wskbdutil.c revision 1.16 1 1.16 mkirby /* $NetBSD: wskbdutil.c,v 1.16 2009/04/06 17:32:09 mkirby Exp $ */
2 1.1 hannken
3 1.1 hannken /*-
4 1.1 hannken * Copyright (c) 1997 The NetBSD Foundation, Inc.
5 1.1 hannken * All rights reserved.
6 1.1 hannken *
7 1.1 hannken * This code is derived from software contributed to The NetBSD Foundation
8 1.1 hannken * by Juergen Hannken-Illjes.
9 1.1 hannken *
10 1.1 hannken * Redistribution and use in source and binary forms, with or without
11 1.1 hannken * modification, are permitted provided that the following conditions
12 1.1 hannken * are met:
13 1.1 hannken * 1. Redistributions of source code must retain the above copyright
14 1.1 hannken * notice, this list of conditions and the following disclaimer.
15 1.1 hannken * 2. Redistributions in binary form must reproduce the above copyright
16 1.1 hannken * notice, this list of conditions and the following disclaimer in the
17 1.1 hannken * documentation and/or other materials provided with the distribution.
18 1.1 hannken *
19 1.1 hannken * THIS SOFTWARE IS PROVIDED BY THE NETBSD FOUNDATION, INC. AND CONTRIBUTORS
20 1.1 hannken * ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
21 1.1 hannken * TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR
22 1.1 hannken * PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE FOUNDATION OR CONTRIBUTORS
23 1.1 hannken * BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
24 1.1 hannken * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
25 1.1 hannken * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
26 1.1 hannken * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
27 1.1 hannken * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
28 1.1 hannken * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
29 1.1 hannken * POSSIBILITY OF SUCH DAMAGE.
30 1.1 hannken */
31 1.9 lukem
32 1.9 lukem #include <sys/cdefs.h>
33 1.16 mkirby __KERNEL_RCSID(0, "$NetBSD: wskbdutil.c,v 1.16 2009/04/06 17:32:09 mkirby Exp $");
34 1.1 hannken
35 1.1 hannken #include <sys/param.h>
36 1.1 hannken #include <sys/errno.h>
37 1.1 hannken #include <sys/systm.h>
38 1.1 hannken #include <sys/malloc.h>
39 1.1 hannken #include <dev/wscons/wsksymdef.h>
40 1.1 hannken #include <dev/wscons/wsksymvar.h>
41 1.1 hannken
42 1.1 hannken static struct compose_tab_s {
43 1.1 hannken keysym_t elem[2];
44 1.1 hannken keysym_t result;
45 1.1 hannken } compose_tab[] = {
46 1.1 hannken { { KS_plus, KS_plus }, KS_numbersign },
47 1.1 hannken { { KS_a, KS_a }, KS_at },
48 1.1 hannken { { KS_parenleft, KS_parenleft }, KS_bracketleft },
49 1.1 hannken { { KS_slash, KS_slash }, KS_backslash },
50 1.1 hannken { { KS_parenright, KS_parenright }, KS_bracketright },
51 1.1 hannken { { KS_parenleft, KS_minus }, KS_braceleft },
52 1.1 hannken { { KS_slash, KS_minus }, KS_bar },
53 1.1 hannken { { KS_parenright, KS_minus }, KS_braceright },
54 1.1 hannken { { KS_exclam, KS_exclam }, KS_exclamdown },
55 1.1 hannken { { KS_c, KS_slash }, KS_cent },
56 1.1 hannken { { KS_l, KS_minus }, KS_sterling },
57 1.1 hannken { { KS_y, KS_minus }, KS_yen },
58 1.1 hannken { { KS_s, KS_o }, KS_section },
59 1.1 hannken { { KS_x, KS_o }, KS_currency },
60 1.1 hannken { { KS_c, KS_o }, KS_copyright },
61 1.1 hannken { { KS_less, KS_less }, KS_guillemotleft },
62 1.1 hannken { { KS_greater, KS_greater }, KS_guillemotright },
63 1.1 hannken { { KS_question, KS_question }, KS_questiondown },
64 1.1 hannken { { KS_dead_acute, KS_space }, KS_acute },
65 1.1 hannken { { KS_dead_grave, KS_space }, KS_grave },
66 1.1 hannken { { KS_dead_tilde, KS_space }, KS_asciitilde },
67 1.1 hannken { { KS_dead_circumflex, KS_space }, KS_asciicircum },
68 1.1 hannken { { KS_dead_circumflex, KS_A }, KS_Acircumflex },
69 1.1 hannken { { KS_dead_diaeresis, KS_A }, KS_Adiaeresis },
70 1.1 hannken { { KS_dead_grave, KS_A }, KS_Agrave },
71 1.1 hannken { { KS_dead_abovering, KS_A }, KS_Aring },
72 1.1 hannken { { KS_dead_tilde, KS_A }, KS_Atilde },
73 1.1 hannken { { KS_dead_cedilla, KS_C }, KS_Ccedilla },
74 1.1 hannken { { KS_dead_acute, KS_E }, KS_Eacute },
75 1.1 hannken { { KS_dead_circumflex, KS_E }, KS_Ecircumflex },
76 1.1 hannken { { KS_dead_diaeresis, KS_E }, KS_Ediaeresis },
77 1.1 hannken { { KS_dead_grave, KS_E }, KS_Egrave },
78 1.1 hannken { { KS_dead_acute, KS_I }, KS_Iacute },
79 1.1 hannken { { KS_dead_circumflex, KS_I }, KS_Icircumflex },
80 1.1 hannken { { KS_dead_diaeresis, KS_I }, KS_Idiaeresis },
81 1.1 hannken { { KS_dead_grave, KS_I }, KS_Igrave },
82 1.1 hannken { { KS_dead_tilde, KS_N }, KS_Ntilde },
83 1.1 hannken { { KS_dead_acute, KS_O }, KS_Oacute },
84 1.1 hannken { { KS_dead_circumflex, KS_O }, KS_Ocircumflex },
85 1.1 hannken { { KS_dead_diaeresis, KS_O }, KS_Odiaeresis },
86 1.1 hannken { { KS_dead_grave, KS_O }, KS_Ograve },
87 1.1 hannken { { KS_dead_tilde, KS_O }, KS_Otilde },
88 1.1 hannken { { KS_dead_acute, KS_U }, KS_Uacute },
89 1.1 hannken { { KS_dead_circumflex, KS_U }, KS_Ucircumflex },
90 1.1 hannken { { KS_dead_diaeresis, KS_U }, KS_Udiaeresis },
91 1.1 hannken { { KS_dead_grave, KS_U }, KS_Ugrave },
92 1.1 hannken { { KS_dead_acute, KS_Y }, KS_Yacute },
93 1.1 hannken { { KS_dead_acute, KS_a }, KS_aacute },
94 1.1 hannken { { KS_dead_circumflex, KS_a }, KS_acircumflex },
95 1.1 hannken { { KS_dead_diaeresis, KS_a }, KS_adiaeresis },
96 1.1 hannken { { KS_dead_grave, KS_a }, KS_agrave },
97 1.1 hannken { { KS_dead_abovering, KS_a }, KS_aring },
98 1.1 hannken { { KS_dead_tilde, KS_a }, KS_atilde },
99 1.1 hannken { { KS_dead_cedilla, KS_c }, KS_ccedilla },
100 1.1 hannken { { KS_dead_acute, KS_e }, KS_eacute },
101 1.1 hannken { { KS_dead_circumflex, KS_e }, KS_ecircumflex },
102 1.1 hannken { { KS_dead_diaeresis, KS_e }, KS_ediaeresis },
103 1.1 hannken { { KS_dead_grave, KS_e }, KS_egrave },
104 1.1 hannken { { KS_dead_acute, KS_i }, KS_iacute },
105 1.1 hannken { { KS_dead_circumflex, KS_i }, KS_icircumflex },
106 1.1 hannken { { KS_dead_diaeresis, KS_i }, KS_idiaeresis },
107 1.1 hannken { { KS_dead_grave, KS_i }, KS_igrave },
108 1.1 hannken { { KS_dead_tilde, KS_n }, KS_ntilde },
109 1.1 hannken { { KS_dead_acute, KS_o }, KS_oacute },
110 1.1 hannken { { KS_dead_circumflex, KS_o }, KS_ocircumflex },
111 1.1 hannken { { KS_dead_diaeresis, KS_o }, KS_odiaeresis },
112 1.1 hannken { { KS_dead_grave, KS_o }, KS_ograve },
113 1.1 hannken { { KS_dead_tilde, KS_o }, KS_otilde },
114 1.1 hannken { { KS_dead_acute, KS_u }, KS_uacute },
115 1.1 hannken { { KS_dead_circumflex, KS_u }, KS_ucircumflex },
116 1.1 hannken { { KS_dead_diaeresis, KS_u }, KS_udiaeresis },
117 1.1 hannken { { KS_dead_grave, KS_u }, KS_ugrave },
118 1.1 hannken { { KS_dead_acute, KS_y }, KS_yacute },
119 1.1 hannken { { KS_dead_diaeresis, KS_y }, KS_ydiaeresis },
120 1.1 hannken { { KS_quotedbl, KS_A }, KS_Adiaeresis },
121 1.1 hannken { { KS_quotedbl, KS_E }, KS_Ediaeresis },
122 1.1 hannken { { KS_quotedbl, KS_I }, KS_Idiaeresis },
123 1.1 hannken { { KS_quotedbl, KS_O }, KS_Odiaeresis },
124 1.1 hannken { { KS_quotedbl, KS_U }, KS_Udiaeresis },
125 1.1 hannken { { KS_quotedbl, KS_a }, KS_adiaeresis },
126 1.1 hannken { { KS_quotedbl, KS_e }, KS_ediaeresis },
127 1.1 hannken { { KS_quotedbl, KS_i }, KS_idiaeresis },
128 1.1 hannken { { KS_quotedbl, KS_o }, KS_odiaeresis },
129 1.1 hannken { { KS_quotedbl, KS_u }, KS_udiaeresis },
130 1.1 hannken { { KS_quotedbl, KS_y }, KS_ydiaeresis },
131 1.1 hannken { { KS_acute, KS_A }, KS_Aacute },
132 1.1 hannken { { KS_asciicircum, KS_A }, KS_Acircumflex },
133 1.1 hannken { { KS_grave, KS_A }, KS_Agrave },
134 1.1 hannken { { KS_asterisk, KS_A }, KS_Aring },
135 1.1 hannken { { KS_asciitilde, KS_A }, KS_Atilde },
136 1.1 hannken { { KS_cedilla, KS_C }, KS_Ccedilla },
137 1.1 hannken { { KS_acute, KS_E }, KS_Eacute },
138 1.1 hannken { { KS_asciicircum, KS_E }, KS_Ecircumflex },
139 1.1 hannken { { KS_grave, KS_E }, KS_Egrave },
140 1.1 hannken { { KS_acute, KS_I }, KS_Iacute },
141 1.1 hannken { { KS_asciicircum, KS_I }, KS_Icircumflex },
142 1.1 hannken { { KS_grave, KS_I }, KS_Igrave },
143 1.1 hannken { { KS_asciitilde, KS_N }, KS_Ntilde },
144 1.1 hannken { { KS_acute, KS_O }, KS_Oacute },
145 1.1 hannken { { KS_asciicircum, KS_O }, KS_Ocircumflex },
146 1.1 hannken { { KS_grave, KS_O }, KS_Ograve },
147 1.1 hannken { { KS_asciitilde, KS_O }, KS_Otilde },
148 1.1 hannken { { KS_acute, KS_U }, KS_Uacute },
149 1.1 hannken { { KS_asciicircum, KS_U }, KS_Ucircumflex },
150 1.1 hannken { { KS_grave, KS_U }, KS_Ugrave },
151 1.1 hannken { { KS_acute, KS_Y }, KS_Yacute },
152 1.1 hannken { { KS_acute, KS_a }, KS_aacute },
153 1.1 hannken { { KS_asciicircum, KS_a }, KS_acircumflex },
154 1.1 hannken { { KS_grave, KS_a }, KS_agrave },
155 1.1 hannken { { KS_asterisk, KS_a }, KS_aring },
156 1.1 hannken { { KS_asciitilde, KS_a }, KS_atilde },
157 1.1 hannken { { KS_cedilla, KS_c }, KS_ccedilla },
158 1.1 hannken { { KS_acute, KS_e }, KS_eacute },
159 1.1 hannken { { KS_asciicircum, KS_e }, KS_ecircumflex },
160 1.1 hannken { { KS_grave, KS_e }, KS_egrave },
161 1.1 hannken { { KS_acute, KS_i }, KS_iacute },
162 1.1 hannken { { KS_asciicircum, KS_i }, KS_icircumflex },
163 1.1 hannken { { KS_grave, KS_i }, KS_igrave },
164 1.1 hannken { { KS_asciitilde, KS_n }, KS_ntilde },
165 1.1 hannken { { KS_acute, KS_o }, KS_oacute },
166 1.1 hannken { { KS_asciicircum, KS_o }, KS_ocircumflex },
167 1.1 hannken { { KS_grave, KS_o }, KS_ograve },
168 1.1 hannken { { KS_asciitilde, KS_o }, KS_otilde },
169 1.1 hannken { { KS_acute, KS_u }, KS_uacute },
170 1.1 hannken { { KS_asciicircum, KS_u }, KS_ucircumflex },
171 1.1 hannken { { KS_grave, KS_u }, KS_ugrave },
172 1.13 christos { { KS_acute, KS_y }, KS_yacute },
173 1.13 christos { { KS_dead_semi, KS_gr_A }, KS_gr_At },
174 1.13 christos { { KS_dead_semi, KS_gr_E }, KS_gr_Et },
175 1.13 christos { { KS_dead_semi, KS_gr_H }, KS_gr_Ht },
176 1.13 christos { { KS_dead_semi, KS_gr_I }, KS_gr_It },
177 1.13 christos { { KS_dead_semi, KS_gr_O }, KS_gr_Ot },
178 1.13 christos { { KS_dead_semi, KS_gr_Y }, KS_gr_Yt },
179 1.13 christos { { KS_dead_semi, KS_gr_V }, KS_gr_Vt },
180 1.13 christos { { KS_dead_colon, KS_gr_I }, KS_gr_Id },
181 1.13 christos { { KS_dead_colon, KS_gr_Y }, KS_gr_Yd },
182 1.13 christos { { KS_dead_semi, KS_gr_a }, KS_gr_at },
183 1.13 christos { { KS_dead_semi, KS_gr_e }, KS_gr_et },
184 1.13 christos { { KS_dead_semi, KS_gr_h }, KS_gr_ht },
185 1.13 christos { { KS_dead_semi, KS_gr_i }, KS_gr_it },
186 1.13 christos { { KS_dead_semi, KS_gr_o }, KS_gr_ot },
187 1.13 christos { { KS_dead_semi, KS_gr_y }, KS_gr_yt },
188 1.13 christos { { KS_dead_semi, KS_gr_v }, KS_gr_vt },
189 1.13 christos { { KS_dead_colon, KS_gr_i }, KS_gr_id },
190 1.16 mkirby { { KS_dead_colon, KS_gr_y }, KS_gr_yd },
191 1.16 mkirby
192 1.16 mkirby /* Latin 2*/
193 1.16 mkirby
194 1.16 mkirby { { KS_dead_acute, KS_S }, KS_Sacute },
195 1.16 mkirby { { KS_dead_acute, KS_Z }, KS_Zacute },
196 1.16 mkirby { { KS_dead_acute, KS_s }, KS_sacute },
197 1.16 mkirby { { KS_dead_acute, KS_z }, KS_zacute },
198 1.16 mkirby { { KS_dead_acute, KS_R }, KS_Racute },
199 1.16 mkirby { { KS_dead_acute, KS_A }, KS_Aacute },
200 1.16 mkirby { { KS_dead_acute, KS_L }, KS_Lacute },
201 1.16 mkirby { { KS_dead_acute, KS_C }, KS_Cacute },
202 1.16 mkirby { { KS_dead_acute, KS_E }, KS_Eacute },
203 1.16 mkirby { { KS_dead_acute, KS_I }, KS_Iacute },
204 1.16 mkirby { { KS_dead_acute, KS_N }, KS_Nacute },
205 1.16 mkirby { { KS_dead_acute, KS_O }, KS_Oacute },
206 1.16 mkirby { { KS_dead_acute, KS_U }, KS_Uacute },
207 1.16 mkirby { { KS_dead_acute, KS_Y }, KS_Yacute },
208 1.16 mkirby { { KS_dead_acute, KS_r }, KS_racute },
209 1.16 mkirby { { KS_dead_acute, KS_a }, KS_aacute },
210 1.16 mkirby { { KS_dead_acute, KS_l }, KS_lacute },
211 1.16 mkirby { { KS_dead_acute, KS_c }, KS_cacute },
212 1.16 mkirby { { KS_dead_acute, KS_e }, KS_eacute },
213 1.16 mkirby { { KS_dead_acute, KS_i }, KS_iacute },
214 1.16 mkirby { { KS_dead_acute, KS_n }, KS_nacute },
215 1.16 mkirby { { KS_dead_acute, KS_o }, KS_oacute },
216 1.16 mkirby { { KS_dead_acute, KS_u }, KS_uacute },
217 1.16 mkirby { { KS_dead_acute, KS_y }, KS_yacute },
218 1.16 mkirby { { KS_dead_breve, KS_A }, KS_Abreve },
219 1.16 mkirby { { KS_dead_breve, KS_a }, KS_abreve },
220 1.16 mkirby { { KS_dead_caron, KS_L }, KS_Lcaron },
221 1.16 mkirby { { KS_dead_caron, KS_S }, KS_Scaron },
222 1.16 mkirby { { KS_dead_caron, KS_T }, KS_Tcaron },
223 1.16 mkirby { { KS_dead_caron, KS_Z }, KS_Zcaron },
224 1.16 mkirby { { KS_dead_caron, KS_l }, KS_lcaron },
225 1.16 mkirby { { KS_dead_caron, KS_s }, KS_scaron },
226 1.16 mkirby { { KS_dead_caron, KS_t }, KS_tcaron },
227 1.16 mkirby { { KS_dead_caron, KS_z }, KS_zcaron },
228 1.16 mkirby { { KS_dead_caron, KS_C }, KS_Ccaron },
229 1.16 mkirby { { KS_dead_caron, KS_E }, KS_Ecaron },
230 1.16 mkirby { { KS_dead_caron, KS_D }, KS_Dcaron },
231 1.16 mkirby { { KS_dead_caron, KS_N }, KS_Ncaron },
232 1.16 mkirby { { KS_dead_caron, KS_R }, KS_Rcaron },
233 1.16 mkirby { { KS_dead_caron, KS_c }, KS_ccaron },
234 1.16 mkirby { { KS_dead_caron, KS_e }, KS_ecaron },
235 1.16 mkirby { { KS_dead_caron, KS_d }, KS_dcaron },
236 1.16 mkirby { { KS_dead_caron, KS_n }, KS_ncaron },
237 1.16 mkirby { { KS_dead_caron, KS_r }, KS_rcaron },
238 1.16 mkirby { { KS_dead_cedilla, KS_S }, KS_Scedilla },
239 1.16 mkirby { { KS_dead_cedilla, KS_s }, KS_scedilla },
240 1.16 mkirby { { KS_dead_cedilla, KS_C }, KS_Ccedilla },
241 1.16 mkirby { { KS_dead_cedilla, KS_T }, KS_Tcedilla },
242 1.16 mkirby { { KS_dead_cedilla, KS_c }, KS_ccedilla },
243 1.16 mkirby { { KS_dead_cedilla, KS_t }, KS_tcedilla },
244 1.16 mkirby { { KS_dead_circumflex, KS_A }, KS_Acircumflex },
245 1.16 mkirby { { KS_dead_circumflex, KS_I }, KS_Icircumflex },
246 1.16 mkirby { { KS_dead_circumflex, KS_O }, KS_Ocircumflex },
247 1.16 mkirby { { KS_dead_circumflex, KS_a }, KS_acircumflex },
248 1.16 mkirby { { KS_dead_circumflex, KS_i }, KS_icircumflex },
249 1.16 mkirby { { KS_dead_circumflex, KS_o }, KS_ocircumflex },
250 1.16 mkirby { { KS_dead_diaeresis, KS_A }, KS_Adiaeresis },
251 1.16 mkirby { { KS_dead_diaeresis, KS_E }, KS_Ediaeresis },
252 1.16 mkirby { { KS_dead_diaeresis, KS_O }, KS_Odiaeresis },
253 1.16 mkirby { { KS_dead_diaeresis, KS_U }, KS_Udiaeresis },
254 1.16 mkirby { { KS_dead_diaeresis, KS_a }, KS_adiaeresis },
255 1.16 mkirby { { KS_dead_diaeresis, KS_e }, KS_ediaeresis },
256 1.16 mkirby { { KS_dead_diaeresis, KS_o }, KS_odiaeresis },
257 1.16 mkirby { { KS_dead_diaeresis, KS_u }, KS_udiaeresis },
258 1.16 mkirby { { KS_dead_ogonek, KS_A }, KS_Aogonek },
259 1.16 mkirby { { KS_dead_ogonek, KS_a }, KS_aogonek },
260 1.16 mkirby { { KS_dead_ogonek, KS_E }, KS_Eogonek },
261 1.16 mkirby { { KS_dead_ogonek, KS_e }, KS_eogonek }
262 1.1 hannken };
263 1.1 hannken
264 1.1 hannken #define COMPOSE_SIZE sizeof(compose_tab)/sizeof(compose_tab[0])
265 1.1 hannken
266 1.1 hannken static int compose_tab_inorder = 0;
267 1.1 hannken
268 1.8 augustss static inline int compose_tab_cmp(struct compose_tab_s *, struct compose_tab_s *);
269 1.8 augustss static keysym_t ksym_upcase(keysym_t);
270 1.8 augustss static void fillmapentry(const keysym_t *, int, struct wscons_keymap *);
271 1.1 hannken
272 1.1 hannken static inline int
273 1.8 augustss compose_tab_cmp(struct compose_tab_s *i, struct compose_tab_s *j)
274 1.1 hannken {
275 1.1 hannken if (i->elem[0] == j->elem[0])
276 1.1 hannken return(i->elem[1] - j->elem[1]);
277 1.1 hannken else
278 1.1 hannken return(i->elem[0] - j->elem[0]);
279 1.1 hannken }
280 1.1 hannken
281 1.1 hannken keysym_t
282 1.8 augustss wskbd_compose_value(keysym_t *compose_buf)
283 1.1 hannken {
284 1.1 hannken int i, j, r;
285 1.1 hannken struct compose_tab_s v;
286 1.1 hannken
287 1.1 hannken if (! compose_tab_inorder) {
288 1.1 hannken /* Insertion sort. */
289 1.1 hannken for (i = 1; i < COMPOSE_SIZE; i++) {
290 1.1 hannken v = compose_tab[i];
291 1.1 hannken /* find correct slot, moving others up */
292 1.1 hannken for (j = i; --j >= 0 && compose_tab_cmp(& v, & compose_tab[j]) < 0; )
293 1.1 hannken compose_tab[j + 1] = compose_tab[j];
294 1.1 hannken compose_tab[j + 1] = v;
295 1.1 hannken }
296 1.1 hannken compose_tab_inorder = 1;
297 1.1 hannken }
298 1.1 hannken
299 1.1 hannken for (j = 0, i = COMPOSE_SIZE; i != 0; i /= 2) {
300 1.1 hannken if (compose_tab[j + i/2].elem[0] == compose_buf[0]) {
301 1.1 hannken if (compose_tab[j + i/2].elem[1] == compose_buf[1])
302 1.1 hannken return(compose_tab[j + i/2].result);
303 1.1 hannken r = compose_tab[j + i/2].elem[1] < compose_buf[1];
304 1.1 hannken } else
305 1.1 hannken r = compose_tab[j + i/2].elem[0] < compose_buf[0];
306 1.1 hannken if (r) {
307 1.1 hannken j += i/2 + 1;
308 1.1 hannken i--;
309 1.1 hannken }
310 1.1 hannken }
311 1.1 hannken
312 1.1 hannken return(KS_voidSymbol);
313 1.1 hannken }
314 1.1 hannken
315 1.1 hannken static const u_char latin1_to_upper[256] = {
316 1.1 hannken /* 0 8 1 9 2 a 3 b 4 c 5 d 6 e 7 f */
317 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 0 */
318 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 0 */
319 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 1 */
320 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 1 */
321 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 2 */
322 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 2 */
323 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 3 */
324 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 3 */
325 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 4 */
326 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 4 */
327 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 5 */
328 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 5 */
329 1.1 hannken 0x00, 'A', 'B', 'C', 'D', 'E', 'F', 'G', /* 6 */
330 1.1 hannken 'H', 'I', 'J', 'K', 'L', 'M', 'N', 'O', /* 6 */
331 1.1 hannken 'P', 'Q', 'R', 'S', 'T', 'U', 'V', 'W', /* 7 */
332 1.1 hannken 'X', 'Y', 'Z', 0x00, 0x00, 0x00, 0x00, 0x00, /* 7 */
333 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 8 */
334 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 8 */
335 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 9 */
336 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* 9 */
337 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* a */
338 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* a */
339 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* b */
340 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* b */
341 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* c */
342 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* c */
343 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* d */
344 1.1 hannken 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, /* d */
345 1.1 hannken 0xc0, 0xc1, 0xc2, 0xc3, 0xc4, 0xc5, 0xc6, 0xc7, /* e */
346 1.1 hannken 0xc8, 0xc9, 0xca, 0xcb, 0xcc, 0xcd, 0xce, 0xcf, /* e */
347 1.1 hannken 0xd0, 0xd1, 0xd2, 0xd3, 0xd4, 0xd5, 0xd6, 0x00, /* f */
348 1.1 hannken 0xd8, 0xd9, 0xda, 0xdb, 0xdc, 0xdd, 0xde, 0x00, /* f */
349 1.1 hannken };
350 1.1 hannken
351 1.1 hannken static keysym_t
352 1.8 augustss ksym_upcase(keysym_t ksym)
353 1.1 hannken {
354 1.1 hannken if (ksym >= KS_f1 && ksym <= KS_f20)
355 1.1 hannken return(KS_F1 - KS_f1 + ksym);
356 1.1 hannken
357 1.3 hannken if (KS_GROUP(ksym) == KS_GROUP_Ascii && ksym <= 0xff &&
358 1.3 hannken latin1_to_upper[ksym] != 0x00)
359 1.3 hannken return(latin1_to_upper[ksym]);
360 1.1 hannken
361 1.1 hannken return(ksym);
362 1.1 hannken }
363 1.1 hannken
364 1.2 hannken static void
365 1.8 augustss fillmapentry(const keysym_t *kp, int len, struct wscons_keymap *mapentry)
366 1.2 hannken {
367 1.2 hannken switch (len) {
368 1.2 hannken case 0:
369 1.2 hannken mapentry->group1[0] = KS_voidSymbol;
370 1.2 hannken mapentry->group1[1] = KS_voidSymbol;
371 1.2 hannken mapentry->group2[0] = KS_voidSymbol;
372 1.2 hannken mapentry->group2[1] = KS_voidSymbol;
373 1.2 hannken break;
374 1.2 hannken
375 1.2 hannken case 1:
376 1.2 hannken mapentry->group1[0] = kp[0];
377 1.2 hannken mapentry->group1[1] = ksym_upcase(kp[0]);
378 1.2 hannken mapentry->group2[0] = mapentry->group1[0];
379 1.2 hannken mapentry->group2[1] = mapentry->group1[1];
380 1.2 hannken break;
381 1.2 hannken
382 1.2 hannken case 2:
383 1.2 hannken mapentry->group1[0] = kp[0];
384 1.2 hannken mapentry->group1[1] = kp[1];
385 1.2 hannken mapentry->group2[0] = mapentry->group1[0];
386 1.2 hannken mapentry->group2[1] = mapentry->group1[1];
387 1.2 hannken break;
388 1.2 hannken
389 1.2 hannken case 3:
390 1.2 hannken mapentry->group1[0] = kp[0];
391 1.2 hannken mapentry->group1[1] = kp[1];
392 1.2 hannken mapentry->group2[0] = kp[2];
393 1.2 hannken mapentry->group2[1] = ksym_upcase(kp[2]);
394 1.2 hannken break;
395 1.2 hannken
396 1.2 hannken case 4:
397 1.2 hannken mapentry->group1[0] = kp[0];
398 1.2 hannken mapentry->group1[1] = kp[1];
399 1.2 hannken mapentry->group2[0] = kp[2];
400 1.2 hannken mapentry->group2[1] = kp[3];
401 1.2 hannken break;
402 1.2 hannken
403 1.2 hannken }
404 1.2 hannken }
405 1.2 hannken
406 1.2 hannken void
407 1.8 augustss wskbd_get_mapentry(const struct wskbd_mapdata *mapdata, int kc,
408 1.8 augustss struct wscons_keymap *mapentry)
409 1.2 hannken {
410 1.2 hannken kbd_t cur;
411 1.2 hannken const keysym_t *kp;
412 1.2 hannken const struct wscons_keydesc *mp;
413 1.6 drochner int l;
414 1.2 hannken
415 1.2 hannken mapentry->command = KS_voidSymbol;
416 1.2 hannken mapentry->group1[0] = KS_voidSymbol;
417 1.2 hannken mapentry->group1[1] = KS_voidSymbol;
418 1.2 hannken mapentry->group2[0] = KS_voidSymbol;
419 1.2 hannken mapentry->group2[1] = KS_voidSymbol;
420 1.2 hannken
421 1.7 drochner for (cur = mapdata->layout & ~KB_HANDLEDBYWSKBD; cur != 0; ) {
422 1.6 drochner mp = mapdata->keydesc;
423 1.6 drochner while (mp->map_size > 0) {
424 1.6 drochner if (mp->name == cur)
425 1.2 hannken break;
426 1.6 drochner mp++;
427 1.6 drochner }
428 1.2 hannken
429 1.2 hannken /* If map not found, return */
430 1.6 drochner if (mp->map_size <= 0)
431 1.2 hannken return;
432 1.2 hannken
433 1.2 hannken for (kp = mp->map; kp < mp->map + mp->map_size; kp++)
434 1.2 hannken if (KS_GROUP(*kp) == KS_GROUP_Keycode &&
435 1.2 hannken KS_VALUE(*kp) == kc) {
436 1.2 hannken /* First skip keycode and possible command */
437 1.2 hannken kp++;
438 1.2 hannken if (KS_GROUP(*kp) == KS_GROUP_Command ||
439 1.2 hannken *kp == KS_Cmd || *kp == KS_Cmd1 || *kp == KS_Cmd2)
440 1.2 hannken mapentry->command = *kp++;
441 1.2 hannken
442 1.2 hannken for (l = 0; kp + l < mp->map + mp->map_size; l++)
443 1.2 hannken if (KS_GROUP(kp[l]) == KS_GROUP_Keycode)
444 1.2 hannken break;
445 1.2 hannken if (l > 4)
446 1.2 hannken panic("wskbd_get_mapentry: %d(%d): bad entry",
447 1.2 hannken mp->name, *kp);
448 1.2 hannken fillmapentry(kp, l, mapentry);
449 1.2 hannken return;
450 1.2 hannken }
451 1.2 hannken
452 1.6 drochner cur = mp->base;
453 1.2 hannken }
454 1.2 hannken }
455 1.2 hannken
456 1.1 hannken void
457 1.8 augustss wskbd_init_keymap(int newlen, struct wscons_keymap **map, int *maplen)
458 1.1 hannken {
459 1.1 hannken int i;
460 1.1 hannken
461 1.1 hannken if (newlen != *maplen) {
462 1.1 hannken if (*maplen > 0)
463 1.1 hannken free(*map, M_TEMP);
464 1.1 hannken *maplen = newlen;
465 1.1 hannken *map = malloc(newlen*sizeof(struct wscons_keymap),
466 1.1 hannken M_TEMP, M_WAITOK);
467 1.1 hannken }
468 1.1 hannken
469 1.1 hannken for (i = 0; i < *maplen; i++) {
470 1.1 hannken (*map)[i].command = KS_voidSymbol;
471 1.1 hannken (*map)[i].group1[0] = KS_voidSymbol;
472 1.1 hannken (*map)[i].group1[1] = KS_voidSymbol;
473 1.1 hannken (*map)[i].group2[0] = KS_voidSymbol;
474 1.1 hannken (*map)[i].group2[1] = KS_voidSymbol;
475 1.1 hannken }
476 1.1 hannken }
477 1.1 hannken
478 1.1 hannken int
479 1.11 perry wskbd_load_keymap(const struct wskbd_mapdata *mapdata,
480 1.8 augustss struct wscons_keymap **map, int *maplen)
481 1.1 hannken {
482 1.6 drochner int i, s, kc, stack_ptr;
483 1.1 hannken const keysym_t *kp;
484 1.6 drochner const struct wscons_keydesc *mp, *stack[10];
485 1.1 hannken kbd_t cur;
486 1.1 hannken
487 1.7 drochner for (cur = mapdata->layout & ~KB_HANDLEDBYWSKBD, stack_ptr = 0;
488 1.7 drochner cur != 0; stack_ptr++) {
489 1.6 drochner mp = mapdata->keydesc;
490 1.6 drochner while (mp->map_size > 0) {
491 1.6 drochner if (cur == 0 || mp->name == cur) {
492 1.1 hannken break;
493 1.1 hannken }
494 1.6 drochner mp++;
495 1.6 drochner }
496 1.1 hannken
497 1.1 hannken if (stack_ptr == sizeof(stack)/sizeof(stack[0]))
498 1.5 drochner panic("wskbd_load_keymap: %d: recursion too deep",
499 1.5 drochner mapdata->layout);
500 1.6 drochner if (mp->map_size <= 0)
501 1.1 hannken return(EINVAL);
502 1.1 hannken
503 1.6 drochner stack[stack_ptr] = mp;
504 1.6 drochner cur = mp->base;
505 1.1 hannken }
506 1.1 hannken
507 1.1 hannken for (i = 0, s = stack_ptr - 1; s >= 0; s--) {
508 1.6 drochner mp = stack[s];
509 1.1 hannken for (kp = mp->map; kp < mp->map + mp->map_size; kp++)
510 1.1 hannken if (KS_GROUP(*kp) == KS_GROUP_Keycode && KS_VALUE(*kp) > i)
511 1.1 hannken i = KS_VALUE(*kp);
512 1.1 hannken }
513 1.1 hannken
514 1.1 hannken wskbd_init_keymap(i + 1, map, maplen);
515 1.1 hannken
516 1.1 hannken for (s = stack_ptr - 1; s >= 0; s--) {
517 1.6 drochner mp = stack[s];
518 1.1 hannken for (kp = mp->map; kp < mp->map + mp->map_size; ) {
519 1.1 hannken if (KS_GROUP(*kp) != KS_GROUP_Keycode)
520 1.1 hannken panic("wskbd_load_keymap: %d(%d): bad entry",
521 1.1 hannken mp->name, *kp);
522 1.1 hannken
523 1.1 hannken kc = KS_VALUE(*kp);
524 1.1 hannken kp++;
525 1.1 hannken
526 1.1 hannken if (KS_GROUP(*kp) == KS_GROUP_Command ||
527 1.1 hannken *kp == KS_Cmd || *kp == KS_Cmd1 || *kp == KS_Cmd2) {
528 1.1 hannken (*map)[kc].command = *kp;
529 1.1 hannken kp++;
530 1.1 hannken }
531 1.1 hannken
532 1.1 hannken for (i = 0; kp + i < mp->map + mp->map_size; i++)
533 1.1 hannken if (KS_GROUP(kp[i]) == KS_GROUP_Keycode)
534 1.1 hannken break;
535 1.1 hannken
536 1.1 hannken if (i > 4)
537 1.1 hannken panic("wskbd_load_keymap: %d(%d): bad entry",
538 1.1 hannken mp->name, *kp);
539 1.1 hannken
540 1.2 hannken fillmapentry(kp, i, &(*map)[kc]);
541 1.1 hannken kp += i;
542 1.1 hannken }
543 1.1 hannken }
544 1.1 hannken
545 1.1 hannken return(0);
546 1.1 hannken }
547