X-Git-Url: https://git.madduck.net/etc/xsession.git/blobdiff_plain/4c7068183f08a6d7153a6ac85bc9221deb49b449..500305e8ea6f187df4de705c0f0abada2c7cfa0c:/.xmodmap?ds=sidebyside

diff --git a/.xmodmap b/.xmodmap
index c498a43..bfc01f9 100644
--- a/.xmodmap
+++ b/.xmodmap
@@ -55,19 +55,21 @@ add Mod3     = Super_R
 keysym backslash = backslash bar aring Aring
 keysym bracketleft = bracketleft braceleft ae AE
 keysym bracketright = bracketright braceright oslash Ooblique
-keysym comma = comma less cedilla guillemotleft
-keysym equal = equal plus plusminus plusminus
-keysym grave = grave asciitilde degree degree
-keysym minus = minus underscore division notsign
-keysym period = period greater periodcentered guillemotright
+keysym comma = comma less notsign guillemotleft
+keysym equal = equal plus approximate plusminus
+keysym grave = grave asciitilde degree infinity
+keysym minus = minus underscore endash emdash
+keysym period = period greater ellipsis guillemotright
 keysym slash = slash question exclamdown questiondown
+keysym apostrophe = apostrophe quotedbl rightdoublequotemark rightarrow
+keysym semicolon = semicolon colon leftdoublequotemark leftarrow
 keysym 0 = 0 parenright oacute Oacute
-keysym 1 = 1 exclam onesuperior onequarter
+keysym 1 = 1 exclam onequarter oneeighth
 keysym 2 = 2 at twosuperior onehalf
 keysym 3 = 3 numbersign threesuperior threequarters
 keysym 4 = 4 dollar eacute Eacute
 keysym 5 = 5 percent EuroSign cent
-keysym 6 = 6 asciicircum copyright registered
+keysym 6 = 6 asciicircum copyright trademark
 keysym 7 = 7 ampersand yacute Yacute
 keysym 8 = 8 asterisk uacute Uacute
 keysym 9 = 9 parenleft iacute Iacute
@@ -83,7 +85,7 @@ keysym i = i I idiaeresis Idiaeresis
 keysym j = j J ugrave Ugrave
 keysym k = k K igrave Igrave
 keysym l = l L ograve Ograve
-keysym m = m M mu mu
+keysym m = m M mu heart
 keysym n = n N ntilde Ntilde
 keysym o = o O odiaeresis Odiaeresis
 keysym p = p P ocircumflex Ocircumflex
@@ -94,7 +96,7 @@ keysym t = t T icircumflex Icircumflex
 keysym u = u U udiaeresis Udiaeresis
 keysym v = v V atilde Atilde
 keysym w = w W aacute Aacute
-keysym x = x X multiply multiply
+keysym x = x X multiply division
 keysym y = y Y ydiaeresis ydiaeresis
 keysym z = z Z agrave Agrave