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forked from aniani/vim

patch 7.4.849

Problem:    Moving the cursor in Insert mode starts new undo sequence.
Solution:   Add CTRL-G U to keep the undo sequence for the following cursor
            movement command. (Christian Brabandt)
This commit is contained in:
Bram Moolenaar
2015-09-01 19:26:12 +02:00
parent 5adfea1ac6
commit 8b5f65a527
5 changed files with 115 additions and 10 deletions

View File

@@ -377,6 +377,9 @@ CTRL-O execute one command, return to Insert mode *i_CTRL-O*
CTRL-\ CTRL-O like CTRL-O but don't move the cursor *i_CTRL-\_CTRL-O*
CTRL-L when 'insertmode' is set: go to Normal mode *i_CTRL-L*
CTRL-G u break undo sequence, start new change *i_CTRL-G_u*
CTRL-G U don't break undo with next left/right cursor *i_CTRL-G_U*
movement (but only if the cursor stays
within same the line)
-----------------------------------------------------------------------
Note: If the cursor keys take you out of Insert mode, check the 'noesckeys'
@@ -416,6 +419,28 @@ that, with CTRL-O u. Another example: >
This breaks undo at each line break. It also expands abbreviations before
this.
An example for using CTRL-G U: >
inoremap <Left> <C-G>U<Left>
inoremap <Right> <C-G>U<Right>
inoremap <expr> <Home> col('.') == match(getline('.'), '\S') + 1 ?
\ repeat('<C-G>U<Left>', col('.') - 1) :
\ (col('.') < match(getline('.'), '\S') ?
\ repeat('<C-G>U<Right>', match(getline('.'), '\S') + 0) :
\ repeat('<C-G>U<Left>', col('.') - 1 - match(getline('.'), '\S')))
inoremap <expr> <End> repeat('<C-G>U<Right>', col('$') - col('.'))
inoremap ( ()<C-G>U<Left>
This makes it possible to use the cursor keys in Insert mode, without breaking
the undo sequence and therefore using |.| (redo) will work as expected.
Also entering a text like (with the "(" mapping from above): >
Lorem ipsum (dolor
will be repeatable by the |.|to the expected
Lorem ipsum (dolor)
Using CTRL-O splits undo: the text typed before and after it is undone
separately. If you want to avoid this (e.g., in a mapping) you might be able
to use CTRL-R = |i_CTRL-R|. E.g., to call a function: >