1if not modules then modules = { } end modules [ ' math-ttv ' ] = {
2 version = 1 . 001 ,
3 comment = " traditional tex vectors, companion to math-vfu.lua " ,
4 author = " Hans Hagen, PRAGMA-ADE, Hasselt NL " ,
5 copyright = " PRAGMA ADE / ConTeXt Development Team " ,
6 license = " see context related readme files " ,
7 dataonly = true ,
8}
9
10local vfmath = fonts . handlers . vf . math
11local setletters = vfmath . setletters
12local setdigits = vfmath . setdigits
13
14local mathencodings = fonts . encodings . math
15
16
17
18mathencodings [ " large-to-small " ] = {
19 [ 0x00028 ] = 0x00 ,
20 [ 0x00029 ] = 0x01 ,
21 [ 0x0005B ] = 0x02 ,
22 [ 0x0005D ] = 0x03 ,
23 [ 0x0230A ] = 0x04 ,
24 [ 0x0230B ] = 0x05 ,
25 [ 0x02308 ] = 0x06 ,
26 [ 0x02309 ] = 0x07 ,
27 [ 0x0007B ] = 0x08 ,
28 [ 0x0007D ] = 0x09 ,
29 [ 0x027E8 ] = 0x0A ,
30 [ 0x027E9 ] = 0x0B ,
31 [ 0x0007C ] = 0x0C ,
32
33
34 [ 0x0005C ] = 0x0F ,
35
36
37
38
39 [ 0x02195 ] = 0x3F ,
40
41
42 [ 0x0221A ] = 0x70 ,
43 [ 0x021D5 ] = 0x77 ,
44 [ 0x02191 ] = 0x78 ,
45 [ 0x02193 ] = 0x79 ,
46 [ 0x021D1 ] = 0x7E ,
47 [ 0x021D3 ] = 0x7F ,
48 [ 0x0220F ] = 0x59 ,
49 [ 0x02210 ] = 0x61 ,
50 [ 0x02211 ] = 0x58 ,
51 [ 0x0222B ] = 0x5A ,
52 [ 0x0222E ] = 0x49 ,
53
54
55 [ 0x00302 ] = 0x62 ,
56 [ 0x00303 ] = 0x65 ,
57 [ 0x022C0 ] = 0x5E ,
58 [ 0x022C1 ] = 0x5F ,
59 [ 0x022C2 ] = 0x5C ,
60 [ 0x022C3 ] = 0x5B ,
61 [ 0x02044 ] = 0x0E ,
62}
63
64
65
66
67
68
69mathencodings [ " tex-ex " ] = {
70 [ 0x0220F ] = 0x51 ,
71 [ 0x02210 ] = 0x60 ,
72 [ 0x02211 ] = 0x50 ,
73 [ 0x0222B ] = 0x52 ,
74 [ 0x0222E ] = 0x48 ,
75 [ 0x022C0 ] = 0x56 ,
76 [ 0x022C1 ] = 0x57 ,
77 [ 0x022C2 ] = 0x54 ,
78 [ 0x022C3 ] = 0x53 ,
79 [ 0x02A00 ] = 0x4A ,
80 [ 0x02A01 ] = 0x4C ,
81 [ 0x02A02 ] = 0x4E ,
82
83 [ 0x02A04 ] = 0x55 ,
84 [ 0x02A06 ] = 0x46 ,
85}
86
87
88
89
90mathencodings [ " tex-mr " ] = {
91 [ 0x00393 ] = 0x00 ,
92 [ 0x00394 ] = 0x01 ,
93 [ 0x00398 ] = 0x02 ,
94 [ 0x0039B ] = 0x03 ,
95 [ 0x0039E ] = 0x04 ,
96 [ 0x003A0 ] = 0x05 ,
97 [ 0x003A3 ] = 0x06 ,
98 [ 0x003A5 ] = 0x07 ,
99 [ 0x003A6 ] = 0x08 ,
100 [ 0x003A8 ] = 0x09 ,
101 [ 0x003A9 ] = 0x0A ,
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119 [ 0x00391 ] = 0x41 ,
120 [ 0x00392 ] = 0x42 ,
121 [ 0x02145 ] = 0x44 ,
122 [ 0x00395 ] = 0x45 ,
123 [ 0x00397 ] = 0x48 ,
124 [ 0x00399 ] = 0x49 ,
125 [ 0x0039A ] = 0x4B ,
126 [ 0x0039C ] = 0x4D ,
127 [ 0x0039D ] = 0x4E ,
128 [ 0x0039F ] = 0x4F ,
129 [ 0x003A1 ] = 0x52 ,
130 [ 0x003A4 ] = 0x54 ,
131 [ 0x003A7 ] = 0x58 ,
132 [ 0x00396 ] = 0x5A ,
133
134
135
136 [ 0x00302 ] = 0x5E ,
137
138 [ 0x02146 ] = 0x64 ,
139 [ 0x02147 ] = 0x65 ,
140
141 [ 0x00303 ] = 0x7E ,
142
143}
144
145mathencodings [ " tex-mr-missing " ] = {
146 [ 0x02236 ] = 0x3A ,
147}
148
149mathencodings [ " tex-mi " ] = {
150 [ 0x1D6E4 ] = 0x00 ,
151 [ 0x1D6E5 ] = 0x01 ,
152 [ 0x1D6E9 ] = 0x02 ,
153 [ 0x1D6F3 ] = 0x02 ,
154 [ 0x1D6EC ] = 0x03 ,
155 [ 0x1D6EF ] = 0x04 ,
156 [ 0x1D6F1 ] = 0x05 ,
157 [ 0x1D6F4 ] = 0x06 ,
158 [ 0x1D6F6 ] = 0x07 ,
159 [ 0x1D6F7 ] = 0x08 ,
160 [ 0x1D6F9 ] = 0x09 ,
161 [ 0x1D6FA ] = 0x0A ,
162 [ 0x1D6FC ] = 0x0B ,
163 [ 0x1D6FD ] = 0x0C ,
164 [ 0x1D6FE ] = 0x0D ,
165 [ 0x1D6FF ] = 0x0E ,
166 [ 0x1D716 ] = 0x0F ,
167 [ 0x1D701 ] = 0x10 ,
168 [ 0x1D702 ] = 0x11 ,
169 [ 0x1D703 ] = 0x12 ,
170 [ 0x1D704 ] = 0x13 ,
171 [ 0x1D705 ] = 0x14 ,
172 [ 0x1D718 ] = 0x14 ,
173 [ 0x1D706 ] = 0x15 ,
174 [ 0x1D707 ] = 0x16 ,
175 [ 0x1D708 ] = 0x17 ,
176 [ 0x1D709 ] = 0x18 ,
177 [ 0x1D70B ] = 0x19 ,
178 [ 0x1D70C ] = 0x1A ,
179 [ 0x1D70E ] = 0x1B ,
180 [ 0x1D70F ] = 0x1C ,
181 [ 0x1D710 ] = 0x1D ,
182 [ 0x1D719 ] = 0x1E ,
183 [ 0x1D712 ] = 0x1F ,
184 [ 0x1D713 ] = 0x20 ,
185 [ 0x1D714 ] = 0x21 ,
186 [ 0x1D700 ] = 0x22 ,
187 [ 0x1D717 ] = 0x23 ,
188 [ 0x1D71B ] = 0x24 ,
189 [ 0x1D71A ] = 0x25 ,
190 [ 0x1D70D ] = 0x26 ,
191 [ 0x1D711 ] = 0x27 ,
192 [ 0x021BC ] = 0x28 ,
193 [ 0x021BD ] = 0x29 ,
194 [ 0x021C0 ] = 0x2A ,
195 [ 0x021C1 ] = 0x2B ,
196 [ 0xFE322 ] = 0x2C ,
197 [ 0xFE323 ] = 0x2D ,
198 [ 0x025B7 ] = 0x2E ,
199 [ 0x025C1 ] = 0x2F ,
200 [ 0x022B3 ] = 0x2E ,
201 [ 0x022B2 ] = 0x2F ,
202
203
204
205
206
207
208
209
210
211
212
213 [ 0x0002C ] = 0x3B ,
214 [ 0x0003C ] = 0x3C ,
215
216 [ 0x02044 ] = 0x3D ,
217 [ 0x0003E ] = 0x3E ,
218 [ 0x022C6 ] = 0x3F ,
219 [ 0x02202 ] = 0x40 ,
220
221 [ 0x0266D ] = 0x5B ,
222 [ 0x0266E ] = 0x5C ,
223 [ 0x0266F ] = 0x5D ,
224 [ 0x02323 ] = 0x5E ,
225 [ 0x02322 ] = 0x5F ,
226 [ 0x02113 ] = 0x60 ,
227
228 [ 0x1D6A4 ] = 0x7B ,
229 [ 0x1D6A5 ] = 0x7C ,
230 [ 0x02118 ] = 0x7D ,
231 [ 0x020D7 ] = 0x7E ,
232
233}
234
235mathencodings [ " tex-it " ] = {
236
237 [ 0x1D6E2 ] = 0x41 ,
238
239 [ 0x1D6E3 ] = 0x42 ,
240
241
242
243 [ 0x1D6E6 ] = 0x45 ,
244
245
246
247 [ 0x1D6E8 ] = 0x48 ,
248
249 [ 0x1D6EA ] = 0x49 ,
250
251
252 [ 0x1D6EB ] = 0x4B ,
253
254
255 [ 0x1D6ED ] = 0x4D ,
256
257 [ 0x1D6EE ] = 0x4E ,
258
259 [ 0x1D6F0 ] = 0x4F ,
260
261 [ 0x1D6F2 ] = 0x50 ,
262
263
264
265
266 [ 0x1D6F5 ] = 0x54 ,
267
268
269
270
271 [ 0x1D6F8 ] = 0x58 ,
272
273
274
275
276
277
278
279
280
281
282
283 [ 0x0210E ] = 0x68 ,
284
285
286
287
288
289
290
291 [ 0x1D70A ] = 0x6F ,
292
293
294
295
296
297
298
299
300
301
302
303}
304
305mathencodings [ " tex-ss " ] = { }
306mathencodings [ " tex-tt " ] = { }
307mathencodings [ " tex-bf " ] = { }
308mathencodings [ " tex-bi " ] = { }
309mathencodings [ " tex-fraktur " ] = { }
310mathencodings [ " tex-fraktur-bold " ] = { }
311
312mathencodings [ " tex-sy " ] = {
313 [ 0x0002D ] = 0x00 ,
314 [ 0x02212 ] = 0x00 ,
315
316
317
318
319 [ 0x022C5 ] = 0x01 ,
320 [ 0x000D7 ] = 0x02 ,
321 [ 0x0002A ] = 0x03 ,
322 [ 0x02217 ] = 0x03 ,
323 [ 0x000F7 ] = 0x04 ,
324 [ 0x022C4 ] = 0x05 ,
325 [ 0x000B1 ] = 0x06 ,
326 [ 0x02213 ] = 0x07 ,
327 [ 0x02295 ] = 0x08 ,
328 [ 0x02296 ] = 0x09 ,
329 [ 0x02297 ] = 0x0A ,
330 [ 0x02298 ] = 0x0B ,
331 [ 0x02299 ] = 0x0C ,
332 [ 0x025EF ] = 0x0D ,
333 [ 0x02218 ] = 0x0E ,
334 [ 0x02219 ] = 0x0F ,
335 [ 0x02022 ] = 0x0F ,
336 [ 0x0224D ] = 0x10 ,
337 [ 0x02261 ] = 0x11 ,
338 [ 0x02286 ] = 0x12 ,
339 [ 0x02287 ] = 0x13 ,
340 [ 0x02264 ] = 0x14 ,
341 [ 0x02265 ] = 0x15 ,
342 [ 0x02AAF ] = 0x16 ,
343
344 [ 0x02AB0 ] = 0x17 ,
345
346 [ 0x0223C ] = 0x18 ,
347 [ 0x02248 ] = 0x19 ,
348 [ 0x02282 ] = 0x1A ,
349 [ 0x02283 ] = 0x1B ,
350 [ 0x0226A ] = 0x1C ,
351 [ 0x0226B ] = 0x1D ,
352 [ 0x0227A ] = 0x1E ,
353 [ 0x0227B ] = 0x1F ,
354 [ 0x02190 ] = 0x20 ,
355 [ 0x02192 ] = 0x21 ,
356
357
358 [ 0x02191 ] = 0x22 ,
359 [ 0x02193 ] = 0x23 ,
360 [ 0x02194 ] = 0x24 ,
361 [ 0x02197 ] = 0x25 ,
362 [ 0x02198 ] = 0x26 ,
363 [ 0x02243 ] = 0x27 ,
364 [ 0x021D0 ] = 0x28 ,
365 [ 0x021D2 ] = 0x29 ,
366 [ 0x021D1 ] = 0x2A ,
367 [ 0x021D3 ] = 0x2B ,
368 [ 0x021D4 ] = 0x2C ,
369 [ 0x02196 ] = 0x2D ,
370 [ 0x02199 ] = 0x2E ,
371 [ 0x0221D ] = 0x2F ,
372 [ 0x02032 ] = 0x30 ,
373 [ 0x0221E ] = 0x31 ,
374 [ 0x02208 ] = 0x32 ,
375 [ 0x0220B ] = 0x33 ,
376 [ 0x025B3 ] = 0x34 ,
377 [ 0x025BD ] = 0x35 ,
378 [ 0x00338 ] = 0x36 ,
379
380 [ 0x02200 ] = 0x38 ,
381 [ 0x02203 ] = 0x39 ,
382 [ 0x000AC ] = 0x3A ,
383 [ 0x02205 ] = 0x3B ,
384 [ 0x0211C ] = 0x3C ,
385 [ 0x02111 ] = 0x3D ,
386 [ 0x022A4 ] = 0x3E ,
387 [ 0x022A5 ] = 0x3F ,
388 [ 0x02135 ] = 0x40 ,
389 [ 0x1D49C ] = 0x41 ,
390 [ 0x0212C ] = 0x42 ,
391 [ 0x1D49E ] = 0x43 ,
392 [ 0x1D49F ] = 0x44 ,
393 [ 0x02130 ] = 0x45 ,
394 [ 0x02131 ] = 0x46 ,
395 [ 0x1D4A2 ] = 0x47 ,
396 [ 0x0210B ] = 0x48 ,
397 [ 0x02110 ] = 0x49 ,
398 [ 0x1D4A5 ] = 0x4A ,
399 [ 0x1D4A6 ] = 0x4B ,
400 [ 0x02112 ] = 0x4C ,
401 [ 0x02133 ] = 0x4D ,
402 [ 0x1D4A9 ] = 0x4E ,
403 [ 0x1D4AA ] = 0x4F ,
404 [ 0x1D4AB ] = 0x50 ,
405 [ 0x1D4AC ] = 0x51 ,
406 [ 0x0211B ] = 0x52 ,
407 [ 0x1D4AE ] = 0x53 ,
408 [ 0x1D4AF ] = 0x54 ,
409 [ 0x1D4B0 ] = 0x55 ,
410 [ 0x1D4B1 ] = 0x56 ,
411 [ 0x1D4B2 ] = 0x57 ,
412 [ 0x1D4B3 ] = 0x58 ,
413 [ 0x1D4B4 ] = 0x59 ,
414 [ 0x1D4B5 ] = 0x5A ,
415 [ 0x0222A ] = 0x5B ,
416 [ 0x02229 ] = 0x5C ,
417 [ 0x0228E ] = 0x5D ,
418 [ 0x02227 ] = 0x5E ,
419 [ 0x02228 ] = 0x5F ,
420 [ 0x022A2 ] = 0x60 ,
421 [ 0x022A3 ] = 0x61 ,
422 [ 0x0230A ] = 0x62 ,
423 [ 0x0230B ] = 0x63 ,
424 [ 0x02308 ] = 0x64 ,
425 [ 0x02309 ] = 0x65 ,
426 [ 0x0007B ] = 0x66 ,
427 [ 0x0007D ] = 0x67 ,
428 [ 0x027E8 ] = 0x68 ,
429 [ 0x027E9 ] = 0x69 ,
430 [ 0x0007C ] = 0x6A ,
431 [ 0x02225 ] = 0x6B ,
432
433 [ 0x02195 ] = 0x6C ,
434 [ 0x021D5 ] = 0x6D ,
435 [ 0x0005C ] = 0x6E ,
436 [ 0x02216 ] = 0x6E ,
437 [ 0x02240 ] = 0x6F ,
438 [ 0x0221A ] = 0x70 ,
439 [ 0x02A3F ] = 0x71 ,
440 [ 0x1D6FB ] = 0x72 ,
441
442 [ 0x02294 ] = 0x74 ,
443 [ 0x02293 ] = 0x75 ,
444 [ 0x02291 ] = 0x76 ,
445 [ 0x02292 ] = 0x77 ,
446 [ 0x000A7 ] = 0x78 ,
447 [ 0x02020 ] = 0x79 ,
448 [ 0x02021 ] = 0x7A ,
449 [ 0x000B6 ] = 0x7B ,
450 [ 0x02663 ] = 0x7C ,
451 [ 0x02662 ] = 0x7D ,
452 [ 0x02661 ] = 0x7E ,
453 [ 0x02660 ] = 0x7F ,
454 [ 0xFE321 ] = 0x37 ,
455
456 [ 0xFE325 ] = 0x30 ,
457}
458
459
460
461
462
463mathencodings [ " tex-ma " ] = {
464 [ 0x022A1 ] = 0x00 ,
465 [ 0x0229E ] = 0x01 ,
466 [ 0x022A0 ] = 0x02 ,
467 [ 0x025A1 ] = 0x03 ,
468 [ 0x025A0 ] = 0x04 ,
469 [ 0x025AA ] = 0x05 ,
470 [ 0x022C4 ] = 0x06 ,
471 [ 0x02666 ] = 0x07 ,
472 [ 0x021BB ] = 0x08 ,
473 [ 0x021BA ] = 0x09 ,
474 [ 0x021CC ] = 0x0A ,
475 [ 0x021CB ] = 0x0B ,
476 [ 0x0229F ] = 0x0C ,
477 [ 0x022A9 ] = 0x0D ,
478 [ 0x022AA ] = 0x0E ,
479 [ 0x022A8 ] = 0x0F ,
480 [ 0x021A0 ] = 0x10 ,
481 [ 0x0219E ] = 0x11 ,
482 [ 0x021C7 ] = 0x12 ,
483 [ 0x021C9 ] = 0x13 ,
484 [ 0x021C8 ] = 0x14 ,
485 [ 0x021CA ] = 0x15 ,
486 [ 0x021BE ] = 0x16 ,
487 [ 0x021C2 ] = 0x17 ,
488 [ 0x021BF ] = 0x18 ,
489 [ 0x021C3 ] = 0x19 ,
490 [ 0x021A3 ] = 0x1A ,
491 [ 0x021A2 ] = 0x1B ,
492 [ 0x021C6 ] = 0x1C ,
493
494 [ 0x021C4 ] = 0x1D ,
495 [ 0x021B0 ] = 0x1E ,
496 [ 0x021B1 ] = 0x1F ,
497 [ 0x021DD ] = 0x20 ,
498 [ 0x021AD ] = 0x21 ,
499 [ 0x021AB ] = 0x22 ,
500 [ 0x021AC ] = 0x23 ,
501 [ 0x02257 ] = 0x24 ,
502 [ 0x0227F ] = 0x25 ,
503 [ 0x02273 ] = 0x26 ,
504 [ 0x02A86 ] = 0x27 ,
505 [ 0x022B8 ] = 0x28 ,
506 [ 0x02234 ] = 0x29 ,
507 [ 0x02235 ] = 0x2A ,
508 [ 0x02251 ] = 0x2B ,
509 [ 0x0225C ] = 0x2C ,
510 [ 0x0227E ] = 0x2D ,
511 [ 0x02272 ] = 0x2E ,
512 [ 0x02A85 ] = 0x2F ,
513 [ 0x02A95 ] = 0x30 ,
514 [ 0x02A96 ] = 0x31 ,
515 [ 0x022DE ] = 0x32 ,
516 [ 0x022DF ] = 0x33 ,
517 [ 0x0227C ] = 0x34 ,
518 [ 0x02266 ] = 0x35 ,
519 [ 0x02A7D ] = 0x36 ,
520 [ 0x02276 ] = 0x37 ,
521 [ 0x02035 ] = 0x38 ,
522
523 [ 0x02253 ] = 0x3A ,
524 [ 0x02252 ] = 0x3B ,
525 [ 0x0227D ] = 0x3C ,
526 [ 0x02267 ] = 0x3D ,
527 [ 0x02A7E ] = 0x3E ,
528 [ 0x02277 ] = 0x3F ,
529 [ 0x0228F ] = 0x40 ,
530 [ 0x02290 ] = 0x41 ,
531
532
533
534
535 [ 0x022B5 ] = 0x44 ,
536 [ 0x022B4 ] = 0x45 ,
537
538 [ 0x02605 ] = 0x46 ,
539 [ 0x0226C ] = 0x47 ,
540 [ 0x025BC ] = 0x48 ,
541 [ 0x025B6 ] = 0x49 ,
542 [ 0x025C0 ] = 0x4A ,
543
544
545 [ 0x025B2 ] = 0x4D ,
546 [ 0x025B2 ] = 0x4E ,
547 [ 0x025BD ] = 0x4F ,
548 [ 0x02256 ] = 0x50 ,
549 [ 0x022DA ] = 0x51 ,
550 [ 0x022DB ] = 0x52 ,
551 [ 0x02A8B ] = 0x53 ,
552 [ 0x02A8C ] = 0x54 ,
553 [ 0x000A5 ] = 0x55 ,
554 [ 0x021DB ] = 0x56 ,
555 [ 0x021DA ] = 0x57 ,
556 [ 0x02713 ] = 0x58 ,
557 [ 0x022BB ] = 0x59 ,
558 [ 0x022BC ] = 0x5A ,
559 [ 0x02306 ] = 0x5B ,
560 [ 0x02220 ] = 0x5C ,
561 [ 0x02221 ] = 0x5D ,
562 [ 0x02222 ] = 0x5E ,
563
564
565
566 [ 0x022D0 ] = 0x62 ,
567 [ 0x022D1 ] = 0x63 ,
568 [ 0x022D3 ] = 0x64 ,
569 [ 0x022D2 ] = 0x65 ,
570 [ 0x022CF ] = 0x66 ,
571 [ 0x022CE ] = 0x67 ,
572 [ 0x022CB ] = 0x68 ,
573 [ 0x022CC ] = 0x69 ,
574 [ 0x02AC5 ] = 0x6A ,
575 [ 0x02AC6 ] = 0x6B ,
576 [ 0x0224F ] = 0x6C ,
577 [ 0x0224E ] = 0x6D ,
578 [ 0x022D8 ] = 0x6E ,
579 [ 0x022D9 ] = 0x6F ,
580 [ 0x0231C ] = 0x70 ,
581 [ 0x0231D ] = 0x71 ,
582 [ 0x024C7 ] = 0x72 ,
583 [ 0x024C8 ] = 0x73 ,
584 [ 0x022D4 ] = 0x74 ,
585 [ 0x02214 ] = 0x75 ,
586 [ 0x0223D ] = 0x76 ,
587 [ 0x022CD ] = 0x77 ,
588 [ 0x0231E ] = 0x78 ,
589 [ 0x0231F ] = 0x79 ,
590 [ 0x02720 ] = 0x7A ,
591 [ 0x02201 ] = 0x7B ,
592 [ 0x022BA ] = 0x7C ,
593 [ 0x0229A ] = 0x7D ,
594 [ 0x0229B ] = 0x7E ,
595 [ 0x0229D ] = 0x7F ,
596}
597
598mathencodings [ " tex-mb " ] = {
599
600
601 [ 0x02270 ] = 0x02 ,
602 [ 0x02271 ] = 0x03 ,
603 [ 0x0226E ] = 0x04 ,
604 [ 0x0226F ] = 0x05 ,
605 [ 0x02280 ] = 0x06 ,
606 [ 0x02281 ] = 0x07 ,
607 [ 0x02268 ] = 0x08 ,
608 [ 0x02269 ] = 0x09 ,
609
610
611 [ 0x02A87 ] = 0x0C ,
612 [ 0x02A88 ] = 0x0D ,
613
614
615 [ 0x022E8 ] = 0x10 ,
616 [ 0x022E9 ] = 0x11 ,
617 [ 0x022E6 ] = 0x12 ,
618 [ 0x022E7 ] = 0x13 ,
619
620
621 [ 0x02AB5 ] = 0x16 ,
622 [ 0x02AB6 ] = 0x17 ,
623 [ 0x02AB9 ] = 0x18 ,
624 [ 0x02ABA ] = 0x19 ,
625 [ 0x02A89 ] = 0x1A ,
626 [ 0x02A8A ] = 0x1B ,
627 [ 0x02241 ] = 0x1C ,
628 [ 0x02247 ] = 0x1D ,
629
630
631
632
633
634
635 [ 0x02ACB ] = 0x24 ,
636 [ 0x02ACC ] = 0x25 ,
637
638
639 [ 0x0228A ] = 0x28 ,
640 [ 0x0228B ] = 0x29 ,
641 [ 0x02288 ] = 0x2A ,
642 [ 0x02289 ] = 0x2B ,
643 [ 0x02226 ] = 0x2C ,
644 [ 0x02224 ] = 0x2D ,
645
646
647 [ 0x022AC ] = 0x30 ,
648 [ 0x022AE ] = 0x31 ,
649 [ 0x022AD ] = 0x32 ,
650 [ 0x022AF ] = 0x33 ,
651 [ 0x022ED ] = 0x34 ,
652 [ 0x022EC ] = 0x35 ,
653 [ 0x022EA ] = 0x36 ,
654 [ 0x022EB ] = 0x37 ,
655 [ 0x0219A ] = 0x38 ,
656 [ 0x0219B ] = 0x39 ,
657 [ 0x021CD ] = 0x3A ,
658 [ 0x021CF ] = 0x3B ,
659 [ 0x021CE ] = 0x3C ,
660 [ 0x021AE ] = 0x3D ,
661 [ 0x022C7 ] = 0x3E ,
662 [ 0x02300 ] = 0x3F ,
663 [ 0x02204 ] = 0x40 ,
664 [ 0x1D538 ] = 0x41 ,
665 [ 0x1D539 ] = 0x42 ,
666 [ 0x02102 ] = 0x43 ,
667 [ 0x1D53B ] = 0x44 ,
668 [ 0x1D53C ] = 0x45 ,
669 [ 0x1D53D ] = 0x46 ,
670 [ 0x1D53E ] = 0x47 ,
671 [ 0x0210D ] = 0x48 ,
672 [ 0x1D540 ] = 0x49 ,
673 [ 0x1D541 ] = 0x4A ,
674 [ 0x1D542 ] = 0x4B ,
675 [ 0x1D543 ] = 0x4C ,
676 [ 0x1D544 ] = 0x4D ,
677 [ 0x02115 ] = 0x4E ,
678 [ 0x1D546 ] = 0x4F ,
679 [ 0x02119 ] = 0x50 ,
680 [ 0x0211A ] = 0x51 ,
681 [ 0x0211D ] = 0x52 ,
682 [ 0x1D54A ] = 0x53 ,
683 [ 0x1D54B ] = 0x54 ,
684 [ 0x1D54C ] = 0x55 ,
685 [ 0x1D54D ] = 0x56 ,
686 [ 0x1D54E ] = 0x57 ,
687 [ 0x1D54F ] = 0x58 ,
688 [ 0x1D550 ] = 0x59 ,
689 [ 0x02124 ] = 0x5A ,
690 [ 0x02132 ] = 0x60 ,
691 [ 0x02141 ] = 0x61 ,
692
693
694
695
696 [ 0x02127 ] = 0x66 ,
697 [ 0x000F0 ] = 0x67 ,
698 [ 0x02242 ] = 0x68 ,
699 [ 0x02136 ] = 0x69 ,
700 [ 0x02137 ] = 0x6A ,
701 [ 0x02138 ] = 0x6B ,
702 [ 0x022D6 ] = 0x6C ,
703 [ 0x022D7 ] = 0x6D ,
704 [ 0x022C9 ] = 0x6E ,
705 [ 0x022CA ] = 0x6F ,
706
707
708
709
710
711 [ 0x0224A ] = 0x75 ,
712 [ 0x02AB8 ] = 0x76 ,
713 [ 0x02AB7 ] = 0x77 ,
714 [ 0x021B6 ] = 0x78 ,
715 [ 0x021B7 ] = 0x79 ,
716 [ 0x003DC ] = 0x7A ,
717 [ 0x003F0 ] = 0x7B ,
718 [ 0x1D55C ] = 0x7C ,
719 [ 0x0210F ] = 0x7D ,
720 [ 0x00127 ] = 0x7E ,
721 [ 0x003F6 ] = 0x7F ,
722}
723
724mathencodings [ " tex-mc " ] = {
725
726 [ 0xFE324 ] = " mapsfromchar " ,
727}
728
729mathencodings [ " tex-fraktur " ] = {
730
731
732 [ 0x0212D ] = 0x43 ,
733
734
735
736
737 [ 0x0210C ] = 0x48 ,
738 [ 0x02111 ] = 0x49 ,
739
740
741
742
743
744
745
746
747 [ 0x0211C ] = 0x52 ,
748
749
750
751
752
753
754
755 [ 0x02128 ] = 0x5A ,
756
757
758
759
760
761
762
763
764
765
766
767
768
769
770
771
772
773
774
775
776
777
778
779
780
781
782}
783
784
785
786setletters ( mathencodings , " tex-it " , 0x1D434 , 0x1D44E )
787setletters ( mathencodings , " tex-ss " , 0x1D5A0 , 0x1D5BA )
788setletters ( mathencodings , " tex-tt " , 0x1D670 , 0x1D68A )
789setletters ( mathencodings , " tex-bf " , 0x1D400 , 0x1D41A )
790setletters ( mathencodings , " tex-bi " , 0x1D468 , 0x1D482 )
791setletters ( mathencodings , " tex-fraktur " , 0x1D504 , 0x1D51E )
792setletters ( mathencodings , " tex-fraktur-bold " , 0x1D56C , 0x1D586 )
793
794setdigits ( mathencodings , " tex-ss " , 0x1D7E2 )
795setdigits ( mathencodings , " tex-tt " , 0x1D7F6 )
796setdigits ( mathencodings , " tex-bf " , 0x1D7CE )
797
798
799
800
801
802 |