sparse: --include 'dir1/dir2' should not include 'dir1/*'
In 2015 there was a workaround added (f39bace2d6cad32907c0d7961b3c0dbd64a1b7ad)
to sparse in the hg-experimental repo. That workaround:
a) no longer seems to be needed, since its testcase passes even with the code
removed, and
b) caused a new problem: --include 'dir1/dir2' ended up including dir1/*
too. (--include 'glob:dir1/dir2' is a user-level workaround.)
Remove the offending code, and add a testcase for situation B.
test that we don't interrupt the merge session if
a file-level merge failed
$ hg init repo
$ cd repo
$ echo foo > foo
$ echo a > bar
$ hg ci -Am 'add foo'
adding bar
adding foo
$ hg mv foo baz
$ echo b >> bar
$ echo quux > quux1
$ hg ci -Am 'mv foo baz'
adding quux1
$ hg up -qC 0
$ echo >> foo
$ echo c >> bar
$ echo quux > quux2
$ hg ci -Am 'change foo'
adding quux2
created new head
test with the rename on the remote side
$ HGMERGE=false hg merge
merging bar
merging foo and baz to baz
merging bar failed!
1 files updated, 1 files merged, 0 files removed, 1 files unresolved
use 'hg resolve' to retry unresolved file merges or 'hg merge --abort' to abandon
[1]
$ hg resolve -l
U bar
R baz
test with the rename on the local side
$ hg up -C 1
3 files updated, 0 files merged, 1 files removed, 0 files unresolved
$ HGMERGE=false hg merge
merging bar
merging baz and foo to baz
merging bar failed!
1 files updated, 1 files merged, 0 files removed, 1 files unresolved
use 'hg resolve' to retry unresolved file merges or 'hg merge --abort' to abandon
[1]
show unresolved
$ hg resolve -l
U bar
R baz
unmark baz
$ hg resolve -u baz
show
$ hg resolve -l
U bar
U baz
$ hg st
M bar
M baz
M quux2
? bar.orig
re-resolve baz
$ hg resolve baz
merging baz and foo to baz
after resolve
$ hg resolve -l
U bar
R baz
resolve all warning
$ hg resolve
abort: no files or directories specified
(use --all to re-merge all unresolved files)
[255]
resolve all
$ hg resolve -a
merging bar
warning: conflicts while merging bar! (edit, then use 'hg resolve --mark')
[1]
after
$ hg resolve -l
U bar
R baz
$ cd ..