diff options
author | Norbert Preining <norbert@preining.info> | 2019-09-02 13:46:59 +0900 |
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committer | Norbert Preining <norbert@preining.info> | 2019-09-02 13:46:59 +0900 |
commit | e0c6872cf40896c7be36b11dcc744620f10adf1d (patch) | |
tree | 60335e10d2f4354b0674ec22d7b53f0f8abee672 /fonts/klinz/kligs.mf |
Initial commit
Diffstat (limited to 'fonts/klinz/kligs.mf')
-rw-r--r-- | fonts/klinz/kligs.mf | 639 |
1 files changed, 639 insertions, 0 deletions
diff --git a/fonts/klinz/kligs.mf b/fonts/klinz/kligs.mf new file mode 100644 index 0000000000..a488ee44e4 --- /dev/null +++ b/fonts/klinz/kligs.mf @@ -0,0 +1,639 @@ +% (C)opyright 1993 by Karl Guenter Wuensch. +% This Font has been created by Karl G\"unter W\"unsch +% Eschenstr. 7 +% Postbox 101129 +% 47476 Rheinberg +% Germany +% (Watch out, the address above lists the new postcode for my postbox +% in Rheinberg, valid from 07/01/93 onwards and not before! The old one is +% 4134). +% It was created to resemble (but not to be identical) to the publicly +% available (in TrueType and Type 1) Klingon font. Since I had no means +% of really using the font in the the mentioned formats I had to do something +% about that and --- being a TeX-User --- I decided this was the time to +% learn something about \MF. So if there are some errors contained +% in here, let me know. My current E-Mail address is: +% hz225wu@unidui.uni-duisburg.de +% +% I don't want to make a fuzz of it, but I would like to get any changes you +% make to this font. So this may be freely copied and distributed under the +% restriction, that you +% a) leave this commentary part including the copyright notice intact +% b) send me the changes you make to this source so that I can enhance +% it further. +% +% This font contains a full set of upper- and lower-case Klingon characters +% including some additional things like punctuation, which were designed by +% Micaela Pantke. Maybe someone from the Klingon Language Institue could +% elaborate about the issue of the additional characters, but I'll use +% them anyway. +% +% It should be compiled with plain \MF along the lines of the following +% example (where the mag-part of it may be left out and x stands for anything +% suitable as magstep (any magstep above 6 or 7 is ignored by some dvi-drivers +% I know of): +% mf "\mode:=localfont;" "mag=magstep(x);" input klinz +% +% I used an extensive scheme of ligatures to make the font look nice... Well +% it looks better than my TrueType example, because this had erratic character +% spacing and a too short space-length. +% +% Anyone who is wondering, why I even defined ligatures between lower- and +% upper-case should take a look at the Klingon Dictionary by Mike Okrand. +% The (s)he'll see that it is fairly common to have upper- and lower-case +% characters mixed in a single word. + +% +% rather complicated ligtable to give the characters a spacing looking +% at least remotely appropiate. It's far from beeing perfect but it +% looks nice. +% +ligtable "a": "b" kern -0.5u#, "d" kern -0.6u#, "e" kern 0.1u#, + "f" kern 0.1u#, "g" kern -0.4u#, "h" kern -0.5u#, + "i" kern -0.1u#, "j" kern -0.2u#, "k" kern -1.1u#, + "l" kern -0.4u#, "m" kern -0.75u#, "n" kern -0.1u#, + "o" kern -0.1u#, "p" kern -0.6u#, "q" kern -0.2u#, + "r" kern -0.1u#, "s" kern -0.35u#, "t" kern 0.1u#, + "v" kern 0.1u#, "w" kern -0.8u#, "x" kern -0.4u#, + "B" kern -1u#, "D" kern -1.3u#, "H" kern -0.8u#, + "K" kern -2.8u#, "M" kern -1.5u#, "O" kern -1u#, + "P" kern -1u#, "S" kern -1.5u#, "W" kern -1.5u#, + "X" kern -0.8u#; + +ligtable "b": "h" kern -0.5u#, "i" kern -0.5u#, "l" kern -0.3u#, + "n" kern -0.3u#, "u" kern -0.2u#, "y" kern -0.3u#, + "z" kern -0.3u#, + "H" kern -0.8u#, "I" kern -1u#, "K" kern -2.6u#, "L" kern -1u#, + "N" kern -0.8u#, "U" kern -0.6u#, "Y" kern -0.8u#, + "Z" kern -0.8u#; + +ligtable "c": "b" kern -0.1u#, "d" kern -0.1u#, "g" kern -0.1u#, + "k" kern -0.5u#, "m" kern -0.5u#, "q" kern -0.1u#, + "s" kern -0.2u#, "w" kern -0.6u#, + "B" kern -0.8u#, "D" kern -0.8u#, "K" kern -2.5u#, + "M" kern -1.5u#, "S" kern -0.8u#, "W" kern -1.3u#, + "X" kern -0.9u#; + +ligtable "d": "a" kern -1u#, "c" kern -1u#, "d" kern 0.1u#, + "e" kern -2.2u#, "f" kern -1.2u#, "h" kern -0.8u#, + "i" kern -1.3u#, "j" kern 0.1u#, "l" kern -0.5u#, + "m" kern 0.1u#, "n" kern -1.6u#, "o" kern -0.3u#, + "q" kern 0.1u#, "s" kern 0.1u#, "u" kern -0.8u#, + "v" kern -1.3u#, "w" kern 0.1u#, "x" kern 0.1u#, + "y" kern -0.7u#, "z" kern -1.1u#, + "A" kern -2u#, "C" kern -1.3u#, "E" kern -2.5u#, + "F" kern -2.5u#, "H" kern -0.8u#, "I" kern -1.3u#, + "K" kern -1.5u#, "L" kern -0.8u#, "N" kern -1.1u#, + "U" kern -0.7u#, "V" kern -2.2u#, "Y" kern -0.8u#, + "Z" kern -0.7u#; + +ligtable "e": "b" kern -0.7u#, "d" kern -0.8u#, "e" kern 0.1u#, + "g" kern -0.3u#, "h" kern -0.9u#, "i" kern -0.2u#, + "j" kern -0.3u#, "k" kern -1.5u#, "l" kern -0.4u#, + "m" kern -1u#, "n" kern -0.1u#, "o" kern -0.6u#, + "p" kern -0.8u#, "q" kern -0.5u#, "r" kern -0.3u#, + "s" kern -0.9u#, "w" kern -1u#, "x" kern -0.6u#, + "B" kern -1u#, "D" kern -1.5u#, "G" kern -1u#, + "H" kern -0.9u#, "I" kern -0.8u#, "K" kern -3u#, + "L" kern -0.7u#, "M" kern -2u#, "N" kern -0.8u#, "O" kern -1u#, + "P" kern -1.5u#, "Q" kern -1u#, "S" kern -1.5u#, "W" kern -2.2u#, + "X" kern -0.8u#, "Y" kern -0.7u#, "Z" kern -0.7u#; + +ligtable "f": "a" kern 0.1u#, "b" kern -0.3u#, "d" kern -0.9u#, + "e" kern 0.2u#, "f" kern 0.1u#, "g" kern -0.1u#, + "h" kern -0.4u#, "j" kern -0.1u#, "k" kern -1.5u#, + "m" kern -1u#, "o" kern -0.4u#, "p" kern -1u#, + "q" kern -0.2u#, "s" kern -0.8u#, "t" kern 0.1u#, + "v" kern 0.1u#, "w" kern -1.2u#, "x" kern -0.4u#, + "B" kern -0.8u#, "D" kern -1.7u#, "G" kern -0.7u#, + "H" kern -1u#, "J" kern -0.8u#, "K" kern -3u#, + "M" kern -2.5u#, "O" kern -1u#, "P" kern -2.4u#, "Q" kern -0.7u#, + "S" kern -2.2u#, "W" kern -2.2u#, "X" kern -0.8u#; + +ligtable "g": "a" kern -0.4u#, "c" kern -0.4u#, "e" kern -1u#, + "f" kern -0.8u#, "h" kern -0.4u#, "i" kern -1u#, + "j" kern 0.2u#, "l" kern -0.4u#, "n" kern -1u#, + "p" kern 0.2u#, "q" kern 0.2u#, "t" kern 0.2u#, + "u" kern -0.5u#, "v" kern -0.8u#, "x" kern 0.2u#, + "y" kern -0.3u#, "z" kern -0.5u#, + "A" kern -1u#, "B" kern -1u#, "C" kern -1u#, + "E" kern -1u#, "F" kern -1u#, "I" kern -1.7u#, "L" kern -1u#, + "K" kern -1.6u#, "N" kern -1.1u#, "S" kern -1u#, "U" kern -1u#, + "V" kern -0.9u#, "Y" kern -0.9u#, "Z" kern -0.9u#; + +ligtable "h": "a" kern -0.9u#, "c" kern -0.9u#, "e" kern -1u#, + "f" kern -1u#, "h" kern -0.7u#, "i" kern -0.6u#, + "j" kern 0.2u#, "l" kern -0.4u#, "n" kern -0.8u#, + "o" kern -0.2u#, "q" kern 0.1u#, "s" kern 0.1u#, + "u" kern -0.3u#, "v" kern -1.1u#, "w" kern 0.1u#, + "y" kern -0.3u#, "z" kern -0.4u#, + "A" kern -1.8u#, "B" kern -0.5u#, "C" kern -1.8u#, + "E" kern -1.3u#, "F" kern -1.7u#, "H" kern -0.9u#, + "I" kern -0.5u#, "K" kern -2u#, "L" kern -0.5u#, + "N" kern -0.5u#, "U" kern -0.5u#, "V" kern -1.5u#, "Y" kern -0.5u#, + "Z" kern -0.3u#; + +ligtable "i": "a" kern -1u#, "b" kern -1.3u#, "c" kern -0.5u#, + "d" kern -2.2u#, "e" kern -0.1u#, "f" kern -0.2u#, + "g" kern -0.5u#, "h" kern -1.3u#, "k" kern -1.6u#, + "m" kern -0.9u#, "p" kern -0.8u#, "s" kern -2u#, + "t" kern -0.8u#, "v" kern -0.4u#, "w" kern -1.1u#, + "x" kern -0.5u#, "y" kern 0.2u#, "z" kern 0.1u#, + "A" kern -1.3u#, "B" kern -1.1u#, "C" kern -0.8u#, + "D" kern -3u#, "G" kern -0.7u#, "F" kern -0.4u#, "H" kern -2.2u#, + "K" kern -3u#, "M" kern -2u#, "O" kern -2.1u#, + "P" kern -2.4u#, "S" kern -3.3u#, "T" kern -1u#, + "V" kern -1u#, "W" kern -2u#, "X" kern -1u#; + +ligtable "j": "a" kern -0.8u#, "c" kern -0.8u#, "e" kern -0.5u#, + "f" kern -0.5u#, "h" kern -1.3u#, "i" kern -0.5u#, + "j" kern 0.2u#, "l" kern -0.5u#, "n" kern -0.5u#, + "o" kern -0.5u#, "p" kern -0.3u#, "r" kern 0.2u#, + "u" kern -0.4u#, "v" kern -0.9u#, "w" kern 0.1u#, + "y" kern -0.5u#, "z" kern -0.5u#, + "A" kern -1.3u#, "C" kern -1.5u#, "E" kern -1u#, + "F" kern -1u#, "H" kern -1u#, "I" kern -1.5u#, + "K" kern -1u#, "L" kern -0.8u#, "N" kern -1u#, + "U" kern -0.8u#, "V" kern -1.3u#, "Y" kern -0.5u#, + "Z" kern -0.5u#; + +ligtable "k": "a" kern -1u#, "c" kern -1u#, "e" kern -1.5u#, + "f" kern -1.2u#, "h" kern -0.5u#, "i" kern -1u#, + "l" kern -0.3u#, "n" kern -1u#, "u" kern -0.6u#, + "v" kern -1.2u#, "y" kern -0.5u#, "z" kern -0.6u#, + "A" kern -2.3u#, "B" kern -0.5u#, "C" kern -1.5u#, + "E" kern -2.5u#, "F" kern -2u#, "H" kern -0.8u#, + "I" kern -1.5u#, "K" kern -2u#, "L" kern -1u#, + "N" kern -2u#, "U" kern -1.3u#, "V" kern -3u#, + "W" kern -0.6u#, "Z" kern -0.5u#; + +ligtable "l": "b" kern -0.2u#, "d" kern -0.3u#, "e" kern 0.2u#, + "f" kern 0.2u#, "k" kern -0.8u#, "m" kern -0.5u#, + "p" kern -0.2u#, "s" kern -0.3u#, "t" kern 0.2u#, + "u" kern 0.2u#, "v" kern 0.2u#, "w" kern -0.5u#, + "x" kern -0.2u#, + "B" kern -0.5u#, "D" kern -0.7u#, "E" kern 0.2u#, + "F" kern 0.2u#, "K" kern -2.5u#, "M" kern -1u#, + "P" kern -0.7u#, "S" kern -0.5u#, "W" kern -1.2u#, + "X" kern -0.5u#; + +ligtable "m": "a" kern -1u#, "c" kern -0.7u#, "e" kern -0.8u#, + "f" kern -0.7u#, "i" kern -0.5u#, "n" kern -0.3u#, + "j" kern 0.2u#, "l" kern -0.2u#, "m" kern 0.2u#, + "n" kern -0.3u#, "q" kern 0.2u#, "s" kern 0.2u#, + "u" kern -0.6u#, "v" kern -0.7u#, "w" kern 0.2u#, + "x" kern 0.2u#, "y" kern -0.2u#, "z" kern -0.4u#, + "A" kern -1.5u#, "C" kern -1u#, "E" kern -0.8u#, + "F" kern -1u#, "I" kern -0.5u#, "K" kern -1u#, + "N" kern -0.5u#, "V" kern -1.7u#; + +ligtable "n": "a" kern -0.4u#, "b" kern -1u#, "d" kern -1.3u#, + "e" kern -0.3u#, "f" kern -0.2u#, "g" kern -0.7u#, + "h" kern -1.1u#, "i" kern -0.9u#, "i" kern -0.8u#, + "j" kern -0.8u#, "k" kern -1u#, "l" kern -0.7u#, + "m" kern -0.8u#, "o" kern -1.4u#, + "p" kern -1.5u#, "q" kern -0.9u#, "r" kern -0.8u#, + "s" kern -1.1u#, "t" kern -0.3u#, "u" kern -0.9u#, + "v" kern -0.7u#, "w" kern -1.3u#, "x" kern -1.2u#, + "y" kern -1.1u#, "z" kern -1.1u#, + "A" kern -0.5u#, "B" kern -2.3u#, "D" kern -2.3u#, "E" kern -0.5u#, + "G" kern -1.5u#, "H" kern -2.3u#, "I" kern -2u#, + "J" kern -1.6u#, "K" kern -3.8u#, "L" kern -1.5u#, + "M" kern -2.5u#, "O" kern -2u#, "P" kern -2u#, + "Q" kern -1u#, "R" kern -1.5u#, "S" kern -2u#, "T" kern -0.5u#, + "U" kern -1.3u#, "V" kern -0.5u#, "W" kern -2.5u#, "X" kern -1.5u#, + "Y" kern -1.2u#, "Z" kern -1.2u#; + +ligtable "o": "a" kern -0.5u#, "c" kern -0.4u#, "e" kern -0.3u#, + "f" kern -0.3u#, "h" kern -0.6u#, "i" kern -0.6u#, + "l" kern -0.5u#, "n" kern -0.6u#, "o" kern -0.4u#, + "u" kern -0.4u#, "v" kern -0.4u#, "y" kern -0.3u#, + "z" kern -0.3u#, + "A" kern -0.7u#, "B" kern -1u#, "C" kern -0.7u#, + "D" kern -0.5u#, "E" kern -0.5u#, "F" kern -0.5u#, + "G" kern -0.5u#, "H" kern -0.7u#, "I" kern -0.5u#, + "K" kern -2.2u#, "L" kern -1.2u#, "N" kern -0.7u#, + "V" kern -0.7u#, "Y" kern -0.5u#, "Z" kern -0.5u#; + +ligtable "p": "a" kern -1u#, "c" kern -0.7u#, "d" kern 0.2u#, + "e" kern -1u#, "f" kern -0.8u#, "h" kern -0.4u#, + "i" kern -0.8u#, "j" kern 0.2u#, "l" kern -0.4u#, + "m" kern 0.2u#, "n" kern -0.7u#, "q" kern 0.2u#, + "s" kern 0.2u#, "u" kern -0.6u#, "v" kern -0.7u#, + "w" kern 0.2u#, "x" kern 0.2u#, "y" kern -0.4u#, + "z" kern -0.4u#, + "A" kern -1.5u#, "C" kern -1u#, "E" kern -1.5u#, + "F" kern -1.3u#, "H" kern -0.5u#, "I" kern -1.2u#, + "K" kern -2u#, "L" kern -0.8u#, "N" kern -1u#, + "U" kern -1u#, "V" kern -2u#, "Y" kern -0.7u#, + "Z" kern -0.7u#; + +ligtable "q": "c" kern -0.4u#, "d" kern 0.2u#, "e" kern -0.6u#, + "f" kern -0.4u#, "g" kern 0.2u#, "h" kern -0.8u#, + "i" kern 0.2u#, "l" kern -0.3u#, "n" kern -0.3u#, + "o" kern -0.3u#, "q" kern 0.2u#, "w" kern 0.1u#, + "y" kern -0.3u#, "z" kern -0.3u#, + "C" kern -0.8u#, "G" kern -0.5u#, "H" kern -1.5u#, + "I" kern -1u#, "K" kern -3u#, "L" kern -1u#, + "N" kern -0.8u#, "U" kern -0.3u#, "V" kern -0.4u#, + "Y" kern -0.4u#, "Z" kern -0.4u#; + +ligtable "r": "h" kern -0.4u#, "i" kern -0.4u#, "j" kern 0.2u#, + "l" kern -0.6u#, "n" kern -0.4u#, "p" kern 0.2u#, + "q" kern 0.2u#, "t" kern 0.2u#, "x" kern 0.2u#, + "y" kern -0.3u#, "z" kern -0.3u#, + "B" kern -0.5u#, "C" kern -0.8u#, "G" kern -0.7u#, + "H" kern -0.4u#, "I" kern -1u#, + "K" kern -2.2u#, "L" kern -1.7u#, "M" kern -0.9u#, + "N" kern -1u#, "U" kern -0.5u#, "Y" kern -0.3u#, + "Z" kern -0.3u#; + +ligtable "s": "h" kern -0.5u#, "i" kern -0.5u#, "j" kern 0.2u#, + "l" kern -0.7u#, "n" kern -0.4u#, "q" kern 0.2u#, + "t" kern 0.2u#, "x" kern 0.1u#, "y" kern -0.3u#, + "z" kern -0.3u#, + "B" kern -1u#, "D" kern -0.7u#, "G" kern -0.7u#, + "H" kern -1u#, "I" kern -1u#, "K" kern -2.5u#, + "L" kern -0.7u#, "M" kern -0.8u#, "W" kern -0.5u#; + +ligtable "t": "a" kern -0.5u#, "k" kern -0.3u#, "o" kern 0.2u#, + "A" kern -1u#, "B" kern -1u#, "E" kern -0.5u#, + "F" kern -0.4u#, "G" kern -0.8u#, "I" kern -0.4u#, + "K" kern -2.5u#, "M" kern -1u#, "N" kern -0.5u#, + "O" kern -0.3u#, "P" kern -0.3u#, "S" kern -0.3u#, + "U" kern -0.3u#, "V" kern -0.6u#, "W" kern -0.8u#; + +ligtable "u": "a" kern -0.5u#, "c" kern -0.4u#, "h" kern -1u#, + "n" kern 0.1u#, "o" kern -0.6u#, "p" kern -0.4u#, + "t" kern -0.3u#, "u" kern 0.2u#, + "A" kern -1u#, "B" kern -1u#, "C" kern -0.5u#, + "D" kern -1u#, "G" kern -1.2u#, "H" kern -1.8u#, + "K" kern -2.4u#, "L" kern -0.5u#, "M" kern -0.8u#, + "O" kern -0.7u#, "S" kern -0.5u#, "V" kern -0.8u#; + +ligtable "v": "b" kern -0.5u#, "c" kern -0.3u#, "g" kern -0.3u#, + "k" kern -1.3u#, "l" kern 0.2u#, "m" kern -0.3u#, + "p" kern -0.5u#, "s" kern -0.3u#, "w" kern -0.5u#, + "x" kern -0.3u#, "y" kern 0.2u#, "z" kern 0.2u#, + "A" kern -0.7u#, "B" kern -1.2u#, "C" kern -0.6u#, + "D" kern -1.2u#, "G" kern -0.6u#, "H" kern -1u#, + "K" kern -2.5u#, "M" kern -1.5u#, "O" kern -0.5u#, + "P" kern -2u#, "S" kern -1.5u#, "T" kern -0.8u#, + "U" kern 0.2u#, "W" kern -1.5u#, "X" kern -0.5u#, + "Y" kern 0.2u#, "Z" kern 0.2u#; + +ligtable "w": "a" kern -0.5u#, "c" kern -0.7u#, "e" kern -0.3u#, + "f" kern -0.3u#, "j" kern 0.2u#, "m" kern 0.2u#, + "p" kern 0.2u#, "q" kern 0.2u#, "s" kern 0.2u#, + "v" kern -0.5u#, "w" kern -0.6u#, "x" kern -0.3u#, + "y" kern 0.2u#, "z" kern 0.2u#, + "A" kern -1.5u#, "B" kern -0.3u#, "C" kern -1u#, + "E" kern -0.7u#, "F" kern -0.7u#, "G" kern -0.7u#, + "K" kern -2u#, "V" kern -1.5u#; + +ligtable "x": "b" kern -0.5u#, "c" kern -0.3u#, "h" kern -0.3u#, + "i" kern -0.8u#, "k" kern -0.5u#, "l" kern -0.5u#, + "n" kern -0.5u#, "o" kern 0.1u#, "p" kern 0.1u#, + "y" kern -0.6u#, "z" kern -0.6u#, + "A" kern -1u#, "B" kern -1u#, "C" kern -1u#, + "G" kern -0.8u#, "I" kern -0.8u#, "K" kern -2.3u#, + "M" kern -1u#, "N" kern -1u#, "W" kern -1.2u#, + "Y" kern -0.3u#, "Z" kern -0.3u#; + +ligtable "y": "a" kern -0.3u#, "b" kern -0.3u#, "k" kern -1u#, + "l" kern 0.2u#, "m" kern -0.3u#, "n" kern 0.2u#, + "u" kern 0.2u#, "v" kern -0.3u#, "w" kern -0.3u#, + "y" kern 0.2u#, "z" kern 0.2u#, + "A" kern -0.7u#, "B" kern -1u#, "C" kern -0.4u#, + "D" kern -1.2u#, "G" kern -0.5u#, "H" kern -0.5u#, + "I" kern 0.2u#, "K" kern -3u#, "M" kern -1u#, + "N" kern 0.2u#, "P" kern -1u#, "S" kern -1u#, + "U" kern 0.2u#, "W" kern -1.2u#, "X" kern -0.6u#, + "Y" kern 0.2u#, "Z" kern 0.2u#; + +ligtable "z": "a" kern -0.5u#, "b" kern -0.5u#, "c" kern -0.3u#, + "d" kern -1u#, "g" kern -0.2u#, "h" kern -1u#, + "i" kern 0.2u#, "k" kern -1.3u#, "m" kern -0.7u#, + "n" kern 0.2u#, "o" kern -0.3u#, "p" kern -0.3u#, + "s" kern -0.6u#, "t" kern -0.3u#, "u" kern 0.2u#, + "w" kern -0.7u#, "x" kern -0.3u#, "y" kern 0.2u#, + "z" kern 0.2u#, + "A" kern -0.4u#, "B" kern -0.8u#, "C" kern -0.3u#, "D" kern -1u#, + "G" kern -0.8u#, "H" kern -1.2u#, "J" kern -0.3u#, + "K" kern -3.2u#, "M" kern -1.5u#, "N" kern 0.2u#, + "O" kern -1.3u#, "P" kern -1.3u#, "Q" kern -0.5u#, + "S" kern -1.3u#, "T" kern -0.3u#, "U" kern 0.2u#, + "W" kern -1.5u#, "X" kern -1u#; + +% +% Zweiter Teil der Ligationstabelle. In diesem lege ich fest, +% wie die Grossbuchstaben mit den Kleinbuchstaben unterschnitten werden +% +ligtable "A": "b" kern -0.5uu#, "d" kern -0.6uu#, "e" kern 0.1uu#, + "f" kern 0.1uu#, "g" kern -0.4uu#, "h" kern -0.5uu#, + "i" kern -0.1uu#, "j" kern -0.2uu#, "k" kern -1.1uu#, + "l" kern -0.4uu#, "m" kern -0.75uu#, "n" kern -0.1uu#, + "o" kern -0.1uu#, "p" kern -0.6uu#, "q" kern -0.2uu#, + "r" kern -0.1uu#, "s" kern -0.6uu#, "t" kern 0.1uu#, + "v" kern 0.1uu#, "w" kern -0.8uu#, "x" kern -0.4uu#, + "B" kern -0.5uu#, "D" kern -0.6uu#, "E" kern 0.1uu#, + "F" kern 0.1uu#, "G" kern -0.4uu#, "H" kern -0.5uu#, + "I" kern -0.1uu#, "J" kern -0.2uu#, "K" kern -1.1uu#, + "L" kern -0.4uu#, "M" kern -0.75uu#, "N" kern -0.1uu#, + "O" kern -0.1uu#, "P" kern -0.6uu#, "Q" kern -0.2uu#, + "R" kern -0.1uu#, "S" kern -0.35uu#, "T" kern 0.1uu#, + "V" kern 0.1uu#, "W" kern -0.8uu#, "X" kern -0.4uu#; + +ligtable "B": "h" kern -0.8uu#, "i" kern -0.8uu#, "l" kern -0.5uu#, + "n" kern -0.3uu#, "u" kern -0.5uu#, "y" kern -0.6uu#, + "z" kern -0.6uu#, + "H" kern -0.5uu#, "I" kern -0.5uu#, "L" kern -0.3uu#, + "N" kern -0.3uu#, "U" kern -0.2uu#, "Y" kern -0.3uu#, + "Z" kern -0.3uu#; + +ligtable "C": "b" kern -0.3uu#, "d" kern -0.7uu#, "g" kern -0.4uu#, + "k" kern -0.7uu#, "m" kern -0.8uu#, "q" kern -0.3uu#, + "s" kern -0.4uu#, "w" kern -0.6uu#, + "B" kern -0.1uu#, "D" kern -0.1uu#, "G" kern -0.1uu#, + "K" kern -0.5uu#, "M" kern -0.5uu#, "Q" kern -0.1uu#, + "S" kern -0.2uu#, "W" kern -0.6uu#; + +ligtable "D": "a" kern -1.6uu#, "b" kern -0.8uu#, "c" kern -1.9uu#, "d" kern -0.2uu#, + "e" kern -3.1uu#, "f" kern -2.7uu#, "g" kern -1.1uu#, "h" kern -1.9uu#, + "i" kern -2.2uu#, "j" kern -0.3uu#, "k" kern -1.1uu#, "l" kern -1.4uu#, + "m" kern -0.3uu#, "n" kern -3uu#, "o" kern -1.2uu#, + "q" kern -0.7uu#, "s" kern -0.3uu#, "t" kern -1.2uu#, "u" kern -1.6uu#, + "v" kern -2.3uu#, "w" kern -0.6uu#, "x" kern -0.6uu#, + "y" kern -1.6uu#, "z" kern -1.9uu#, + "A" kern -1uu#, "C" kern -1uu#, "D" kern 0.1uu#, + "E" kern -2.2uu#, "F" kern -1.2uu#, "H" kern -0.8uu#, + "I" kern -1.3uu#, "J" kern 0.1uu#, "L" kern -0.5uu#, + "M" kern 0.1uu#, "N" kern -1.6uu#, "O" kern -0.3uu#, + "Q" kern 0.1uu#, "S" kern 0.1uu#, "U" kern -0.8uu#, + "V" kern -1.3uu#, "W" kern 0.1uu#, "X" kern 0.1uu#, + "Y" kern -0.7uu#, "Z" kern -1.1uu#; + +ligtable "E": "b" kern -0.7uu#, "d" kern -1.2uu#, "e" kern 0.1uu#, + "g" kern -0.3uu#, "h" kern -0.9uu#, "i" kern -0.2uu#, + "j" kern -0.6uu#, "k" kern -1.8uu#, "l" kern -0.4uu#, + "m" kern -1.3uu#, "n" kern -0.1uu#, "o" kern -1uu#, + "p" kern -0.8uu#, "q" kern -0.5uu#, "r" kern -0.3uu#, + "s" kern -1.2uu#, "w" kern -1.5uu#, "x" kern -0.6uu#, + "B" kern -0.7uu#, "D" kern -0.8uu#, "E" kern 0.1uu#, + "G" kern -0.3uu#, "H" kern -0.9uu#, "I" kern -0.2uu#, + "J" kern -0.3uu#, "K" kern -1.5uu#, "L" kern -0.4uu#, + "M" kern -1uu#, "N" kern -0.1uu#, "O" kern -0.6uu#, + "P" kern -0.8uu#, "Q" kern -0.5uu#, "R" kern -0.3uu#, + "S" kern -0.9uu#, "W" kern -1uu#, "X" kern -0.6uu#; + +ligtable "F": "a" kern 0.1uu#, "b" kern -0.3uu#, "d" kern -0.9uu#, + "e" kern 0.2uu#, "f" kern 0.1uu#, "g" kern -0.1uu#, + "h" kern -0.4uu#, "j" kern -0.1uu#, "k" kern -1.9uu#, + "m" kern -1.2uu#, "o" kern -0.4uu#, "p" kern -1uu#, + "q" kern -0.2uu#, "s" kern -0.8uu#, "t" kern 0.1uu#, + "v" kern 0.1uu#, "w" kern -1.6uu#, "x" kern -0.4uu#, + "A" kern 0.1uu#, "B" kern -0.3uu#, "D" kern -0.9uu#, + "E" kern 0.2uu#, "F" kern 0.1uu#, "G" kern -0.1uu#, + "H" kern -0.4uu#, "J" kern -0.1uu#, "K" kern -1.5uu#, + "M" kern -1uu#, "O" kern -0.4uu#, "P" kern -1uu#, + "Q" kern -0.2uu#, "S" kern -0.8uu#, "T" kern 0.1uu#, + "V" kern 0.1uu#, "W" kern -1.2uu#, "X" kern -0.4uu#; + +ligtable "G": "a" kern -0.4uu#, "c" kern -0.4uu#, "e" kern -1uu#, + "f" kern -0.8uu#, "h" kern -1uu#, "i" kern -1.5uu#, + "j" kern 0.2uu#, "l" kern -0.9uu#, "n" kern -1.2uu#, "o" kern -0.5uu#, + "p" kern 0.2uu#, "q" kern 0.2uu#, "t" kern 0.2uu#, + "u" kern -0.9uu#, "v" kern -0.8uu#, "x" kern 0.2uu#, + "y" kern -0.6uu#, "z" kern -0.8uu#, + "A" kern -0.4uu#, "C" kern -0.4uu#, "E" kern -1uu#, + "F" kern -0.8uu#, "H" kern -0.4uu#, "I" kern -1uu#, + "J" kern 0.2uu#, "L" kern -0.4uu#, "N" kern -1uu#, + "P" kern 0.2uu#, "Q" kern 0.2uu#, "T" kern 0.2uu#, + "U" kern -0.5uu#, "V" kern -0.8uu#, "X" kern 0.2uu#, + "Y" kern -0.3uu#, "Z" kern -0.5uu#; + +ligtable "H": "a" kern -1.5uu#, "c" kern -1.3uu#, "c" kern -1uu#, + "d" kern -0.7uu#, "e" kern -1uu#, + "f" kern -1.3uu#, "g" kern -1uu#, "h" kern -0.7uu#, "i" kern -0.6uu#, + "j" kern -0.2uu#, "k" kern -1uu#, "l" kern -0.7uu#, "m" kern -0.4uu#, + "n" kern -0.8uu#, + "o" kern -0.7uu#, "p" kern -0.7uu#, "q" kern -0.3uu#, + "r" kern -0.2uu#, "s" kern -0.5uu#, "t" kern -0.6uu#, + "u" kern -0.6uu#, "v" kern -1.5uu#, "w" kern -0.7uu#, + "x" kern -0.7uu#, "y" kern -0.3uu#, "z" kern -0.4uu#, + "A" kern -0.9uu#, "C" kern -0.9uu#, "E" kern -1uu#, + "F" kern -1uu#, "H" kern -0.7uu#, "I" kern -0.6uu#, + "J" kern 0.2uu#, "L" kern -0.4uu#, "N" kern -0.8uu#, + "O" kern -0.2uu#, "Q" kern 0.1uu#, "S" kern 0.1uu#, + "U" kern -0.3uu#, "V" kern -1.1uu#, "W" kern 0.1uu#, + "Y" kern -0.3uu#, "Z" kern -0.4uu#; + +ligtable "I": "A" kern -1uu#, "B" kern -1.3uu#, "C" kern -0.5uu#, + "D" kern -2.2uu#, "E" kern -0.1uu#, "F" kern -0.2uu#, + "G" kern -0.5uu#, "H" kern -1.3uu#, "K" kern -1.6uu#, + "M" kern -0.9uu#, "P" kern -0.8uu#, "S" kern -2uu#, + "T" kern -0.8uu#, "V" kern -0.4uu#, "W" kern -1.1uu#, + "X" kern -0.5uu#, "Y" kern 0.2uu#, "Z" kern 0.1uu#, + "a" kern -1uu#, "b" kern -1.3uu#, "c" kern -0.8uu#, + "d" kern -1.7uu#, "e" kern -0.5uu#, "f" kern -0.5uu#, + "g" kern -0.7uu#, "h" kern -0.4uu#, "i" kern -0.4uu#, "k" kern -1.6uu#, + "m" kern -0.9uu#, "p" kern -0.8uu#, "s" kern -2uu#, + "t" kern -1.1uu#, "v" kern -0.8uu#, "w" kern -1.1uu#, + "x" kern -0.7uu#, "y" kern 0.2uu#, "z" kern 0.1uu#; + +ligtable "J": "a" kern -1.3uu#, "b" kern -0.5uu#, "c" kern -1.3uu#, + "d" kern -1uu#, "e" kern -0.9uu#, + "f" kern -0.9uu#, "g" kern -1uu#, "h" kern -2uu#, "i" kern -1.2uu#, + "j" kern -0.3uu#, "k" kern -0.7uu#, "l" kern -0.9uu#, "n" kern -1.5uu#, + "o" kern -1.2uu#, "p" kern -0.8uu#, "q" kern -0.5uu#, "r" kern -0.2uu#, + "s" kern -0.5uu#, "t" kern -0.7uu#, "u" kern -0.9uu#, + "v" kern -1.2uu#, "w" kern -0.2uu#, "y" kern -0.7uu#, "z" kern -0.7uu#, + "A" kern -0.8uu#, "C" kern -0.8uu#, "E" kern -0.5uu#, + "F" kern -0.5uu#, "H" kern -1.3uu#, "I" kern -0.5uu#, + "J" kern 0.2uu#, "L" kern -0.5uu#, "N" kern -0.5uu#, + "O" kern -0.5uu#, "P" kern -0.3uu#, "R" kern 0.2uu#, + "U" kern -0.4uu#, "V" kern -0.9uu#, "W" kern 0.1uu#, + "Y" kern -0.5uu#, "Z" kern -0.5uu#; + +ligtable "K": "a" kern -1uu#, "c" kern -1uu#, "e" kern -2uu#, + "f" kern -1.7uu#, "h" kern -1uu#, "i" kern -1.4uu#, + "l" kern -0.7uu#, "n" kern -1.5uu#, "o" kern -0.4uu#, "u" kern -1uu#, + "v" kern -1.6uu#, "y" kern -1uu#, "z" kern -1.1uu#, + "A" kern -1uu#, "C" kern -1uu#, "E" kern -1.5uu#, + "F" kern -1.2uu#, "H" kern -0.5uu#, "I" kern -1uu#, + "L" kern -0.3uu#, "N" kern -1uu#, "U" kern -0.6uu#, + "V" kern -1.2uu#, "Y" kern -0.5uu#, "Z" kern -0.6uu#; + +ligtable "L": "b" kern -0.2uu#, "d" kern -0.8uu#, "e" kern 0.2uu#, + "f" kern 0.2uu#, "k" kern -0.8uu#, "m" kern -1uu#, + "p" kern -0.2uu#, "s" kern -0.3uu#, "t" kern 0.2uu#, + "u" kern 0.2uu#, "v" kern 0.2uu#, "w" kern -1uu#, + "x" kern -0.2uu#, + "B" kern -0.2uu#, "D" kern -0.3uu#, "E" kern 0.2uu#, + "F" kern 0.2uu#, "K" kern -0.8uu#, "M" kern -0.5uu#, + "P" kern -0.2uu#, "S" kern -0.3uu#, "T" kern 0.2uu#, + "U" kern 0.2uu#, "V" kern 0.2uu#, "W" kern -0.5uu#, + "X" kern -0.2uu#; + + +ligtable "M": "a" kern -1uu#, "c" kern -1.1uu#, "e" kern -1.4uu#, + "f" kern -1.1uu#, "k" kern -0.5uu#, "i" kern -0.5uu#, "n" kern -0.3uu#, + "j" kern 0.2uu#, "l" kern -0.6uu#, "m" kern 0.2uu#, + "n" kern -0.8uu#, "q" kern 0.2uu#, "s" kern 0.2uu#, + "u" kern -0.6uu#, "v" kern -1.3uu#, "w" kern 0.2uu#, + "x" kern 0.2uu#, "y" kern -0.5uu#, "z" kern -0.4uu#, + "A" kern -1uu#, "C" kern -0.7uu#, "E" kern -0.8uu#, + "F" kern -0.7uu#, "I" kern -0.5uu#, "N" kern -0.3uu#, + "J" kern 0.2uu#, "L" kern -0.2uu#, "M" kern 0.2uu#, + "N" kern -0.3uu#, "Q" kern 0.2uu#, "S" kern 0.2uu#, + "U" kern -0.6uu#, "V" kern -0.7uu#, "W" kern 0.2uu#, + "X" kern 0.2uu#, "Y" kern -0.2uu#, "Z" kern -0.4uu#; + +ligtable "N": "a" kern -1.2uu#, "b" kern -1.6uu#, "d" kern -2uu#, + "e" kern -0.5uu#, "f" kern -0.4uu#, "g" kern -1.3uu#, + "h" kern -1.9uu#, "i" kern -1.6uu#, "i" kern -0.8uu#, + "j" kern -1.3uu#, "k" kern -2uu#, "l" kern -1.5uu#, + "m" kern -1.4uu#, "o" kern -2.2uu#, + "p" kern -2uu#, "q" kern -1.3uu#, "r" kern -1uu#, + "s" kern -1.7uu#, "t" kern -0.5uu#, "u" kern -1.4uu#, + "v" kern -0.7uu#, "w" kern -1.8uu#, "x" kern -1.4uu#, + "y" kern -1.4uu#, "z" kern -1.4uu#, + "A" kern -0.4uu#, "B" kern -1uu#, "D" kern -1.3uu#, + "E" kern -0.3uu#, "F" kern -0.2uu#, "G" kern -0.7uu#, + "H" kern -1.1uu#, "I" kern -0.9uu#, "I" kern -0.8uu#, + "J" kern -0.8uu#, "K" kern -1uu#, "L" kern -0.7uu#, + "M" kern -0.8uu#, "O" kern -1.4uu#, + "P" kern -1.5uu#, "Q" kern -0.9uu#, "R" kern -0.8uu#, + "S" kern -1.1uu#, "T" kern -0.3uu#, "U" kern -0.9uu#, + "V" kern -0.7uu#, "W" kern -1.3uu#, "X" kern -1.2uu#, + "Y" kern -1.1uu#, "Z" kern -1.1uu#; + + +ligtable "O": "a" kern -0.7uu#, "b" kern -0.5uu#, "c" kern -0.4uu#, + "d" kern -0.7uu#, "e" kern -0.6uu#, + "f" kern -0.6uu#, "g" kern -0.7uu#, "h" kern -0.9uu#, + "i" kern -0.6uu#, "j" kern -0.4uu#, "k" kern -0.4uu#, + "l" kern -0.8uu#, "n" kern -0.6uu#, "o" kern -0.7uu#, + "p" kern -0.5uu#, "q" kern -0.4uu#, "t" kern -0.7uu#, + "u" kern -0.4uu#, "v" kern -0.7uu#, "y" kern -0.6uu#, + "z" kern -0.6uu#, + "A" kern -0.5uu#, "C" kern -0.4uu#, "E" kern -0.3uu#, + "F" kern -0.3uu#, "H" kern -0.6uu#, "I" kern -0.6uu#, + "L" kern -0.5uu#, "N" kern -0.6uu#, "O" kern -0.4uu#, + "U" kern -0.4uu#, "V" kern -0.4uu#, "Y" kern -0.3uu#, + "Z" kern -0.3uu#; + +ligtable "P": "a" kern -1.4uu#, "c" kern -0.7uu#, "d" kern -0.2uu#, + "e" kern -1.5uu#, "f" kern -1.3uu#, "h" kern -0.9uu#, + "i" kern -1.4uu#, "j" kern 0.2uu#, "l" kern -0.8uu#, + "n" kern -1uu#, "p" kern -0.3uu#, "q" kern 0.2uu#, + "s" kern 0.2uu#, "u" kern -0.8uu#, "v" kern -1.3uu#, + "w" kern 0.2uu#, "x" kern 0.2uu#, "y" kern -0.8uu#, + "z" kern -0.8uu#, + "A" kern -1uu#, "C" kern -0.7uu#, "D" kern 0.2uu#, + "E" kern -1uu#, "F" kern -0.8uu#, "H" kern -0.4uu#, + "I" kern -0.8uu#, "J" kern 0.2uu#, "L" kern -0.4uu#, + "M" kern 0.2uu#, "N" kern -0.7uu#, "Q" kern 0.2uu#, + "S" kern 0.2uu#, "U" kern -0.6uu#, "V" kern -0.7uu#, + "W" kern 0.2uu#, "X" kern 0.2uu#, "Y" kern -0.4uu#, + "Z" kern -0.4uu#; + +ligtable "Q": "c" kern -0.4uu#, "b" kern -0.4uu#, "d" kern -0.2uu#, "e" kern -0.4uu#, + "f" kern -0.2uu#, "g" kern -0.2uu#, "h" kern -1.2uu#, + "i" kern -0.3uu#, "k" kern -0.6uu#, "l" kern -0.5uu#, "n" kern -0.3uu#, + "o" kern -0.6uu#, "p" kern -0.6uu#, "q" kern 0.2uu#, + "w" kern -0.1uu#, "y" kern -0.3uu#, "z" kern -0.3uu#, + "C" kern -0.4uu#, "D" kern 0.2uu#, "E" kern -0.6uu#, + "F" kern -0.4uu#, "G" kern 0.2uu#, "H" kern -0.8uu#, + "I" kern 0.2uu#, "L" kern -0.3uu#, "N" kern -0.3uu#, + "O" kern -0.3uu#, "Q" kern 0.2uu#, "W" kern 0.1uu#, + "Y" kern -0.3uu#, "Z" kern -0.3uu#; + + +ligtable "R": "h" kern -0.4uu#, "i" kern -0.4uu#, "j" kern 0.2uu#, + "l" kern -0.6uu#, "n" kern -0.4uu#, "p" kern 0.2uu#, + "q" kern 0.2uu#, "t" kern 0.2uu#, "x" kern 0.2uu#, + "y" kern -0.3uu#, "z" kern -0.3uu#, + "H" kern -0.4uu#, "I" kern -0.4uu#, "J" kern 0.2uu#, + "L" kern -0.6uu#, "N" kern -0.4uu#, "P" kern 0.2uu#, + "Q" kern 0.2uu#, "T" kern 0.2uu#, "X" kern 0.2uu#, + "Y" kern -0.3uu#, "Z" kern -0.3uu#; + +ligtable "S": "d" kern -0.5uu#, "h" kern -0.5uu#, "i" kern -0.5uu#, "j" kern 0.2uu#, + "k" kern -0.4uu#, "l" kern -0.7uu#, "n" kern -0.4uu#, "q" kern 0.2uu#, + "t" kern 0.2uu#, "x" kern 0.1uu#, "y" kern -0.3uu#, + "z" kern -0.3uu#, + "H" kern -0.5uu#, "I" kern -0.5uu#, "J" kern 0.2uu#, + "L" kern -0.7uu#, "N" kern -0.4uu#, "Q" kern 0.2uu#, + "T" kern 0.2uu#, "X" kern 0.1uu#, "Y" kern -0.3uu#, + "Z" kern -0.3uu#; + +ligtable "T": "a" kern -0.5uu#, "k" kern -0.3uu#, "o" kern 0.2uu#, + "A" kern -0.5uu#, "K" kern -0.3uu#, "O" kern 0.2uu#; + +ligtable "U": "a" kern -0.5uu#, "b" kern -0.5uu#, "c" kern -0.4uu#, + "d" kern -0.4uu#, "h" kern -1uu#, "i" kern 0.2uu#, + "k" kern -1.3uu#, "m" kern -0.5uu#, + "n" kern 0.2uu#, "o" kern -0.6uu#, "p" kern -0.4uu#, + "s" kern -0.6uu#, "t" kern -0.3uu#, "u" kern 0.2uu#, + "w" kern -0.5uu#, "x" kern -0.4uu#, "y" kern 0.1uu#, + "z" kern 0.1uu#, + "A" kern -0.5uu#, "C" kern -0.4uu#, "H" kern -1uu#, + "N" kern 0.1uu#, "O" kern -0.6uu#, "P" kern -0.4uu#, + "T" kern -0.3uu#, "U" kern 0.2uu#; + +ligtable "V": "b" kern -0.5uu#, "c" kern -0.3uu#, "g" kern -0.3uu#, + "k" kern -1.3uu#, "l" kern 0.2uu#, "m" kern -0.3uu#, + "p" kern -0.5uu#, "s" kern -0.3uu#, "w" kern -0.5uu#, + "x" kern -0.3uu#, "y" kern 0.2uu#, "z" kern 0.2uu#, + "B" kern -0.5uu#, "C" kern -0.3uu#, "G" kern -0.3uu#, + "K" kern -1.3uu#, "L" kern 0.2uu#, "M" kern -0.3uu#, + "P" kern -0.5uu#, "S" kern -0.3uu#, "W" kern -0.5uu#, + "X" kern -0.3uu#, "Y" kern 0.2uu#, "Z" kern 0.2uu#; + +ligtable "W": "a" kern -0.5uu#, "c" kern -0.7uu#, "e" kern -0.3uu#, + "f" kern -0.3uu#, "j" kern 0.2uu#, "m" kern 0.2uu#, + "p" kern 0.2uu#, "q" kern 0.2uu#, "s" kern 0.2uu#, + "v" kern -0.8uu#, "w" kern -0.4uu#, "x" kern -0.3uu#, + "y" kern 0.2uu#, "z" kern 0.2uu#, + "A" kern -0.5uu#, "C" kern -0.7uu#, "E" kern -0.3uu#, + "F" kern -0.3uu#, "J" kern 0.2uu#, "M" kern 0.2uu#, + "P" kern 0.2uu#, "Q" kern 0.2uu#, "S" kern 0.2uu#, + "V" kern -0.5uu#, "W" kern -0.6uu#, "X" kern -0.3uu#, + "Y" kern 0.2uu#, "Z" kern 0.2uu#; + +ligtable "X": "b" kern -0.2uu#, "c" kern -0.3uu#, "h" kern -0.5uu#, + "i" kern -0.8uu#, "j" kern 0.2uu#, "k" kern -0.3uu#, "l" kern -0.5uu#, + "n" kern -0.5uu#, "o" kern 0.1uu#, "p" kern 0.1uu#, + "u" kern -0.3uu#, "y" kern -0.6uu#, "z" kern -0.6uu#, + "B" kern -0.5uu#, "C" kern -0.3uu#, "H" kern -0.3uu#, + "I" kern -0.8uu#, "K" kern -0.5uu#, "L" kern -0.5uu#, + "N" kern -0.5uu#, "O" kern 0.1uu#, "P" kern 0.1uu#, + "Y" kern -0.6uu#, "Z" kern -0.6uu#; + +ligtable "Y": "a" kern -0.3uu#, "b" kern -0.3uu#, "k" kern -1uu#, + "l" kern 0.2uu#, "m" kern -0.3uu#, "n" kern 0.2uu#, + "u" kern 0.2uu#, "v" kern -0.3uu#, "w" kern -0.3uu#, + "y" kern 0.2uu#, "z" kern 0.2uu#, + "A" kern -0.3uu#, "B" kern -0.3uu#, "K" kern -1uu#, + "L" kern 0.2uu#, "M" kern -0.3uu#, "N" kern 0.2uu#, + "U" kern 0.2uu#, "V" kern -0.3uu#, "W" kern -0.3uu#, + "Y" kern 0.2uu#, "Z" kern 0.2uu#; + +ligtable "Z": "a" kern -0.5uu#, "b" kern -0.5uu#, "c" kern -0.3uu#, + "d" kern -1uu#, "g" kern -0.2uu#, "h" kern -1uu#, + "i" kern 0.2uu#, "k" kern -1.3uu#, "m" kern -0.7uu#, + "n" kern 0.2uu#, "o" kern -0.3uu#, "p" kern -0.8uu#, + "s" kern -0.6uu#, "t" kern -0.3uu#, "u" kern 0.2uu#, + "w" kern -0.7uu#, "x" kern -0.3uu#, "y" kern 0.2uu#, + "z" kern 0.2uu#, + "A" kern -0.5uu#, "B" kern -0.5uu#, "C" kern -0.3uu#, + "D" kern -1uu#, "G" kern -0.2uu#, "H" kern -1uu#, + "I" kern 0.2uu#, "K" kern -1.3uu#, "M" kern -0.7uu#, + "N" kern 0.2uu#, "O" kern -0.3uu#, "P" kern -0.3uu#, + "S" kern -0.6uu#, "T" kern -0.3uu#, "U" kern 0.2uu#, + "W" kern -0.7uu#, "X" kern -0.3uu#, "Y" kern 0.2uu#, + "Z" kern 0.2uu#; +ligtable "-": "-" =: oct"173"; +ligtable oct"173": "-" =: oct"174"; + |