Mercurial > hg
view tests/test-glog-topological.t @ 45570:9a3563b46f52
changelog: add a `changes` property on `changelogrevision`
For the sidedata storage we are moving toward "all in one" block containing the
equivalent of a "ChangingFiles" instance. We do various refactoring beforehand
to prepare the usage of theses new data in the code.
Since the object use slots, the "property cache" tricks cannot be used, and we
cache the value manually.
author | Pierre-Yves David <pierre-yves.david@octobus.net> |
---|---|
date | Tue, 15 Sep 2020 15:37:32 +0200 |
parents | 604c086ddde6 |
children | ed84a4d48910 |
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This test file aims at test topological iteration and the various configuration it can has. $ cat >> $HGRCPATH << EOF > [ui] > logtemplate={rev}\n > EOF On this simple example, all topological branch are displayed in turn until we can finally display 0. this implies skipping from 8 to 3 and coming back to 7 later. $ hg init test01 $ cd test01 $ hg unbundle $TESTDIR/bundles/remote.hg adding changesets adding manifests adding file changes added 9 changesets with 7 changes to 4 files (+1 heads) new changesets bfaf4b5cbf01:916f1afdef90 (9 drafts) (run 'hg heads' to see heads, 'hg merge' to merge) $ hg log -G o 8 | | o 7 | | | o 6 | | | o 5 | | | o 4 | | o | 3 | | o | 2 | | o | 1 |/ o 0 (display all nodes) $ hg log -G -r 'sort(all(), topo)' o 8 | o 3 | o 2 | o 1 | | o 7 | | | o 6 | | | o 5 | | | o 4 |/ o 0 (display nodes filtered by log options) $ hg log -G -r 'sort(all(), topo)' -k '.3' o 8 | o 3 | ~ o 7 | o 6 | ~ (revset skipping nodes) $ hg log -G --rev 'sort(not (2+6), topo)' o 8 | o 3 : o 1 | | o 7 | : | o 5 | | | o 4 |/ o 0 (begin) from the other branch $ hg log -G -r 'sort(all(), topo, topo.firstbranch=5)' o 7 | o 6 | o 5 | o 4 | | o 8 | | | o 3 | | | o 2 | | | o 1 |/ o 0 Topological sort can be turned on via config $ cat >> $HGRCPATH << EOF > [experimental] > log.topo=true > EOF $ hg log -G o 8 | o 3 | o 2 | o 1 | | o 7 | | | o 6 | | | o 5 | | | o 4 |/ o 0 Does not affect non-graph log $ hg log -T '{rev}\n' 8 7 6 5 4 3 2 1 0