added a few convenient composing sequence for

Korean keyboard type 3 users.

diff --git a/leim/ChangeLog b/leim/ChangeLog
index 0e9118c0dfc59fa6b8c195eb11765d872963c3d2..4d8b71bc539c5e79dd2db3a3de938af1a30909bb 100644 (file)
--- a/leim/ChangeLog
+++ b/leim/ChangeLog
@@ -1,3 +1,8 @@
+2001-12-03  Jaeyoun Chung  <jay@kldp.org>
+
+       * quail/hangul3.el: added a few convenient composing sequence for
+       Korean keyboard type 3 users.
+
 2001-11-29  Dave Love  <fx@gnu.org>
 
        * quail/latin-ltx.el: Extra translations.  Fix some

diff --git a/leim/quail/hangul3.el b/leim/quail/hangul3.el
index ed7dc5f068a42c18135970a056d9b738f2ca2a4e..a580fed7708d099549e77c6139ca2ef13bfd7395 100644 (file)
--- a/leim/quail/hangul3.el
+++ b/leim/quail/hangul3.el
@@ -100,14 +100,19 @@
  ("v" ?\e$(C$G\e(B)
  ("/" ?\e$(C$G\e(B)
  ("/f" ?\e$(C$H\e(B)
+ ("bf" ?\e$(C$H\e(B)
  ("/r" ?\e$(C$I\e(B)
+ ("br" ?\e$(C$I\e(B)
  ("/d" ?\e$(C$J\e(B)
+ ("bd" ?\e$(C$J\e(B)
  ("4" ?\e$(C$K\e(B)
  ("b" ?\e$(C$L\e(B)
  ("9" ?\e$(C$L\e(B)
  ("9t" ?\e$(C$M\e(B)
+ ("bt" ?\e$(C$M\e(B)
  ("9c" ?\e$(C$N\e(B)
  ("9d" ?\e$(C$O\e(B)
+ ("bd" ?\e$(C$O\e(B)
  ("5" ?\e$(C$P\e(B)
  ("g" ?\e$(C$Q\e(B)
  ("8" ?\e$(C$R\e(B)
@@ -264,28 +269,51 @@
  ("k/a" ?\e$(C0x\e(B)
  ("k/!" ?\e$(C0y\e(B)
  ("k/f" ?\e$(C0z\e(B)
+ ("kbf" ?\e$(C0z\e(B)
  ("k/fx" ?\e$(C0{\e(B)
+ ("kbfx" ?\e$(C0{\e(B)
  ("k/fs" ?\e$(C0|\e(B)
+ ("kbfs" ?\e$(C0|\e(B)
  ("k/fw" ?\e$(C0}\e(B)
+ ("kbfw" ?\e$(C0}\e(B)
  ("k/fC" ?\e$(C0~\e(B)
+ ("kbfC" ?\e$(C0~\e(B)
  ("k/fz" ?\e$(C1!\e(B)
+ ("kbfz" ?\e$(C1!\e(B)
  ("k/f3" ?\e$(C1"\e(B)
+ ("kbf3" ?\e$(C1"\e(B)
  ("k/fq" ?\e$(C1#\e(B)
+ ("kbfq" ?\e$(C1#\e(B)
  ("k/fa" ?\e$(C1$\e(B)
+ ("kbfa" ?\e$(C1$\e(B)
  ("k/r" ?\e$(C1%\e(B)
+ ("kbr" ?\e$(C1%\e(B)
  ("k/rs" ?\e$(C1&\e(B)
+ ("kbrs" ?\e$(C1&\e(B)
  ("k/rw" ?\e$(C1'\e(B)
+ ("kbrw" ?\e$(C1'\e(B)
  ("k/r3" ?\e$(C1(\e(B)
+ ("kbr3" ?\e$(C1(\e(B)
  ("k/r2" ?\e$(C1)\e(B)
+ ("kbr2" ?\e$(C1)\e(B)
  ("k/ra" ?\e$(C1*\e(B)
+ ("kbra" ?\e$(C1*\e(B)
  ("k/d" ?\e$(C1+\e(B)
+ ("kbd" ?\e$(C1+\e(B)
  ("k/dx" ?\e$(C1,\e(B)
+ ("kbdx" ?\e$(C1,\e(B)
  ("k/ds" ?\e$(C1-\e(B)
+ ("kbds" ?\e$(C1-\e(B)
  ("k/dw" ?\e$(C1.\e(B)
+ ("kbdw" ?\e$(C1.\e(B)
  ("k/dz" ?\e$(C1/\e(B)
+ ("kbdz" ?\e$(C1/\e(B)
  ("k/d3" ?\e$(C10\e(B)
+ ("kbd3" ?\e$(C10\e(B)
  ("k/dq" ?\e$(C11\e(B)
+ ("kbdq" ?\e$(C11\e(B)
  ("k/da" ?\e$(C12\e(B)
+ ("kbda" ?\e$(C12\e(B)
  ("k4" ?\e$(C13\e(B)
  ("k4s" ?\e$(C14\e(B)
  ("k4w" ?\e$(C15\e(B)
@@ -310,6 +338,7 @@
  ("k9A" ?\e$(C1;\e(B)
  ("k9w" ?\e$(C1<\e(B)
  ("k9D" ?\e$(C1=\e(B)
+ ("kbD" ?\e$(C1=\e(B)
  ("k9C" ?\e$(C1>\e(B)
  ("k9V" ?\e$(C1?\e(B)
  ("k9z" ?\e$(C1@\e(B)
@@ -318,20 +347,33 @@
  ("k9a" ?\e$(C1C\e(B)
  ("k9!" ?\e$(C1D\e(B)
  ("k9t" ?\e$(C1E\e(B)
+ ("kbt" ?\e$(C1E\e(B)
  ("k9tx" ?\e$(C1F\e(B)
+ ("kbtx" ?\e$(C1F\e(B)
  ("k9ts" ?\e$(C1G\e(B)
+ ("kbts" ?\e$(C1G\e(B)
  ("k9tw" ?\e$(C1H\e(B)
+ ("kbtw" ?\e$(C1H\e(B)
  ("k9t2" ?\e$(C1I\e(B)
+ ("kbt2" ?\e$(C1I\e(B)
  ("k9ta" ?\e$(C1J\e(B)
+ ("kbta" ?\e$(C1J\e(B)
  ("k9c" ?\e$(C1K\e(B)
  ("k9cq" ?\e$(C1L\e(B)
  ("k9d" ?\e$(C1M\e(B)
+ ("kbd" ?\e$(C1M\e(B)
  ("k9dx" ?\e$(C1N\e(B)
+ ("kbdx" ?\e$(C1N\e(B)
  ("k9ds" ?\e$(C1O\e(B)
+ ("kbds" ?\e$(C1O\e(B)
  ("k9dw" ?\e$(C1P\e(B)
+ ("kbdw" ?\e$(C1P\e(B)
  ("k9dz" ?\e$(C1Q\e(B)
+ ("kbdz" ?\e$(C1Q\e(B)
  ("k9d3" ?\e$(C1R\e(B)
+ ("kbd3" ?\e$(C1R\e(B)
  ("k9dq" ?\e$(C1S\e(B)
+ ("kbdq" ?\e$(C1S\e(B)
  ("k5" ?\e$(C1T\e(B)
  ("k5s" ?\e$(C1U\e(B)
  ("k5w" ?\e$(C1V\e(B)
@@ -428,19 +470,33 @@
  ("kk/!" ?\e$(C2H\e(B)
  ("kk/Z" ?\e$(C2I\e(B)
  ("kk/f" ?\e$(C2J\e(B)
+ ("kkbf" ?\e$(C2J\e(B)
  ("kk/fx" ?\e$(C2K\e(B)
+ ("kkbfx" ?\e$(C2K\e(B)
  ("kk/fw" ?\e$(C2L\e(B)
+ ("kkbfw" ?\e$(C2L\e(B)
  ("kk/f2" ?\e$(C2M\e(B)
+ ("kkbf2" ?\e$(C2M\e(B)
  ("kk/fa" ?\e$(C2N\e(B)
+ ("kkbfa" ?\e$(C2N\e(B)
  ("kk/r" ?\e$(C2O\e(B)
+ ("kkbr" ?\e$(C2O\e(B)
  ("kk/rx" ?\e$(C2P\e(B)
+ ("kkbrx" ?\e$(C2P\e(B)
  ("kk/ra" ?\e$(C2Q\e(B)
+ ("kkbra" ?\e$(C2Q\e(B)
  ("kk/d" ?\e$(C2R\e(B)
+ ("kkbd" ?\e$(C2R\e(B)
  ("kk/ds" ?\e$(C2S\e(B)
+ ("kkbds" ?\e$(C2S\e(B)
  ("kk/dw" ?\e$(C2T\e(B)
+ ("kkbdw" ?\e$(C2T\e(B)
  ("kk/dz" ?\e$(C2U\e(B)
+ ("kkbdz" ?\e$(C2U\e(B)
  ("kk/d3" ?\e$(C2V\e(B)
+ ("kkbd3" ?\e$(C2V\e(B)
  ("kk/da" ?\e$(C2W\e(B)
+ ("kkbda" ?\e$(C2W\e(B)
  ("kk4" ?\e$(C2X\e(B)
  ("kkb" ?\e$(C2Y\e(B)
  ("kkbx" ?\e$(C2Z\e(B)
@@ -463,9 +519,13 @@
  ("kk9a" ?\e$(C2a\e(B)
  ("kk9!" ?\e$(C2b\e(B)
  ("kk9t" ?\e$(C2c\e(B)
+ ("kkbt" ?\e$(C2c\e(B)
  ("kk9tw" ?\e$(C2d\e(B)
+ ("kkbtw" ?\e$(C2d\e(B)
  ("kk9t2" ?\e$(C2e\e(B)
+ ("kkbt2" ?\e$(C2e\e(B)
  ("kk9ta" ?\e$(C2f\e(B)
+ ("kkbta" ?\e$(C2f\e(B)
  ("kk9c" ?\e$(C2g\e(B)
  ("kk9cx" ?\e$(C2h\e(B)
  ("kk9cs" ?\e$(C2i\e(B)
@@ -474,10 +534,15 @@
  ("kk9c3" ?\e$(C2l\e(B)
  ("kk9c2" ?\e$(C2m\e(B)
  ("kk9d" ?\e$(C2n\e(B)
+ ("kkbd" ?\e$(C2n\e(B)
  ("kk9ds" ?\e$(C2o\e(B)
+ ("kkbds" ?\e$(C2o\e(B)
  ("kk9dw" ?\e$(C2p\e(B)
+ ("kkbdw" ?\e$(C2p\e(B)
  ("kk9dz" ?\e$(C2q\e(B)
+ ("kkbdz" ?\e$(C2q\e(B)
  ("kk9d3" ?\e$(C2r\e(B)
+ ("kkbd3" ?\e$(C2r\e(B)
  ("kk5" ?\e$(C2s\e(B)
  ("kkg" ?\e$(C2t\e(B)
  ("kkgx" ?\e$(C2u\e(B)
@@ -588,15 +653,25 @@
  ("h/Q" ?\e$(C3t\e(B)
  ("h/1" ?\e$(C3u\e(B)
  ("h/f" ?\e$(C3v\e(B)
+ ("hbf" ?\e$(C3v\e(B)
  ("h/fs" ?\e$(C3w\e(B)
+ ("hbfs" ?\e$(C3w\e(B)
  ("h/fw" ?\e$(C3x\e(B)
+ ("hbfw" ?\e$(C3x\e(B)
  ("h/f2" ?\e$(C3y\e(B)
+ ("hbf2" ?\e$(C3y\e(B)
  ("h/d" ?\e$(C3z\e(B)
+ ("hbd" ?\e$(C3z\e(B)
  ("h/ds" ?\e$(C3{\e(B)
+ ("hbds" ?\e$(C3{\e(B)
  ("h/dw" ?\e$(C3|\e(B)
+ ("hbdw" ?\e$(C3|\e(B)
  ("h/dz" ?\e$(C3}\e(B)
+ ("hbdz" ?\e$(C3}\e(B)
  ("h/d3" ?\e$(C3~\e(B)
+ ("hbd3" ?\e$(C3~\e(B)
  ("h/dq" ?\e$(C4!\e(B)
+ ("hbdq" ?\e$(C4!\e(B)
  ("h4" ?\e$(C4"\e(B)
  ("h4x" ?\e$(C4#\e(B)
  ("h4s" ?\e$(C4$\e(B)
@@ -623,13 +698,20 @@
  ("h9q" ?\e$(C40\e(B)
  ("h9a" ?\e$(C41\e(B)
  ("h9t" ?\e$(C42\e(B)
+ ("hbt" ?\e$(C42\e(B)
  ("h9t2" ?\e$(C43\e(B)
+ ("hbt2" ?\e$(C43\e(B)
  ("h9c" ?\e$(C44\e(B)
  ("h9d" ?\e$(C45\e(B)
+ ("hbd" ?\e$(C45\e(B)
  ("h9ds" ?\e$(C46\e(B)
+ ("hbds" ?\e$(C46\e(B)
  ("h9dw" ?\e$(C47\e(B)
+ ("hbdw" ?\e$(C47\e(B)
  ("h9dz" ?\e$(C48\e(B)
+ ("hbdz" ?\e$(C48\e(B)
  ("h9d3" ?\e$(C49\e(B)
+ ("hbd3" ?\e$(C49\e(B)
  ("h5" ?\e$(C4:\e(B)
  ("h5x" ?\e$(C4;\e(B)
  ("h5w" ?\e$(C4<\e(B)
@@ -747,16 +829,27 @@
  ("u/Z" ?\e$(C5@\e(B)
  ("u/W" ?\e$(C5A\e(B)
  ("u/f" ?\e$(C5B\e(B)
+ ("ubf" ?\e$(C5B\e(B)
  ("u/fs" ?\e$(C5C\e(B)
+ ("ubfs" ?\e$(C5C\e(B)
  ("u/fw" ?\e$(C5D\e(B)
+ ("ubfw" ?\e$(C5D\e(B)
  ("u/r" ?\e$(C5E\e(B)
+ ("ubr" ?\e$(C5E\e(B)
  ("u/r2" ?\e$(C5F\e(B)
+ ("ubr2" ?\e$(C5F\e(B)
  ("u/d" ?\e$(C5G\e(B)
+ ("ubd" ?\e$(C5G\e(B)
  ("u/ds" ?\e$(C5H\e(B)
+ ("ubds" ?\e$(C5H\e(B)
  ("u/dw" ?\e$(C5I\e(B)
+ ("ubdw" ?\e$(C5I\e(B)
  ("u/dz" ?\e$(C5J\e(B)
+ ("ubdz" ?\e$(C5J\e(B)
  ("u/d3" ?\e$(C5K\e(B)
+ ("ubd3" ?\e$(C5K\e(B)
  ("u/dq" ?\e$(C5L\e(B)
+ ("ubdq" ?\e$(C5L\e(B)
  ("u4" ?\e$(C5M\e(B)
  ("ub" ?\e$(C5N\e(B)
  ("ubx" ?\e$(C5O\e(B)
@@ -775,15 +868,23 @@
  ("u9q" ?\e$(C5T\e(B)
  ("u9a" ?\e$(C5U\e(B)
  ("u9t" ?\e$(C5V\e(B)
+ ("ubt" ?\e$(C5V\e(B)
  ("u9t2" ?\e$(C5W\e(B)
+ ("ubt2" ?\e$(C5W\e(B)
  ("u9c" ?\e$(C5X\e(B)
  ("u9ca" ?\e$(C5Y\e(B)
  ("u9d" ?\e$(C5Z\e(B)
+ ("ubd" ?\e$(C5Z\e(B)
  ("u9ds" ?\e$(C5[\e(B)
+ ("ubds" ?\e$(C5[\e(B)
  ("u9dw" ?\e$(C5\\e(B)
+ ("ubdw" ?\e$(C5\\e(B)
  ("u9d3" ?\e$(C5]\e(B)
+ ("ubd3" ?\e$(C5]\e(B)
  ("u9dq" ?\e$(C5^\e(B)
+ ("ubdq" ?\e$(C5^\e(B)
  ("u9da" ?\e$(C5_\e(B)
+ ("ubda" ?\e$(C5_\e(B)
  ("u5" ?\e$(C5`\e(B)
  ("u5s" ?\e$(C5a\e(B)
  ("u5w" ?\e$(C5b\e(B)
@@ -865,10 +966,15 @@
  ("uu/w" ?\e$(C6J\e(B)
  ("uu/a" ?\e$(C6K\e(B)
  ("uu/f" ?\e$(C6L\e(B)
+ ("uubf" ?\e$(C6L\e(B)
  ("uu/fw" ?\e$(C6M\e(B)
+ ("uubfw" ?\e$(C6M\e(B)
  ("uu/r" ?\e$(C6N\e(B)
+ ("uubr" ?\e$(C6N\e(B)
  ("uu/d" ?\e$(C6O\e(B)
+ ("uubd" ?\e$(C6O\e(B)
  ("uu/ds" ?\e$(C6P\e(B)
+ ("uubds" ?\e$(C6P\e(B)
  ("uub" ?\e$(C6Q\e(B)
  ("uubx" ?\e$(C6R\e(B)
  ("uubs" ?\e$(C6S\e(B)
@@ -885,11 +991,17 @@
  ("uu9a" ?\e$(C6W\e(B)
  ("uu9c" ?\e$(C6X\e(B)
  ("uu9d" ?\e$(C6Y\e(B)
+ ("uubd" ?\e$(C6Y\e(B)
  ("uu9ds" ?\e$(C6Z\e(B)
+ ("uubds" ?\e$(C6Z\e(B)
  ("uu9dw" ?\e$(C6[\e(B)
+ ("uubdw" ?\e$(C6[\e(B)
  ("uu9dz" ?\e$(C6\\e(B)
+ ("uubdz" ?\e$(C6\\e(B)
  ("uu9d3" ?\e$(C6]\e(B)
+ ("uubd3" ?\e$(C6]\e(B)
  ("uu9da" ?\e$(C6^\e(B)
+ ("uubda" ?\e$(C6^\e(B)
  ("uug" ?\e$(C6_\e(B)
  ("uugx" ?\e$(C6`\e(B)
  ("uugs" ?\e$(C6a\e(B)
@@ -985,16 +1097,27 @@
  ("y/q" ?\e$(C7T\e(B)
  ("y/a" ?\e$(C7U\e(B)
  ("y/f" ?\e$(C7V\e(B)
+ ("ybf" ?\e$(C7V\e(B)
  ("y/fs" ?\e$(C7W\e(B)
+ ("ybfs" ?\e$(C7W\e(B)
  ("y/fa" ?\e$(C7X\e(B)
+ ("ybfa" ?\e$(C7X\e(B)
  ("y/r2" ?\e$(C7Y\e(B)
+ ("ybr2" ?\e$(C7Y\e(B)
  ("y/d" ?\e$(C7Z\e(B)
+ ("ybd" ?\e$(C7Z\e(B)
  ("y/ds" ?\e$(C7[\e(B)
+ ("ybds" ?\e$(C7[\e(B)
  ("y/dw" ?\e$(C7\\e(B)
+ ("ybdw" ?\e$(C7\\e(B)
  ("y/dz" ?\e$(C7]\e(B)
+ ("ybdz" ?\e$(C7]\e(B)
  ("y/d3" ?\e$(C7^\e(B)
+ ("ybd3" ?\e$(C7^\e(B)
  ("y/dq" ?\e$(C7_\e(B)
+ ("ybdq" ?\e$(C7_\e(B)
  ("y/da" ?\e$(C7`\e(B)
+ ("ybda" ?\e$(C7`\e(B)
  ("y4" ?\e$(C7a\e(B)
  ("y4s" ?\e$(C7b\e(B)
  ("y4w" ?\e$(C7c\e(B)
@@ -1018,15 +1141,24 @@
  ("y9q" ?\e$(C7m\e(B)
  ("y9a" ?\e$(C7n\e(B)
  ("y9t" ?\e$(C7o\e(B)
+ ("ybt" ?\e$(C7o\e(B)
  ("y9t2" ?\e$(C7p\e(B)
+ ("ybt2" ?\e$(C7p\e(B)
  ("y9c" ?\e$(C7q\e(B)
  ("y9d" ?\e$(C7r\e(B)
+ ("ybd" ?\e$(C7r\e(B)
  ("y9dx" ?\e$(C7s\e(B)
+ ("ybdx" ?\e$(C7s\e(B)
  ("y9ds" ?\e$(C7t\e(B)
+ ("ybds" ?\e$(C7t\e(B)
  ("y9dw" ?\e$(C7u\e(B)
+ ("ybdw" ?\e$(C7u\e(B)
  ("y9dz" ?\e$(C7v\e(B)
+ ("ybdz" ?\e$(C7v\e(B)
  ("y9dq" ?\e$(C7w\e(B)
+ ("ybdq" ?\e$(C7w\e(B)
  ("y9da" ?\e$(C7x\e(B)
+ ("ybda" ?\e$(C7x\e(B)
  ("y5" ?\e$(C7y\e(B)
  ("y5x" ?\e$(C7z\e(B)
  ("y5s" ?\e$(C7{\e(B)
@@ -1134,15 +1266,25 @@
  ("i/q" ?\e$(C8x\e(B)
  ("i/a" ?\e$(C8y\e(B)
  ("i/f" ?\e$(C8z\e(B)
+ ("ibf" ?\e$(C8z\e(B)
  ("i/fs" ?\e$(C8{\e(B)
+ ("ibfs" ?\e$(C8{\e(B)
  ("i/f2" ?\e$(C8|\e(B)
+ ("ibf2" ?\e$(C8|\e(B)
  ("i/fa" ?\e$(C8}\e(B)
+ ("ibfa" ?\e$(C8}\e(B)
  ("i/d" ?\e$(C8~\e(B)
+ ("ibd" ?\e$(C8~\e(B)
  ("i/ds" ?\e$(C9!\e(B)
+ ("ibds" ?\e$(C9!\e(B)
  ("i/dw" ?\e$(C9"\e(B)
+ ("ibdw" ?\e$(C9"\e(B)
  ("i/d3" ?\e$(C9#\e(B)
+ ("ibd3" ?\e$(C9#\e(B)
  ("i/dq" ?\e$(C9$\e(B)
+ ("ibdq" ?\e$(C9$\e(B)
  ("i/da" ?\e$(C9%\e(B)
+ ("ibda" ?\e$(C9%\e(B)
  ("i4" ?\e$(C9&\e(B)
  ("i4s" ?\e$(C9'\e(B)
  ("i4w" ?\e$(C9(\e(B)
@@ -1165,10 +1307,12 @@
  ("i9" ?\e$(C9+\e(B)
  ("i9x" ?\e$(C9,\e(B)
  ("i9F" ?\e$(C9-\e(B)
+ ("ibF" ?\e$(C9-\e(B)
  ("i9s" ?\e$(C9.\e(B)
  ("i9A" ?\e$(C9/\e(B)
  ("i9w" ?\e$(C90\e(B)
  ("i9D" ?\e$(C91\e(B)
+ ("ibD" ?\e$(C91\e(B)
  ("i9C" ?\e$(C92\e(B)
  ("i9z" ?\e$(C93\e(B)
  ("i93" ?\e$(C94\e(B)
@@ -1177,14 +1321,22 @@
  ("i9W" ?\e$(C97\e(B)
  ("i91" ?\e$(C98\e(B)
  ("i9t" ?\e$(C99\e(B)
+ ("ibt" ?\e$(C99\e(B)
  ("i9ts" ?\e$(C9:\e(B)
+ ("ibts" ?\e$(C9:\e(B)
  ("i9tw" ?\e$(C9;\e(B)
+ ("ibtw" ?\e$(C9;\e(B)
  ("i9t3" ?\e$(C9<\e(B)
+ ("ibt3" ?\e$(C9<\e(B)
  ("i9tq" ?\e$(C9=\e(B)
+ ("ibtq" ?\e$(C9=\e(B)
  ("i9c" ?\e$(C9>\e(B)
  ("i9d" ?\e$(C9?\e(B)
+ ("ibd" ?\e$(C9?\e(B)
  ("i9ds" ?\e$(C9@\e(B)
+ ("ibds" ?\e$(C9@\e(B)
  ("i9dw" ?\e$(C9A\e(B)
+ ("ibdw" ?\e$(C9A\e(B)
  ("i5" ?\e$(C9B\e(B)
  ("i5s" ?\e$(C9C\e(B)
  ("i5w" ?\e$(C9D\e(B)
@@ -1282,6 +1434,7 @@
  (";/" ?\e$(C:8\e(B)
  (";/x" ?\e$(C:9\e(B)
  (";/F" ?\e$(C::\e(B)
+ (";bF" ?\e$(C::\e(B)
  (";/s" ?\e$(C:;\e(B)
  (";/w" ?\e$(C:<\e(B)
  (";/z" ?\e$(C:=\e(B)
@@ -1289,16 +1442,27 @@
  (";/q" ?\e$(C:?\e(B)
  (";/a" ?\e$(C:@\e(B)
  (";/f" ?\e$(C:A\e(B)
+ (";bf" ?\e$(C:A\e(B)
  (";/fs" ?\e$(C:B\e(B)
+ (";bfs" ?\e$(C:B\e(B)
  (";/f2" ?\e$(C:C\e(B)
+ (";bf2" ?\e$(C:C\e(B)
  (";/r" ?\e$(C:D\e(B)
+ (";br" ?\e$(C:D\e(B)
  (";/r2" ?\e$(C:E\e(B)
+ (";br2" ?\e$(C:E\e(B)
  (";/d" ?\e$(C:F\e(B)
+ (";bd" ?\e$(C:F\e(B)
  (";/dx" ?\e$(C:G\e(B)
+ (";bdx" ?\e$(C:G\e(B)
  (";/ds" ?\e$(C:H\e(B)
+ (";bds" ?\e$(C:H\e(B)
  (";/dw" ?\e$(C:I\e(B)
+ (";bdw" ?\e$(C:I\e(B)
  (";/dz" ?\e$(C:J\e(B)
+ (";bdz" ?\e$(C:J\e(B)
  (";/d3" ?\e$(C:K\e(B)
+ (";bd3" ?\e$(C:K\e(B)
  (";4" ?\e$(C:L\e(B)
  (";4s" ?\e$(C:M\e(B)
  (";b" ?\e$(C:N\e(B)
@@ -1320,6 +1484,7 @@
  (";9A" ?\e$(C:Q\e(B)
  (";9w" ?\e$(C:R\e(B)
  (";9D" ?\e$(C:S\e(B)
+ (";BD" ?\e$(C:S\e(B)
  (";9C" ?\e$(C:T\e(B)
  (";9z" ?\e$(C:U\e(B)
  (";93" ?\e$(C:V\e(B)
@@ -1328,14 +1493,22 @@
  (";9W" ?\e$(C:Y\e(B)
  (";9Q" ?\e$(C:Z\e(B)
  (";9t" ?\e$(C:[\e(B)
+ (";bt" ?\e$(C:[\e(B)
  (";9tw" ?\e$(C:\\e(B)
+ (";btw" ?\e$(C:\\e(B)
  (";9t2" ?\e$(C:]\e(B)
+ (";bt2" ?\e$(C:]\e(B)
  (";9c" ?\e$(C:^\e(B)
  (";9d" ?\e$(C:_\e(B)
+ (";bd" ?\e$(C:_\e(B)
  (";9dx" ?\e$(C:`\e(B)
+ (";bdx" ?\e$(C:`\e(B)
  (";9ds" ?\e$(C:a\e(B)
+ (";bds" ?\e$(C:a\e(B)
  (";9dw" ?\e$(C:b\e(B)
+ (";bdw" ?\e$(C:b\e(B)
  (";9da" ?\e$(C:c\e(B)
+ (";bda" ?\e$(C:c\e(B)
  (";5" ?\e$(C:d\e(B)
  (";5s" ?\e$(C:e\e(B)
  (";5w" ?\e$(C:f\e(B)
@@ -1416,6 +1589,7 @@
  (";;/3" ?\e$(C;L\e(B)
  (";;/a" ?\e$(C;M\e(B)
  (";;/d" ?\e$(C;N\e(B)
+ (";;bd" ?\e$(C;N\e(B)
  (";;4" ?\e$(C;O\e(B)
  (";;4a" ?\e$(C;P\e(B)
  (";;b" ?\e$(C;Q\e(B)
@@ -1535,6 +1709,7 @@
  ("n/" ?\e$(C<R\e(B)
  ("n/x" ?\e$(C<S\e(B)
  ("n/F" ?\e$(C<T\e(B)
+ ("nbF" ?\e$(C<T\e(B)
  ("n/s" ?\e$(C<U\e(B)
  ("n/w" ?\e$(C<V\e(B)
  ("n/C" ?\e$(C<W\e(B)
@@ -1544,22 +1719,39 @@
  ("n/a" ?\e$(C<[\e(B)
  ("n/W" ?\e$(C<\\e(B)
  ("n/f" ?\e$(C<]\e(B)
+ ("nbf" ?\e$(C<]\e(B)
  ("n/fx" ?\e$(C<^\e(B)
+ ("nbfx" ?\e$(C<^\e(B)
  ("n/fs" ?\e$(C<_\e(B)
+ ("nbfs" ?\e$(C<_\e(B)
  ("n/fw" ?\e$(C<`\e(B)
+ ("nbfw" ?\e$(C<`\e(B)
  ("n/fa" ?\e$(C<a\e(B)
+ ("nbfa" ?\e$(C<a\e(B)
  ("n/r" ?\e$(C<b\e(B)
+ ("nbr" ?\e$(C<b\e(B)
  ("n/rs" ?\e$(C<c\e(B)
+ ("nbrs" ?\e$(C<c\e(B)
  ("n/rw" ?\e$(C<d\e(B)
+ ("nbrw" ?\e$(C<d\e(B)
  ("n/rz" ?\e$(C<e\e(B)
+ ("nbrz" ?\e$(C<e\e(B)
  ("n/rq" ?\e$(C<f\e(B)
+ ("nbrq" ?\e$(C<f\e(B)
  ("n/r2" ?\e$(C<g\e(B)
+ ("nbr2" ?\e$(C<g\e(B)
  ("n/d" ?\e$(C<h\e(B)
+ ("nbd" ?\e$(C<h\e(B)
  ("n/ds" ?\e$(C<i\e(B)
+ ("nbds" ?\e$(C<i\e(B)
  ("n/dw" ?\e$(C<j\e(B)
+ ("nbdw" ?\e$(C<j\e(B)
  ("n/dz" ?\e$(C<k\e(B)
+ ("nbdz" ?\e$(C<k\e(B)
  ("n/d3" ?\e$(C<l\e(B)
+ ("nbd3" ?\e$(C<l\e(B)
  ("n/dq" ?\e$(C<m\e(B)
+ ("nbdq" ?\e$(C<m\e(B)
  ("n4" ?\e$(C<n\e(B)
  ("n4x" ?\e$(C<o\e(B)
  ("n4s" ?\e$(C<p\e(B)
@@ -1593,7 +1785,9 @@
  ("n9W" ?\e$(C="\e(B)
  ("n9Q" ?\e$(C=#\e(B)
  ("n9t" ?\e$(C=$\e(B)
+ ("nbt" ?\e$(C=$\e(B)
  ("n9t2" ?\e$(C=%\e(B)
+ ("nbt2" ?\e$(C=%\e(B)
  ("n9c" ?\e$(C=&\e(B)
  ("n9cx" ?\e$(C='\e(B)
  ("n9cs" ?\e$(C=(\e(B)
@@ -1601,13 +1795,21 @@
  ("n9cz" ?\e$(C=*\e(B)
  ("n9ca" ?\e$(C=+\e(B)
  ("n9d" ?\e$(C=,\e(B)
+ ("nbd" ?\e$(C=,\e(B)
  ("n9dx" ?\e$(C=-\e(B)
+ ("nbdx" ?\e$(C=-\e(B)
  ("n9ds" ?\e$(C=.\e(B)
+ ("nbds" ?\e$(C=.\e(B)
  ("n9dw" ?\e$(C=/\e(B)
+ ("nbdw" ?\e$(C=/\e(B)
  ("n9dz" ?\e$(C=0\e(B)
+ ("nbdz" ?\e$(C=0\e(B)
  ("n9d3" ?\e$(C=1\e(B)
+ ("nbd3" ?\e$(C=1\e(B)
  ("n9dq" ?\e$(C=2\e(B)
+ ("nbdq" ?\e$(C=2\e(B)
  ("n9da" ?\e$(C=3\e(B)
+ ("nbda" ?\e$(C=3\e(B)
  ("n5" ?\e$(C=4\e(B)
  ("n5x" ?\e$(C=5\e(B)
  ("n5w" ?\e$(C=6\e(B)
@@ -1685,16 +1887,27 @@
  ("nn/3" ?\e$(C=u\e(B)
  ("nn/a" ?\e$(C=v\e(B)
  ("nn/f" ?\e$(C=w\e(B)
+ ("nnbf" ?\e$(C=w\e(B)
  ("nn/fx" ?\e$(C=x\e(B)
+ ("nnbfx" ?\e$(C=x\e(B)
  ("nn/fs" ?\e$(C=y\e(B)
+ ("nnbfs" ?\e$(C=y\e(B)
  ("nn/f2" ?\e$(C=z\e(B)
+ ("nnbf2" ?\e$(C=z\e(B)
  ("nn/r" ?\e$(C={\e(B)
+ ("nnbr" ?\e$(C={\e(B)
  ("nn/r2" ?\e$(C=|\e(B)
+ ("nnbr2" ?\e$(C=|\e(B)
  ("nn/d" ?\e$(C=}\e(B)
+ ("nnbd" ?\e$(C=}\e(B)
  ("nn/ds" ?\e$(C=~\e(B)
+ ("nnbds" ?\e$(C=~\e(B)
  ("nn/dw" ?\e$(C>!\e(B)
+ ("nnbdw" ?\e$(C>!\e(B)
  ("nn/dz" ?\e$(C>"\e(B)
+ ("nnbdz" ?\e$(C>"\e(B)
  ("nn/d3" ?\e$(C>#\e(B)
+ ("nnbd3" ?\e$(C>#\e(B)
  ("nn4" ?\e$(C>$\e(B)
  ("nnb" ?\e$(C>%\e(B)
  ("nnbx" ?\e$(C>&\e(B)
@@ -1711,10 +1924,14 @@
  ("nn93" ?\e$(C>*\e(B)
  ("nn9a" ?\e$(C>+\e(B)
  ("nn9t" ?\e$(C>,\e(B)
+ ("nnbt" ?\e$(C>,\e(B)
  ("nn9t2" ?\e$(C>-\e(B)
+ ("nnbt2" ?\e$(C>-\e(B)
  ("nn9c" ?\e$(C>.\e(B)
  ("nn9d" ?\e$(C>/\e(B)
+ ("nnbd" ?\e$(C>/\e(B)
  ("nn9ds" ?\e$(C>0\e(B)
+ ("nnbds" ?\e$(C>0\e(B)
  ("nn5a" ?\e$(C>1\e(B)
  ("nng" ?\e$(C>2\e(B)
  ("nngx" ?\e$(C>3\e(B)
@@ -1843,6 +2060,7 @@
  ("j/s" ?\e$(C?B\e(B)
  ("j/w" ?\e$(C?C\e(B)
  ("j/D" ?\e$(C?D\e(B)
+ ("jbD" ?\e$(C?D\e(B)
  ("j/C" ?\e$(C?E\e(B)
  ("j/wq" ?\e$(C?F\e(B)
  ("j/V" ?\e$(C?G\e(B)
@@ -1852,28 +2070,51 @@
  ("j/a" ?\e$(C?K\e(B)
  ("j/Z" ?\e$(C?L\e(B)
  ("j/f" ?\e$(C?M\e(B)
+ ("jbf" ?\e$(C?M\e(B)
  ("j/fx" ?\e$(C?N\e(B)
+ ("jbfx" ?\e$(C?N\e(B)
  ("j/fs" ?\e$(C?O\e(B)
+ ("jbfs" ?\e$(C?O\e(B)
  ("j/fw" ?\e$(C?P\e(B)
+ ("jbfw" ?\e$(C?P\e(B)
  ("j/fz" ?\e$(C?Q\e(B)
+ ("jbfz" ?\e$(C?Q\e(B)
  ("j/f3" ?\e$(C?R\e(B)
+ ("jbf3" ?\e$(C?R\e(B)
  ("j/fq" ?\e$(C?S\e(B)
+ ("jbfq" ?\e$(C?S\e(B)
  ("j/f2" ?\e$(C?T\e(B)
+ ("jbf2" ?\e$(C?T\e(B)
  ("j/fa" ?\e$(C?U\e(B)
+ ("jbfa" ?\e$(C?U\e(B)
  ("j/r" ?\e$(C?V\e(B)
+ ("jbr" ?\e$(C?V\e(B)
  ("j/rx" ?\e$(C?W\e(B)
+ ("jbrx" ?\e$(C?W\e(B)
  ("j/rs" ?\e$(C?X\e(B)
+ ("jbrs" ?\e$(C?X\e(B)
  ("j/rz" ?\e$(C?Y\e(B)
+ ("jbrz" ?\e$(C?Y\e(B)
  ("j/rq" ?\e$(C?Z\e(B)
+ ("jbrq" ?\e$(C?Z\e(B)
  ("j/ra" ?\e$(C?[\e(B)
+ ("jbra" ?\e$(C?[\e(B)
  ("j/d" ?\e$(C?\\e(B)
+ ("jbd" ?\e$(C?\\e(B)
  ("j/dx" ?\e$(C?]\e(B)
+ ("jbdx" ?\e$(C?]\e(B)
  ("j/ds" ?\e$(C?^\e(B)
+ ("jbds" ?\e$(C?^\e(B)
  ("j/dw" ?\e$(C?_\e(B)
+ ("jbdw" ?\e$(C?_\e(B)
  ("j/dz" ?\e$(C?`\e(B)
+ ("jbdz" ?\e$(C?`\e(B)
  ("j/d3" ?\e$(C?a\e(B)
+ ("jbd3" ?\e$(C?a\e(B)
  ("j/dq" ?\e$(C?b\e(B)
+ ("jbdq" ?\e$(C?b\e(B)
  ("j/da" ?\e$(C?c\e(B)
+ ("jbda" ?\e$(C?c\e(B)
  ("j4" ?\e$(C?d\e(B)
  ("j4x" ?\e$(C?e\e(B)
  ("j4s" ?\e$(C?f\e(B)
@@ -1897,19 +2138,28 @@
  ("j9s" ?\e$(C?n\e(B)
  ("j9w" ?\e$(C?o\e(B)
  ("j9D" ?\e$(C?p\e(B)
+ ("jbD" ?\e$(C?p\e(B)
  ("j9C" ?\e$(C?q\e(B)
  ("j9z" ?\e$(C?r\e(B)
  ("j93" ?\e$(C?s\e(B)
  ("j9q" ?\e$(C?t\e(B)
  ("j9a" ?\e$(C?u\e(B)
  ("j9t" ?\e$(C?v\e(B)
+ ("jbt" ?\e$(C?v\e(B)
  ("j9tx" ?\e$(C?w\e(B)
+ ("jbtx" ?\e$(C?w\e(B)
  ("j9ts" ?\e$(C?x\e(B)
+ ("jbts" ?\e$(C?x\e(B)
  ("j9tw" ?\e$(C?y\e(B)
+ ("jbtw" ?\e$(C?y\e(B)
  ("j9tz" ?\e$(C?z\e(B)
+ ("jbtz" ?\e$(C?z\e(B)
  ("j9t3" ?\e$(C?{\e(B)
+ ("jbt3" ?\e$(C?{\e(B)
  ("j9t2" ?\e$(C?|\e(B)
+ ("jbt2" ?\e$(C?|\e(B)
  ("j9ta" ?\e$(C?}\e(B)
+ ("jbta" ?\e$(C?}\e(B)
  ("j9c" ?\e$(C?~\e(B)
  ("j9cx" ?\e$(C@!\e(B)
  ("j9cs" ?\e$(C@"\e(B)
@@ -1918,13 +2168,21 @@
  ("j9c3" ?\e$(C@%\e(B)
  ("j9ca" ?\e$(C@&\e(B)
  ("j9d" ?\e$(C@'\e(B)
+ ("jbd" ?\e$(C@'\e(B)
  ("j9dx" ?\e$(C@(\e(B)
+ ("jbdx" ?\e$(C@(\e(B)
  ("j9ds" ?\e$(C@)\e(B)
+ ("jbds" ?\e$(C@)\e(B)
  ("j9dw" ?\e$(C@*\e(B)
+ ("jbdw" ?\e$(C@*\e(B)
  ("j9dz" ?\e$(C@+\e(B)
+ ("jbdz" ?\e$(C@+\e(B)
  ("j9d3" ?\e$(C@,\e(B)
+ ("jbd3" ?\e$(C@,\e(B)
  ("j9dq" ?\e$(C@-\e(B)
+ ("jbdq" ?\e$(C@-\e(B)
  ("j9da" ?\e$(C@.\e(B)
+ ("jbda" ?\e$(C@.\e(B)
  ("j5" ?\e$(C@/\e(B)
  ("j5x" ?\e$(C@0\e(B)
  ("j5s" ?\e$(C@1\e(B)
@@ -2052,21 +2310,37 @@
  ("l/Z" ?\e$(CA@\e(B)
  ("l/1" ?\e$(CAA\e(B)
  ("l/f" ?\e$(CAB\e(B)
+ ("lbf" ?\e$(CAB\e(B)
  ("l/fx" ?\e$(CAC\e(B)
+ ("lbfx" ?\e$(CAC\e(B)
  ("l/fw" ?\e$(CAD\e(B)
+ ("lbfw" ?\e$(CAD\e(B)
  ("l/f3" ?\e$(CAE\e(B)
+ ("lbf3" ?\e$(CAE\e(B)
  ("l/fq" ?\e$(CAF\e(B)
+ ("lbfq" ?\e$(CAF\e(B)
  ("l/fa" ?\e$(CAG\e(B)
+ ("lbfa" ?\e$(CAG\e(B)
  ("l/r" ?\e$(CAH\e(B)
+ ("lbr" ?\e$(CAH\e(B)
  ("l/r2" ?\e$(CAI\e(B)
+ ("lbr2" ?\e$(CAI\e(B)
  ("l/ra" ?\e$(CAJ\e(B)
+ ("lbra" ?\e$(CAJ\e(B)
  ("l/d" ?\e$(CAK\e(B)
+ ("lbd" ?\e$(CAK\e(B)
  ("l/ds" ?\e$(CAL\e(B)
+ ("lbds" ?\e$(CAL\e(B)
  ("l/dw" ?\e$(CAM\e(B)
+ ("lbdw" ?\e$(CAM\e(B)
  ("l/dz" ?\e$(CAN\e(B)
+ ("lbdz" ?\e$(CAN\e(B)
  ("l/d3" ?\e$(CAO\e(B)
+ ("lbd3" ?\e$(CAO\e(B)
  ("l/dq" ?\e$(CAP\e(B)
+ ("lbdq" ?\e$(CAP\e(B)
  ("l/da" ?\e$(CAQ\e(B)
+ ("lbda" ?\e$(CAQ\e(B)
  ("l4" ?\e$(CAR\e(B)
  ("l4x" ?\e$(CAS\e(B)
  ("l4s" ?\e$(CAT\e(B)
@@ -2086,21 +2360,31 @@
  ("l9s" ?\e$(CAX\e(B)
  ("l9w" ?\e$(CAY\e(B)
  ("l9D" ?\e$(CAZ\e(B)
+ ("lbD" ?\e$(CAZ\e(B)
  ("l9C" ?\e$(CA[\e(B)
  ("l9z" ?\e$(CA\\e(B)
  ("l93" ?\e$(CA]\e(B)
  ("l9q" ?\e$(CA^\e(B)
  ("l9a" ?\e$(CA_\e(B)
  ("l9t" ?\e$(CA`\e(B)
+ ("lbt" ?\e$(CA`\e(B)
  ("l9t2" ?\e$(CAa\e(B)
+ ("lbt2" ?\e$(CAa\e(B)
  ("l9c" ?\e$(CAb\e(B)
  ("l9d" ?\e$(CAc\e(B)
+ ("lbd" ?\e$(CAc\e(B)
  ("l9dx" ?\e$(CAd\e(B)
+ ("lbdx" ?\e$(CAd\e(B)
  ("l9ds" ?\e$(CAe\e(B)
+ ("lbds" ?\e$(CAe\e(B)
  ("l9dw" ?\e$(CAf\e(B)
+ ("lbdw" ?\e$(CAf\e(B)
  ("l9dz" ?\e$(CAg\e(B)
+ ("lbdz" ?\e$(CAg\e(B)
  ("l9d3" ?\e$(CAh\e(B)
+ ("lbd3" ?\e$(CAh\e(B)
  ("l9dq" ?\e$(CAi\e(B)
+ ("lbdq" ?\e$(CAi\e(B)
  ("l5" ?\e$(CAj\e(B)
  ("l5s" ?\e$(CAk\e(B)
  ("l5w" ?\e$(CAl\e(B)
@@ -2181,16 +2465,27 @@
  ("ll/a" ?\e$(CBP\e(B)
  ("ll/Z" ?\e$(CBQ\e(B)
  ("ll/f" ?\e$(CBR\e(B)
+ ("llbf" ?\e$(CBR\e(B)
  ("ll/fx" ?\e$(CBS\e(B)
+ ("llbfx" ?\e$(CBS\e(B)
  ("ll/fw" ?\e$(CBT\e(B)
+ ("llbfw" ?\e$(CBT\e(B)
  ("ll/f2" ?\e$(CBU\e(B)
+ ("llbf2" ?\e$(CBU\e(B)
  ("ll/r" ?\e$(CBV\e(B)
+ ("llbr" ?\e$(CBV\e(B)
  ("ll/r2" ?\e$(CBW\e(B)
+ ("llbr2" ?\e$(CBW\e(B)
  ("ll/d" ?\e$(CBX\e(B)
+ ("llbd" ?\e$(CBX\e(B)
  ("ll/ds" ?\e$(CBY\e(B)
+ ("llbds" ?\e$(CBY\e(B)
  ("ll/dw" ?\e$(CBZ\e(B)
+ ("llbdw" ?\e$(CBZ\e(B)
  ("ll/dz" ?\e$(CB[\e(B)
+ ("llbdz" ?\e$(CB[\e(B)
  ("ll/d3" ?\e$(CB\\e(B)
+ ("llbd3" ?\e$(CB\\e(B)
  ("ll4a" ?\e$(CB]\e(B)
  ("llb" ?\e$(CB^\e(B)
  ("llbx" ?\e$(CB_\e(B)
@@ -2207,9 +2502,13 @@
  ("ll93" ?\e$(CBc\e(B)
  ("ll9a" ?\e$(CBd\e(B)
  ("ll9t" ?\e$(CBe\e(B)
+ ("llbt" ?\e$(CBe\e(B)
  ("ll9t2" ?\e$(CBf\e(B)
+ ("llbt2" ?\e$(CBf\e(B)
  ("ll9ta" ?\e$(CBg\e(B)
+ ("llbta" ?\e$(CBg\e(B)
  ("ll9d" ?\e$(CBh\e(B)
+ ("llbd" ?\e$(CBh\e(B)
  ("ll5" ?\e$(CBi\e(B)
  ("llg" ?\e$(CBj\e(B)
  ("llgz" ?\e$(CBk\e(B)
@@ -2291,16 +2590,27 @@
  ("o/q" ?\e$(CCP\e(B)
  ("o/a" ?\e$(CCQ\e(B)
  ("o/f" ?\e$(CCR\e(B)
+ ("obf" ?\e$(CCR\e(B)
  ("o/fs" ?\e$(CCS\e(B)
+ ("obfs" ?\e$(CCS\e(B)
  ("o/fw" ?\e$(CCT\e(B)
+ ("obfw" ?\e$(CCT\e(B)
  ("o/fa" ?\e$(CCU\e(B)
+ ("obfa" ?\e$(CCU\e(B)
  ("o/d" ?\e$(CCV\e(B)
+ ("obd" ?\e$(CCV\e(B)
  ("o/ds" ?\e$(CCW\e(B)
+ ("obds" ?\e$(CCW\e(B)
  ("o/dw" ?\e$(CCX\e(B)
+ ("obdw" ?\e$(CCX\e(B)
  ("o/dz" ?\e$(CCY\e(B)
+ ("obdz" ?\e$(CCY\e(B)
  ("o/d3" ?\e$(CCZ\e(B)
+ ("obd3" ?\e$(CCZ\e(B)
  ("o/dq" ?\e$(CC[\e(B)
+ ("obdq" ?\e$(CC[\e(B)
  ("o/da" ?\e$(CC\\e(B)
+ ("obda" ?\e$(CC\\e(B)
  ("o4" ?\e$(CC]\e(B)
  ("o4z" ?\e$(CC^\e(B)
  ("ob" ?\e$(CC_\e(B)
@@ -2320,16 +2630,25 @@
  ("o9q" ?\e$(CCe\e(B)
  ("o9a" ?\e$(CCf\e(B)
  ("o9t" ?\e$(CCg\e(B)
+ ("obt" ?\e$(CCg\e(B)
  ("o9t2" ?\e$(CCh\e(B)
+ ("obt2" ?\e$(CCh\e(B)
  ("o9c" ?\e$(CCi\e(B)
  ("o9cs" ?\e$(CCj\e(B)
  ("o9d" ?\e$(CCk\e(B)
+ ("obd" ?\e$(CCk\e(B)
  ("o9ds" ?\e$(CCl\e(B)
+ ("obds" ?\e$(CCl\e(B)
  ("o9dw" ?\e$(CCm\e(B)
+ ("obdw" ?\e$(CCm\e(B)
  ("o9dz" ?\e$(CCn\e(B)
+ ("obdz" ?\e$(CCn\e(B)
  ("o9d3" ?\e$(CCo\e(B)
+ ("obd3" ?\e$(CCo\e(B)
  ("o9dq" ?\e$(CCp\e(B)
+ ("obdq" ?\e$(CCp\e(B)
  ("o9da" ?\e$(CCq\e(B)
+ ("obda" ?\e$(CCq\e(B)
  ("o5" ?\e$(CCr\e(B)
  ("o5s" ?\e$(CCs\e(B)
  ("o5w" ?\e$(CCt\e(B)
@@ -2418,15 +2737,25 @@
  ("0/q" ?\e$(CD`\e(B)
  ("0/a" ?\e$(CDa\e(B)
  ("0/f" ?\e$(CDb\e(B)
+ ("0bf" ?\e$(CDb\e(B)
  ("0/fx" ?\e$(CDc\e(B)
+ ("0bfx" ?\e$(CDc\e(B)
  ("0/fs" ?\e$(CDd\e(B)
+ ("0bfs" ?\e$(CDd\e(B)
  ("0/fw" ?\e$(CDe\e(B)
+ ("0bfw" ?\e$(CDe\e(B)
  ("0/fz" ?\e$(CDf\e(B)
+ ("0bfz" ?\e$(CDf\e(B)
  ("0/fa" ?\e$(CDg\e(B)
+ ("0bfa" ?\e$(CDg\e(B)
  ("0/r" ?\e$(CDh\e(B)
+ ("0br" ?\e$(CDh\e(B)
  ("0/ra" ?\e$(CDi\e(B)
+ ("0bra" ?\e$(CDi\e(B)
  ("0/d" ?\e$(CDj\e(B)
+ ("0bd" ?\e$(CDj\e(B)
  ("0/dw" ?\e$(CDk\e(B)
+ ("0bdw" ?\e$(CDk\e(B)
  ("04" ?\e$(CDl\e(B)
  ("0b" ?\e$(CDm\e(B)
  ("0bx" ?\e$(CDn\e(B)
@@ -2445,19 +2774,31 @@
  ("09q" ?\e$(CDs\e(B)
  ("09a" ?\e$(CDt\e(B)
  ("09t" ?\e$(CDu\e(B)
+ ("0bt" ?\e$(CDu\e(B)
  ("09ts" ?\e$(CDv\e(B)
+ ("0bts" ?\e$(CDv\e(B)
  ("09tw" ?\e$(CDw\e(B)
+ ("0btw" ?\e$(CDw\e(B)
  ("09ta" ?\e$(CDx\e(B)
+ ("0bta" ?\e$(CDx\e(B)
  ("09c" ?\e$(CDy\e(B)
  ("09ca" ?\e$(CDz\e(B)
  ("09d" ?\e$(CD{\e(B)
+ ("0bd" ?\e$(CD{\e(B)
  ("09dx" ?\e$(CD|\e(B)
+ ("0bdx" ?\e$(CD|\e(B)
  ("09ds" ?\e$(CD}\e(B)
+ ("0bds" ?\e$(CD}\e(B)
  ("09dw" ?\e$(CD~\e(B)
+ ("0bdw" ?\e$(CD~\e(B)
  ("09dz" ?\e$(CE!\e(B)
+ ("0bdz" ?\e$(CE!\e(B)
  ("09d3" ?\e$(CE"\e(B)
+ ("0bd3" ?\e$(CE"\e(B)
  ("09dq" ?\e$(CE#\e(B)
+ ("0bdq" ?\e$(CE#\e(B)
  ("09da" ?\e$(CE$\e(B)
+ ("0bda" ?\e$(CE$\e(B)
  ("05" ?\e$(CE%\e(B)
  ("05s" ?\e$(CE&\e(B)
  ("05w" ?\e$(CE'\e(B)
@@ -2541,12 +2882,19 @@
  ("'/a" ?\e$(CEk\e(B)
  ("'/Q" ?\e$(CEl\e(B)
  ("'/f" ?\e$(CEm\e(B)
+ ("'bf" ?\e$(CEm\e(B)
  ("'/fs" ?\e$(CEn\e(B)
+ ("'bfs" ?\e$(CEn\e(B)
  ("'/r" ?\e$(CEo\e(B)
+ ("'br" ?\e$(CEo\e(B)
  ("'/d" ?\e$(CEp\e(B)
+ ("'bd" ?\e$(CEp\e(B)
  ("'/ds" ?\e$(CEq\e(B)
+ ("'bds" ?\e$(CEq\e(B)
  ("'/dq" ?\e$(CEr\e(B)
+ ("'bdq" ?\e$(CEr\e(B)
  ("'/da" ?\e$(CEs\e(B)
+ ("'bda" ?\e$(CEs\e(B)
  ("'4" ?\e$(CEt\e(B)
  ("'b" ?\e$(CEu\e(B)
  ("'bx" ?\e$(CEv\e(B)
@@ -2565,15 +2913,24 @@
  ("'9q" ?\e$(CE{\e(B)
  ("'9a" ?\e$(CE|\e(B)
  ("'9t" ?\e$(CE}\e(B)
+ ("'bt" ?\e$(CE}\e(B)
  ("'9t2" ?\e$(CE~\e(B)
+ ("'bt2" ?\e$(CE~\e(B)
  ("'9c" ?\e$(CF!\e(B)
  ("'9d" ?\e$(CF"\e(B)
+ ("'bd" ?\e$(CF"\e(B)
  ("'9dx" ?\e$(CF#\e(B)
+ ("'bdx" ?\e$(CF#\e(B)
  ("'9ds" ?\e$(CF$\e(B)
+ ("'bds" ?\e$(CF$\e(B)
  ("'9dw" ?\e$(CF%\e(B)
+ ("'bdw" ?\e$(CF%\e(B)
  ("'9dz" ?\e$(CF&\e(B)
+ ("'bdz" ?\e$(CF&\e(B)
  ("'9d3" ?\e$(CF'\e(B)
+ ("'bd3" ?\e$(CF'\e(B)
  ("'9da" ?\e$(CF(\e(B)
+ ("'bda" ?\e$(CF(\e(B)
  ("'5" ?\e$(CF)\e(B)
  ("'5s" ?\e$(CF*\e(B)
  ("'5w" ?\e$(CF+\e(B)
@@ -2670,9 +3027,13 @@
  ("p/q" ?\e$(CF}\e(B)
  ("p/a" ?\e$(CF~\e(B)
  ("p/f" ?\e$(CG!\e(B)
+ ("pbf" ?\e$(CG!\e(B)
  ("p/fa" ?\e$(CG"\e(B)
+ ("pbfa" ?\e$(CG"\e(B)
  ("p/d" ?\e$(CG#\e(B)
+ ("pbd" ?\e$(CG#\e(B)
  ("p/ds" ?\e$(CG$\e(B)
+ ("pbds" ?\e$(CG$\e(B)
  ("p4" ?\e$(CG%\e(B)
  ("p4s" ?\e$(CG&\e(B)
  ("p4w" ?\e$(CG'\e(B)
@@ -2699,12 +3060,19 @@
  ("p9q" ?\e$(CG2\e(B)
  ("p9a" ?\e$(CG3\e(B)
  ("p9t" ?\e$(CG4\e(B)
+ ("pbt" ?\e$(CG4\e(B)
  ("p9ta" ?\e$(CG5\e(B)
+ ("pbta" ?\e$(CG5\e(B)
  ("p9d" ?\e$(CG6\e(B)
+ ("pbd" ?\e$(CG6\e(B)
  ("p9ds" ?\e$(CG7\e(B)
+ ("pbds" ?\e$(CG7\e(B)
  ("p9dw" ?\e$(CG8\e(B)
+ ("pbdw" ?\e$(CG8\e(B)
  ("p9dz" ?\e$(CG9\e(B)
+ ("pbdz" ?\e$(CG9\e(B)
  ("p9dq" ?\e$(CG:\e(B)
+ ("pbdq" ?\e$(CG:\e(B)
  ("p5" ?\e$(CG;\e(B)
  ("p5s" ?\e$(CG<\e(B)
  ("p5w" ?\e$(CG=\e(B)
@@ -2797,23 +3165,41 @@
  ("m/a" ?\e$(CH+\e(B)
  ("m/W" ?\e$(CH,\e(B)
  ("m/f" ?\e$(CH-\e(B)
+ ("mbf" ?\e$(CH-\e(B)
  ("m/fx" ?\e$(CH.\e(B)
+ ("mbfx" ?\e$(CH.\e(B)
  ("m/fs" ?\e$(CH/\e(B)
+ ("mbfs" ?\e$(CH/\e(B)
  ("m/fw" ?\e$(CH0\e(B)
+ ("mbfw" ?\e$(CH0\e(B)
  ("m/fq" ?\e$(CH1\e(B)
+ ("mbfq" ?\e$(CH1\e(B)
  ("m/fa" ?\e$(CH2\e(B)
+ ("mbfa" ?\e$(CH2\e(B)
  ("m/r" ?\e$(CH3\e(B)
+ ("mbr" ?\e$(CH3\e(B)
  ("m/rx" ?\e$(CH4\e(B)
+ ("mbrx" ?\e$(CH4\e(B)
  ("m/rs" ?\e$(CH5\e(B)
+ ("mbrs" ?\e$(CH5\e(B)
  ("m/rq" ?\e$(CH6\e(B)
+ ("mbrq" ?\e$(CH6\e(B)
  ("m/ra" ?\e$(CH7\e(B)
+ ("mbra" ?\e$(CH7\e(B)
  ("m/d" ?\e$(CH8\e(B)
+ ("mbd" ?\e$(CH8\e(B)
  ("m/dx" ?\e$(CH9\e(B)
+ ("mbdx" ?\e$(CH9\e(B)
  ("m/ds" ?\e$(CH:\e(B)
+ ("mbds" ?\e$(CH:\e(B)
  ("m/dw" ?\e$(CH;\e(B)
+ ("mbdw" ?\e$(CH;\e(B)
  ("m/d3" ?\e$(CH<\e(B)
+ ("mbd3" ?\e$(CH<\e(B)
  ("m/dq" ?\e$(CH=\e(B)
+ ("mbdq" ?\e$(CH=\e(B)
  ("m/da" ?\e$(CH>\e(B)
+ ("mbda" ?\e$(CH>\e(B)
  ("m4" ?\e$(CH?\e(B)
  ("m4s" ?\e$(CH@\e(B)
  ("m4w" ?\e$(CHA\e(B)
@@ -2836,23 +3222,36 @@
  ("m9q" ?\e$(CHJ\e(B)
  ("m9a" ?\e$(CHK\e(B)
  ("m9t" ?\e$(CHL\e(B)
+ ("mbt" ?\e$(CHL\e(B)
  ("m9ts" ?\e$(CHM\e(B)
+ ("mbts" ?\e$(CHM\e(B)
  ("m9tw" ?\e$(CHN\e(B)
+ ("mbtw" ?\e$(CHN\e(B)
  ("m9tz" ?\e$(CHO\e(B)
+ ("mbtz" ?\e$(CHO\e(B)
  ("m9ta" ?\e$(CHP\e(B)
+ ("mbta" ?\e$(CHP\e(B)
  ("m9c" ?\e$(CHQ\e(B)
  ("m9cx" ?\e$(CHR\e(B)
  ("m9cs" ?\e$(CHS\e(B)
  ("m9cw" ?\e$(CHT\e(B)
  ("m9ca" ?\e$(CHU\e(B)
  ("m9d" ?\e$(CHV\e(B)
+ ("mbd" ?\e$(CHV\e(B)
  ("m9dx" ?\e$(CHW\e(B)
+ ("mbdx" ?\e$(CHW\e(B)
  ("m9ds" ?\e$(CHX\e(B)
+ ("mbds" ?\e$(CHX\e(B)
  ("m9dw" ?\e$(CHY\e(B)
+ ("mbdw" ?\e$(CHY\e(B)
  ("m9dz" ?\e$(CHZ\e(B)
+ ("mbdz" ?\e$(CHZ\e(B)
  ("m9d3" ?\e$(CH[\e(B)
+ ("mbd3" ?\e$(CH[\e(B)
  ("m9dq" ?\e$(CH\\e(B)
+ ("mbdq" ?\e$(CH\\e(B)
  ("m9da" ?\e$(CH]\e(B)
+ ("mbda" ?\e$(CH]\e(B)
  ("m5" ?\e$(CH^\e(B)
  ("m5x" ?\e$(CH_\e(B)
  ("m5s" ?\e$(CH`\e(B)