 @@ in the earlier example:
# ```ocaml
# # let a_queue : int queue = queue ()
# val a_queue : int queue =
# - {head = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# - tail = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
# + {head = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>};
# + tail = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}}
#
# # let counter = ref 1_000
# val counter : int ref = {contents = 1000}
# @@ -2070,8 +2068,8 @@ locations. Let's just create two locations `a` and `b`:
#
# ```ocaml
# # let a = Loc.make 0 and b = Loc.make 0
# -val a : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# -val b : int Loc.t = Kcas.Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val a : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# +val b : int Loc.t = Loc.Loc {Kcas.Loc.state = <poly>; id = <poly>}
# ```
#
# And create a helper that spawns a domain that repeatedly increments `a` and
# (cd _build/default/bench && ./main.exe)
# {
# "results": [
# {
# "name": "Atomic",
# "metrics": [
# {
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# "value": 4.273599600000001,
# "units": "ns",
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# "#best": 15.519726,
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# "#best": 61.635743603195984,
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# "name": "time per op/swap",
# "value": 27.388967,
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# "#sd": 1210.2754283579575,
# "#runs": 7
# },
# {
# "name": "messages over time/2 nb adders, 2 takers",
# "value": 2.2629365491713425,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of messages processed",
# "#best": 5.861845275480203,
# "#mean": 2.6896579040599016,
# "#median": 2.2629365491713425,
# "#sd": 1.6586106779426535,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Ref with Mutex",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 155.98425200000003,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 91.74869200000001,
# "#mean": 138.34235142857142,
# "#median": 155.98425200000003,
# "#sd": 34.32019478906983,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 6.410903582753981,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.899337943695153,
# "#mean": 7.744700223626999,
# "#median": 6.410903582753981,
# "#sd": 2.1011241328191397,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 93.946724,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 91.94162,
# "#mean": 93.46022800000001,
# "#median": 93.946724,
# "#sd": 0.9744306668737424,
# "#runs": 7
# },
# {
# "name": "ops over time/incr",
# "value": 10.644330716630416,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.876467045066207,
# "#mean": 10.700904912897707,
# "#median": 10.644330716630416,
# "#sd": 0.11187646855267723,
# "#runs": 7
# },
# {
# "name": "time per op/push & pop",
# "value": 108.66287600000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 107.58176800000001,
# "#mean": 108.602788,
# "#median": 108.66287600000001,
# "#sd": 0.5341113300748144,
# "#runs": 7
# },
# {
# "name": "ops over time/push & pop",
# "value": 9.20277501213938,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 9.295255307572189,
# "#mean": 9.208089998345711,
# "#median": 9.20277501213938,
# "#sd": 0.04539576006775365,
# "#runs": 7
# },
# {
# "name": "time per op/cas int",
# "value": 95.644716,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 94.614768,
# "#mean": 95.45009885714286,
# "#median": 95.644716,
# "#sd": 0.5857864886417825,
# "#runs": 7
# },
# {
# "name": "ops over time/cas int",
# "value": 10.455360649510423,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 10.569174571140945,
# "#mean": 10.477073597817482,
# "#median": 10.455360649510423,
# "#sd": 0.06437644675954016,
# "#runs": 7
# },
# {
# "name": "time per op/xchg int",
# "value": 93.18047199999999,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 89.94531600000001,
# "#mean": 92.72563542857141,
# "#median": 93.18047199999999,
# "#sd": 2.0447930644454564,
# "#runs": 7
# },
# {
# "name": "ops over time/xchg int",
# "value": 10.731862358456395,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 11.117866326691207,
# "#mean": 10.789771125873996,
# "#median": 10.731862358456395,
# "#sd": 0.238859818654205,
# "#runs": 7
# },
# {
# "name": "time per op/swap",
# "value": 84.93246000000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 77.785596,
# "#mean": 89.85040742857143,
# "#median": 84.93246000000001,
# "#sd": 10.818441577823872,
# "#runs": 7
# },
# {
# "name": "ops over time/swap",
# "value": 11.774061413033367,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 12.855850587041848,
# "#mean": 11.290376227828862,
# "#median": 11.774061413033367,
# "#sd": 1.336790275101586,
# "#runs": 7
# }
# ]
# },
# {
# "name": "Ref with [@poll error]",
# "metrics": [
# {
# "name": "time per op/get",
# "value": 2.6902366,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 2.5754742,
# "#mean": 2.678328714285714,
# "#median": 2.6902366,
# "#sd": 0.06893506581031641,
# "#runs": 7
# },
# {
# "name": "ops over time/get",
# "value": 371.71451760042214,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 388.2780110940347,
# "#mean": 373.61868567771535,
# "#median": 371.71451760042214,
# "#sd": 9.773408643518765,
# "#runs": 7
# },
# {
# "name": "time per op/incr",
# "value": 4.597198000000001,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 4.552694000000001,
# "#mean": 4.599982000000001,
# "#median": 4.597198000000001,
# "#sd": 0.0319172305458084,
# "#runs": 7
# },
# {
# "name": "ops over time/incr",
# "value": 217.52380471756925,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 219.65016757111283,
# "#mean": 217.40261144079017,
# "#median": 217.52380471756925,
# "#sd": 1.5070319041548492,
# "#runs": 7
# },
# {
# "name": "time per op/push & pop",
# "value": 34.666857,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 32.857194,
# "#mean": 34.56745957142857,
# "#median": 34.666857,
# "#sd": 0.7887386337998999,
# "#runs": 7
# },
# {
# "name": "ops over time/push & pop",
# "value": 28.845995470544096,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 30.43473523636863,
# "#mean": 28.944427088352047,
# "#median": 28.845995470544096,
# "#sd": 0.6788983884425102,
# "#runs": 7
# },
# {
# "name": "time per op/cas int",
# "value": 11.310846000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 9.648654000000001,
# "#mean": 11.073848285714286,
# "#median": 11.310846000000002,
# "#sd": 0.5901737807192806,
# "#runs": 7
# },
# {
# "name": "ops over time/cas int",
# "value": 88.41071658123538,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 103.64139910084866,
# "#mean": 90.58975863857158,
# "#median": 88.41071658123538,
# "#sd": 5.385011332955498,
# "#runs": 7
# },
# {
# "name": "time per op/xchg int",
# "value": 11.790248000000002,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 11.681198,
# "#mean": 11.783006857142857,
# "#median": 11.790248000000002,
# "#sd": 0.06901490624791247,
# "#runs": 7
# },
# {
# "name": "ops over time/xchg int",
# "value": 84.81585798704148,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 85.60765770771114,
# "#mean": 84.87089652444999,
# "#median": 84.81585798704148,
# "#sd": 0.4978063281501115,
# "#runs": 7
# },
# {
# "name": "time per op/swap",
# "value": 19.475683,
# "units": "ns",
# "trend": "lower-is-better",
# "description": "Time to process one op",
# "#best": 17.378551,
# "#mean": 19.12835328571429,
# "#median": 19.475683,
# "#sd": 0.9615771603507457,
# "#runs": 7
# },
# {
# "name": "ops over time/swap",
# "value": 51.34608116182626,
# "units": "M/s",
# "trend": "higher-is-better",
# "description": "Total number of ops processed",
# "#best": 57.542196699828416,
# "#mean": 52.41393398787476,
# "#median": 51.34608116182626,
# "#sd": 2.7000734891829907,
# "#runs": 7
# }
# ]
# }
# ]
# }
# (cd _build/default/test/kcas_data && ./accumulator_test_stm.exe)
#
random seed: 427738406
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Accumulator sequential
[✓] 1000 0 0 1000 / 1000 0.0s Accumulator sequential
#
[ ] 0 0 0 0 / 1000 0.0s Accumulator parallel
[ ] 2 0 0 2 / 1000 0.2s Accumulator parallel
[ ] 3 0 0 3 / 1000 0.3s Accumulator parallel
[ ] 9 0 0 9 / 1000 0.5s Accumulator parallel
[ ] 15 0 0 15 / 1000 0.6s Accumulator parallel
[ ] 19 0 0 19 / 1000 0.7s Accumulator parallel
[ ] 25 0 0 25 / 1000 0.9s Accumulator parallel
[ ] 30 0 0 30 / 1000 1.0s Accumulator parallel
[ ] 37 0 0 37 / 1000 1.2s Accumulator parallel
[ ] 41 0 0 41 / 1000 1.3s Accumulator parallel
[ ] 43 0 0 43 / 1000 1.4s Accumulator parallel
[ ] 47 0 0 47 / 1000 1.6s Accumulator parallel
[ ] 50 0 0 50 / 1000 1.7s Accumulator parallel
[ ] 58 0 0 58 / 1000 1.8s Accumulator parallel
[ ] 59 0 0 59 / 1000 1.9s Accumulator parallel
[ ] 63 0 0 63 / 1000 2.1s Accumulator parallel
[ ] 70 0 0 70 / 1000 2.3s Accumulator parallel
[ ] 79 0 0 79 / 1000 2.4s Accumulator parallel
[ ] 87 0 0 87 / 1000 2.5s Accumulator parallel
[ ] 90 0 0 90 / 1000 2.6s Accumulator parallel
[ ] 93 0 0 93 / 1000 2.8s Accumulator parallel
[ ] 97 0 0 97 / 1000 2.9s Accumulator parallel
[ ] 102 0 0 102 / 1000 3.2s Accumulator parallel
[ ] 104 0 0 104 / 1000 3.3s Accumulator parallel
[ ] 106 0 0 106 / 1000 3.4s Accumulator parallel
[ ] 108 0 0 108 / 1000 3.7s Accumulator parallel
[ ] 110 0 0 110 / 1000 3.8s Accumulator parallel
[ ] 111 0 0 111 / 1000 3.9s Accumulator parallel
[ ] 113 0 0 113 / 1000 4.0s Accumulator parallel
[ ] 114 0 0 114 / 1000 4.1s Accumulator parallel
[ ] 118 0 0 118 / 1000 4.3s Accumulator parallel
[ ] 120 0 0 120 / 1000 4.5s Accumulator parallel
[ ] 122 0 0 122 / 1000 4.6s Accumulator parallel
[ ] 124 0 0 124 / 1000 4.8s Accumulator parallel
[ ] 125 0 0 125 / 1000 4.9s Accumulator parallel
[ ] 126 0 0 126 / 1000 5.1s Accumulator parallel
[ ] 127 0 0 127 / 1000 5.2s Accumulator parallel
[ ] 128 0 0 128 / 1000 5.4s Accumulator parallel
[ ] 129 0 0 129 / 1000 5.8s Accumulator parallel
[ ] 131 0 0 131 / 1000 5.9s Accumulator parallel
[ ] 132 0 0 132 / 1000 6.4s Accumulator parallel
[ ] 133 0 0 133 / 1000 6.8s Accumulator parallel
[ ] 134 0 0 134 / 1000 7.4s Accumulator parallel
[ ] 135 0 0 135 / 1000 8.1s Accumulator parallel
[ ] 136 0 0 136 / 1000 8.5s Accumulator parallel
[ ] 137 0 0 137 / 1000 9.0s Accumulator parallel
[ ] 138 0 0 138 / 1000 9.5s Accumulator parallel
[ ] 139 0 0 139 / 1000 9.8s Accumulator parallel
[ ] 140 0 0 140 / 1000 10.0s Accumulator parallel
[ ] 141 0 0 141 / 1000 11.0s Accumulator parallel
[ ] 142 0 0 142 / 1000 11.4s Accumulator parallel
[ ] 143 0 0 143 / 1000 11.9s Accumulator parallel
[ ] 144 0 0 144 / 1000 12.3s Accumulator parallel
[ ] 145 0 0 145 / 1000 12.8s Accumulator parallel
[ ] 146 0 0 146 / 1000 13.3s Accumulator parallel
[ ] 147 0 0 147 / 1000 13.6s Accumulator parallel
[ ] 148 0 0 148 / 1000 14.2s Accumulator parallel
[ ] 150 0 0 150 / 1000 14.5s Accumulator parallel
[ ] 151 0 0 151 / 1000 14.6s Accumulator parallel
[ ] 152 0 0 152 / 1000 14.9s Accumulator parallel
[ ] 153 0 0 153 / 1000 15.5s Accumulator parallel
[ ] 154 0 0 154 / 1000 15.9s Accumulator parallel
[ ] 155 0 0 155 / 1000 16.0s Accumulator parallel
[ ] 158 0 0 158 / 1000 16.1s Accumulator parallel
[ ] 159 0 0 159 / 1000 16.4s Accumulator parallel
[ ] 160 0 0 160 / 1000 16.7s Accumulator parallel
[ ] 161 0 0 161 / 1000 16.9s Accumulator parallel
[ ] 163 0 0 163 / 1000 17.2s Accumulator parallel
[ ] 166 0 0 166 / 1000 17.5s Accumulator parallel
[ ] 167 0 0 167 / 1000 17.9s Accumulator parallel
[ ] 168 0 0 168 / 1000 18.2s Accumulator parallel
[ ] 169 0 0 169 / 1000 18.7s Accumulator parallel
[ ] 174 0 0 174 / 1000 18.9s Accumulator parallel
[ ] 175 0 0 175 / 1000 19.2s Accumulator parallel
[ ] 182 0 0 182 / 1000 19.3s Accumulator parallel
[ ] 190 0 0 190 / 1000 19.4s Accumulator parallel
[ ] 193 0 0 193 / 1000 19.5s Accumulator parallel
[ ] 195 0 0 195 / 1000 19.6s Accumulator parallel
[ ] 200 0 0 200 / 1000 19.8s Accumulator parallel
[ ] 211 0 0 211 / 1000 20.0s Accumulator parallel
[ ] 216 0 0 216 / 1000 20.1s Accumulator parallel
[ ] 217 0 0 217 / 1000 20.3s Accumulator parallel
[ ] 219 0 0 219 / 1000 20.4s Accumulator parallel
[ ] 224 0 0 224 / 1000 20.5s Accumulator parallel
[ ] 226 0 0 226 / 1000 20.8s Accumulator parallel
[ ] 228 0 0 228 / 1000 20.9s Accumulator parallel
[ ] 238 0 0 238 / 1000 21.2s Accumulator parallel
[ ] 241 0 0 241 / 1000 21.3s Accumulator parallel
[ ] 242 0 0 242 / 1000 21.5s Accumulator parallel
[ ] 247 0 0 247 / 1000 21.8s Accumulator parallel
[ ] 248 0 0 248 / 1000 22.1s Accumulator parallel
[ ] 249 0 0 249 / 1000 22.2s Accumulator parallel
[ ] 251 0 0 251 / 1000 22.4s Accumulator parallel
[ ] 260 0 0 260 / 1000 22.5s Accumulator parallel
[ ] 262 0 0 262 / 1000 22.6s Accumulator parallel
[ ] 269 0 0 269 / 1000 22.8s Accumulator parallel
[ ] 278 0 0 278 / 1000 23.2s Accumulator parallel
[ ] 281 0 0 281 / 1000 23.5s Accumulator parallel
[ ] 286 0 0 286 / 1000 23.7s Accumulator parallel
[ ] 289 0 0 289 / 1000 23.8s Accumulator parallel
[ ] 292 0 0 292 / 1000 23.9s Accumulator parallel
[ ] 300 0 0 300 / 1000 24.0s Accumulator parallel
[ ] 301 0 0 301 / 1000 24.3s Accumulator parallel
[ ] 304 0 0 304 / 1000 24.7s Accumulator parallel
[ ] 306 0 0 306 / 1000 25.0s Accumulator parallel
[ ] 316 0 0 316 / 1000 25.1s Accumulator parallel
[ ] 323 0 0 323 / 1000 25.2s Accumulator parallel
[ ] 327 0 0 327 / 1000 25.3s Accumulator parallel
[ ] 329 0 0 329 / 1000 25.5s Accumulator parallel
[ ] 331 0 0 331 / 1000 25.7s Accumulator parallel
[ ] 333 0 0 333 / 1000 25.9s Accumulator parallel
[ ] 335 0 0 335 / 1000 26.3s Accumulator parallel
[ ] 339 0 0 339 / 1000 26.4s Accumulator parallel
[ ] 347 0 0 347 / 1000 26.7s Accumulator parallel
[ ] 351 0 0 351 / 1000 26.8s Accumulator parallel
[ ] 356 0 0 356 / 1000 26.9s Accumulator parallel
[ ] 361 0 0 361 / 1000 27.1s Accumulator parallel
[ ] 364 0 0 364 / 1000 27.2s Accumulator parallel
[ ] 366 0 0 366 / 1000 27.4s Accumulator parallel
[ ] 367 0 0 367 / 1000 27.6s Accumulator parallel
[ ] 368 0 0 368 / 1000 27.8s Accumulator parallel
[ ] 370 0 0 370 / 1000 28.0s Accumulator parallel
[ ] 374 0 0 374 / 1000 28.2s Accumulator parallel
[ ] 378 0 0 378 / 1000 28.3s Accumulator parallel
[ ] 385 0 0 385 / 1000 28.4s Accumulator parallel
[ ] 389 0 0 389 / 1000 28.6s Accumulator parallel
[ ] 390 0 0 390 / 1000 28.7s Accumulator parallel
[ ] 393 0 0 393 / 1000 29.2s Accumulator parallel
[ ] 396 0 0 396 / 1000 29.3s Accumulator parallel
[ ] 398 0 0 398 / 1000 29.6s Accumulator parallel
[ ] 400 0 0 400 / 1000 29.7s Accumulator parallel
[ ] 403 0 0 403 / 1000 29.9s Accumulator parallel
[ ] 406 0 0 406 / 1000 30.0s Accumulator parallel
[ ] 410 0 0 410 / 1000 30.2s Accumulator parallel
[ ] 416 0 0 416 / 1000 30.3s Accumulator parallel
[ ] 423 0 0 423 / 1000 30.5s Accumulator parallel
[ ] 424 0 0 424 / 1000 30.7s Accumulator parallel
[ ] 425 0 0 425 / 1000 30.8s Accumulator parallel
[ ] 428 0 0 428 / 1000 30.9s Accumulator parallel
[ ] 429 0 0 429 / 1000 31.1s Accumulator parallel
[ ] 430 0 0 430 / 1000 31.3s Accumulator parallel
[ ] 437 0 0 437 / 1000 31.4s Accumulator parallel
[ ] 442 0 0 442 / 1000 31.8s Accumulator parallel
[ ] 450 0 0 450 / 1000 31.9s Accumulator parallel
[ ] 456 0 0 456 / 1000 32.3s Accumulator parallel
[ ] 458 0 0 458 / 1000 32.4s Accumulator parallel
[ ] 459 0 0 459 / 1000 32.6s Accumulator parallel
[ ] 465 0 0 465 / 1000 32.7s Accumulator parallel
[ ] 467 0 0 467 / 1000 32.9s Accumulator parallel
[ ] 475 0 0 475 / 1000 33.0s Accumulator parallel
[ ] 478 0 0 478 / 1000 33.2s Accumulator parallel
[ ] 479 0 0 479 / 1000 33.4s Accumulator parallel
[ ] 481 0 0 481 / 1000 33.7s Accumulator parallel
[ ] 482 0 0 482 / 1000 34.0s Accumulator parallel
[ ] 484 0 0 484 / 1000 34.2s Accumulator parallel
[ ] 486 0 0 486 / 1000 34.6s Accumulator parallel
[ ] 487 0 0 487 / 1000 34.7s Accumulator parallel
[ ] 492 0 0 492 / 1000 34.8s Accumulator parallel
[ ] 496 0 0 496 / 1000 34.9s Accumulator parallel
[ ] 501 0 0 501 / 1000 35.1s Accumulator parallel
[ ] 511 0 0 511 / 1000 35.2s Accumulator parallel
[ ] 514 0 0 514 / 1000 35.3s Accumulator parallel
[ ] 517 0 0 517 / 1000 35.5s Accumulator parallel
[ ] 518 0 0 518 / 1000 35.7s Accumulator parallel
[ ] 524 0 0 524 / 1000 35.8s Accumulator parallel
[ ] 531 0 0 531 / 1000 36.0s Accumulator parallel
[ ] 537 0 0 537 / 1000 36.2s Accumulator parallel
[ ] 545 0 0 545 / 1000 36.3s Accumulator parallel
[ ] 547 0 0 547 / 1000 36.4s Accumulator parallel
[ ] 553 0 0 553 / 1000 36.5s Accumulator parallel
[ ] 561 0 0 561 / 1000 36.6s Accumulator parallel
[ ] 566 0 0 566 / 1000 36.9s Accumulator parallel
[ ] 571 0 0 571 / 1000 37.2s Accumulator parallel
[ ] 573 0 0 573 / 1000 37.4s Accumulator parallel
[ ] 580 0 0 580 / 1000 37.5s Accumulator parallel
[ ] 581 0 0 581 / 1000 37.9s Accumulator parallel
[ ] 582 0 0 582 / 1000 38.0s Accumulator parallel
[ ] 583 0 0 583 / 1000 38.2s Accumulator parallel
[ ] 586 0 0 586 / 1000 38.3s Accumulator parallel
[ ] 588 0 0 588 / 1000 38.6s Accumulator parallel
[ ] 597 0 0 597 / 1000 38.7s Accumulator parallel
[ ] 605 0 0 605 / 1000 39.2s Accumulator parallel
[ ] 607 0 0 607 / 1000 39.3s Accumulator parallel
[ ] 609 0 0 609 / 1000 39.5s Accumulator parallel
[ ] 614 0 0 614 / 1000 39.7s Accumulator parallel
[ ] 616 0 0 616 / 1000 39.9s Accumulator parallel
[ ] 620 0 0 620 / 1000 40.3s Accumulator parallel
[ ] 625 0 0 625 / 1000 40.5s Accumulator parallel
[ ] 627 0 0 627 / 1000 40.6s Accumulator parallel
[ ] 629 0 0 629 / 1000 40.7s Accumulator parallel
[ ] 634 0 0 634 / 1000 41.0s Accumulator parallel
[ ] 641 0 0 641 / 1000 41.2s Accumulator parallel
[ ] 644 0 0 644 / 1000 41.4s Accumulator parallel
[ ] 653 0 0 653 / 1000 41.5s Accumulator parallel
[ ] 663 0 0 663 / 1000 41.7s Accumulator parallel
[ ] 674 0 0 674 / 1000 41.8s Accumulator parallel
[ ] 678 0 0 678 / 1000 42.0s Accumulator parallel
[ ] 685 0 0 685 / 1000 42.1s Accumulator parallel
[ ] 688 0 0 688 / 1000 42.2s Accumulator parallel
[ ] 696 0 0 696 / 1000 42.3s Accumulator parallel
[ ] 701 0 0 701 / 1000 42.6s Accumulator parallel
[ ] 711 0 0 711 / 1000 42.7s Accumulator parallel
[ ] 715 0 0 715 / 1000 42.8s Accumulator parallel
[ ] 721 0 0 721 / 1000 43.2s Accumulator parallel
[ ] 726 0 0 726 / 1000 43.6s Accumulator parallel
[ ] 730 0 0 730 / 1000 43.7s Accumulator parallel
[ ] 731 0 0 731 / 1000 44.0s Accumulator parallel
[ ] 737 0 0 737 / 1000 44.1s Accumulator parallel
[ ] 741 0 0 741 / 1000 44.3s Accumulator parallel
[ ] 742 0 0 742 / 1000 44.5s Accumulator parallel
[ ] 746 0 0 746 / 1000 44.7s Accumulator parallel
[ ] 752 0 0 752 / 1000 45.1s Accumulator parallel
[ ] 756 0 0 756 / 1000 45.2s Accumulator parallel
[ ] 767 0 0 767 / 1000 45.4s Accumulator parallel
[ ] 773 0 0 773 / 1000 45.5s Accumulator parallel
[ ] 782 0 0 782 / 1000 45.7s Accumulator parallel
[ ] 789 0 0 789 / 1000 46.0s Accumulator parallel
[ ] 795 0 0 795 / 1000 46.3s Accumulator parallel
[ ] 805 0 0 805 / 1000 46.4s Accumulator parallel
[ ] 812 0 0 812 / 1000 46.5s Accumulator parallel
[ ] 813 0 0 813 / 1000 46.8s Accumulator parallel
[ ] 823 0 0 823 / 1000 46.9s Accumulator parallel
[ ] 829 0 0 829 / 1000 47.0s Accumulator parallel
[ ] 833 0 0 833 / 1000 47.2s Accumulator parallel
[ ] 839 0 0 839 / 1000 47.4s Accumulator parallel
[ ] 842 0 0 842 / 1000 47.5s Accumulator parallel
[ ] 849 0 0 849 / 1000 47.8s Accumulator parallel
[ ] 858 0 0 858 / 1000 47.9s Accumulator parallel
[ ] 868 0 0 868 / 1000 48.0s Accumulator parallel
[ ] 876 0 0 876 / 1000 48.1s Accumulator parallel
[ ] 881 0 0 881 / 1000 48.5s Accumulator parallel
[ ] 886 0 0 886 / 1000 48.8s Accumulator parallel
[ ] 887 0 0 887 / 1000 48.9s Accumulator parallel
[ ] 890 0 0 890 / 1000 49.0s Accumulator parallel
[ ] 894 0 0 894 / 1000 49.2s Accumulator parallel
[ ] 896 0 0 896 / 1000 49.3s Accumulator parallel
[ ] 898 0 0 898 / 1000 49.5s Accumulator parallel
[ ] 899 0 0 899 / 1000 49.7s Accumulator parallel
[ ] 906 0 0 906 / 1000 49.8s Accumulator parallel
[ ] 914 0 0 914 / 1000 49.9s Accumulator parallel
[ ] 917 0 0 917 / 1000 50.1s Accumulator parallel
[ ] 922 0 0 922 / 1000 50.2s Accumulator parallel
[ ] 926 0 0 926 / 1000 50.4s Accumulator parallel
[ ] 927 0 0 927 / 1000 50.7s Accumulator parallel
[ ] 928 0 0 928 / 1000 50.9s Accumulator parallel
[ ] 931 0 0 931 / 1000 51.1s Accumulator parallel
[ ] 933 0 0 933 / 1000 51.5s Accumulator parallel
[ ] 934 0 0 934 / 1000 51.6s Accumulator parallel
[ ] 936 0 0 936 / 1000 51.8s Accumulator parallel
[ ] 937 0 0 937 / 1000 52.0s Accumulator parallel
[ ] 939 0 0 939 / 1000 52.3s Accumulator parallel
[ ] 941 0 0 941 / 1000 52.8s Accumulator parallel
[ ] 942 0 0 942 / 1000 52.9s Accumulator parallel
[ ] 948 0 0 948 / 1000 53.0s Accumulator parallel
[ ] 954 0 0 954 / 1000 53.1s Accumulator parallel
[ ] 960 0 0 960 / 1000 53.3s Accumulator parallel
[ ] 962 0 0 962 / 1000 53.6s Accumulator parallel
[ ] 964 0 0 964 / 1000 53.7s Accumulator parallel
[ ] 966 0 0 966 / 1000 53.9s Accumulator parallel
[ ] 970 0 0 970 / 1000 54.1s Accumulator parallel
[ ] 974 0 0 974 / 1000 54.2s Accumulator parallel
[ ] 978 0 0 978 / 1000 54.4s Accumulator parallel
[ ] 979 0 0 979 / 1000 54.5s Accumulator parallel
[ ] 981 0 0 981 / 1000 54.7s Accumulator parallel
[ ] 987 0 0 987 / 1000 54.8s Accumulator parallel
[ ] 995 0 0 995 / 1000 54.9s Accumulator parallel
[ ] 999 0 0 999 / 1000 55.1s Accumulator parallel
[✓] 1000 0 0 1000 / 1000 55.1s Accumulator parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./stack_test_stm.exe)
#
random seed: 76147699
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Stack sequential
[✓] 1000 0 0 1000 / 1000 0.0s Stack sequential
#
[ ] 0 0 0 0 / 1000 0.0s Stack parallel
[ ] 5 0 0 5 / 1000 0.1s Stack parallel
[ ] 13 0 0 13 / 1000 0.5s Stack parallel
[ ] 17 0 0 17 / 1000 0.9s Stack parallel
[ ] 20 0 0 20 / 1000 1.3s Stack parallel
[ ] 23 0 0 23 / 1000 1.4s Stack parallel
[ ] 26 0 0 26 / 1000 1.5s Stack parallel
[ ] 30 0 0 30 / 1000 1.6s Stack parallel
[ ] 35 0 0 35 / 1000 1.7s Stack parallel
[ ] 39 0 0 39 / 1000 1.9s Stack parallel
[ ] 48 0 0 48 / 1000 2.1s Stack parallel
[ ] 51 0 0 51 / 1000 2.2s Stack parallel
[ ] 56 0 0 56 / 1000 2.3s Stack parallel
[ ] 61 0 0 61 / 1000 2.7s Stack parallel
[ ] 63 0 0 63 / 1000 2.8s Stack parallel
[ ] 66 0 0 66 / 1000 2.9s Stack parallel
[ ] 70 0 0 70 / 1000 3.0s Stack parallel
[ ] 72 0 0 72 / 1000 3.2s Stack parallel
[ ] 73 0 0 73 / 1000 3.4s Stack parallel
[ ] 74 0 0 74 / 1000 3.7s Stack parallel
[ ] 77 0 0 77 / 1000 3.8s Stack parallel
[ ] 82 0 0 82 / 1000 4.0s Stack parallel
[ ] 85 0 0 85 / 1000 4.1s Stack parallel
[ ] 87 0 0 87 / 1000 4.2s Stack parallel
[ ] 89 0 0 89 / 1000 4.7s Stack parallel
[ ] 90 0 0 90 / 1000 5.2s Stack parallel
[ ] 91 0 0 91 / 1000 5.4s Stack parallel
[ ] 92 0 0 92 / 1000 5.7s Stack parallel
[ ] 93 0 0 93 / 1000 6.0s Stack parallel
[ ] 95 0 0 95 / 1000 6.2s Stack parallel
[ ] 97 0 0 97 / 1000 6.4s Stack parallel
[ ] 98 0 0 98 / 1000 6.9s Stack parallel
[ ] 99 0 0 99 / 1000 7.5s Stack parallel
[ ] 100 0 0 100 / 1000 7.9s Stack parallel
[ ] 101 0 0 101 / 1000 8.2s Stack parallel
[ ] 102 0 0 102 / 1000 8.6s Stack parallel
[ ] 103 0 0 103 / 1000 9.2s Stack parallel
[ ] 104 0 0 104 / 1000 9.5s Stack parallel
[ ] 105 0 0 105 / 1000 9.7s Stack parallel
[ ] 106 0 0 106 / 1000 10.0s Stack parallel
[ ] 107 0 0 107 / 1000 10.3s Stack parallel
[ ] 108 0 0 108 / 1000 10.6s Stack parallel
[ ] 109 0 0 109 / 1000 11.2s Stack parallel
[ ] 110 0 0 110 / 1000 12.0s Stack parallel
[ ] 111 0 0 111 / 1000 12.4s Stack parallel
[ ] 112 0 0 112 / 1000 12.8s Stack parallel
[ ] 113 0 0 113 / 1000 13.2s Stack parallel
[ ] 114 0 0 114 / 1000 13.7s Stack parallel
[ ] 115 0 0 115 / 1000 14.0s Stack parallel
[ ] 116 0 0 116 / 1000 14.3s Stack parallel
[ ] 118 0 0 118 / 1000 14.5s Stack parallel
[ ] 119 0 0 119 / 1000 14.7s Stack parallel
[ ] 120 0 0 120 / 1000 15.0s Stack parallel
[ ] 121 0 0 121 / 1000 15.5s Stack parallel
[ ] 122 0 0 122 / 1000 16.0s Stack parallel
[ ] 123 0 0 123 / 1000 16.1s Stack parallel
[ ] 125 0 0 125 / 1000 16.4s Stack parallel
[ ] 126 0 0 126 / 1000 16.6s Stack parallel
[ ] 127 0 0 127 / 1000 16.9s Stack parallel
[ ] 128 0 0 128 / 1000 17.0s Stack parallel
[ ] 129 0 0 129 / 1000 17.2s Stack parallel
[ ] 130 0 0 130 / 1000 17.3s Stack parallel
[ ] 132 0 0 132 / 1000 17.4s Stack parallel
[ ] 133 0 0 133 / 1000 17.6s Stack parallel
[ ] 134 0 0 134 / 1000 17.8s Stack parallel
[ ] 135 0 0 135 / 1000 17.9s Stack parallel
[ ] 137 0 0 137 / 1000 18.2s Stack parallel
[ ] 138 0 0 138 / 1000 18.7s Stack parallel
[ ] 139 0 0 139 / 1000 18.9s Stack parallel
[ ] 146 0 0 146 / 1000 19.0s Stack parallel
[ ] 152 0 0 152 / 1000 19.1s Stack parallel
[ ] 154 0 0 154 / 1000 19.2s Stack parallel
[ ] 156 0 0 156 / 1000 19.4s Stack parallel
[ ] 162 0 0 162 / 1000 19.6s Stack parallel
[ ] 163 0 0 163 / 1000 20.0s Stack parallel
[ ] 174 0 0 174 / 1000 20.1s Stack parallel
[ ] 182 0 0 182 / 1000 20.3s Stack parallel
[ ] 185 0 0 185 / 1000 20.4s Stack parallel
[ ] 187 0 0 187 / 1000 20.6s Stack parallel
[ ] 197 0 0 197 / 1000 20.7s Stack parallel
[ ] 205 0 0 205 / 1000 20.8s Stack parallel
[ ] 211 0 0 211 / 1000 21.0s Stack parallel
[ ] 215 0 0 215 / 1000 21.3s Stack parallel
[ ] 219 0 0 219 / 1000 21.5s Stack parallel
[ ] 224 0 0 224 / 1000 22.0s Stack parallel
[ ] 225 0 0 225 / 1000 22.1s Stack parallel
[ ] 227 0 0 227 / 1000 22.3s Stack parallel
[ ] 232 0 0 232 / 1000 22.4s Stack parallel
[ ] 236 0 0 236 / 1000 22.5s Stack parallel
[ ] 237 0 0 237 / 1000 22.7s Stack parallel
[ ] 248 0 0 248 / 1000 22.8s Stack parallel
[ ] 251 0 0 251 / 1000 22.9s Stack parallel
[ ] 256 0 0 256 / 1000 23.0s Stack parallel
[ ] 260 0 0 260 / 1000 23.4s Stack parallel
[ ] 261 0 0 261 / 1000 23.8s Stack parallel
[ ] 271 0 0 271 / 1000 24.0s Stack parallel
[ ] 274 0 0 274 / 1000 24.2s Stack parallel
[ ] 277 0 0 277 / 1000 24.4s Stack parallel
[ ] 285 0 0 285 / 1000 24.5s Stack parallel
[ ] 294 0 0 294 / 1000 24.7s Stack parallel
[ ] 298 0 0 298 / 1000 24.9s Stack parallel
[ ] 306 0 0 306 / 1000 25.1s Stack parallel
[ ] 310 0 0 310 / 1000 25.3s Stack parallel
[ ] 318 0 0 318 / 1000 25.4s Stack parallel
[ ] 320 0 0 320 / 1000 25.7s Stack parallel
[ ] 325 0 0 325 / 1000 25.8s Stack parallel
[ ] 328 0 0 328 / 1000 26.4s Stack parallel
[ ] 329 0 0 329 / 1000 26.6s Stack parallel
[ ] 331 0 0 331 / 1000 27.0s Stack parallel
[ ] 336 0 0 336 / 1000 27.1s Stack parallel
[ ] 337 0 0 337 / 1000 27.2s Stack parallel
[ ] 338 0 0 338 / 1000 27.5s Stack parallel
[ ] 339 0 0 339 / 1000 27.7s Stack parallel
[ ] 342 0 0 342 / 1000 27.9s Stack parallel
[ ] 343 0 0 343 / 1000 28.0s Stack parallel
[ ] 344 0 0 344 / 1000 28.4s Stack parallel
[ ] 347 0 0 347 / 1000 28.7s Stack parallel
[ ] 351 0 0 351 / 1000 28.8s Stack parallel
[ ] 354 0 0 354 / 1000 28.9s Stack parallel
[ ] 358 0 0 358 / 1000 29.1s Stack parallel
[ ] 363 0 0 363 / 1000 29.2s Stack parallel
[ ] 364 0 0 364 / 1000 29.6s Stack parallel
[ ] 366 0 0 366 / 1000 29.8s Stack parallel
[ ] 367 0 0 367 / 1000 30.1s Stack parallel
[ ] 373 0 0 373 / 1000 30.2s Stack parallel
[ ] 378 0 0 378 / 1000 30.4s Stack parallel
[ ] 380 0 0 380 / 1000 30.8s Stack parallel
[ ] 382 0 0 382 / 1000 30.9s Stack parallel
[ ] 384 0 0 384 / 1000 31.0s Stack parallel
[ ] 386 0 0 386 / 1000 31.2s Stack parallel
[ ] 391 0 0 391 / 1000 31.3s Stack parallel
[ ] 392 0 0 392 / 1000 31.5s Stack parallel
[ ] 393 0 0 393 / 1000 31.6s Stack parallel
[ ] 398 0 0 398 / 1000 31.8s Stack parallel
[ ] 410 0 0 410 / 1000 31.9s Stack parallel
[ ] 411 0 0 411 / 1000 32.1s Stack parallel
[ ] 414 0 0 414 / 1000 32.4s Stack parallel
[ ] 418 0 0 418 / 1000 32.6s Stack parallel
[ ] 425 0 0 425 / 1000 32.7s Stack parallel
[ ] 427 0 0 427 / 1000 32.8s Stack parallel
[ ] 439 0 0 439 / 1000 32.9s Stack parallel
[ ] 442 0 0 442 / 1000 33.5s Stack parallel
[ ] 449 0 0 449 / 1000 33.6s Stack parallel
[ ] 452 0 0 452 / 1000 33.9s Stack parallel
[ ] 454 0 0 454 / 1000 34.0s Stack parallel
[ ] 456 0 0 456 / 1000 34.2s Stack parallel
[ ] 461 0 0 461 / 1000 34.4s Stack parallel
[ ] 465 0 0 465 / 1000 34.5s Stack parallel
[ ] 467 0 0 467 / 1000 34.7s Stack parallel
[ ] 471 0 0 471 / 1000 34.8s Stack parallel
[ ] 474 0 0 474 / 1000 35.0s Stack parallel
[ ] 476 0 0 476 / 1000 35.1s Stack parallel
[ ] 484 0 0 484 / 1000 35.2s Stack parallel
[ ] 491 0 0 491 / 1000 35.3s Stack parallel
[ ] 499 0 0 499 / 1000 35.5s Stack parallel
[ ] 509 0 0 509 / 1000 35.6s Stack parallel
[ ] 512 0 0 512 / 1000 35.7s Stack parallel
[ ] 515 0 0 515 / 1000 35.9s Stack parallel
[ ] 520 0 0 520 / 1000 36.1s Stack parallel
[ ] 523 0 0 523 / 1000 36.2s Stack parallel
[ ] 529 0 0 529 / 1000 36.4s Stack parallel
[ ] 535 0 0 535 / 1000 36.6s Stack parallel
[ ] 541 0 0 541 / 1000 36.8s Stack parallel
[ ] 545 0 0 545 / 1000 37.0s Stack parallel
[ ] 551 0 0 551 / 1000 37.1s Stack parallel
[ ] 558 0 0 558 / 1000 37.2s Stack parallel
[ ] 561 0 0 561 / 1000 37.7s Stack parallel
[ ] 569 0 0 569 / 1000 37.8s Stack parallel
[ ] 576 0 0 576 / 1000 38.2s Stack parallel
[ ] 582 0 0 582 / 1000 38.6s Stack parallel
[ ] 584 0 0 584 / 1000 38.7s Stack parallel
[ ] 585 0 0 585 / 1000 38.9s Stack parallel
[ ] 592 0 0 592 / 1000 39.1s Stack parallel
[ ] 595 0 0 595 / 1000 39.2s Stack parallel
[ ] 598 0 0 598 / 1000 39.4s Stack parallel
[ ] 604 0 0 604 / 1000 39.7s Stack parallel
[ ] 610 0 0 610 / 1000 39.9s Stack parallel
[ ] 613 0 0 613 / 1000 40.0s Stack parallel
[ ] 616 0 0 616 / 1000 40.1s Stack parallel
[ ] 617 0 0 617 / 1000 40.2s Stack parallel
[ ] 619 0 0 619 / 1000 40.3s Stack parallel
[ ] 622 0 0 622 / 1000 40.5s Stack parallel
[ ] 623 0 0 623 / 1000 40.9s Stack parallel
[ ] 629 0 0 629 / 1000 41.0s Stack parallel
[ ] 636 0 0 636 / 1000 41.1s Stack parallel
[ ] 641 0 0 641 / 1000 41.4s Stack parallel
[ ] 642 0 0 642 / 1000 41.5s Stack parallel
[ ] 645 0 0 645 / 1000 41.6s Stack parallel
[ ] 650 0 0 650 / 1000 41.9s Stack parallel
[ ] 660 0 0 660 / 1000 42.1s Stack parallel
[ ] 662 0 0 662 / 1000 42.2s Stack parallel
[ ] 666 0 0 666 / 1000 42.3s Stack parallel
[ ] 677 0 0 677 / 1000 42.5s Stack parallel
[ ] 684 0 0 684 / 1000 42.6s Stack parallel
[ ] 690 0 0 690 / 1000 42.7s Stack parallel
[ ] 693 0 0 693 / 1000 42.9s Stack parallel
[ ] 701 0 0 701 / 1000 43.3s Stack parallel
[ ] 703 0 0 703 / 1000 43.4s Stack parallel
[ ] 707 0 0 707 / 1000 43.7s Stack parallel
[ ] 716 0 0 716 / 1000 43.9s Stack parallel
[ ] 718 0 0 718 / 1000 44.4s Stack parallel
[ ] 721 0 0 721 / 1000 44.5s Stack parallel
[ ] 722 0 0 722 / 1000 44.7s Stack parallel
[ ] 731 0 0 731 / 1000 44.8s Stack parallel
[ ] 735 0 0 735 / 1000 44.9s Stack parallel
[ ] 745 0 0 745 / 1000 45.0s Stack parallel
[ ] 747 0 0 747 / 1000 45.2s Stack parallel
[ ] 748 0 0 748 / 1000 45.5s Stack parallel
[ ] 753 0 0 753 / 1000 45.6s Stack parallel
[ ] 760 0 0 760 / 1000 46.0s Stack parallel
[ ] 769 0 0 769 / 1000 46.2s Stack parallel
[ ] 780 0 0 780 / 1000 46.3s Stack parallel
[ ] 783 0 0 783 / 1000 46.7s Stack parallel
[ ] 784 0 0 784 / 1000 47.0s Stack parallel
[ ] 791 0 0 791 / 1000 47.1s Stack parallel
[ ] 797 0 0 797 / 1000 47.2s Stack parallel
[ ] 802 0 0 802 / 1000 47.7s Stack parallel
[ ] 805 0 0 805 / 1000 47.8s Stack parallel
[ ] 809 0 0 809 / 1000 48.1s Stack parallel
[ ] 818 0 0 818 / 1000 48.7s Stack parallel
[ ] 819 0 0 819 / 1000 48.9s Stack parallel
[ ] 823 0 0 823 / 1000 49.1s Stack parallel
[ ] 826 0 0 826 / 1000 49.2s Stack parallel
[ ] 829 0 0 829 / 1000 49.3s Stack parallel
[ ] 830 0 0 830 / 1000 49.4s Stack parallel
[ ] 833 0 0 833 / 1000 49.6s Stack parallel
[ ] 839 0 0 839 / 1000 49.7s Stack parallel
[ ] 841 0 0 841 / 1000 49.8s Stack parallel
[ ] 842 0 0 842 / 1000 50.0s Stack parallel
[ ] 844 0 0 844 / 1000 50.2s Stack parallel
[ ] 850 0 0 850 / 1000 50.3s Stack parallel
[ ] 853 0 0 853 / 1000 50.6s Stack parallel
[ ] 854 0 0 854 / 1000 50.8s Stack parallel
[ ] 857 0 0 857 / 1000 51.0s Stack parallel
[ ] 858 0 0 858 / 1000 51.1s Stack parallel
[ ] 860 0 0 860 / 1000 51.3s Stack parallel
[ ] 865 0 0 865 / 1000 51.6s Stack parallel
[ ] 866 0 0 866 / 1000 51.8s Stack parallel
[ ] 867 0 0 867 / 1000 52.0s Stack parallel
[ ] 872 0 0 872 / 1000 52.1s Stack parallel
[ ] 876 0 0 876 / 1000 52.3s Stack parallel
[ ] 884 0 0 884 / 1000 52.4s Stack parallel
[ ] 890 0 0 890 / 1000 52.5s Stack parallel
[ ] 892 0 0 892 / 1000 52.6s Stack parallel
[ ] 893 0 0 893 / 1000 52.9s Stack parallel
[ ] 895 0 0 895 / 1000 53.1s Stack parallel
[ ] 896 0 0 896 / 1000 53.3s Stack parallel
[ ] 901 0 0 901 / 1000 53.5s Stack parallel
[ ] 906 0 0 906 / 1000 53.6s Stack parallel
[ ] 909 0 0 909 / 1000 54.1s Stack parallel
[ ] 914 0 0 914 / 1000 54.2s Stack parallel
[ ] 918 0 0 918 / 1000 54.3s Stack parallel
[ ] 925 0 0 925 / 1000 54.5s Stack parallel
[ ] 935 0 0 935 / 1000 54.6s Stack parallel
[ ] 938 0 0 938 / 1000 54.7s Stack parallel
[ ] 943 0 0 943 / 1000 55.0s Stack parallel
[ ] 945 0 0 945 / 1000 55.1s Stack parallel
[ ] 951 0 0 951 / 1000 55.2s Stack parallel
[ ] 956 0 0 956 / 1000 55.4s Stack parallel
[ ] 961 0 0 961 / 1000 55.5s Stack parallel
[ ] 968 0 0 968 / 1000 55.6s Stack parallel
[ ] 973 0 0 973 / 1000 55.7s Stack parallel
[ ] 978 0 0 978 / 1000 56.1s Stack parallel
[ ] 981 0 0 981 / 1000 56.6s Stack parallel
[ ] 983 0 0 983 / 1000 56.7s Stack parallel
[ ] 984 0 0 984 / 1000 57.4s Stack parallel
[ ] 985 0 0 985 / 1000 58.0s Stack parallel
[ ] 986 0 0 986 / 1000 58.2s Stack parallel
[ ] 989 0 0 989 / 1000 58.4s Stack parallel
[ ] 994 0 0 994 / 1000 58.5s Stack parallel
[ ] 997 0 0 997 / 1000 58.7s Stack parallel
[ ] 999 0 0 999 / 1000 59.1s Stack parallel
[✓] 1000 0 0 1000 / 1000 59.1s Stack parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./dllist_test_stm.exe)
#
random seed: 343555512
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Dllist sequential
[✓] 1000 0 0 1000 / 1000 0.0s Dllist sequential
#
[ ] 0 0 0 0 / 1000 0.0s Dllist parallel
[ ] 8 0 0 8 / 1000 0.1s Dllist parallel
[ ] 16 0 0 16 / 1000 0.2s Dllist parallel
[ ] 19 0 0 19 / 1000 0.6s Dllist parallel
[ ] 27 0 0 27 / 1000 0.8s Dllist parallel
[ ] 32 0 0 32 / 1000 0.9s Dllist parallel
[ ] 34 0 0 34 / 1000 1.1s Dllist parallel
[ ] 37 0 0 37 / 1000 1.2s Dllist parallel
[ ] 43 0 0 43 / 1000 1.4s Dllist parallel
[ ] 46 0 0 46 / 1000 1.5s Dllist parallel
[ ] 47 0 0 47 / 1000 1.7s Dllist parallel
[ ] 50 0 0 50 / 1000 1.8s Dllist parallel
[ ] 54 0 0 54 / 1000 2.4s Dllist parallel
[ ] 55 0 0 55 / 1000 2.8s Dllist parallel
[ ] 58 0 0 58 / 1000 3.3s Dllist parallel
[ ] 61 0 0 61 / 1000 3.5s Dllist parallel
[ ] 62 0 0 62 / 1000 3.6s Dllist parallel
[ ] 65 0 0 65 / 1000 3.8s Dllist parallel
[ ] 67 0 0 67 / 1000 3.9s Dllist parallel
[ ] 69 0 0 69 / 1000 4.0s Dllist parallel
[ ] 73 0 0 73 / 1000 4.2s Dllist parallel
[ ] 75 0 0 75 / 1000 4.6s Dllist parallel
[ ] 76 0 0 76 / 1000 5.3s Dllist parallel
[ ] 77 0 0 77 / 1000 5.5s Dllist parallel
[ ] 78 0 0 78 / 1000 5.8s Dllist parallel
[ ] 80 0 0 80 / 1000 6.0s Dllist parallel
[ ] 81 0 0 81 / 1000 6.5s Dllist parallel
[ ] 82 0 0 82 / 1000 7.1s Dllist parallel
[ ] 83 0 0 83 / 1000 7.5s Dllist parallel
[ ] 84 0 0 84 / 1000 8.0s Dllist parallel
[ ] 85 0 0 85 / 1000 8.2s Dllist parallel
[ ] 86 0 0 86 / 1000 8.5s Dllist parallel
[ ] 87 0 0 87 / 1000 8.8s Dllist parallel
[ ] 88 0 0 88 / 1000 9.3s Dllist parallel
[ ] 89 0 0 89 / 1000 9.7s Dllist parallel
[ ] 90 0 0 90 / 1000 10.1s Dllist parallel
[ ] 91 0 0 91 / 1000 10.3s Dllist parallel
[ ] 92 0 0 92 / 1000 10.5s Dllist parallel
[ ] 93 0 0 93 / 1000 11.0s Dllist parallel
[ ] 94 0 0 94 / 1000 11.5s Dllist parallel
[ ] 95 0 0 95 / 1000 11.9s Dllist parallel
[ ] 96 0 0 96 / 1000 12.5s Dllist parallel
[ ] 97 0 0 97 / 1000 12.9s Dllist parallel
[ ] 98 0 0 98 / 1000 13.6s Dllist parallel
[ ] 99 0 0 99 / 1000 14.2s Dllist parallel
[ ] 101 0 0 101 / 1000 14.4s Dllist parallel
[ ] 103 0 0 103 / 1000 15.3s Dllist parallel
[ ] 104 0 0 104 / 1000 15.6s Dllist parallel
[ ] 105 0 0 105 / 1000 16.0s Dllist parallel
[ ] 106 0 0 106 / 1000 16.2s Dllist parallel
[ ] 107 0 0 107 / 1000 16.4s Dllist parallel
[ ] 108 0 0 108 / 1000 16.8s Dllist parallel
[ ] 109 0 0 109 / 1000 17.0s Dllist parallel
[ ] 110 0 0 110 / 1000 17.1s Dllist parallel
[ ] 115 0 0 115 / 1000 17.3s Dllist parallel
[ ] 116 0 0 116 / 1000 17.5s Dllist parallel
[ ] 117 0 0 117 / 1000 17.7s Dllist parallel
[ ] 118 0 0 118 / 1000 17.8s Dllist parallel
[ ] 120 0 0 120 / 1000 18.1s Dllist parallel
[ ] 121 0 0 121 / 1000 18.4s Dllist parallel
[ ] 122 0 0 122 / 1000 18.6s Dllist parallel
[ ] 124 0 0 124 / 1000 19.0s Dllist parallel
[ ] 127 0 0 127 / 1000 19.1s Dllist parallel
[ ] 128 0 0 128 / 1000 19.5s Dllist parallel
[ ] 133 0 0 133 / 1000 19.6s Dllist parallel
[ ] 138 0 0 138 / 1000 20.1s Dllist parallel
[ ] 144 0 0 144 / 1000 20.4s Dllist parallel
[ ] 147 0 0 147 / 1000 20.7s Dllist parallel
[ ] 152 0 0 152 / 1000 21.1s Dllist parallel
[ ] 157 0 0 157 / 1000 21.3s Dllist parallel
[ ] 166 0 0 166 / 1000 21.5s Dllist parallel
[ ] 168 0 0 168 / 1000 21.9s Dllist parallel
[ ] 169 0 0 169 / 1000 22.1s Dllist parallel
[ ] 172 0 0 172 / 1000 22.2s Dllist parallel
[ ] 177 0 0 177 / 1000 22.3s Dllist parallel
[ ] 180 0 0 180 / 1000 22.7s Dllist parallel
[ ] 190 0 0 190 / 1000 22.8s Dllist parallel
[ ] 193 0 0 193 / 1000 23.3s Dllist parallel
[ ] 195 0 0 195 / 1000 23.4s Dllist parallel
[ ] 201 0 0 201 / 1000 23.5s Dllist parallel
[ ] 209 0 0 209 / 1000 23.6s Dllist parallel
[ ] 216 0 0 216 / 1000 23.7s Dllist parallel
[ ] 220 0 0 220 / 1000 24.1s Dllist parallel
[ ] 227 0 0 227 / 1000 24.2s Dllist parallel
[ ] 233 0 0 233 / 1000 24.4s Dllist parallel
[ ] 234 0 0 234 / 1000 24.6s Dllist parallel
[ ] 244 0 0 244 / 1000 24.7s Dllist parallel
[ ] 250 0 0 250 / 1000 24.9s Dllist parallel
[ ] 253 0 0 253 / 1000 25.2s Dllist parallel
[ ] 257 0 0 257 / 1000 25.4s Dllist parallel
[ ] 258 0 0 258 / 1000 25.8s Dllist parallel
[ ] 262 0 0 262 / 1000 25.9s Dllist parallel
[ ] 265 0 0 265 / 1000 26.0s Dllist parallel
[ ] 267 0 0 267 / 1000 26.1s Dllist parallel
[ ] 269 0 0 269 / 1000 26.3s Dllist parallel
[ ] 276 0 0 276 / 1000 26.6s Dllist parallel
[ ] 277 0 0 277 / 1000 26.7s Dllist parallel
[ ] 278 0 0 278 / 1000 27.3s Dllist parallel
[ ] 279 0 0 279 / 1000 27.4s Dllist parallel
[ ] 280 0 0 280 / 1000 27.6s Dllist parallel
[ ] 282 0 0 282 / 1000 27.7s Dllist parallel
[ ] 285 0 0 285 / 1000 27.9s Dllist parallel
[ ] 287 0 0 287 / 1000 28.0s Dllist parallel
[ ] 289 0 0 289 / 1000 28.2s Dllist parallel
[ ] 292 0 0 292 / 1000 28.4s Dllist parallel
[ ] 298 0 0 298 / 1000 28.8s Dllist parallel
[ ] 300 0 0 300 / 1000 29.0s Dllist parallel
[ ] 303 0 0 303 / 1000 29.6s Dllist parallel
[ ] 307 0 0 307 / 1000 29.7s Dllist parallel
[ ] 309 0 0 309 / 1000 29.8s Dllist parallel
[ ] 311 0 0 311 / 1000 29.9s Dllist parallel
[ ] 315 0 0 315 / 1000 30.0s Dllist parallel
[ ] 317 0 0 317 / 1000 30.1s Dllist parallel
[ ] 318 0 0 318 / 1000 30.6s Dllist parallel
[ ] 320 0 0 320 / 1000 30.8s Dllist parallel
[ ] 321 0 0 321 / 1000 30.9s Dllist parallel
[ ] 323 0 0 323 / 1000 31.1s Dllist parallel
[ ] 325 0 0 325 / 1000 31.4s Dllist parallel
[ ] 327 0 0 327 / 1000 31.7s Dllist parallel
[ ] 331 0 0 331 / 1000 31.9s Dllist parallel
[ ] 334 0 0 334 / 1000 32.1s Dllist parallel
[ ] 335 0 0 335 / 1000 32.3s Dllist parallel
[ ] 343 0 0 343 / 1000 32.4s Dllist parallel
[ ] 347 0 0 347 / 1000 32.5s Dllist parallel
[ ] 349 0 0 349 / 1000 32.6s Dllist parallel
[ ] 351 0 0 351 / 1000 32.8s Dllist parallel
[ ] 353 0 0 353 / 1000 33.0s Dllist parallel
[ ] 358 0 0 358 / 1000 33.1s Dllist parallel
[ ] 360 0 0 360 / 1000 33.6s Dllist parallel
[ ] 365 0 0 365 / 1000 33.7s Dllist parallel
[ ] 367 0 0 367 / 1000 33.8s Dllist parallel
[ ] 370 0 0 370 / 1000 34.1s Dllist parallel
[ ] 373 0 0 373 / 1000 34.3s Dllist parallel
[ ] 376 0 0 376 / 1000 34.5s Dllist parallel
[ ] 383 0 0 383 / 1000 34.6s Dllist parallel
[ ] 388 0 0 388 / 1000 34.7s Dllist parallel
[ ] 393 0 0 393 / 1000 35.0s Dllist parallel
[ ] 396 0 0 396 / 1000 35.5s Dllist parallel
[ ] 401 0 0 401 / 1000 35.6s Dllist parallel
[ ] 403 0 0 403 / 1000 35.9s Dllist parallel
[ ] 404 0 0 404 / 1000 36.1s Dllist parallel
[ ] 406 0 0 406 / 1000 36.2s Dllist parallel
[ ] 413 0 0 413 / 1000 36.4s Dllist parallel
[ ] 421 0 0 421 / 1000 36.5s Dllist parallel
[ ] 428 0 0 428 / 1000 36.8s Dllist parallel
[ ] 431 0 0 431 / 1000 36.9s Dllist parallel
[ ] 436 0 0 436 / 1000 37.0s Dllist parallel
[ ] 445 0 0 445 / 1000 37.1s Dllist parallel
[ ] 447 0 0 447 / 1000 37.3s Dllist parallel
[ ] 456 0 0 456 / 1000 37.4s Dllist parallel
[ ] 459 0 0 459 / 1000 37.7s Dllist parallel
[ ] 468 0 0 468 / 1000 37.8s Dllist parallel
[ ] 478 0 0 478 / 1000 37.9s Dllist parallel
[ ] 490 0 0 490 / 1000 38.0s Dllist parallel
[ ] 495 0 0 495 / 1000 38.1s Dllist parallel
[ ] 497 0 0 497 / 1000 38.3s Dllist parallel
[ ] 511 0 0 511 / 1000 38.4s Dllist parallel
[ ] 516 0 0 516 / 1000 38.7s Dllist parallel
[ ] 528 0 0 528 / 1000 38.8s Dllist parallel
[ ] 530 0 0 530 / 1000 39.0s Dllist parallel
[ ] 533 0 0 533 / 1000 39.2s Dllist parallel
[ ] 536 0 0 536 / 1000 39.4s Dllist parallel
[ ] 541 0 0 541 / 1000 39.5s Dllist parallel
[ ] 543 0 0 543 / 1000 39.6s Dllist parallel
[ ] 545 0 0 545 / 1000 39.8s Dllist parallel
[ ] 551 0 0 551 / 1000 40.1s Dllist parallel
[ ] 553 0 0 553 / 1000 40.2s Dllist parallel
[ ] 555 0 0 555 / 1000 40.5s Dllist parallel
[ ] 564 0 0 564 / 1000 40.6s Dllist parallel
[ ] 570 0 0 570 / 1000 40.7s Dllist parallel
[ ] 582 0 0 582 / 1000 40.8s Dllist parallel
[ ] 585 0 0 585 / 1000 41.0s Dllist parallel
[ ] 586 0 0 586 / 1000 41.2s Dllist parallel
[ ] 593 0 0 593 / 1000 41.3s Dllist parallel
[ ] 599 0 0 599 / 1000 41.6s Dllist parallel
[ ] 601 0 0 601 / 1000 41.7s Dllist parallel
[ ] 608 0 0 608 / 1000 41.9s Dllist parallel
[ ] 612 0 0 612 / 1000 42.1s Dllist parallel
[ ] 619 0 0 619 / 1000 42.2s Dllist parallel
[ ] 629 0 0 629 / 1000 42.3s Dllist parallel
[ ] 633 0 0 633 / 1000 42.5s Dllist parallel
[ ] 641 0 0 641 / 1000 42.6s Dllist parallel
[ ] 648 0 0 648 / 1000 42.7s Dllist parallel
[ ] 651 0 0 651 / 1000 43.1s Dllist parallel
[ ] 662 0 0 662 / 1000 43.2s Dllist parallel
[ ] 663 0 0 663 / 1000 43.4s Dllist parallel
[ ] 667 0 0 667 / 1000 43.5s Dllist parallel
[ ] 672 0 0 672 / 1000 43.6s Dllist parallel
[ ] 673 0 0 673 / 1000 44.1s Dllist parallel
[ ] 678 0 0 678 / 1000 44.3s Dllist parallel
[ ] 683 0 0 683 / 1000 44.4s Dllist parallel
[ ] 687 0 0 687 / 1000 44.7s Dllist parallel
[ ] 690 0 0 690 / 1000 44.9s Dllist parallel
[ ] 693 0 0 693 / 1000 45.1s Dllist parallel
[ ] 699 0 0 699 / 1000 45.2s Dllist parallel
[ ] 707 0 0 707 / 1000 45.3s Dllist parallel
[ ] 712 0 0 712 / 1000 45.5s Dllist parallel
[ ] 716 0 0 716 / 1000 45.7s Dllist parallel
[ ] 720 0 0 720 / 1000 45.8s Dllist parallel
[ ] 721 0 0 721 / 1000 45.9s Dllist parallel
[ ] 729 0 0 729 / 1000 46.4s Dllist parallel
[ ] 736 0 0 736 / 1000 46.5s Dllist parallel
[ ] 740 0 0 740 / 1000 46.6s Dllist parallel
[ ] 744 0 0 744 / 1000 46.7s Dllist parallel
[ ] 752 0 0 752 / 1000 47.2s Dllist parallel
[ ] 754 0 0 754 / 1000 47.4s Dllist parallel
[ ] 757 0 0 757 / 1000 47.8s Dllist parallel
[ ] 759 0 0 759 / 1000 48.0s Dllist parallel
[ ] 760 0 0 760 / 1000 48.5s Dllist parallel
[ ] 761 0 0 761 / 1000 48.6s Dllist parallel
[ ] 763 0 0 763 / 1000 48.8s Dllist parallel
[ ] 765 0 0 765 / 1000 48.9s Dllist parallel
[ ] 770 0 0 770 / 1000 49.0s Dllist parallel
[ ] 772 0 0 772 / 1000 49.3s Dllist parallel
[ ] 773 0 0 773 / 1000 49.5s Dllist parallel
[ ] 779 0 0 779 / 1000 49.6s Dllist parallel
[ ] 783 0 0 783 / 1000 49.9s Dllist parallel
[ ] 785 0 0 785 / 1000 50.0s Dllist parallel
[ ] 788 0 0 788 / 1000 50.3s Dllist parallel
[ ] 792 0 0 792 / 1000 50.5s Dllist parallel
[ ] 793 0 0 793 / 1000 50.7s Dllist parallel
[ ] 794 0 0 794 / 1000 50.8s Dllist parallel
[ ] 796 0 0 796 / 1000 51.2s Dllist parallel
[ ] 797 0 0 797 / 1000 51.5s Dllist parallel
[ ] 800 0 0 800 / 1000 51.7s Dllist parallel
[ ] 802 0 0 802 / 1000 51.9s Dllist parallel
[ ] 807 0 0 807 / 1000 52.0s Dllist parallel
[ ] 810 0 0 810 / 1000 52.5s Dllist parallel
[ ] 811 0 0 811 / 1000 52.6s Dllist parallel
[ ] 813 0 0 813 / 1000 52.8s Dllist parallel
[ ] 817 0 0 817 / 1000 53.0s Dllist parallel
[ ] 824 0 0 824 / 1000 53.1s Dllist parallel
[ ] 826 0 0 826 / 1000 53.4s Dllist parallel
[ ] 827 0 0 827 / 1000 53.9s Dllist parallel
[ ] 833 0 0 833 / 1000 54.1s Dllist parallel
[ ] 840 0 0 840 / 1000 54.2s Dllist parallel
[ ] 844 0 0 844 / 1000 54.3s Dllist parallel
[ ] 845 0 0 845 / 1000 54.7s Dllist parallel
[ ] 849 0 0 849 / 1000 54.8s Dllist parallel
[ ] 851 0 0 851 / 1000 54.9s Dllist parallel
[ ] 860 0 0 860 / 1000 55.1s Dllist parallel
[ ] 863 0 0 863 / 1000 55.3s Dllist parallel
[ ] 869 0 0 869 / 1000 55.5s Dllist parallel
[ ] 874 0 0 874 / 1000 55.6s Dllist parallel
[ ] 878 0 0 878 / 1000 55.7s Dllist parallel
[ ] 879 0 0 879 / 1000 55.9s Dllist parallel
[ ] 881 0 0 881 / 1000 56.4s Dllist parallel
[ ] 883 0 0 883 / 1000 57.2s Dllist parallel
[ ] 884 0 0 884 / 1000 57.4s Dllist parallel
[ ] 885 0 0 885 / 1000 57.7s Dllist parallel
[ ] 886 0 0 886 / 1000 58.1s Dllist parallel
[ ] 889 0 0 889 / 1000 58.2s Dllist parallel
[ ] 892 0 0 892 / 1000 58.3s Dllist parallel
[ ] 895 0 0 895 / 1000 58.5s Dllist parallel
[ ] 898 0 0 898 / 1000 58.6s Dllist parallel
[ ] 906 0 0 906 / 1000 58.9s Dllist parallel
[ ] 911 0 0 911 / 1000 59.0s Dllist parallel
[ ] 914 0 0 914 / 1000 59.2s Dllist parallel
[ ] 917 0 0 917 / 1000 59.3s Dllist parallel
[ ] 918 0 0 918 / 1000 59.4s Dllist parallel
[ ] 919 0 0 919 / 1000 59.7s Dllist parallel
[ ] 920 0 0 920 / 1000 60.0s Dllist parallel
[ ] 921 0 0 921 / 1000 60.2s Dllist parallel
[ ] 922 0 0 922 / 1000 60.5s Dllist parallel
[ ] 923 0 0 923 / 1000 60.8s Dllist parallel
[ ] 924 0 0 924 / 1000 61.5s Dllist parallel
[ ] 925 0 0 925 / 1000 61.8s Dllist parallel
[ ] 926 0 0 926 / 1000 61.9s Dllist parallel
[ ] 927 0 0 927 / 1000 62.1s Dllist parallel
[ ] 928 0 0 928 / 1000 62.5s Dllist parallel
[ ] 929 0 0 929 / 1000 62.7s Dllist parallel
[ ] 930 0 0 930 / 1000 62.9s Dllist parallel
[ ] 931 0 0 931 / 1000 63.1s Dllist parallel
[ ] 932 0 0 932 / 1000 63.3s Dllist parallel
[ ] 935 0 0 935 / 1000 63.5s Dllist parallel
[ ] 936 0 0 936 / 1000 63.9s Dllist parallel
[ ] 938 0 0 938 / 1000 64.3s Dllist parallel
[ ] 940 0 0 940 / 1000 64.5s Dllist parallel
[ ] 941 0 0 941 / 1000 64.6s Dllist parallel
[ ] 942 0 0 942 / 1000 64.7s Dllist parallel
[ ] 943 0 0 943 / 1000 64.9s Dllist parallel
[ ] 944 0 0 944 / 1000 65.0s Dllist parallel
[ ] 945 0 0 945 / 1000 65.4s Dllist parallel
[ ] 946 0 0 946 / 1000 66.0s Dllist parallel
[ ] 947 0 0 947 / 1000 66.4s Dllist parallel
[ ] 948 0 0 948 / 1000 66.6s Dllist parallel
[ ] 949 0 0 949 / 1000 66.7s Dllist parallel
[ ] 953 0 0 953 / 1000 66.9s Dllist parallel
[ ] 959 0 0 959 / 1000 67.3s Dllist parallel
[ ] 962 0 0 962 / 1000 67.4s Dllist parallel
[ ] 966 0 0 966 / 1000 67.5s Dllist parallel
[ ] 969 0 0 969 / 1000 67.6s Dllist parallel
[ ] 976 0 0 976 / 1000 67.7s Dllist parallel
[ ] 985 0 0 985 / 1000 67.9s Dllist parallel
[ ] 990 0 0 990 / 1000 68.3s Dllist parallel
[ ] 1000 0 0 1000 / 1000 68.4s Dllist parallel
[✓] 1000 0 0 1000 / 1000 68.4s Dllist parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./queue_test_stm.exe)
#
random seed: 441991390
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Queue sequential
[✓] 1000 0 0 1000 / 1000 0.0s Queue sequential
#
[ ] 0 0 0 0 / 1000 0.0s Queue parallel
[ ] 2 0 0 2 / 1000 0.1s Queue parallel
[ ] 6 0 0 6 / 1000 0.2s Queue parallel
[ ] 7 0 0 7 / 1000 0.6s Queue parallel
[ ] 16 0 0 16 / 1000 0.7s Queue parallel
[ ] 19 0 0 19 / 1000 0.9s Queue parallel
[ ] 22 0 0 22 / 1000 1.0s Queue parallel
[ ] 24 0 0 24 / 1000 1.2s Queue parallel
[ ] 26 0 0 26 / 1000 1.4s Queue parallel
[ ] 27 0 0 27 / 1000 1.5s Queue parallel
[ ] 29 0 0 29 / 1000 1.6s Queue parallel
[ ] 32 0 0 32 / 1000 1.8s Queue parallel
[ ] 37 0 0 37 / 1000 1.9s Queue parallel
[ ] 45 0 0 45 / 1000 2.0s Queue parallel
[ ] 53 0 0 53 / 1000 2.1s Queue parallel
[ ] 58 0 0 58 / 1000 2.2s Queue parallel
[ ] 66 0 0 66 / 1000 2.3s Queue parallel
[ ] 73 0 0 73 / 1000 2.5s Queue parallel
[ ] 74 0 0 74 / 1000 2.6s Queue parallel
[ ] 81 0 0 81 / 1000 2.7s Queue parallel
[ ] 89 0 0 89 / 1000 2.8s Queue parallel
[ ] 91 0 0 91 / 1000 2.9s Queue parallel
[ ] 92 0 0 92 / 1000 3.1s Queue parallel
[ ] 96 0 0 96 / 1000 3.2s Queue parallel
[ ] 99 0 0 99 / 1000 3.4s Queue parallel
[ ] 102 0 0 102 / 1000 3.7s Queue parallel
[ ] 105 0 0 105 / 1000 3.8s Queue parallel
[ ] 108 0 0 108 / 1000 3.9s Queue parallel
[ ] 109 0 0 109 / 1000 4.1s Queue parallel
[ ] 112 0 0 112 / 1000 4.6s Queue parallel
[ ] 113 0 0 113 / 1000 4.8s Queue parallel
[ ] 115 0 0 115 / 1000 5.1s Queue parallel
[ ] 116 0 0 116 / 1000 5.7s Queue parallel
[ ] 117 0 0 117 / 1000 5.9s Queue parallel
[ ] 118 0 0 118 / 1000 6.0s Queue parallel
[ ] 120 0 0 120 / 1000 6.3s Queue parallel
[ ] 121 0 0 121 / 1000 6.8s Queue parallel
[ ] 122 0 0 122 / 1000 7.5s Queue parallel
[ ] 123 0 0 123 / 1000 7.8s Queue parallel
[ ] 124 0 0 124 / 1000 8.2s Queue parallel
[ ] 125 0 0 125 / 1000 8.7s Queue parallel
[ ] 126 0 0 126 / 1000 9.2s Queue parallel
[ ] 127 0 0 127 / 1000 9.9s Queue parallel
[ ] 128 0 0 128 / 1000 10.2s Queue parallel
[ ] 129 0 0 129 / 1000 10.5s Queue parallel
[ ] 130 0 0 130 / 1000 11.0s Queue parallel
[ ] 131 0 0 131 / 1000 11.5s Queue parallel
[ ] 132 0 0 132 / 1000 12.0s Queue parallel
[ ] 133 0 0 133 / 1000 12.6s Queue parallel
[ ] 134 0 0 134 / 1000 13.2s Queue parallel
[ ] 135 0 0 135 / 1000 14.1s Queue parallel
[ ] 136 0 0 136 / 1000 14.5s Queue parallel
[ ] 137 0 0 137 / 1000 14.9s Queue parallel
[ ] 138 0 0 138 / 1000 15.4s Queue parallel
[ ] 139 0 0 139 / 1000 15.9s Queue parallel
[ ] 140 0 0 140 / 1000 16.0s Queue parallel
[ ] 142 0 0 142 / 1000 16.1s Queue parallel
[ ] 143 0 0 143 / 1000 16.3s Queue parallel
[ ] 144 0 0 144 / 1000 16.7s Queue parallel
[ ] 145 0 0 145 / 1000 17.2s Queue parallel
[ ] 148 0 0 148 / 1000 17.4s Queue parallel
[ ] 149 0 0 149 / 1000 17.6s Queue parallel
[ ] 150 0 0 150 / 1000 17.7s Queue parallel
[ ] 151 0 0 151 / 1000 17.9s Queue parallel
[ ] 152 0 0 152 / 1000 18.4s Queue parallel
[ ] 153 0 0 153 / 1000 18.6s Queue parallel
[ ] 155 0 0 155 / 1000 18.8s Queue parallel
[ ] 161 0 0 161 / 1000 18.9s Queue parallel
[ ] 165 0 0 165 / 1000 19.0s Queue parallel
[ ] 175 0 0 175 / 1000 19.1s Queue parallel
[ ] 179 0 0 179 / 1000 19.3s Queue parallel
[ ] 181 0 0 181 / 1000 19.4s Queue parallel
[ ] 191 0 0 191 / 1000 19.5s Queue parallel
[ ] 199 0 0 199 / 1000 19.8s Queue parallel
[ ] 200 0 0 200 / 1000 19.9s Queue parallel
[ ] 203 0 0 203 / 1000 20.1s Queue parallel
[ ] 213 0 0 213 / 1000 20.5s Queue parallel
[ ] 215 0 0 215 / 1000 20.7s Queue parallel
[ ] 222 0 0 222 / 1000 20.9s Queue parallel
[ ] 224 0 0 224 / 1000 21.2s Queue parallel
[ ] 231 0 0 231 / 1000 21.8s Queue parallel
[ ] 234 0 0 234 / 1000 21.9s Queue parallel
[ ] 235 0 0 235 / 1000 22.0s Queue parallel
[ ] 236 0 0 236 / 1000 22.4s Queue parallel
[ ] 240 0 0 240 / 1000 22.6s Queue parallel
[ ] 245 0 0 245 / 1000 22.7s Queue parallel
[ ] 249 0 0 249 / 1000 23.1s Queue parallel
[ ] 254 0 0 254 / 1000 23.3s Queue parallel
[ ] 263 0 0 263 / 1000 23.7s Queue parallel
[ ] 265 0 0 265 / 1000 24.1s Queue parallel
[ ] 272 0 0 272 / 1000 24.3s Queue parallel
[ ] 275 0 0 275 / 1000 24.4s Queue parallel
[ ] 278 0 0 278 / 1000 24.8s Queue parallel
[ ] 283 0 0 283 / 1000 24.9s Queue parallel
[ ] 286 0 0 286 / 1000 25.2s Queue parallel
[ ] 294 0 0 294 / 1000 25.5s Queue parallel
[ ] 295 0 0 295 / 1000 25.9s Queue parallel
[ ] 297 0 0 297 / 1000 26.1s Queue parallel
[ ] 298 0 0 298 / 1000 26.3s Queue parallel
[ ] 304 0 0 304 / 1000 26.4s Queue parallel
[ ] 306 0 0 306 / 1000 26.5s Queue parallel
[ ] 307 0 0 307 / 1000 26.6s Queue parallel
[ ] 310 0 0 310 / 1000 26.8s Queue parallel
[ ] 315 0 0 315 / 1000 26.9s Queue parallel
[ ] 316 0 0 316 / 1000 27.1s Queue parallel
[ ] 317 0 0 317 / 1000 27.2s Queue parallel
[ ] 318 0 0 318 / 1000 27.5s Queue parallel
[ ] 319 0 0 319 / 1000 27.6s Queue parallel
[ ] 323 0 0 323 / 1000 27.8s Queue parallel
[ ] 325 0 0 325 / 1000 27.9s Queue parallel
[ ] 328 0 0 328 / 1000 28.0s Queue parallel
[ ] 332 0 0 332 / 1000 28.2s Queue parallel
[ ] 335 0 0 335 / 1000 28.3s Queue parallel
[ ] 339 0 0 339 / 1000 28.6s Queue parallel
[ ] 345 0 0 345 / 1000 28.7s Queue parallel
[ ] 350 0 0 350 / 1000 28.8s Queue parallel
[ ] 352 0 0 352 / 1000 29.0s Queue parallel
[ ] 353 0 0 353 / 1000 29.2s Queue parallel
[ ] 355 0 0 355 / 1000 29.5s Queue parallel
[ ] 358 0 0 358 / 1000 29.7s Queue parallel
[ ] 360 0 0 360 / 1000 29.8s Queue parallel
[ ] 361 0 0 361 / 1000 30.0s Queue parallel
[ ] 364 0 0 364 / 1000 30.1s Queue parallel
[ ] 367 0 0 367 / 1000 30.2s Queue parallel
[ ] 372 0 0 372 / 1000 30.8s Queue parallel
[ ] 373 0 0 373 / 1000 30.9s Queue parallel
[ ] 376 0 0 376 / 1000 31.0s Queue parallel
[ ] 379 0 0 379 / 1000 31.2s Queue parallel
[ ] 386 0 0 386 / 1000 31.3s Queue parallel
[ ] 394 0 0 394 / 1000 31.7s Queue parallel
[ ] 399 0 0 399 / 1000 32.1s Queue parallel
[ ] 401 0 0 401 / 1000 32.2s Queue parallel
[ ] 410 0 0 410 / 1000 32.3s Queue parallel
[ ] 414 0 0 414 / 1000 32.7s Queue parallel
[ ] 415 0 0 415 / 1000 33.1s Queue parallel
[ ] 416 0 0 416 / 1000 33.4s Queue parallel
[ ] 418 0 0 418 / 1000 33.6s Queue parallel
[ ] 421 0 0 421 / 1000 34.1s Queue parallel
[ ] 425 0 0 425 / 1000 34.2s Queue parallel
[ ] 430 0 0 430 / 1000 34.3s Queue parallel
[ ] 435 0 0 435 / 1000 34.4s Queue parallel
[ ] 440 0 0 440 / 1000 34.6s Queue parallel
[ ] 443 0 0 443 / 1000 34.8s Queue parallel
[ ] 449 0 0 449 / 1000 34.9s Queue parallel
[ ] 458 0 0 458 / 1000 35.0s Queue parallel
[ ] 461 0 0 461 / 1000 35.2s Queue parallel
[ ] 466 0 0 466 / 1000 35.3s Queue parallel
[ ] 467 0 0 467 / 1000 35.6s Queue parallel
[ ] 477 0 0 477 / 1000 35.7s Queue parallel
[ ] 482 0 0 482 / 1000 35.9s Queue parallel
[ ] 483 0 0 483 / 1000 36.2s Queue parallel
[ ] 486 0 0 486 / 1000 36.3s Queue parallel
[ ] 488 0 0 488 / 1000 36.5s Queue parallel
[ ] 493 0 0 493 / 1000 36.8s Queue parallel
[ ] 496 0 0 496 / 1000 37.1s Queue parallel
[ ] 502 0 0 502 / 1000 37.4s Queue parallel
[ ] 509 0 0 509 / 1000 37.6s Queue parallel
[ ] 514 0 0 514 / 1000 38.0s Queue parallel
[ ] 517 0 0 517 / 1000 38.1s Queue parallel
[ ] 521 0 0 521 / 1000 38.2s Queue parallel
[ ] 533 0 0 533 / 1000 38.4s Queue parallel
[ ] 541 0 0 541 / 1000 38.5s Queue parallel
[ ] 547 0 0 547 / 1000 38.7s Queue parallel
[ ] 550 0 0 550 / 1000 38.9s Queue parallel
[ ] 551 0 0 551 / 1000 39.0s Queue parallel
[ ] 553 0 0 553 / 1000 39.1s Queue parallel
[ ] 554 0 0 554 / 1000 39.3s Queue parallel
[ ] 557 0 0 557 / 1000 39.4s Queue parallel
[ ] 564 0 0 564 / 1000 39.5s Queue parallel
[ ] 565 0 0 565 / 1000 39.7s Queue parallel
[ ] 570 0 0 570 / 1000 39.8s Queue parallel
[ ] 574 0 0 574 / 1000 39.9s Queue parallel
[ ] 575 0 0 575 / 1000 40.3s Queue parallel
[ ] 577 0 0 577 / 1000 40.7s Queue parallel
[ ] 580 0 0 580 / 1000 40.9s Queue parallel
[ ] 584 0 0 584 / 1000 41.1s Queue parallel
[ ] 592 0 0 592 / 1000 41.2s Queue parallel
[ ] 598 0 0 598 / 1000 41.3s Queue parallel
[ ] 599 0 0 599 / 1000 41.5s Queue parallel
[ ] 608 0 0 608 / 1000 41.6s Queue parallel
[ ] 609 0 0 609 / 1000 42.0s Queue parallel
[ ] 614 0 0 614 / 1000 42.2s Queue parallel
[ ] 624 0 0 624 / 1000 42.3s Queue parallel
[ ] 628 0 0 628 / 1000 42.5s Queue parallel
[ ] 636 0 0 636 / 1000 42.6s Queue parallel
[ ] 639 0 0 639 / 1000 43.0s Queue parallel
[ ] 649 0 0 649 / 1000 43.1s Queue parallel
[ ] 658 0 0 658 / 1000 43.3s Queue parallel
[ ] 660 0 0 660 / 1000 43.6s Queue parallel
[ ] 662 0 0 662 / 1000 43.8s Queue parallel
[ ] 668 0 0 668 / 1000 43.9s Queue parallel
[ ] 672 0 0 672 / 1000 44.1s Queue parallel
[ ] 673 0 0 673 / 1000 44.2s Queue parallel
[ ] 678 0 0 678 / 1000 44.3s Queue parallel
[ ] 679 0 0 679 / 1000 44.7s Queue parallel
[ ] 685 0 0 685 / 1000 44.8s Queue parallel
[ ] 693 0 0 693 / 1000 45.0s Queue parallel
[ ] 698 0 0 698 / 1000 45.1s Queue parallel
[ ] 702 0 0 702 / 1000 45.2s Queue parallel
[ ] 708 0 0 708 / 1000 45.3s Queue parallel
[ ] 710 0 0 710 / 1000 45.4s Queue parallel
[ ] 714 0 0 714 / 1000 45.6s Queue parallel
[ ] 723 0 0 723 / 1000 45.7s Queue parallel
[ ] 728 0 0 728 / 1000 46.0s Queue parallel
[ ] 731 0 0 731 / 1000 46.1s Queue parallel
[ ] 734 0 0 734 / 1000 46.3s Queue parallel
[ ] 737 0 0 737 / 1000 46.5s Queue parallel
[ ] 738 0 0 738 / 1000 46.7s Queue parallel
[ ] 740 0 0 740 / 1000 46.9s Queue parallel
[ ] 743 0 0 743 / 1000 47.0s Queue parallel
[ ] 752 0 0 752 / 1000 47.1s Queue parallel
[ ] 758 0 0 758 / 1000 47.2s Queue parallel
[ ] 767 0 0 767 / 1000 47.3s Queue parallel
[ ] 768 0 0 768 / 1000 47.6s Queue parallel
[ ] 770 0 0 770 / 1000 47.8s Queue parallel
[ ] 777 0 0 777 / 1000 48.2s Queue parallel
[ ] 783 0 0 783 / 1000 48.3s Queue parallel
[ ] 785 0 0 785 / 1000 48.4s Queue parallel
[ ] 788 0 0 788 / 1000 48.7s Queue parallel
[ ] 789 0 0 789 / 1000 48.9s Queue parallel
[ ] 793 0 0 793 / 1000 49.0s Queue parallel
[ ] 795 0 0 795 / 1000 49.2s Queue parallel
[ ] 797 0 0 797 / 1000 49.4s Queue parallel
[ ] 799 0 0 799 / 1000 49.5s Queue parallel
[ ] 800 0 0 800 / 1000 49.7s Queue parallel
[ ] 806 0 0 806 / 1000 50.1s Queue parallel
[ ] 811 0 0 811 / 1000 50.3s Queue parallel
[ ] 814 0 0 814 / 1000 50.5s Queue parallel
[ ] 815 0 0 815 / 1000 50.6s Queue parallel
[ ] 816 0 0 816 / 1000 51.1s Queue parallel
[ ] 819 0 0 819 / 1000 51.2s Queue parallel
[ ] 820 0 0 820 / 1000 51.5s Queue parallel
[ ] 822 0 0 822 / 1000 51.7s Queue parallel
[ ] 823 0 0 823 / 1000 51.9s Queue parallel
[ ] 827 0 0 827 / 1000 52.0s Queue parallel
[ ] 833 0 0 833 / 1000 52.1s Queue parallel
[ ] 838 0 0 838 / 1000 52.2s Queue parallel
[ ] 841 0 0 841 / 1000 52.4s Queue parallel
[ ] 843 0 0 843 / 1000 52.9s Queue parallel
[ ] 846 0 0 846 / 1000 53.0s Queue parallel
[ ] 849 0 0 849 / 1000 53.2s Queue parallel
[ ] 850 0 0 850 / 1000 53.6s Queue parallel
[ ] 852 0 0 852 / 1000 53.7s Queue parallel
[ ] 854 0 0 854 / 1000 53.8s Queue parallel
[ ] 855 0 0 855 / 1000 54.0s Queue parallel
[ ] 859 0 0 859 / 1000 54.1s Queue parallel
[ ] 863 0 0 863 / 1000 54.2s Queue parallel
[ ] 871 0 0 871 / 1000 54.4s Queue parallel
[ ] 877 0 0 877 / 1000 54.6s Queue parallel
[ ] 878 0 0 878 / 1000 54.7s Queue parallel
[ ] 886 0 0 886 / 1000 54.8s Queue parallel
[ ] 893 0 0 893 / 1000 55.0s Queue parallel
[ ] 895 0 0 895 / 1000 55.3s Queue parallel
[ ] 897 0 0 897 / 1000 55.4s Queue parallel
[ ] 898 0 0 898 / 1000 55.7s Queue parallel
[ ] 899 0 0 899 / 1000 56.1s Queue parallel
[ ] 909 0 0 909 / 1000 56.3s Queue parallel
[ ] 912 0 0 912 / 1000 56.7s Queue parallel
[ ] 914 0 0 914 / 1000 57.6s Queue parallel
[ ] 915 0 0 915 / 1000 58.0s Queue parallel
[ ] 916 0 0 916 / 1000 58.2s Queue parallel
[ ] 918 0 0 918 / 1000 58.4s Queue parallel
[ ] 919 0 0 919 / 1000 58.7s Queue parallel
[ ] 920 0 0 920 / 1000 59.1s Queue parallel
[ ] 925 0 0 925 / 1000 59.2s Queue parallel
[ ] 927 0 0 927 / 1000 59.3s Queue parallel
[ ] 928 0 0 928 / 1000 59.7s Queue parallel
[ ] 929 0 0 929 / 1000 59.9s Queue parallel
[ ] 930 0 0 930 / 1000 60.0s Queue parallel
[ ] 931 0 0 931 / 1000 60.2s Queue parallel
[ ] 932 0 0 932 / 1000 60.4s Queue parallel
[ ] 933 0 0 933 / 1000 60.8s Queue parallel
[ ] 934 0 0 934 / 1000 61.2s Queue parallel
[ ] 935 0 0 935 / 1000 61.6s Queue parallel
[ ] 936 0 0 936 / 1000 61.9s Queue parallel
[ ] 937 0 0 937 / 1000 62.2s Queue parallel
[ ] 938 0 0 938 / 1000 62.4s Queue parallel
[ ] 939 0 0 939 / 1000 62.6s Queue parallel
[ ] 940 0 0 940 / 1000 62.8s Queue parallel
[ ] 941 0 0 941 / 1000 62.9s Queue parallel
[ ] 943 0 0 943 / 1000 63.1s Queue parallel
[ ] 945 0 0 945 / 1000 63.3s Queue parallel
[ ] 947 0 0 947 / 1000 63.4s Queue parallel
[ ] 949 0 0 949 / 1000 63.5s Queue parallel
[ ] 950 0 0 950 / 1000 63.7s Queue parallel
[ ] 952 0 0 952 / 1000 64.0s Queue parallel
[ ] 954 0 0 954 / 1000 64.2s Queue parallel
[ ] 955 0 0 955 / 1000 64.3s Queue parallel
[ ] 956 0 0 956 / 1000 64.6s Queue parallel
[ ] 957 0 0 957 / 1000 64.8s Queue parallel
[ ] 958 0 0 958 / 1000 64.9s Queue parallel
[ ] 960 0 0 960 / 1000 65.0s Queue parallel
[ ] 962 0 0 962 / 1000 65.1s Queue parallel
[ ] 964 0 0 964 / 1000 65.3s Queue parallel
[ ] 965 0 0 965 / 1000 65.6s Queue parallel
[ ] 967 0 0 967 / 1000 66.2s Queue parallel
[ ] 968 0 0 968 / 1000 66.6s Queue parallel
[ ] 969 0 0 969 / 1000 67.2s Queue parallel
[ ] 972 0 0 972 / 1000 67.3s Queue parallel
[ ] 976 0 0 976 / 1000 67.8s Queue parallel
[ ] 978 0 0 978 / 1000 68.0s Queue parallel
[ ] 980 0 0 980 / 1000 68.2s Queue parallel
[ ] 989 0 0 989 / 1000 68.3s Queue parallel
[ ] 995 0 0 995 / 1000 68.5s Queue parallel
[ ] 997 0 0 997 / 1000 68.8s Queue parallel
[✓] 1000 0 0 1000 / 1000 68.8s Queue parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./hashtbl_test_stm.exe)
#
random seed: 378949975
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl sequential
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl parallel
[ ] 1 0 0 1 / 1000 0.1s Hashtbl parallel
[ ] 7 0 0 7 / 1000 0.2s Hashtbl parallel
[ ] 14 0 0 14 / 1000 0.3s Hashtbl parallel
[ ] 16 0 0 16 / 1000 0.5s Hashtbl parallel
[ ] 20 0 0 20 / 1000 0.6s Hashtbl parallel
[ ] 25 0 0 25 / 1000 0.8s Hashtbl parallel
[ ] 31 0 0 31 / 1000 1.1s Hashtbl parallel
[ ] 37 0 0 37 / 1000 1.2s Hashtbl parallel
[ ] 40 0 0 40 / 1000 1.3s Hashtbl parallel
[ ] 42 0 0 42 / 1000 1.5s Hashtbl parallel
[ ] 47 0 0 47 / 1000 1.6s Hashtbl parallel
[ ] 49 0 0 49 / 1000 1.8s Hashtbl parallel
[ ] 57 0 0 57 / 1000 1.9s Hashtbl parallel
[ ] 63 0 0 63 / 1000 2.0s Hashtbl parallel
[ ] 66 0 0 66 / 1000 2.2s Hashtbl parallel
[ ] 72 0 0 72 / 1000 2.7s Hashtbl parallel
[ ] 76 0 0 76 / 1000 3.0s Hashtbl parallel
[ ] 79 0 0 79 / 1000 3.6s Hashtbl parallel
[ ] 81 0 0 81 / 1000 3.8s Hashtbl parallel
[ ] 82 0 0 82 / 1000 3.9s Hashtbl parallel
[ ] 85 0 0 85 / 1000 4.0s Hashtbl parallel
[ ] 88 0 0 88 / 1000 4.1s Hashtbl parallel
[ ] 91 0 0 91 / 1000 4.2s Hashtbl parallel
[ ] 92 0 0 92 / 1000 4.3s Hashtbl parallel
[ ] 94 0 0 94 / 1000 4.5s Hashtbl parallel
[ ] 95 0 0 95 / 1000 4.8s Hashtbl parallel
[ ] 97 0 0 97 / 1000 5.0s Hashtbl parallel
[ ] 98 0 0 98 / 1000 5.3s Hashtbl parallel
[ ] 99 0 0 99 / 1000 5.7s Hashtbl parallel
[ ] 100 0 0 100 / 1000 5.8s Hashtbl parallel
[ ] 102 0 0 102 / 1000 6.1s Hashtbl parallel
[ ] 103 0 0 103 / 1000 6.4s Hashtbl parallel
[ ] 104 0 0 104 / 1000 6.9s Hashtbl parallel
[ ] 105 0 0 105 / 1000 7.4s Hashtbl parallel
[ ] 106 0 0 106 / 1000 8.0s Hashtbl parallel
[ ] 107 0 0 107 / 1000 8.5s Hashtbl parallel
[ ] 108 0 0 108 / 1000 8.8s Hashtbl parallel
[ ] 109 0 0 109 / 1000 8.9s Hashtbl parallel
[ ] 110 0 0 110 / 1000 9.2s Hashtbl parallel
[ ] 111 0 0 111 / 1000 9.5s Hashtbl parallel
[ ] 112 0 0 112 / 1000 9.7s Hashtbl parallel
[ ] 113 0 0 113 / 1000 9.9s Hashtbl parallel
[ ] 114 0 0 114 / 1000 10.0s Hashtbl parallel
[ ] 115 0 0 115 / 1000 10.2s Hashtbl parallel
[ ] 116 0 0 116 / 1000 10.6s Hashtbl parallel
[ ] 117 0 0 117 / 1000 11.0s Hashtbl parallel
[ ] 118 0 0 118 / 1000 12.3s Hashtbl parallel
[ ] 119 0 0 119 / 1000 12.8s Hashtbl parallel
[ ] 120 0 0 120 / 1000 13.4s Hashtbl parallel
[ ] 121 0 0 121 / 1000 13.9s Hashtbl parallel
[ ] 122 0 0 122 / 1000 14.4s Hashtbl parallel
[ ] 124 0 0 124 / 1000 14.9s Hashtbl parallel
[ ] 125 0 0 125 / 1000 15.5s Hashtbl parallel
[ ] 126 0 0 126 / 1000 15.8s Hashtbl parallel
[ ] 127 0 0 127 / 1000 15.9s Hashtbl parallel
[ ] 129 0 0 129 / 1000 16.1s Hashtbl parallel
[ ] 130 0 0 130 / 1000 16.4s Hashtbl parallel
[ ] 131 0 0 131 / 1000 16.7s Hashtbl parallel
[ ] 132 0 0 132 / 1000 16.9s Hashtbl parallel
[ ] 133 0 0 133 / 1000 17.0s Hashtbl parallel
[ ] 134 0 0 134 / 1000 17.6s Hashtbl parallel
[ ] 135 0 0 135 / 1000 18.0s Hashtbl parallel
[ ] 136 0 0 136 / 1000 18.5s Hashtbl parallel
[ ] 137 0 0 137 / 1000 18.7s Hashtbl parallel
[ ] 141 0 0 141 / 1000 18.8s Hashtbl parallel
[ ] 143 0 0 143 / 1000 19.0s Hashtbl parallel
[ ] 148 0 0 148 / 1000 19.2s Hashtbl parallel
[ ] 152 0 0 152 / 1000 19.6s Hashtbl parallel
[ ] 156 0 0 156 / 1000 20.1s Hashtbl parallel
[ ] 159 0 0 159 / 1000 20.5s Hashtbl parallel
[ ] 161 0 0 161 / 1000 20.7s Hashtbl parallel
[ ] 163 0 0 163 / 1000 21.0s Hashtbl parallel
[ ] 171 0 0 171 / 1000 21.1s Hashtbl parallel
[ ] 177 0 0 177 / 1000 21.5s Hashtbl parallel
[ ] 180 0 0 180 / 1000 22.0s Hashtbl parallel
[ ] 182 0 0 182 / 1000 22.1s Hashtbl parallel
[ ] 187 0 0 187 / 1000 22.2s Hashtbl parallel
[ ] 193 0 0 193 / 1000 22.3s Hashtbl parallel
[ ] 200 0 0 200 / 1000 22.4s Hashtbl parallel
[ ] 204 0 0 204 / 1000 22.6s Hashtbl parallel
[ ] 213 0 0 213 / 1000 22.7s Hashtbl parallel
[ ] 219 0 0 219 / 1000 22.9s Hashtbl parallel
[ ] 220 0 0 220 / 1000 23.4s Hashtbl parallel
[ ] 225 0 0 225 / 1000 23.5s Hashtbl parallel
[ ] 234 0 0 234 / 1000 23.7s Hashtbl parallel
[ ] 235 0 0 235 / 1000 24.0s Hashtbl parallel
[ ] 241 0 0 241 / 1000 24.2s Hashtbl parallel
[ ] 248 0 0 248 / 1000 24.3s Hashtbl parallel
[ ] 256 0 0 256 / 1000 24.4s Hashtbl parallel
[ ] 261 0 0 261 / 1000 24.5s Hashtbl parallel
[ ] 263 0 0 263 / 1000 24.6s Hashtbl parallel
[ ] 265 0 0 265 / 1000 24.9s Hashtbl parallel
[ ] 266 0 0 266 / 1000 25.1s Hashtbl parallel
[ ] 267 0 0 267 / 1000 25.5s Hashtbl parallel
[ ] 272 0 0 272 / 1000 25.6s Hashtbl parallel
[ ] 277 0 0 277 / 1000 25.8s Hashtbl parallel
[ ] 280 0 0 280 / 1000 25.9s Hashtbl parallel
[ ] 285 0 0 285 / 1000 26.1s Hashtbl parallel
[ ] 286 0 0 286 / 1000 26.2s Hashtbl parallel
[ ] 291 0 0 291 / 1000 26.4s Hashtbl parallel
[ ] 295 0 0 295 / 1000 26.5s Hashtbl parallel
[ ] 297 0 0 297 / 1000 26.8s Hashtbl parallel
[ ] 302 0 0 302 / 1000 26.9s Hashtbl parallel
[ ] 304 0 0 304 / 1000 27.0s Hashtbl parallel
[ ] 305 0 0 305 / 1000 27.3s Hashtbl parallel
[ ] 306 0 0 306 / 1000 27.5s Hashtbl parallel
[ ] 307 0 0 307 / 1000 27.6s Hashtbl parallel
[ ] 309 0 0 309 / 1000 28.1s Hashtbl parallel
[ ] 314 0 0 314 / 1000 28.2s Hashtbl parallel
[ ] 317 0 0 317 / 1000 28.3s Hashtbl parallel
[ ] 320 0 0 320 / 1000 28.8s Hashtbl parallel
[ ] 323 0 0 323 / 1000 28.9s Hashtbl parallel
[ ] 327 0 0 327 / 1000 29.0s Hashtbl parallel
[ ] 329 0 0 329 / 1000 29.2s Hashtbl parallel
[ ] 331 0 0 331 / 1000 29.3s Hashtbl parallel
[ ] 332 0 0 332 / 1000 29.4s Hashtbl parallel
[ ] 334 0 0 334 / 1000 29.6s Hashtbl parallel
[ ] 336 0 0 336 / 1000 29.7s Hashtbl parallel
[ ] 337 0 0 337 / 1000 30.1s Hashtbl parallel
[ ] 338 0 0 338 / 1000 30.6s Hashtbl parallel
[ ] 341 0 0 341 / 1000 30.8s Hashtbl parallel
[ ] 342 0 0 342 / 1000 31.0s Hashtbl parallel
[ ] 346 0 0 346 / 1000 31.1s Hashtbl parallel
[ ] 354 0 0 354 / 1000 31.3s Hashtbl parallel
[ ] 363 0 0 363 / 1000 31.5s Hashtbl parallel
[ ] 369 0 0 369 / 1000 32.0s Hashtbl parallel
[ ] 370 0 0 370 / 1000 32.4s Hashtbl parallel
[ ] 373 0 0 373 / 1000 32.8s Hashtbl parallel
[ ] 381 0 0 381 / 1000 32.9s Hashtbl parallel
[ ] 384 0 0 384 / 1000 33.0s Hashtbl parallel
[ ] 385 0 0 385 / 1000 33.4s Hashtbl parallel
[ ] 388 0 0 388 / 1000 33.5s Hashtbl parallel
[ ] 393 0 0 393 / 1000 33.6s Hashtbl parallel
[ ] 394 0 0 394 / 1000 33.8s Hashtbl parallel
[ ] 396 0 0 396 / 1000 33.9s Hashtbl parallel
[ ] 398 0 0 398 / 1000 34.0s Hashtbl parallel
[ ] 402 0 0 402 / 1000 34.2s Hashtbl parallel
[ ] 403 0 0 403 / 1000 34.6s Hashtbl parallel
[ ] 407 0 0 407 / 1000 34.7s Hashtbl parallel
[ ] 411 0 0 411 / 1000 34.8s Hashtbl parallel
[ ] 413 0 0 413 / 1000 35.0s Hashtbl parallel
[ ] 415 0 0 415 / 1000 35.2s Hashtbl parallel
[ ] 416 0 0 416 / 1000 35.3s Hashtbl parallel
[ ] 418 0 0 418 / 1000 35.5s Hashtbl parallel
[ ] 424 0 0 424 / 1000 35.9s Hashtbl parallel
[ ] 425 0 0 425 / 1000 36.2s Hashtbl parallel
[ ] 432 0 0 432 / 1000 36.3s Hashtbl parallel
[ ] 436 0 0 436 / 1000 36.5s Hashtbl parallel
[ ] 444 0 0 444 / 1000 36.7s Hashtbl parallel
[ ] 445 0 0 445 / 1000 37.0s Hashtbl parallel
[ ] 451 0 0 451 / 1000 37.6s Hashtbl parallel
[ ] 453 0 0 453 / 1000 37.7s Hashtbl parallel
[ ] 454 0 0 454 / 1000 38.0s Hashtbl parallel
[ ] 455 0 0 455 / 1000 38.3s Hashtbl parallel
[ ] 465 0 0 465 / 1000 38.4s Hashtbl parallel
[ ] 467 0 0 467 / 1000 38.6s Hashtbl parallel
[ ] 477 0 0 477 / 1000 38.7s Hashtbl parallel
[ ] 482 0 0 482 / 1000 38.9s Hashtbl parallel
[ ] 484 0 0 484 / 1000 39.0s Hashtbl parallel
[ ] 490 0 0 490 / 1000 39.1s Hashtbl parallel
[ ] 498 0 0 498 / 1000 39.2s Hashtbl parallel
[ ] 504 0 0 504 / 1000 39.3s Hashtbl parallel
[ ] 512 0 0 512 / 1000 39.4s Hashtbl parallel
[ ] 514 0 0 514 / 1000 39.6s Hashtbl parallel
[ ] 519 0 0 519 / 1000 39.7s Hashtbl parallel
[ ] 524 0 0 524 / 1000 39.8s Hashtbl parallel
[ ] 526 0 0 526 / 1000 40.1s Hashtbl parallel
[ ] 530 0 0 530 / 1000 40.3s Hashtbl parallel
[ ] 533 0 0 533 / 1000 40.7s Hashtbl parallel
[ ] 540 0 0 540 / 1000 41.0s Hashtbl parallel
[ ] 548 0 0 548 / 1000 41.1s Hashtbl parallel
[ ] 554 0 0 554 / 1000 41.2s Hashtbl parallel
[ ] 560 0 0 560 / 1000 41.5s Hashtbl parallel
[ ] 561 0 0 561 / 1000 41.7s Hashtbl parallel
[ ] 571 0 0 571 / 1000 41.9s Hashtbl parallel
[ ] 576 0 0 576 / 1000 42.3s Hashtbl parallel
[ ] 583 0 0 583 / 1000 42.4s Hashtbl parallel
[ ] 588 0 0 588 / 1000 42.5s Hashtbl parallel
[ ] 590 0 0 590 / 1000 42.6s Hashtbl parallel
[ ] 597 0 0 597 / 1000 42.8s Hashtbl parallel
[ ] 598 0 0 598 / 1000 43.1s Hashtbl parallel
[ ] 604 0 0 604 / 1000 43.2s Hashtbl parallel
[ ] 606 0 0 606 / 1000 43.4s Hashtbl parallel
[ ] 609 0 0 609 / 1000 43.6s Hashtbl parallel
[ ] 610 0 0 610 / 1000 43.9s Hashtbl parallel
[ ] 611 0 0 611 / 1000 44.1s Hashtbl parallel
[ ] 620 0 0 620 / 1000 44.5s Hashtbl parallel
[ ] 627 0 0 627 / 1000 45.0s Hashtbl parallel
[ ] 637 0 0 637 / 1000 45.2s Hashtbl parallel
[ ] 647 0 0 647 / 1000 45.5s Hashtbl parallel
[ ] 649 0 0 649 / 1000 45.8s Hashtbl parallel
[ ] 654 0 0 654 / 1000 46.0s Hashtbl parallel
[ ] 656 0 0 656 / 1000 46.1s Hashtbl parallel
[ ] 662 0 0 662 / 1000 46.3s Hashtbl parallel
[ ] 665 0 0 665 / 1000 46.5s Hashtbl parallel
[ ] 671 0 0 671 / 1000 46.6s Hashtbl parallel
[ ] 676 0 0 676 / 1000 46.8s Hashtbl parallel
[ ] 685 0 0 685 / 1000 46.9s Hashtbl parallel
[ ] 690 0 0 690 / 1000 47.0s Hashtbl parallel
[ ] 692 0 0 692 / 1000 47.2s Hashtbl parallel
[ ] 700 0 0 700 / 1000 47.3s Hashtbl parallel
[ ] 705 0 0 705 / 1000 47.5s Hashtbl parallel
[ ] 706 0 0 706 / 1000 47.8s Hashtbl parallel
[ ] 716 0 0 716 / 1000 47.9s Hashtbl parallel
[ ] 719 0 0 719 / 1000 48.1s Hashtbl parallel
[ ] 724 0 0 724 / 1000 48.2s Hashtbl parallel
[ ] 725 0 0 725 / 1000 48.7s Hashtbl parallel
[ ] 728 0 0 728 / 1000 48.8s Hashtbl parallel
[ ] 731 0 0 731 / 1000 49.0s Hashtbl parallel
[ ] 735 0 0 735 / 1000 49.2s Hashtbl parallel
[ ] 736 0 0 736 / 1000 49.3s Hashtbl parallel
[ ] 738 0 0 738 / 1000 49.5s Hashtbl parallel
[ ] 742 0 0 742 / 1000 49.6s Hashtbl parallel
[ ] 744 0 0 744 / 1000 50.0s Hashtbl parallel
[ ] 749 0 0 749 / 1000 50.1s Hashtbl parallel
[ ] 751 0 0 751 / 1000 50.2s Hashtbl parallel
[ ] 752 0 0 752 / 1000 50.5s Hashtbl parallel
[ ] 753 0 0 753 / 1000 50.7s Hashtbl parallel
[ ] 755 0 0 755 / 1000 50.9s Hashtbl parallel
[ ] 756 0 0 756 / 1000 51.0s Hashtbl parallel
[ ] 757 0 0 757 / 1000 51.4s Hashtbl parallel
[ ] 761 0 0 761 / 1000 51.6s Hashtbl parallel
[ ] 762 0 0 762 / 1000 51.8s Hashtbl parallel
[ ] 766 0 0 766 / 1000 51.9s Hashtbl parallel
[ ] 774 0 0 774 / 1000 52.1s Hashtbl parallel
[ ] 777 0 0 777 / 1000 52.2s Hashtbl parallel
[ ] 781 0 0 781 / 1000 52.3s Hashtbl parallel
[ ] 784 0 0 784 / 1000 52.6s Hashtbl parallel
[ ] 785 0 0 785 / 1000 52.7s Hashtbl parallel
[ ] 788 0 0 788 / 1000 52.8s Hashtbl parallel
[ ] 791 0 0 791 / 1000 52.9s Hashtbl parallel
[ ] 793 0 0 793 / 1000 53.0s Hashtbl parallel
[ ] 796 0 0 796 / 1000 53.2s Hashtbl parallel
[ ] 802 0 0 802 / 1000 53.3s Hashtbl parallel
[ ] 803 0 0 803 / 1000 53.4s Hashtbl parallel
[ ] 807 0 0 807 / 1000 53.6s Hashtbl parallel
[ ] 809 0 0 809 / 1000 53.7s Hashtbl parallel
[ ] 810 0 0 810 / 1000 53.8s Hashtbl parallel
[ ] 811 0 0 811 / 1000 53.9s Hashtbl parallel
[ ] 814 0 0 814 / 1000 54.0s Hashtbl parallel
[ ] 819 0 0 819 / 1000 54.2s Hashtbl parallel
[ ] 825 0 0 825 / 1000 54.4s Hashtbl parallel
[ ] 830 0 0 830 / 1000 54.6s Hashtbl parallel
[ ] 835 0 0 835 / 1000 55.0s Hashtbl parallel
[ ] 841 0 0 841 / 1000 55.4s Hashtbl parallel
[ ] 844 0 0 844 / 1000 55.6s Hashtbl parallel
[ ] 850 0 0 850 / 1000 55.7s Hashtbl parallel
[ ] 857 0 0 857 / 1000 55.9s Hashtbl parallel
[ ] 860 0 0 860 / 1000 56.0s Hashtbl parallel
[ ] 865 0 0 865 / 1000 56.6s Hashtbl parallel
[ ] 868 0 0 868 / 1000 56.8s Hashtbl parallel
[ ] 871 0 0 871 / 1000 57.2s Hashtbl parallel
[ ] 872 0 0 872 / 1000 57.8s Hashtbl parallel
[ ] 873 0 0 873 / 1000 58.1s Hashtbl parallel
[ ] 874 0 0 874 / 1000 58.2s Hashtbl parallel
[ ] 877 0 0 877 / 1000 58.5s Hashtbl parallel
[ ] 880 0 0 880 / 1000 58.7s Hashtbl parallel
[ ] 881 0 0 881 / 1000 58.9s Hashtbl parallel
[ ] 883 0 0 883 / 1000 59.3s Hashtbl parallel
[ ] 884 0 0 884 / 1000 59.4s Hashtbl parallel
[ ] 885 0 0 885 / 1000 60.1s Hashtbl parallel
[ ] 886 0 0 886 / 1000 61.0s Hashtbl parallel
[ ] 887 0 0 887 / 1000 61.5s Hashtbl parallel
[ ] 888 0 0 888 / 1000 61.8s Hashtbl parallel
[ ] 889 0 0 889 / 1000 62.1s Hashtbl parallel
[ ] 890 0 0 890 / 1000 62.5s Hashtbl parallel
[ ] 891 0 0 891 / 1000 62.7s Hashtbl parallel
[ ] 892 0 0 892 / 1000 62.9s Hashtbl parallel
[ ] 893 0 0 893 / 1000 63.3s Hashtbl parallel
[ ] 895 0 0 895 / 1000 63.4s Hashtbl parallel
[ ] 897 0 0 897 / 1000 63.6s Hashtbl parallel
[ ] 898 0 0 898 / 1000 64.1s Hashtbl parallel
[ ] 900 0 0 900 / 1000 64.5s Hashtbl parallel
[ ] 901 0 0 901 / 1000 64.7s Hashtbl parallel
[ ] 902 0 0 902 / 1000 64.8s Hashtbl parallel
[ ] 904 0 0 904 / 1000 64.9s Hashtbl parallel
[ ] 905 0 0 905 / 1000 65.1s Hashtbl parallel
[ ] 906 0 0 906 / 1000 65.3s Hashtbl parallel
[ ] 908 0 0 908 / 1000 65.6s Hashtbl parallel
[ ] 909 0 0 909 / 1000 66.1s Hashtbl parallel
[ ] 910 0 0 910 / 1000 66.5s Hashtbl parallel
[ ] 912 0 0 912 / 1000 67.2s Hashtbl parallel
[ ] 916 0 0 916 / 1000 67.4s Hashtbl parallel
[ ] 917 0 0 917 / 1000 67.5s Hashtbl parallel
[ ] 921 0 0 921 / 1000 67.6s Hashtbl parallel
[ ] 926 0 0 926 / 1000 67.7s Hashtbl parallel
[ ] 931 0 0 931 / 1000 67.9s Hashtbl parallel
[ ] 933 0 0 933 / 1000 68.0s Hashtbl parallel
[ ] 942 0 0 942 / 1000 68.1s Hashtbl parallel
[ ] 945 0 0 945 / 1000 68.2s Hashtbl parallel
[ ] 946 0 0 946 / 1000 68.4s Hashtbl parallel
[ ] 952 0 0 952 / 1000 68.8s Hashtbl parallel
[ ] 953 0 0 953 / 1000 69.2s Hashtbl parallel
[ ] 962 0 0 962 / 1000 69.3s Hashtbl parallel
[ ] 967 0 0 967 / 1000 69.4s Hashtbl parallel
[ ] 968 0 0 968 / 1000 69.6s Hashtbl parallel
[ ] 977 0 0 977 / 1000 69.7s Hashtbl parallel
[ ] 980 0 0 980 / 1000 69.9s Hashtbl parallel
[ ] 983 0 0 983 / 1000 70.1s Hashtbl parallel
[ ] 990 0 0 990 / 1000 70.2s Hashtbl parallel
[ ] 994 0 0 994 / 1000 70.3s Hashtbl parallel
[ ] 1000 0 0 1000 / 1000 70.6s Hashtbl parallel
[✓] 1000 0 0 1000 / 1000 70.6s Hashtbl parallel
# ================================================================================
# success (ran 2 tests)
# (cd _build/default/test/kcas_data && ./linearizable_chaining_example.exe)
#
random seed: 294226347
# generated error fail pass / total time test name
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order sequential
[✓] 1000 0 0 1000 / 1000 0.0s Hashtbl_with_order sequential
#
[ ] 0 0 0 0 / 1000 0.0s Hashtbl_with_order parallel
[ ] 2 0 0 2 / 1000 0.7s Hashtbl_with_order parallel
[ ] 5 0 0 5 / 1000 0.9s Hashtbl_with_order parallel
[ ] 7 0 0 7 / 1000 1.2s Hashtbl_with_order parallel
[ ] 10 0 0 10 / 1000 1.3s Hashtbl_with_order parallel
[ ] 13 0 0 13 / 1000 1.5s Hashtbl_with_order parallel
[ ] 14 0 0 14 / 1000 1.7s Hashtbl_with_order parallel
[ ] 17 0 0 17 / 1000 1.9s Hashtbl_with_order parallel
[ ] 21 0 0 21 / 1000 2.1s Hashtbl_with_order parallel
[ ] 23 0 0 23 / 1000 2.2s Hashtbl_with_order parallel
[ ] 24 0 0 24 / 1000 2.5s Hashtbl_with_order parallel
[ ] 31 0 0 31 / 1000 2.6s Hashtbl_with_order parallel
[ ] 35 0 0 35 / 1000 2.8s Hashtbl_with_order parallel
[ ] 40 0 0 40 / 1000 3.0s Hashtbl_with_order parallel
[ ] 42 0 0 42 / 1000 3.6s Hashtbl_with_order parallel
[ ] 45 0 0 45 / 1000 3.8s Hashtbl_with_order parallel
[ ] 46 0 0 46 / 1000 4.6s Hashtbl_with_order parallel
[ ] 47 0 0 47 / 1000 4.8s Hashtbl_with_order parallel
[ ] 49 0 0 49 / 1000 5.0s Hashtbl_with_order parallel
[ ] 50 0 0 50 / 1000 5.2s Hashtbl_with_order parallel
[ ] 51 0 0 51 / 1000 5.5s Hashtbl_with_order parallel
[ ] 52 0 0 52 / 1000 5.7s Hashtbl_with_order parallel
[ ] 53 0 0 53 / 1000 6.8s Hashtbl_with_order parallel
[ ] 54 0 0 54 / 1000 7.2s Hashtbl_with_order parallel
[ ] 55 0 0 55 / 1000 8.2s Hashtbl_with_order parallel
[ ] 56 0 0 56 / 1000 8.6s Hashtbl_with_order parallel
[ ] 57 0 0 57 / 1000 9.6s Hashtbl_with_order parallel
[ ] 58 0 0 58 / 1000 9.9s Hashtbl_with_order parallel
[ ] 59 0 0 59 / 1000 10.1s Hashtbl_with_order parallel
[ ] 60 0 0 60 / 1000 10.4s Hashtbl_with_order parallel
[ ] 61 0 0 61 / 1000 11.6s Hashtbl_with_order parallel
[ ] 62 0 0 62 / 1000 12.0s Hashtbl_with_order parallel
[ ] 63 0 0 63 / 1000 12.5s Hashtbl_with_order parallel
[ ] 64 0 0 64 / 1000 13.0s Hashtbl_with_order parallel
[ ] 65 0 0 65 / 1000 13.4s Hashtbl_with_order parallel
[ ] 66 0 0 66 / 1000 13.7s Hashtbl_with_order parallel
[ ] 67 0 0 67 / 1000 14.1s Hashtbl_with_order parallel
[ ] 68 0 0 68 / 1000 14.3s Hashtbl_with_order parallel
[ ] 69 0 0 69 / 1000 14.4s Hashtbl_with_order parallel
[ ] 70 0 0 70 / 1000 14.8s Hashtbl_with_order parallel
[ ] 71 0 0 71 / 1000 16.1s Hashtbl_with_order parallel
[ ] 72 0 0 72 / 1000 16.3s Hashtbl_with_order parallel
[ ] 73 0 0 73 / 1000 16.6s Hashtbl_with_order parallel
[ ] 74 0 0 74 / 1000 16.8s Hashtbl_with_order parallel
[ ] 75 0 0 75 / 1000 16.9s Hashtbl_with_order parallel
[ ] 76 0 0 76 / 1000 17.0s Hashtbl_with_order parallel
[ ] 78 0 0 78 / 1000 17.7s Hashtbl_with_order parallel
[ ] 79 0 0 79 / 1000 18.3s Hashtbl_with_order parallel
[ ] 80 0 0 80 / 1000 18.5s Hashtbl_with_order parallel
[ ] 82 0 0 82 / 1000 18.7s Hashtbl_with_order parallel
[ ] 86 0 0 86 / 1000 19.3s Hashtbl_with_order parallel
[ ] 87 0 0 87 / 1000 19.9s Hashtbl_with_order parallel
[ ] 89 0 0 89 / 1000 20.0s Hashtbl_with_order parallel
[ ] 96 0 0 96 / 1000 20.1s Hashtbl_with_order parallel
[ ] 101 0 0 101 / 1000 20.7s Hashtbl_with_order parallel
[ ] 106 0 0 106 / 1000 20.8s Hashtbl_with_order parallel
[ ] 111 0 0 111 / 1000 20.9s Hashtbl_with_order parallel
[ ] 113 0 0 113 / 1000 21.0s Hashtbl_with_order parallel
[ ] 114 0 0 114 / 1000 21.2s Hashtbl_with_order parallel
[ ] 122 0 0 122 / 1000 21.3s Hashtbl_with_order parallel
[ ] 130 0 0 130 / 1000 21.4s Hashtbl_with_order parallel
[ ] 132 0 0 132 / 1000 22.1s Hashtbl_with_order parallel
[ ] 137 0 0 137 / 1000 22.2s Hashtbl_with_order parallel
[ ] 140 0 0 140 / 1000 22.3s Hashtbl_with_order parallel
[ ] 143 0 0 143 / 1000 22.5s Hashtbl_with_order parallel
[ ] 149 0 0 149 / 1000 22.7s Hashtbl_with_order parallel
[ ] 152 0 0 152 / 1000 22.9s Hashtbl_with_order parallel
[ ] 158 0 0 158 / 1000 23.0s Hashtbl_with_order parallel
[ ] 160 0 0 160 / 1000 23.6s Hashtbl_with_order parallel
[ ] 161 0 0 161 / 1000 23.7s Hashtbl_with_order parallel
[ ] 163 0 0 163 / 1000 24.0s Hashtbl_with_order parallel
[ ] 168 0 0 168 / 1000 24.1s Hashtbl_with_order parallel
[ ] 172 0 0 172 / 1000 24.3s Hashtbl_with_order parallel
[ ] 173 0 0 173 / 1000 24.9s Hashtbl_with_order parallel
[ ] 175 0 0 175 / 1000 25.0s Hashtbl_with_order parallel
[ ] 183 0 0 183 / 1000 25.1s Hashtbl_with_order parallel
[ ] 190 0 0 190 / 1000 25.4s Hashtbl_with_order parallel
[ ] 194 0 0 194 / 1000 25.5s Hashtbl_with_order parallel
[ ] 195 0 0 195 / 1000 25.7s Hashtbl_with_order parallel
[ ] 201 0 0 201 / 1000 25.8s Hashtbl_with_order parallel
[ ] 205 0 0 205 / 1000 26.1s Hashtbl_with_order parallel
[ ] 206 0 0 206 / 1000 26.2s Hashtbl_with_order parallel
[ ] 210 0 0 210 / 1000 26.8s Hashtbl_with_order parallel
[ ] 214 0 0 214 / 1000 27.2s Hashtbl_with_order parallel
[ ] 215 0 0 215 / 1000 27.5s Hashtbl_with_order parallel
[ ] 217 0 0 217 / 1000 27.7s Hashtbl_with_order parallel
[ ] 219 0 0 219 / 1000 27.8s Hashtbl_with_order parallel
[ ] 222 0 0 222 / 1000 27.9s Hashtbl_with_order parallel
[ ] 228 0 0 228 / 1000 28.4s Hashtbl_with_order parallel
[ ] 236 0 0 236 / 1000 28.6s Hashtbl_with_order parallel
[ ] 239 0 0 239 / 1000 28.7s Hashtbl_with_order parallel
[ ] 242 0 0 242 / 1000 28.8s Hashtbl_with_order parallel
[ ] 245 0 0 245 / 1000 29.2s Hashtbl_with_order parallel
[ ] 246 0 0 246 / 1000 29.6s Hashtbl_with_order parallel
[ ] 249 0 0 249 / 1000 29.7s Hashtbl_with_order parallel
[ ] 253 0 0 253 / 1000 29.8s Hashtbl_with_order parallel
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[✓] 1000 0 0 1000 / 1000 82.6s Hashtbl_with_order parallel
# ================================================================================
# success (ran 2 tests)
<><> Error report <><><><><><><><><><><><><><><><><><><><><><><><><><><><><><><>
+- The following actions failed
| - build kcas_data 0.7.0
+-
- No changes have been performed
# To update the current shell environment, run: eval $(opam env)
'opam reinstall --with-test --verbose kcas_data.0.7.0' failed.
[WARNING] OPAMCONFIRMLEVEL was ignored because CLI 2.0 was requested and it was introduced in 2.1.
[WARNING] OPAMCONFIRMLEVEL was ignored because CLI 2.0 was requested and it was introduced in 2.1.
"/usr/bin/env" "bash" "-c" "opam reinstall --with-test --verbose kcas_data.0.7.0;
res=$?;
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 "$pkg" != 'kcas_data.0.7.0' && partial_fails="$partial_fails $pkg";
done;
test "${partial_fails}" != "" && echo "opam-repo-ci detected dependencies failing: ${partial_fails}";
exit 1" failed with exit status 1
2026-03-03 08:27.46: Job failed: Failed: Build failed
2026-03-03 08:27.46: Log analysis:
2026-03-03 08:27.46: >>>
[ERROR] The compilation of kcas_data.0.7.0 failed at "dune build -p kcas_data -j 71 @install @runtest".
(score = 20)
2026-03-03 08:27.46: >>>
[ERROR] The compilation of kcas_data.0.7.0 failed at "dune build -p kcas_data -j 71 @install @runtest".
(score = 20)
2026-03-03 08:27.46: The compilation of kcas_data.0.7.0 failed at "dune build -p kcas_data -j 71 @install @runtest".