1 ;;; greek.el --- Quail package for inputting Greek -*-coding: iso-2022-7bit-*-
3 ;; Copyright (C) 1997, 2001 Electrotechnical Laboratory, JAPAN.
4 ;; Licensed to the Free Software Foundation.
6 ;; Keywords: multilingual, input method, Greek
8 ;; This file is part of GNU Emacs.
10 ;; GNU Emacs is free software; you can redistribute it and/or modify
11 ;; it under the terms of the GNU General Public License as published by
12 ;; the Free Software Foundation; either version 2, or (at your option)
15 ;; GNU Emacs is distributed in the hope that it will be useful,
16 ;; but WITHOUT ANY WARRANTY; without even the implied warranty of
17 ;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
18 ;; GNU General Public License for more details.
20 ;; You should have received a copy of the GNU General Public License
21 ;; along with GNU Emacs; see the file COPYING. If not, write to the
22 ;; Free Software Foundation, Inc., 59 Temple Place - Suite 330,
23 ;; Boston, MA 02111-1307, USA.
32 "greek-jis" "Greek" "\e$B&8\e(B" nil
33 "\e$B&%&K&K&G&M&I&J&A\e(B: Greek keyboard layout (JIS X0208.1983)
35 The layout is same as greek, but uses JIS characters.
36 Sorry, accents and terminal sigma are not supported in JIS."
37 nil t t t t nil nil nil nil nil t
)
138 (quail-define-package "greek-mizuochi
" "Greek
" "CG
" t "
139 The Mizuochi input method for Classical Greek using mule-unicode-0100-24ff.
141 -------------------------------------
142 character capital small
143 -------------------------------------
169 -------------------------------------
174 -------------------------------------
176 ------------------------
178 ------------------------
188 ----------------------
190 nil t t nil nil nil nil nil nil nil t)
194 ("!" ?\e$,1'a\e(B) ; sampi
195 ("#" ?\e$,1'\\e(B) ; DIGAMMA
196 ("$
" ?\e$,1'[\e(B) ; stigma
197 ("%
" ?\e$,1'_\e(B) ; koppa
198 ("&" ?\e$,1'^\e(B) ; KOPPA
199 ("'" ?\e$,1q\x7f\e(B) ("v
" ?\e$,1q\x7f\e(B) ; psili
200 ("/" ?\e$,1r]\e(B) ; oxia
201 (":" ?\e$,1&g\e(B) ; ano teleia
202 (";" ?\e$,1&^\e(B) ; erotimatiko
203 ("\"" ?
\e,A
(\e(B) ; dialytika
219 ("O" ?
\e$
,1&\x7f\e(B)
232 ("?" ?
\e$
,1rO
\e(B) ; varia
233 ("\\" ?
\e$
,1r
\e(B) ("^" ?
\e$
,1r
\e(B) ; perispomeni
235 ("`" ?
\e$
,1r^
\e(B) ("V" ?
\e$
,1r^
\e(B) ; dasia
264 ("i`" ?
\e$
,1pQ
\e(B) ("iV" ?
\e$
,1pQ
\e(B)
265 ("i'" ?
\e$
,1pP
\e(B) ("iv" ?
\e$
,1pP
\e(B)
267 ("i`/" ?
\e$
,1pU
\e(B) ("iV/" ?
\e$
,1pU
\e(B) ("i/`" ?
\e$
,1pU
\e(B) ("i/V" ?
\e$
,1pU
\e(B)
268 ("i'/" ?
\e$
,1pT
\e(B) ("iv/" ?
\e$
,1pT
\e(B) ("i/'" ?
\e$
,1pT
\e(B) ("i/v" ?
\e$
,1pT
\e(B)
270 ("i`?" ?
\e$
,1pS
\e(B) ("iV?" ?
\e$
,1pS
\e(B) ("i?`" ?
\e$
,1pS
\e(B) ("i?V" ?
\e$
,1pS
\e(B)
271 ("i'?" ?
\e$
,1pR
\e(B) ("iv?" ?
\e$
,1pR
\e(B) ("i?'" ?
\e$
,1pR
\e(B) ("i?v" ?
\e$
,1pR
\e(B)
272 ("i^" ?
\e$
,1r6
\e(B) ("i\\" ?
\e$
,1r6
\e(B)
273 ("i`^" ?
\e$
,1pW
\e(B) ("i`\\" ?
\e$
,1pW
\e(B) ("iV^" ?
\e$
,1pW
\e(B) ("iV\\" ?
\e$
,1pW
\e(B)
274 ("i^`" ?
\e$
,1pW
\e(B) ("i\\`" ?
\e$
,1pW
\e(B) ("i^V" ?
\e$
,1pW
\e(B) ("i\\V" ?
\e$
,1pW
\e(B)
275 ("i'^" ?
\e$
,1pV
\e(B) ("i'\\" ?
\e$
,1pV
\e(B) ("iv^" ?
\e$
,1pV
\e(B) ("iv\\" ?
\e$
,1pV
\e(B)
276 ("i^'" ?
\e$
,1pV
\e(B) ("i\\'" ?
\e$
,1pV
\e(B) ("i^v" ?
\e$
,1pV
\e(B) ("i\\v" ?
\e$
,1pV
\e(B)
278 ("i/\"" ?
\e$
,1r3
\e(B) ("i\"/" ?
\e$
,1r3
\e(B)
279 ("i?\"" ?
\e$
,1r2
\e(B) ("i\"?" ?
\e$
,1r2
\e(B)
281 ("^`" ?
\e$
,1r?
\e(B) ("^V" ?
\e$
,1r?
\e(B) ("\\`" ?
\e$
,1r?
\e(B) ("\\V" ?
\e$
,1r?
\e(B)
282 ("`^" ?
\e$
,1r?
\e(B) ("V^" ?
\e$
,1r?
\e(B) ("`\\" ?
\e$
,1r?
\e(B) ("V\\" ?
\e$
,1r?
\e(B)
283 ("^'" ?
\e$
,1r
/\e(B) ("^v" ?
\e$
,1r
/\e(B) ("\\'" ?
\e$
,1r
/\e(B) ("\\v" ?
\e$
,1r
/\e(B)
284 ("'^" ?
\e$
,1r
/\e(B) ("v^" ?
\e$
,1r
/\e(B) ("'\\" ?
\e$
,1r
/\e(B) ("v\\" ?
\e$
,1r
/\e(B)
285 ("/`" ?
\e$
,1r
>\e(B) ("/V" ?
\e$
,1r
>\e(B) ("`/" ?
\e$
,1r
>\e(B) ("V/" ?
\e$
,1r
>\e(B)
286 ("/'" ?
\e$
,1r.
\e(B) ("/v" ?
\e$
,1r.
\e(B) ("'/" ?
\e$
,1r.
\e(B) ("v/" ?
\e$
,1r.
\e(B)
287 ("?`" ?
\e$
,1r
=\e(B) ("?V" ?
\e$
,1r
=\e(B) ("`?" ?
\e$
,1r
=\e(B) ("V?" ?
\e$
,1r
=\e(B)
288 ("?'" ?
\e$
,1r-
\e(B) ("?v" ?
\e$
,1r-
\e(B) ("'?" ?
\e$
,1r-
\e(B) ("v?" ?
\e$
,1r-
\e(B)
289 ("\"/" ?
\e$
,1rN
\e(B) ("/\"" ?
\e$
,1rN
\e(B)
290 ("\"?" ?
\e$
,1rM
\e(B) ("?\"" ?
\e$
,1rM
\e(B)
292 ("e`" ?
\e$
,1p1
\e(B) ("eV" ?
\e$
,1p1
\e(B)
293 ("e'" ?
\e$
,1p0
\e(B) ("ev" ?
\e$
,1p0
\e(B)
295 ("e/`" ?
\e$
,1p5
\e(B) ("e/V" ?
\e$
,1p5
\e(B) ("e`/" ?
\e$
,1p5
\e(B) ("eV/" ?
\e$
,1p5
\e(B)
296 ("e/'" ?
\e$
,1p4
\e(B) ("e/v" ?
\e$
,1p4
\e(B) ("e'/" ?
\e$
,1p4
\e(B) ("ev/" ?
\e$
,1p4
\e(B)
298 ("e?`" ?
\e$
,1p3
\e(B) ("e?V" ?
\e$
,1p3
\e(B) ("e`?" ?
\e$
,1p3
\e(B) ("eV?" ?
\e$
,1p3
\e(B)
299 ("e?'" ?
\e$
,1p2
\e(B) ("e?v" ?
\e$
,1p2
\e(B) ("e'?" ?
\e$
,1p2
\e(B) ("ev?" ?
\e$
,1p2
\e(B)
301 ("a`" ?
\e$
,1p
!\e(B) ("aV" ?
\e$
,1p
!\e(B)
302 ("a'" ?
\e$
,1p
\e(B) ("av" ?
\e$
,1p
\e(B)
304 ("a/`" ?
\e$
,1p%
\e(B) ("a/V" ?
\e$
,1p%
\e(B) ("a`/" ?
\e$
,1p%
\e(B) ("aV/" ?
\e$
,1p%
\e(B)
305 ("a/'" ?
\e$
,1p$
\e(B) ("a/v" ?
\e$
,1p$
\e(B) ("a'/" ?
\e$
,1p$
\e(B) ("av/" ?
\e$
,1p$
\e(B)
307 ("a?`" ?
\e$
,1p
#\e(B) ("a?V" ?
\e$
,1p
#\e(B) ("a`?" ?
\e$
,1p
#\e(B) ("aV?" ?
\e$
,1p
#\e(B)
308 ("a?'" ?
\e$
,1p
"\e(B) ("a?v
" ?\e$,1p"\e(B) ("a'?" ?
\e$
,1p
"\e(B) ("av?
" ?\e$,1p"\e(B)
309 ("a^" ?
\e$
,1qv
\e(B) ("a\\" ?
\e$
,1qv
\e(B)
310 ("a^`" ?
\e$
,1p
'\e(B) ("a^V" ?
\e$
,1p
'\e(B) ("a\\`" ?
\e$
,1p
'\e(B) ("a\\V" ?
\e$
,1p
'\e(B)
311 ("a`^" ?
\e$
,1p
'\e(B) ("aV^" ?
\e$
,1p
'\e(B) ("a`\\" ?
\e$
,1p
'\e(B) ("aV\\" ?
\e$
,1p
'\e(B)
312 ("a^'" ?
\e$
,1p
&\e(B) ("a^v" ?
\e$
,1p
&\e(B) ("a\\'" ?
\e$
,1p
&\e(B) ("a\\v" ?
\e$
,1p
&\e(B)
313 ("a'^" ?
\e$
,1p
&\e(B) ("av^" ?
\e$
,1p
&\e(B) ("a'\\" ?
\e$
,1p
&\e(B) ("av\\" ?
\e$
,1p
&\e(B)
315 ("aJ`" ?
\e$
,1qA
\e(B) ("aJV" ?
\e$
,1qA
\e(B)
316 ("aJ'" ?
\e$
,1q
@\e(B) ("aJv" ?
\e$
,1q
@\e(B)
318 ("aJ/`" ?
\e$
,1qE
\e(B) ("aJ/V" ?
\e$
,1qE
\e(B) ("aJ`/" ?
\e$
,1qE
\e(B) ("aJV/" ?
\e$
,1qE
\e(B)
319 ("aJ/'" ?
\e$
,1qD
\e(B) ("aJ/v" ?
\e$
,1qD
\e(B) ("aJ'/" ?
\e$
,1qD
\e(B) ("aJv/" ?
\e$
,1qD
\e(B)
321 ("aJ?`" ?
\e$
,1qC
\e(B) ("aJ?V" ?
\e$
,1qC
\e(B) ("aJ`?" ?
\e$
,1qC
\e(B) ("aJV?" ?
\e$
,1qC
\e(B)
322 ("aJ?'" ?
\e$
,1qB
\e(B) ("aJ?v" ?
\e$
,1qB
\e(B) ("aJ'?" ?
\e$
,1qB
\e(B) ("aJv?" ?
\e$
,1qB
\e(B)
323 ("aJ^" ?
\e$
,1qw
\e(B) ("aJ\\" ?
\e$
,1qw
\e(B)
324 ("aJ^`" ?
\e$
,1qG
\e(B) ("aJ^V" ?
\e$
,1qG
\e(B) ("aJ\\`" ?
\e$
,1qG
\e(B) ("aJ\\V" ?
\e$
,1qG
\e(B)
325 ("aJ`^" ?
\e$
,1qG
\e(B) ("aJV^" ?
\e$
,1qG
\e(B) ("aJ`\\" ?
\e$
,1qG
\e(B) ("aJV\\" ?
\e$
,1qG
\e(B)
326 ("aJ^'" ?
\e$
,1qF
\e(B) ("aJ^v" ?
\e$
,1qF
\e(B) ("aJ\\'" ?
\e$
,1qF
\e(B) ("aJ\\v" ?
\e$
,1qF
\e(B)
327 ("aJ'^" ?
\e$
,1qF
\e(B) ("aJv^" ?
\e$
,1qF
\e(B) ("aJ'\\" ?
\e$
,1qF
\e(B) ("aJv\\" ?
\e$
,1qF
\e(B)
329 ("r`" ?
\e$
,1rE
\e(B) ("rV" ?
\e$
,1rE
\e(B)
330 ("r'" ?
\e$
,1rD
\e(B) ("rv" ?
\e$
,1rD
\e(B)
332 ("h`" ?
\e$
,1pA
\e(B) ("hV" ?
\e$
,1pA
\e(B)
333 ("h'" ?
\e$
,1p
@\e(B) ("hv" ?
\e$
,1p
@\e(B)
335 ("h/`" ?
\e$
,1pE
\e(B) ("h/V" ?
\e$
,1pE
\e(B) ("h`/" ?
\e$
,1pE
\e(B) ("hV/" ?
\e$
,1pE
\e(B)
336 ("h/'" ?
\e$
,1pD
\e(B) ("h/v" ?
\e$
,1pD
\e(B) ("h'/" ?
\e$
,1pD
\e(B) ("hv/" ?
\e$
,1pD
\e(B)
338 ("h?`" ?
\e$
,1pC
\e(B) ("h?V" ?
\e$
,1pC
\e(B) ("h`?" ?
\e$
,1pC
\e(B) ("hV?" ?
\e$
,1pC
\e(B)
339 ("h?'" ?
\e$
,1pB
\e(B) ("h?v" ?
\e$
,1pB
\e(B) ("h'?" ?
\e$
,1pB
\e(B) ("hv?" ?
\e$
,1pB
\e(B)
340 ("h^" ?
\e$
,1r
&\e(B) ("h\\" ?
\e$
,1r
&\e(B)
341 ("h^`" ?
\e$
,1pG
\e(B) ("h^V" ?
\e$
,1pG
\e(B) ("h\\`" ?
\e$
,1pG
\e(B) ("h\\V" ?
\e$
,1pG
\e(B)
342 ("h`^" ?
\e$
,1pG
\e(B) ("h`\\" ?
\e$
,1pG
\e(B) ("hV^" ?
\e$
,1pG
\e(B) ("hV\\" ?
\e$
,1pG
\e(B)
343 ("h^'" ?
\e$
,1pF
\e(B) ("h^v" ?
\e$
,1pF
\e(B) ("h\\'" ?
\e$
,1pF
\e(B) ("h\\v" ?
\e$
,1pF
\e(B)
344 ("h'^" ?
\e$
,1pF
\e(B) ("h'\\" ?
\e$
,1pF
\e(B) ("hv^" ?
\e$
,1pF
\e(B) ("hv\\" ?
\e$
,1pF
\e(B)
346 ("J" ?
\e$
,1&Z
\e(B) ; ypogegrammeni
348 ("hJ`" ?
\e$
,1qQ
\e(B) ("hJV" ?
\e$
,1qQ
\e(B)
349 ("hJ'" ?
\e$
,1qP
\e(B) ("hJv" ?
\e$
,1qP
\e(B)
351 ("hJ`/" ?
\e$
,1qU
\e(B) ("hJV/" ?
\e$
,1qU
\e(B) ("hJ/`" ?
\e$
,1qU
\e(B) ("hJ/V" ?
\e$
,1qU
\e(B)
352 ("hJ'/" ?
\e$
,1qT
\e(B) ("hJv/" ?
\e$
,1qT
\e(B) ("hJ/'" ?
\e$
,1qT
\e(B) ("hJ/v" ?
\e$
,1qT
\e(B)
354 ("hJ
`?
" ?\e$,1qS\e(B) ("hJV?
" ?\e$,1qS\e(B) ("hJ?
`" ?\e$,1qS\e(B) ("hJ?V
" ?\e$,1qS\e(B)
355 ("hJ
'?
" ?\e$,1qR\e(B) ("hJv?
" ?\e$,1qR\e(B) ("hJ?
'" ?\e$,1qR\e(B) ("hJ?v
" ?\e$,1qR\e(B)
356 ("hJ^
" ?\e$,1r'\e(B) ("hJ
\\" ?\e$,1r'\e(B)
357 ("hJ
`^
" ?\e$,1qW\e(B) ("hJ
`\\" ?\e$,1qW\e(B) ("hJV^
" ?\e$,1qW\e(B) ("hJV
\\" ?\e$,1qW\e(B)
358 ("hJ^
`" ?\e$,1qW\e(B) ("hJ
\\`" ?\e$,1qW\e(B) ("hJ^V
" ?\e$,1qW\e(B) ("hJ
\\V
" ?\e$,1qW\e(B)
359 ("hJ
'^
" ?\e$,1qV\e(B) ("hJ
'\\" ?\e$,1qV\e(B) ("hJv^
" ?\e$,1qV\e(B) ("hJv
\\" ?\e$,1qV\e(B)
360 ("hJ^
'" ?\e$,1qV\e(B) ("hJ
\\'" ?\e$,1qV\e(B) ("hJ^v
" ?\e$,1qV\e(B) ("hJ
\\v
" ?\e$,1qV\e(B)
362 ("o
`" ?\e$,1pa\e(B) ("oV
" ?\e$,1pa\e(B)
363 ("o
'" ?\e$,1p`\e(B) ("ov
" ?\e$,1p`\e(B)
365 ("o
/`" ?\e$,1pe\e(B) ("o
/V
" ?\e$,1pe\e(B) ("o
`/" ?\e$,1pe\e(B) ("oV
/" ?\e$,1pe\e(B)
366 ("o
/'" ?\e$,1pd\e(B) ("o
/v
" ?\e$,1pd\e(B) ("o
'/" ?\e$,1pd\e(B) ("ov
/" ?\e$,1pd\e(B)
368 ("o?
`" ?\e$,1pc\e(B) ("o?V
" ?\e$,1pc\e(B) ("o
`?
" ?\e$,1pc\e(B) ("oV?
" ?\e$,1pc\e(B)
369 ("o?
'" ?\e$,1pb\e(B) ("o?v
" ?\e$,1pb\e(B) ("o
'?
" ?\e$,1pb\e(B) ("ov?
" ?\e$,1pb\e(B)
371 ("u
`" ?\e$,1pq\e(B) ("uV
" ?\e$,1pq\e(B)
372 ("u
'" ?\e$,1pp\e(B) ("uv
" ?\e$,1pp\e(B)
374 ("u
/`" ?\e$,1pu\e(B) ("u
/V
" ?\e$,1pu\e(B) ("u
`/" ?\e$,1pu\e(B) ("uV
/" ?\e$,1pu\e(B)
375 ("u
/'" ?\e$,1pt\e(B) ("u
/v
" ?\e$,1pt\e(B) ("u
'/" ?\e$,1pt\e(B) ("uv
/" ?\e$,1pt\e(B)
377 ("u?
`" ?\e$,1ps\e(B) ("u?V
" ?\e$,1ps\e(B) ("u
`?
" ?\e$,1ps\e(B) ("uV?
" ?\e$,1ps\e(B)
378 ("u?
'" ?\e$,1pr\e(B) ("u?v
" ?\e$,1pr\e(B) ("u
'?
" ?\e$,1pr\e(B) ("uv?
" ?\e$,1pr\e(B)
379 ("u^
" ?\e$,1rF\e(B) ("u
\\" ?\e$,1rF\e(B)
380 ("u^
`" ?\e$,1pw\e(B) ("u^V
" ?\e$,1pw\e(B) ("u
\\`" ?\e$,1pw\e(B) ("u
\\V
" ?\e$,1pw\e(B)
381 ("u
`^
" ?\e$,1pw\e(B) ("uV^
" ?\e$,1pw\e(B) ("u
`\\" ?\e$,1pw\e(B) ("uV
\\" ?\e$,1pw\e(B)
382 ("u^
'" ?\e$,1pv\e(B) ("u^v
" ?\e$,1pv\e(B) ("u
\\'" ?\e$,1pv\e(B) ("u
\\v
" ?\e$,1pv\e(B)
383 ("u
'^
" ?\e$,1pv\e(B) ("uv^
" ?\e$,1pv\e(B) ("u
'\\" ?\e$,1pv\e(B) ("uv
\\" ?\e$,1pv\e(B)
385 ("u
\"/" ?\e$,1rC\e(B) ("u
/\"" ?\e$,1rC\e(B)
386 ("u
\"?
" ?\e$,1rB\e(B) ("u?
\"" ?\e$,1rB\e(B)
388 ("w
`" ?\e$,1q!\e(B) ("wV
" ?\e$,1q!\e(B)
389 ("w
'" ?\e$,1q \e(B) ("wv
" ?\e$,1q \e(B)
391 ("w
/`" ?\e$,1q%\e(B) ("w
/V
" ?\e$,1q%\e(B) ("w
`/" ?\e$,1q%\e(B) ("wV
/" ?\e$,1q%\e(B)
392 ("w
/'" ?\e$,1q$\e(B) ("w
/v
" ?\e$,1q$\e(B) ("w
'/" ?\e$,1q$\e(B) ("wv
/" ?\e$,1q$\e(B)
394 ("w?
`" ?\e$,1q#\e(B) ("w?V
" ?\e$,1q#\e(B) ("w
`?
" ?\e$,1q#\e(B) ("wV?
" ?\e$,1q#\e(B)
395 ("w?
'" ?\e$,1q"\e(B) ("w?v" ?
\e$
,1q
"\e(B) ("w
'?
" ?\e$,1q"\e(B) ("wv?" ?
\e$
,1q
"\e(B)
396 ("w^
" ?\e$,1rV\e(B) ("w
\\" ?\e$,1rV\e(B)
397 ("w^
`" ?\e$,1q'\e(B) ("w^V
" ?\e$,1q'\e(B) ("w
\\`" ?\e$,1q'\e(B) ("w
\\V
" ?\e$,1q'\e(B)
398 ("w
`^
" ?\e$,1q'\e(B) ("wV^
" ?\e$,1q'\e(B) ("w
`\\" ?\e$,1q'\e(B) ("wV
\\" ?\e$,1q'\e(B)
399 ("w^
'" ?\e$,1q&\e(B) ("w^v
" ?\e$,1q&\e(B) ("w
\\'" ?\e$,1q&\e(B) ("w
\\v
" ?\e$,1q&\e(B)
400 ("w
'^
" ?\e$,1q&\e(B) ("wv^
" ?\e$,1q&\e(B) ("w
'\\" ?\e$,1q&\e(B) ("wv
\\" ?\e$,1q&\e(B)
402 ("wJ
`" ?\e$,1qa\e(B) ("wJV
" ?\e$,1qa\e(B)
403 ("wJ
'" ?\e$,1q`\e(B) ("wJv
" ?\e$,1q`\e(B)
405 ("wJ
/`" ?\e$,1qe\e(B) ("wJ
/V
" ?\e$,1qe\e(B) ("wJ
`/" ?\e$,1qe\e(B) ("wJV
/" ?\e$,1qe\e(B)
406 ("wJ
/'" ?\e$,1qd\e(B) ("wJ
/v
" ?\e$,1qd\e(B) ("wJ
'/" ?\e$,1qd\e(B) ("wJv
/" ?\e$,1qd\e(B)
408 ("wJ?
`" ?\e$,1qc\e(B) ("wJ?V
" ?\e$,1qc\e(B) ("wJ
`?
" ?\e$,1qc\e(B) ("wJV?
" ?\e$,1qc\e(B)
409 ("wJ?
'" ?\e$,1qb\e(B) ("wJ?v
" ?\e$,1qb\e(B) ("wJ
'?
" ?\e$,1qb\e(B) ("wJv?
" ?\e$,1qb\e(B)
410 ("wJ^
" ?\e$,1rW\e(B) ("wJ
\\" ?\e$,1rW\e(B)
411 ("wJ^
`" ?\e$,1qg\e(B) ("wJ^V
" ?\e$,1qg\e(B) ("wJ
\\`" ?\e$,1qg\e(B) ("wJ
\\V
" ?\e$,1qg\e(B)
412 ("wJ
`^
" ?\e$,1qg\e(B) ("wJV^
" ?\e$,1qg\e(B) ("wJ
`\\" ?\e$,1qg\e(B) ("wJV
\\" ?\e$,1qg\e(B)
413 ("wJ^
'" ?\e$,1qf\e(B) ("wJ^v
" ?\e$,1qf\e(B) ("wJ
\\'" ?\e$,1qf\e(B) ("wJ
\\v
" ?\e$,1qf\e(B)
414 ("wJ
'^
" ?\e$,1qf\e(B) ("wJv^
" ?\e$,1qf\e(B) ("wJ
'\\" ?\e$,1qf\e(B) ("wJv
\\" ?\e$,1qf\e(B)
419 (quail-define-package "greek-babel
" "Greek
" "BG
" t
420 "The TeX Babel input method for Classical Greek using mule-unicode-0100-24ff.
422 -------------------------------------
423 character capital small
424 -------------------------------------
450 -------------------------------------
455 -------------------------------------
457 ------------------------
459 ------------------------
469 ----------------------
471 nil t t nil nil nil nil nil nil nil t)
475 ("!" ?\e$,1'a\e(B) ; sampi
476 ("#" ?\e$,1'\\e(B) ; DIGAMMA
477 ("$
" ?\e$,1'[\e(B) ; stigma
478 ("%
" ?\e$,1'_\e(B) ; koppa
479 ("&" ?\e$,1'^\e(B) ; KOPPA
480 (">" ?\e$,1q\x7f\e(B) ; psili
481 ("'" ?\e$,1r]\e(B) ; oxia
482 (";" ?\e$,1&g\e(B) ; ano teleia
483 ("?" ?
\e$
,1&^
\e(B) ; erotimatiko
484 ("\"" ?
\e,A
(\e(B) ; dialytika
485 ("|" ?
\e$
,1&Z
\e(B) ; ypogegrammeni
500 ("O" ?
\e$
,1&\x7f\e(B)
511 ("`" ?
\e$
,1rO
\e(B) ; varia
512 ("~" ?
\e$
,1r
\e(B) ; perispomeni
514 ("<" ?
\e$
,1r^
\e(B) ; dasia
556 ("\"'i" ?
\e$
,1r3
\e(B)
557 ("\"`i" ?
\e$
,1r2
\e(B)
592 ("<'a|
" ?\e$,1qE\e(B)
593 (">'a|
" ?\e$,1qD\e(B)
595 ("<`a|
" ?\e$,1qC\e(B)
596 (">`a|
" ?\e$,1qB\e(B)
598 ("<~a|
" ?\e$,1qG\e(B)
599 (">~a|
" ?\e$,1qF\e(B)
616 ("|
" ?\e$,1&Z\e(B) ; ypogegrammeni
621 ("<'h|
" ?\e$,1qU\e(B)
622 (">'h|
" ?\e$,1qT\e(B)
624 ("<`h|" ?
\e$
,1qS
\e(B)
625 (">`h|" ?
\e$
,1qR
\e(B)
627 ("<~h|" ?
\e$
,1qW
\e(B)
628 (">~h|" ?
\e$
,1qV
\e(B)
651 ("\"'u" ?
\e$
,1rC
\e(B)
652 ("`\"u" ?
\e$
,1rB
\e(B)
669 ("<'w|
" ?\e$,1qe\e(B)
670 (">'w|
" ?\e$,1qd\e(B)
672 ("<`w|
" ?\e$,1qc\e(B)
673 (">`w|
" ?\e$,1qb\e(B)
675 ("<~w|
" ?\e$,1qg\e(B)
676 (">~w|
" ?\e$,1qf\e(B)
681 (quail-define-package "greek-ibycus4
" "Greek
" "IB
" t
682 "The Ibycus4 input method for Classical Greek using mule-unicode-0100-24ff.
"
683 nil t t nil nil nil nil nil nil nil t)
687 ("{((}" ?\() ("((" ?\() ; #x0028
688 ("{))}" ?\)) ("))" ?\)) ; #x0029
689 ("<<" ?\e,A+\e(B) ; #x00ab
690 (">>" ?\e,A;\e(B) ; #x00bb
692 ("-
" ?\e$,1rp\e(B) ; #x2010
693 ("---
" ?\e$,1rt\e(B) ; #x2014
694 ("||
" ?\e$,1rv\e(B) ; #x2016
695 ("{`}" ?\e$,1rx\e(B) ("`" ?\e$,1rx\e(B) ; #x2018
696 ("{'}" ?\e$,1ry\e(B) ("'" ?\e$,1ry\e(B) ; #x2019
697 ("{``}" ?\e$,1r|\e(B) ("``" ?\e$,1r|\e(B) ; #x201c
698 ("{''}" ?\e$,1r}\e(B) ("''" ?\e$,1r}\e(B) ; #x201d
699 ("{\\dag
}" ?\e$,1s \e(B) ("\\dag
" ?\e$,1s \e(B) ; #x2020
700 ("{\\ddag
}" ?\e$,1s!\e(B) ("\\ddag
" ?\e$,1s!\e(B) ; #x2021
701 ("<" ?\e$,1s9\e(B) ; #x2039
702 (">" ?\e$,1s:\e(B) ; #x203a
703 ("$
\\leftarrow$
" ?\e$,1vp\e(B) ; #x2190
704 ("$
\\rightarrow$
" ?\e$,1vr\e(B) ; #x2192
706 ("?
" ?\e$,1&^\e(B) ; #x037e ; erotimatiko
707 (";" ?\e$,1&g\e(B) ; #x0387 ; ano teleia
708 ("|" ?
\e$
,1&Z
\e(B) ; #x037a ; ypogegrammeni
724 ("O" ?
\e$
,1&\x7f\e(B)
752 ("j" ?
\e$
,1'B
\e(B) ("s " ["\e$,1'B\e(B "]) ("s," ["\e$,1'B\e(B,"]) ("s." ["\e$,1'B\e(B."]) ("s?" ["\e$,1'B&^\e(B"]) ("s;" ["\e$,1'B&g\e(B"])
753 ("s|" ?
\e$
,1'C
\e(B) ("s" ?
\e$
,1'C
\e(B)
763 ("V" ?
\e$
,1'\
\e(B) ; DIGAMMA
764 ("v" ?
\e$
,1']\e(B) ; digamma
765 ("K+" ?
\e$
,1'^
\e(B) ; KOPPA
766 ("k+" ?
\e$
,1'_
\e(B) ; koppa
767 ("S+" ?
\e$
,1'`\e(B) ; SAMPI
768 ("s+" ?
\e$
,1'a
\e(B) ; sampi
769 ("c+" ?
\e$
,1'r
\e(B) ; lunate sigma
865 ("(=U
" ?\e$,1p\x7f\e(B)
902 ("a)`|" ?
\e$
,1qB
\e(B)
903 ("a(`|" ?
\e$
,1qC
\e(B)
904 ("a)'|" ?
\e$
,1qD
\e(B)
905 ("a('|" ?
\e$
,1qE
\e(B)
906 ("a)=|" ?
\e$
,1qF
\e(B)
907 ("a(=|" ?
\e$
,1qG
\e(B)
911 (")`Ai" ?
\e$
,1qJ
\e(B)
912 ("(`Ai" ?
\e$
,1qK
\e(B)
913 (")'Ai" ?
\e$
,1qL
\e(B)
914 ("('Ai" ?
\e$
,1qM
\e(B)
915 (")=Ai" ?
\e$
,1qN
\e(B)
916 ("(=Ai" ?
\e$
,1qO
\e(B)
920 ("h)`|" ?
\e$
,1qR
\e(B)
921 ("h(`|" ?
\e$
,1qS
\e(B)
922 ("h)'|" ?
\e$
,1qT
\e(B)
923 ("h('|" ?
\e$
,1qU
\e(B)
924 ("h)=|" ?
\e$
,1qV
\e(B)
925 ("h(=|" ?
\e$
,1qW
\e(B)
929 (")`Hi" ?
\e$
,1qZ
\e(B)
930 ("(`Hi" ?
\e$
,1q
[\e(B)
931 (")'Hi" ?
\e$
,1q\
\e(B)
932 ("('Hi" ?
\e$
,1q
]\e(B)
933 (")=Hi" ?
\e$
,1q^
\e(B)
934 ("(=Hi" ?
\e$
,1q_
\e(B)
938 ("w)`|" ?
\e$
,1qb
\e(B)
939 ("w(`|" ?
\e$
,1qc
\e(B)
940 ("w)'|" ?
\e$
,1qd
\e(B)
941 ("w('|" ?
\e$
,1qe
\e(B)
942 ("w)=|" ?
\e$
,1qf
\e(B)
943 ("w(=|" ?
\e$
,1qg
\e(B)
947 (")`Wi" ?
\e$
,1qj
\e(B)
948 ("(`Wi" ?
\e$
,1qk
\e(B)
949 (")'Wi" ?
\e$
,1ql
\e(B)
950 ("('Wi" ?
\e$
,1qm
\e(B)
951 (")=Wi" ?
\e$
,1qn
\e(B)
952 ("(=Wi" ?
\e$
,1qo
\e(B)
964 (")" ?
\e$
,1q
\x7f\e(B) ; #x1fbf ; psili
965 ("=" ?
\e$
,1r
\e(B) ; #x1fc0 ; perispomeni
966 ("+=" ?
\e$
,1r
!\e(B) ; #x1fc1
981 (")`" ?\e$,1r-\e(B) ; #x1fcd
982 (")'" ?\e$,1r.\e(B) ; #x1fce
983 (")=" ?\e$,1r/\e(B) ; #x1fcf
993 ("(`" ?\e$,1r=\e(B) ; #x1fdd
994 ("('" ?\e$,1r>\e(B) ; #x1fde
995 ("(=" ?\e$,1r?\e(B) ; #x1fdf
1004 ("u
+=" ?\e$,1rG\e(B)
1011 ("+`" ?\e$,1rM\e(B) ; #x1fed
1012 ("+'" ?\e$,1rN\e(B) ; #x1fee
1013 ("`" ?\e$,1rO\e(B) ; #x1fef ; varia
1015 ("w
`|
" ?\e$,1rR\e(B)
1017 ("w
'|
" ?\e$,1rT\e(B)
1019 ("w
=|
" ?\e$,1rW\e(B)
1028 ("'" ?\e$,1r]\e(B) ; #x1ffd ; oxia
1029 ("(" ?\e$,1r^\e(B) ; #x1ffe ; dasia
1034 (quail-define-package
1035 "greek
" "Greek
" "\e,FY
\e(B" nil
1036 "\e,FEkkgmij\
\e(B: Greek keyboard layout
(ISO 8859-
7)
1039 In the right of
\e,Fk
\e(B key is a combination key
, where
1044 \e,F4
\e(B + \e,Fa
\e(B -
> \e,F\
\e(B
1045 \e,F
(\e(B + \e,Fi
\e(B -
> \e,Fz
\e(B
1046 \e,F
(\e(B + \e,F4
\e(B + \e,Fi
\e(B -
> \e,F
@\e(B"
1047 nil t t t t nil nil nil nil nil t)
1049 ;; 1! 2@ 3# 4$ 5% 6^ 7& 8* 9( 0) -_ =+ `~
1050 ;; ;: \e,FrS\e(B \e,FeE\e(B \e,FqQ\e(B \e,FtT\e(B \e,FuU\e(B \e,FhH\e(B \e,FiI\e(B \e,FoO\e(B \e,FpP\e(B [{ ]}
1051 ;; \e,FaA\e(B \e,FsS\e(B \e,FdD\e(B \e,FvV\e(B \e,FcC\e(B \e,FgG\e(B \e,FnN\e(B \e,FjJ\e(B \e,FkK\e(B \e,F4(\e(B '" \|
1052 ;; \e,FfF\e(B \e,FwW\e(B \e,FxX\e(B \e,FyY\e(B \e,FbB\e(B \e,FmM\e(B \e,FlL\e(B ,< .> /?
1174 (quail-define-package
1175 "greek-postfix" "GreekPost" "\e,FX\e(B" nil
1176 "\e,FEkkgmij\\e(B: Greek keyboard layout with postfix accents (ISO 8859-7)
1179 In the right of \e,Fk\e(B key is a combination key, where
1184 \e,Fa\e(B + \e,F4\e(B -> \e,F\\e(B
1185 \e,Fi\e(B + \e,F(\e(B -> \e,Fz\e(B
1186 \e,Fi\e(B + \e,F(\e(B + \e,F4\e(B -> \e,F@\e(B"
1187 nil t t t t nil nil nil nil nil t
)
1189 ;; 1! 2@ 3# 4$ 5% 6^ 7& 8* 9( 0) -_ =+ `~
1190 ;; \e,F7/\e(B \e,FrS\e(B \e,FeE\e(B \e,FqQ\e(B \e,FtT\e(B \e,FuU\e(B \e,FhH\e(B \e,FiI\e(B \e,FoO\e(B \e,FpP\e(B [{ ]}
1191 ;; \e,FaA\e(B \e,FsS\e(B \e,FdD\e(B \e,FvV\e(B \e,FcC\e(B \e,FgG\e(B \e,FnN\e(B \e,FjJ\e(B \e,FkK\e(B \e,F4(\e(B '" \|
1192 ;; \e,FfF\e(B \e,FwW\e(B \e,FxX\e(B \e,FyY\e(B \e,FbB\e(B \e,FmM\e(B \e,FlL\e(B ,; .: /?
1315 ;;; greek.el ends here