| blob | 5e20c9a596d592e5f65fc7889358176ce67dd4dd |
1 #
2 # things supported by real insets in mathed
3 #
5 # decorations
6 acute decoration none
7 bar decoration none
8 breve decoration none
9 check decoration none
10 dddot decoration none
11 ddot decoration none
12 dot decoration none
13 grave decoration none
14 hat decoration none
15 mathring decoration none
16 overbrace decoration none
17 overleftarrow decoration none
18 overleftrightarrow decoration none
19 overline decoration none
20 overrightarrow decoration none
21 tilde decoration none
22 underbar decoration none
23 underbrace decoration none
24 underleftarrow decoration none
25 underleftrightarrow decoration none
26 underline decoration none
27 underrightarrow decoration none
28 vec decoration none
29 widehat decoration none
30 widetilde decoration none
32 # dots
33 dots dots none
34 cdots dots none
35 ddots dots none
36 dotsb dots none
37 dotsc dots none
38 dotsi dots none
39 dotsm dots none
40 dotso dots none
41 ldots dots none
42 vdots dots none
44 # big delimiters
45 bigl big none
46 bigm big none
47 bigr big none
48 Bigl big none
49 Bigm big none
50 Bigr big none
51 biggl big none
52 biggm big none
53 biggr big none
54 Biggl big none
55 Biggm big none
56 Biggr big none
57 # The following are not standard LaTeX, but defined in the lucida font
58 # packages. No 'm' versions!
59 # See lucidabr.dtx for a possible implementation if you want to use these
60 # with other fonts.
61 bigggl big none
62 bigggr big none
63 Bigggl big none
64 Bigggr big none
66 # font changes
67 # name "font" math/text family series shape color
68 # mathnormal should stay the first
69 mathnormal font mathmode inherit medium up math
70 frak font mathmode
71 mathbb font mathmode
72 mathbf font mathmode
73 mathcal font mathmode
74 mathfrak font mathmode
75 mathit font mathmode
76 mathrm font mathmode
77 mathsf font mathmode
78 mathtt font mathmode
79 textnormal font textmode inherit medium up math
80 text font textmode
81 textbf font textmode
82 textipa font textmode
83 textit font textmode
84 textmd font textmode
85 textrm font textmode
86 textsc font textmode
87 textsl font textmode
88 textsf font textmode
89 texttt font textmode
90 textup font textmode
91 emph font textmode
92 noun font textmode
94 # old-style font commands
95 bf oldfont none
96 cal oldfont none
97 it oldfont none
98 rm oldfont none
99 tt oldfont none
101 # matrix environments
102 Bmatrix matrix none
103 Vmatrix matrix none
104 bmatrix matrix none
105 matrix matrix none
106 pmatrix matrix none
107 psmatrix matrix none
108 smallmatrix matrix none
109 vmatrix matrix none
110 CD matrix none
112 # split environments with optional valign argument.
113 # the others (split and alignedat) are hardcoded.
114 aligned split none
115 gathered split none
116 # from Morten H\o gholm's mathtools.sty:
117 lgathered split none
118 rgathered split none
120 # references
121 pageref ref none
122 prettyref ref none
123 ref ref none
124 vpageref ref none
125 vref ref none
127 # spaces
128 lyxnegspace space none
129 lyxposspace space none
130 ! space none
131 negmedspace space none
132 negthickspace space none
133 , space none
134 : space none
135 ; space none
136 quad space none
137 qquad space none
139 # styles
140 displaystyle style 0
141 textstyle style 1
142 scriptstyle style 2
143 scriptscriptstyle style 3
145 # misc
146 # The commented lines in this block get misparsed as MathSymbolInset because
147 # createMathInset() does not know them. I don't know if this is old cruft
148 # or if it is planned to use this in the future. gb 2006-03-13
149 #begin begin none
150 #right right none
151 underset underset none
152 overset overset none
153 #protect protect none
154 mbox mbox forcetext
155 tag mbox forcetext
156 tag* mbox forcetext
157 #newcommand newcommand none
158 #label label none
159 #left left none
160 #end end none
163 #
164 # symbols generated from fontmath.ltx
165 #
167 #symbol font charid charid-in-fallback-Xsymbol-font
168 alpha cmm 174 97 mathord x
169 beta cmm 175 98 mathord x
170 gamma cmm 176 103 mathord x
171 delta cmm 177 100 mathord x
172 epsilon cmm 178 0 mathord x
173 zeta cmm 179 122 mathord x
174 eta cmm 180 104 mathord x
175 theta cmm 181 113 mathord x
176 iota cmm 182 105 mathord x
177 kappa cmm 183 107 mathord x
178 lambda cmm 184 108 mathord x
179 mu cmm 185 109 mathord x
180 nu cmm 186 110 mathord x
181 xi cmm 187 120 mathord x
182 pi cmm 188 112 mathord x
183 rho cmm 189 114 mathord x
184 sigma cmm 190 115 mathord x
185 tau cmm 191 116 mathord x
186 upsilon cmm 192 117 mathord x
187 phi cmm 193 102 mathord x
188 chi cmm 194 99 mathord x
189 psi cmm 195 121 mathord x
190 omega cmm 33 119 mathord x
191 varepsilon cmm 34 101 mathord x
192 vartheta cmm 35 74 mathord x
193 varpi cmm 36 118 mathord x
194 varrho cmm 37 0 mathord x
195 varsigma cmm 38 86 mathord x
196 varphi cmm 39 106 mathord x
197 Gamma cmr 161 71 mathalpha x
198 Delta cmr 162 68 mathalpha x
199 Theta cmr 163 81 mathalpha x
200 Lambda cmr 164 76 mathalpha x
201 Xi cmr 165 88 mathalpha x
202 Pi cmr 166 80 mathalpha x
203 Sigma cmr 167 83 mathalpha x
204 Upsilon cmr 168 161 mathalpha x
205 Phi cmr 169 70 mathalpha x
206 Psi cmr 170 89 mathalpha x
207 Omega cmr 173 87 mathalpha x
208 aleph cmsy 64 192 mathord x
209 imath cmm 123 0 mathord x
210 jmath cmm 124 0 mathord x
211 ell cmm 96 0 mathord x
212 wp cmm 125 195 mathord x
213 Re cmsy 60 194 mathord x
214 Im cmsy 61 193 mathord x
215 partial cmm 64 182 mathord x
216 infty cmsy 49 165 mathord x
217 prime cmsy 48 162 mathord x
218 emptyset cmsy 59 0 mathord x
219 nabla cmsy 114 209 mathord x
220 top cmsy 62 0 mathord x
221 bot cmsy 63 94 mathord x
222 triangle cmsy 52 0 mathord x
223 forall cmsy 56 34 mathord x
224 exists cmsy 57 36 mathord x
225 neg cmsy 58 216 mathord x
226 lnot cmsy 58 216 mathord x
227 flat cmm 91 0 mathord x
228 natural cmm 92 0 mathord x
229 sharp cmm 93 35 mathord x
230 clubsuit cmsy 124 167 mathord x
231 diamondsuit cmsy 125 168 mathord x
232 heartsuit cmsy 126 169 mathord x
233 spadesuit cmsy 127 170 mathord x
234 # We define lyxnot as mathrel in order to have proper alignment
235 lyxnot cmsy 54 47 mathrel x
236 iffont cmsy
237 # 9mu = 0.5em which is the extra space added to relation operators
238 \def\not{\lyxnot\kern-9mu}
239 else
240 \def\not{\kern4mu\lyxnot\kern-19mu}
241 endif
242 coprod cmex 96 0 mathop x
243 bigvee cmex 87 0 mathop x
244 bigwedge cmex 86 0 mathop x
245 biguplus cmex 85 0 mathop x
246 bigcap cmex 84 0 mathop x
247 bigcup cmex 83 0 mathop x
248 prod cmex 81 213 mathop x
249 sum cmex 80 229 mathop x
250 bigotimes cmex 78 0 mathop x
251 bigoplus cmex 76 0 mathop x
252 bigodot cmex 74 0 mathop x
253 bigsqcup cmex 70 0 mathop x
254 smallint cmsy 115 0 mathop x
255 triangleleft cmm 47 0 mathbin x
256 triangleright cmm 46 0 mathbin x
257 bigtriangleup cmsy 52 0 mathbin x
258 bigtriangledown cmsy 53 0 mathbin x
259 wedge cmsy 94 217 mathbin x
260 land cmsy 94 217 mathbin x
261 vee cmsy 95 218 mathbin x
262 lor cmsy 95 218 mathbin x
263 cap cmsy 92 199 mathbin x
264 cup cmsy 91 200 mathbin x
265 ddagger cmsy 122 0 mathbin x
266 dagger cmsy 121 0 mathbin x
267 sqcap cmsy 117 0 mathbin x
268 sqcup cmsy 116 0 mathbin x
269 uplus cmsy 93 0 mathbin x
270 amalg cmsy 113 0 mathbin x
271 diamond cmsy 166 224 mathbin x
272 bullet cmsy 178 183 mathbin x
273 wr cmsy 111 0 mathbin x
274 div cmsy 165 184 mathbin x
275 odot cmsy 175 0 mathbin x
276 oslash cmsy 174 198 mathbin x
277 otimes cmsy 173 196 mathbin x
278 ominus cmsy 170 0 mathbin x
279 oplus cmsy 169 197 mathbin x
280 mp cmsy 168 0 mathbin x
281 pm cmsy 167 177 mathbin x
282 circ cmsy 177 0 mathbin x
283 bigcirc cmsy 176 0 mathbin x
284 setminus cmsy 110 0 mathbin x
285 cdot cmsy 162 215 mathbin x
286 ast cmsy 164 0 mathbin x
287 times cmsy 163 180 mathbin x
288 star cmm 63 0 mathbin x
289 propto cmsy 47 181 mathrel x
290 sqsubseteq cmsy 118 0 mathrel x
291 sqsupseteq cmsy 119 0 mathrel x
292 parallel cmsy 107 0 mathrel x
293 mid cmsy 106 124 mathrel x
294 dashv cmsy 97 0 mathrel x
295 vdash cmsy 96 0 mathrel x
296 nearrow cmsy 37 0 mathrel x
297 searrow cmsy 38 0 mathrel x
298 nwarrow cmsy 45 0 mathrel x
299 swarrow cmsy 46 0 mathrel x
300 Leftrightarrow cmsy 44 219 mathrel x
301 Leftarrow cmsy 40 220 mathrel x
302 Rightarrow cmsy 41 222 mathrel x
303 leq cmsy 183 163 mathrel x
304 le cmsy 183 163 mathrel x
305 geq cmsy 184 179 mathrel x
306 ge cmsy 184 179 mathrel x
307 succ cmsy 194 0 mathrel x
308 prec cmsy 193 0 mathrel x
309 approx cmsy 188 187 mathrel x
310 succeq cmsy 186 0 mathrel x
311 preceq cmsy 185 0 mathrel x
312 supset cmsy 190 201 mathrel x
313 subset cmsy 189 204 mathrel x
314 supseteq cmsy 182 202 mathrel x
315 subseteq cmsy 181 205 mathrel x
316 in cmsy 50 206 mathrel x
317 ni cmsy 51 39 mathrel x
318 owns cmsy 51 39 mathrel x
319 gg cmsy 192 0 mathrel x
320 ll cmsy 191 0 mathrel x
321 leftrightarrow cmsy 36 171 mathrel x
322 leftarrow cmsy 195 172 mathrel x
323 gets cmsy 195 172 mathrel x
324 rightarrow cmsy 33 174 mathrel x
325 to cmsy 33 174 mathrel x
326 mapstochar cmsy 55 0 mathrel x
327 sim cmsy 187 126 mathrel x
328 simeq cmsy 39 0 mathrel x
329 perp cmsy 63 0 mathrel x
330 equiv cmsy 180 186 mathrel x
331 asymp cmsy 179 0 mathrel x
332 smile cmm 94 0 mathrel x
333 frown cmm 95 0 mathrel x
334 leftharpoonup cmm 40 0 mathrel x
335 leftharpoondown cmm 41 0 mathrel x
336 rightharpoonup cmm 42 0 mathrel x
337 rightharpoondown cmm 43 0 mathrel x
338 lhook cmm 44 0 mathrel x
339 rhook cmm 45 0 mathrel x
340 ldotp cmm 58 0 mathpunct x
341 cdotp cmsy 162 0 mathpunct x
342 colon cmr 58 58 mathpunct x
343 arrowvert cmsy 106 0 mathord x
344 Arrowvert cmsy 107 0 mathord x
345 Vert cmsy 107 0 mathord x
346 | cmsy 107 0 mathord x
347 vert cmsy 106 0 mathord x
348 uparrow cmsy 34 173 mathrel x
349 downarrow cmsy 35 175 mathrel x
350 updownarrow cmsy 108 0 mathrel x
351 Uparrow cmsy 42 221 mathrel x
352 Downarrow cmsy 43 223 mathrel x
353 Updownarrow cmsy 109 0 mathrel x
354 backslash cmsy 110 0 mathord x
355 rangle cmsy 105 241 mathclose x
356 langle cmsy 104 225 mathopen x
357 rbrace cmsy 103 0 mathclose x
358 lbrace cmsy 102 0 mathopen x
359 rceil cmsy 101 249 mathclose x
360 lceil cmsy 100 233 mathopen x
361 rfloor cmsy 99 251 mathclose x
362 lfloor cmsy 98 235 mathopen x
363 mathparagraph cmsy 123 0 mathord x
364 mathsection cmsy 120 0 mathord x
365 mathdollar cmr 36 0 mathord x
367 # Generated from amsfonts.sty
369 yen msa 85 0 mathord x
370 checkmark msa 88 0 mathord x
371 circledR msa 114 0 mathord x
372 maltese msa 122 0 mathord x
373 ulcorner msa 112 0 mathopen x
374 urcorner msa 113 0 mathclose x
375 llcorner msa 120 0 mathopen x
376 lrcorner msa 121 0 mathclose x
377 rightleftharpoons msa 173 0 mathrel x
378 angle msa 92 208 mathord x
379 hbar msb 126 0 mathord x
380 sqsubset msa 64 0 mathrel x
381 sqsupset msa 65 0 mathrel x
382 mho msb 102 0 mathord x
383 square msa 164 0 mathord x
384 Box msa 164 0 mathord x
385 lozenge msa 167 0 mathord x
386 Diamond msa 167 0 mathord x
387 vartriangleright msa 66 0 mathrel x
388 vartriangleleft msa 67 0 mathrel x
389 trianglerighteq msa 68 0 mathrel x
390 trianglelefteq msa 69 0 mathrel x
391 rightsquigarrow msa 195 0 mathrel x
392 leadsto msa 195 0 mathrel x
393 lhd msa 67 0 mathbin x
394 unlhd msa 69 0 mathbin x
395 rhd msa 66 0 mathbin x
396 unrhd msa 68 0 mathbin x
398 # Generated from amssymb.sty
400 boxdot msa 161 0 mathbin x
401 boxplus msa 162 0 mathbin x
402 boxtimes msa 163 0 mathbin x
403 blacksquare msa 165 0 mathord x
404 centerdot msa 166 0 mathbin x
405 blacklozenge msa 168 0 mathord x
406 circlearrowright msa 169 0 mathrel x
407 circlearrowleft msa 170 0 mathrel x
408 leftrightharpoons msa 174 0 mathrel x
409 boxminus msa 175 0 mathbin x
410 Vdash msa 176 0 mathrel x
411 Vvdash msa 177 0 mathrel x
412 vDash msa 178 0 mathrel x
413 twoheadrightarrow msa 179 0 mathrel x
414 twoheadleftarrow msa 180 0 mathrel x
415 leftleftarrows msa 181 0 mathrel x
416 rightrightarrows msa 182 0 mathrel x
417 upuparrows msa 183 0 mathrel x
418 downdownarrows msa 184 0 mathrel x
419 upharpoonright msa 185 0 mathrel x
420 restriction msa 185 0 mathrel x
421 downharpoonright msa 186 0 mathrel x
422 upharpoonleft msa 187 0 mathrel x
423 downharpoonleft msa 188 0 mathrel x
424 rightarrowtail msa 189 0 mathrel x
425 leftarrowtail msa 190 0 mathrel x
426 leftrightarrows msa 191 0 mathrel x
427 rightleftarrows msa 192 0 mathrel x
428 Lsh msa 193 0 mathrel x
429 Rsh msa 194 0 mathrel x
430 leftrightsquigarrow msa 33 0 mathrel x
431 looparrowleft msa 34 0 mathrel x
432 looparrowright msa 35 0 mathrel x
433 circeq msa 36 0 mathrel x
434 succsim msa 37 0 mathrel x
435 gtrsim msa 38 0 mathrel x
436 gtrapprox msa 39 0 mathrel x
437 multimap msa 40 0 mathrel x
438 therefore msa 41 92 mathrel x
439 because msa 42 0 mathrel x
440 doteqdot msa 43 0 mathrel x
441 Doteq msa 43 0 mathrel x
442 triangleq msa 44 0 mathrel x
443 precsim msa 45 0 mathrel x
444 lesssim msa 46 0 mathrel x
445 lessapprox msa 47 0 mathrel x
446 eqslantless msa 48 0 mathrel x
447 eqslantgtr msa 49 0 mathrel x
448 curlyeqprec msa 50 0 mathrel x
449 curlyeqsucc msa 51 0 mathrel x
450 preccurlyeq msa 52 0 mathrel x
451 leqq msa 53 0 mathrel x
452 leqslant msa 54 0 mathrel x
453 lessgtr msa 55 0 mathrel x
454 backprime msa 56 0 mathord x
455 risingdotseq msa 58 0 mathrel x
456 fallingdotseq msa 59 0 mathrel x
457 succcurlyeq msa 60 0 mathrel x
458 geqq msa 61 0 mathrel x
459 geqslant msa 62 0 mathrel x
460 gtrless msa 63 0 mathrel x
461 bigstar msa 70 0 mathord x
462 between msa 71 0 mathrel x
463 blacktriangledown msa 72 0 mathord x
464 blacktriangleright msa 73 0 mathrel x
465 blacktriangleleft msa 74 0 mathrel x
466 vartriangle msa 77 0 mathrel x
467 blacktriangle msa 78 0 mathord x
468 triangledown msa 79 0 mathord x
469 eqcirc msa 80 0 mathrel x
470 lesseqgtr msa 81 0 mathrel x
471 gtreqless msa 82 0 mathrel x
472 lesseqqgtr msa 83 0 mathrel x
473 gtreqqless msa 84 0 mathrel x
474 Rrightarrow msa 86 0 mathrel x
475 Lleftarrow msa 87 0 mathrel x
476 veebar msa 89 0 mathbin x
477 barwedge msa 90 0 mathbin x
478 doublebarwedge msa 91 0 mathbin x
479 measuredangle msa 93 0 mathord x
480 sphericalangle msa 94 0 mathord x
481 varpropto msa 95 0 mathrel x
482 smallsmile msa 96 0 mathrel x
483 smallfrown msa 97 0 mathrel x
484 Subset msa 98 0 mathrel x
485 Supset msa 99 0 mathrel x
486 Cup msa 100 0 mathbin x
487 doublecup msa 100 0 mathbin x
488 Cap msa 101 0 mathbin x
489 doublecap msa 101 0 mathbin x
490 curlywedge msa 102 0 mathbin x
491 curlyvee msa 103 0 mathbin x
492 leftthreetimes msa 104 0 mathbin x
493 rightthreetimes msa 105 0 mathbin x
494 subseteqq msa 106 0 mathrel x
495 supseteqq msa 107 0 mathrel x
496 bumpeq msa 108 0 mathrel x
497 Bumpeq msa 109 0 mathrel x
498 lll msa 110 0 mathrel x
499 llltr msa 110 0 mathrel x
500 ggg msa 111 0 mathrel x
501 gggtr msa 111 0 mathrel x
502 circledS msa 115 0 mathord x
503 pitchfork msa 116 0 mathrel x
504 dotplus msa 117 0 mathbin x
505 backsim msa 118 0 mathrel x
506 backsimeq msa 119 0 mathrel x
507 complement msa 123 0 mathord x
508 intercal msa 124 0 mathbin x
509 circledcirc msa 125 0 mathbin x
510 circledast msa 126 0 mathbin x
511 circleddash msa 127 0 mathbin x
512 lvertneqq msb 161 0 mathrel x
513 gvertneqq msb 162 0 mathrel x
514 nleq msb 163 0 mathrel x
515 ngeq msb 164 0 mathrel x
516 nless msb 165 0 mathrel x
517 ngtr msb 166 0 mathrel x
518 nprec msb 167 0 mathrel x
519 nsucc msb 168 0 mathrel x
520 lneqq msb 169 0 mathrel x
521 gneqq msb 170 0 mathrel x
522 nleqslant msb 173 0 mathrel x
523 ngeqslant msb 174 0 mathrel x
524 lneq msb 175 0 mathrel x
525 gneq msb 176 0 mathrel x
526 npreceq msb 177 0 mathrel x
527 nsucceq msb 178 0 mathrel x
528 precnsim msb 179 0 mathrel x
529 succnsim msb 180 0 mathrel x
530 lnsim msb 181 0 mathrel x
531 gnsim msb 182 0 mathrel x
532 nleqq msb 183 0 mathrel x
533 ngeqq msb 184 0 mathrel x
534 precneqq msb 185 0 mathrel x
535 succneqq msb 186 0 mathrel x
536 precnapprox msb 187 0 mathrel x
537 succnapprox msb 188 0 mathrel x
538 lnapprox msb 189 0 mathrel x
539 gnapprox msb 190 0 mathrel x
540 nsim msb 191 0 mathrel x
541 ncong msb 192 0 mathrel x
542 diagup msb 193 0 mathord x
543 diagdown msb 194 0 mathord x
544 varsubsetneq msb 195 0 mathrel x
545 varsupsetneq msb 33 0 mathrel x
546 nsubseteqq msb 34 0 mathrel x
547 nsupseteqq msb 35 0 mathrel x
548 subsetneqq msb 36 0 mathrel x
549 supsetneqq msb 37 0 mathrel x
550 varsubsetneqq msb 38 0 mathrel x
551 varsupsetneqq msb 39 0 mathrel x
552 subsetneq msb 40 0 mathrel x
553 supsetneq msb 41 0 mathrel x
554 nsubseteq msb 42 0 mathrel x
555 nsupseteq msb 43 0 mathrel x
556 nparallel msb 44 0 mathrel x
557 nmid msb 45 0 mathrel x
558 nshortmid msb 46 0 mathrel x
559 nshortparallel msb 47 0 mathrel x
560 nvdash msb 48 0 mathrel x
561 nVdash msb 49 0 mathrel x
562 nvDash msb 50 0 mathrel x
563 nVDash msb 51 0 mathrel x
564 ntrianglerighteq msb 52 0 mathrel x
565 ntrianglelefteq msb 53 0 mathrel x
566 ntriangleleft msb 54 0 mathrel x
567 ntriangleright msb 55 0 mathrel x
568 nleftarrow msb 56 0 mathrel x
569 nrightarrow msb 57 0 mathrel x
570 nLeftarrow msb 58 0 mathrel x
571 nRightarrow msb 59 0 mathrel x
572 nLeftrightarrow msb 60 0 mathrel x
573 nleftrightarrow msb 61 0 mathrel x
574 divideontimes msb 62 0 mathbin x
575 varnothing msb 63 0 mathord x
576 nexists msb 64 0 mathord x
577 Finv msb 96 0 mathord x
578 Game msb 97 0 mathord x
579 eth msb 103 0 mathord x
580 eqsim msb 104 0 mathrel x
581 beth msb 105 0 mathord x
582 gimel msb 106 0 mathord x
583 daleth msb 107 0 mathord x
584 lessdot msb 108 0 mathbin x
585 gtrdot msb 109 0 mathbin x
586 ltimes msb 110 0 mathbin x
587 rtimes msb 111 0 mathbin x
588 shortmid msb 112 0 mathrel x
589 shortparallel msb 113 0 mathrel x
590 smallsetminus msb 114 0 mathbin x
591 thicksim msb 115 0 mathrel x
592 thickapprox msb 116 0 mathrel x
593 approxeq msb 117 0 mathrel x
594 succapprox msb 118 0 mathrel x
595 precapprox msb 119 0 mathrel x
596 curvearrowleft msb 120 0 mathrel x
597 curvearrowright msb 121 0 mathrel x
598 digamma msb 122 0 mathord x
599 varkappa msb 123 0 mathord x
600 Bbbk msb 124 0 mathord x
601 hslash msb 125 0 mathord x
602 hbar msb 126 0 mathord x
603 backepsilon msb 127 0 mathrel x
605 lyxbar cmsy 161 0 mathord x
606 lyxeq cmr 61 0 mathord x
607 lyxdabar msa 57 0 mathord x
608 lyxright msa 75 0 mathord x
609 lyxleft msa 76 0 mathord x
611 male wasy 26 0 x x
612 female wasy 25 0 x x
613 currency wasy 27 0 x x
614 phone wasy 7 0 x x
615 recorder wasy 6 0 x x
616 clock wasy 28 0 x x
617 lightning wasy 18 0 x x
618 pointer wasy 9 0 x x
619 RIGHTarrow wasy 17 0 x x
620 LEFTarrow wasy 16 0 x x
621 UParrow wasy 75 0 x x
622 DOWNarrow wasy 76 0 x x
623 #AC wasy n0.5pt\wasyfamily\char58\kern0.5pt}}
624 #HF {\leavevmode
625 # \lower0.9pt\hbox to 0pt{\kern0.5pt\wasyfamily\char58\hss}%
626 # \raise0.9pt\hbox{\kern0.5pt\wasyfamily\char58\kern0.5pt}}
627 #VHF wasy 64 0 x x
628 Square wasy 50 0 x x
629 #CheckedBox wasy 50\hss}\hbox{\wasyfamily\char8 0 x
630 XBox wasy 52 0 x x
631 hexagon wasy 55 0 x x
632 pentagon wasy 68 0 x x
633 octagon wasy 56 0 x x
634 varhexagon wasy 57 0 x x
635 hexstar wasy 65 0 x x
636 varhexstar wasy 66 0 x x
637 davidsstar wasy 67 0 x x
638 diameter wasy 31 0 x x
639 invdiameter wasy 21 0 x x
640 varangle wasy 30 0 x x
641 wasylozenge wasy 53 0 x x
642 kreuz wasy 54 0 x x
643 smiley wasy 44 0 x x
644 frownie wasy 47 0 x x
645 blacksmiley wasy 45 0 x x
646 sun wasy 46 0 x x
647 checked wasy 8 0 x x
648 bell wasy 10 0 x x
649 eighthnote wasy 11 0 x x
650 quarternote wasy 12 0 x x
651 halfnote wasy 13 0 x x
652 fullnote wasy 14 0 x x
653 twonotes wasy 15 0 x x
654 brokenvert wasy 124 0 x x
655 ataribox wasy 109 0 x x
656 wasytherefore wasy 5 0 x x
657 Circle wasy 35 0 x x
658 CIRCLE wasy 32 0 x x
659 Leftcircle wasy 73 0 x x
660 LEFTCIRCLE wasy 71 0 x x
661 Rightcircle wasy 74 0 x x
662 RIGHTCIRCLE wasy 72 0 x x
663 #LEFTcircle {\hbox to 0pt{\wasyfamily\char71\hss}\hbox{\wasyfamily\char35}}
664 #RIGHTcircle{\hbox to 0pt{\wasyfamily\char72\hss}\hbox{\wasyfamily\char35}}
666 #
667 # wasy astronomy
668 #
670 vernal wasy 23 0 x x
671 ascnode wasy 19 0 x x
672 descnode wasy 20 0 x x
673 fullmoon wasy 35 0 x x
674 newmoon wasy 32 0 x x
675 leftmoon wasy 36 0 x x
676 rightmoon wasy 37 0 x x
677 astrosun cmsy 175 0 mathbin x
678 mercury wasy 39 0 x x
679 venus wasy 25 0 x x
680 earth wasy 38 0 x x
681 mars wasy 26 0 x x
682 jupiter wasy 88 0 x x
683 saturn wasy 89 0 x x
684 uranus wasy 90 0 x x
685 neptune wasy 91 0 x x
686 pluto wasy 92 0 x x
688 #
689 # wasy zodiac
690 #
691 aries wasy 23 0 x x
692 taurus wasy 93 0 x x
693 gemini wasy 94 0 x x
694 cancer wasy 95 0 x x
695 leo wasy 19 0 x x
696 virgo wasy 96 0 x x
697 libra wasy 97 0 x x
698 scorpio wasy 98 0 x x
699 sagittarius wasy 99 0 x x
700 capricornus wasy 100 0 x x
701 aquarius wasy 101 0 x x
702 pisces wasy 102 0 x x
703 conjunction wasy 86 0 x x
704 opposition wasy 87 0 x x
705 # APL characters
706 APLstar wasy 69 0 x x
707 APLlog wasy 22 0 x x
708 APLbox wasy 126 0 x x
709 APLup wasy 0 0 x x
710 APLdown wasy 70 0 x x
711 APLinput wasy 125 0 x x
712 APLcomment wasy 127 0 x x
713 #APLinv {{\hbox to 0pt{$\div$\hss}\APLbox}}
714 APLuparrowbox wasy 110 0 x x
715 APLdownarrowbox wasy 111 0 x x
716 APLleftarrowbox wasy 112 0 x x
717 APLrightarrowbox wasy 113 0 x x
719 # math characters
720 Bowtie wasy 49 0 x x
721 leftturn wasy 34 0 x x
722 rightturn wasy 33 0 x x
723 # diagrams
724 #photon wasy 58\char58\char58\char58}}
725 #gluon wasy 81\char80\char80\char80%
726 #char80\char80\char80\char82}}
727 # special characters
728 cent wasy 103 0 x x
729 permil wasy 104 0 x x
730 agemO wasy 48 0 x x
731 thorn wasy 105 0 x x
732 Thorn wasy 106 0 x x
733 openo wasy 108 0 x x
734 inve wasy 85 0 x x
736 #mho wasy 48 0 mathord x
737 #Join wasy 49 0 mathrel x
738 #Box wasy 50 0 mathord x
739 #Diamond wasy 51 0 mathord x
740 leadsto wasy 59 0 mathrel x
741 #sqsubset wasy 60 0 mathrel x
742 #sqsupset wasy 61 0 mathrel x
743 #lhd wasy 1 0 mathbin x
744 #unlhd wasy 2 0 mathbin x
745 LHD wasy 16 0 mathbin x
746 #rhd wasy 3 0 mathbin x
747 #unrhd wasy 4 0 mathbin x
748 RHD wasy 17 0 mathbin x
749 apprle wasy 62 0 mathrel x
750 apprge wasy 63 0 mathrel x
751 wasypropto wasy 29 0 mathrel x
752 invneg wasy 24 0 mathrel x
753 ocircle wasy 35 0 mathbin x
754 logof wasy 22 0 mathrel x
755 varint wasy 114 0 mathop x
756 varoint wasy 117 0 mathop x
759 # From the esint package:
760 # We emulate some symbols if the esint10 font is not available.
761 # It is important that they have the same requirements in both cases,
762 # otherwise the LaTeX output would depend on the availability of the esint10
763 # font in the GUI
764 # Note that we do _not_ require the wasysym package for any integral besides
765 # \varint and \varoint. The reason is that the integrals of the wasysym
766 # package do not match the standard \int and \intop. See
767 # http://bugzilla.lyx.org/show_bug.cgi?id=1942 for details.
768 # If the wasysym integrals are really wanted then one has to load the package
769 # manually and disable automatic loading of amsmath and esint.
770 iffont esint
771 int esint 001 0 mathop ∫ esint
772 intop esint 001 0 mathop ∫ esint
773 iint esint 003 0 mathop x esintoramsmath
774 iintop esint 003 0 mathop x esint
775 iiint esint 005 0 mathop x esintoramsmath
776 iiintop esint 005 0 mathop x esint
777 iiiint esint 007 0 mathop x esintoramsmath
778 iiiintop esint 007 0 mathop x esint
779 oint esint 011 0 mathop x esint
780 ointop esint 011 0 mathop x esint
781 oiint esint 013 0 mathop x esint
782 oiintop esint 013 0 mathop x esint
783 sqint esint 015 0 mathop x esint
784 sqintop esint 015 0 mathop x esint
785 sqiint esint 017 0 mathop x esint
786 sqiintop esint 017 0 mathop x esint
787 dotsint esint 019 0 mathop x esint
788 dotsintop esint 019 0 mathop x esint
789 ointctrclockwise esint 023 0 mathop x esint
790 ointctrclockwiseop esint 023 0 mathop x esint
791 ointclockwise esint 025 0 mathop x esint
792 ointclockwiseop esint 025 0 mathop x esint
793 else
794 int cmex 82 242 mathop ∫ esint
795 intop cmex 82 242 mathop ∫ esint
796 iint wasy 115 0 mathop x esintoramsmath
797 iintop wasy 115 0 mathop x esint
798 iiint wasy 116 0 mathop x esintoramsmath
799 iiintop wasy 116 0 mathop x esint
800 \def\iiiint{\int\kern-6mu\int\kern-6mu\int\kern-6mu\int} esintoramsmath
801 \def\iiiintop{\int\kern-6mu\int\kern-6mu\int\kern-6mu\int} esint
802 \def\dotsint{\int\kern-3mu\cdots\kern-3mu\int} esint
803 \def\dotsintop{\int\kern-3mu\cdots\kern-3mu\int} esint
804 oint cmex 72 0 mathop x esint
805 ointop cmex 72 0 mathop x esint
806 oiint wasy 118 0 mathop x esint
807 oiintop wasy 118 0 mathop x esint
808 \def\sqint{\square\kern-17mu\int\kern6mu} esint
809 \def\sqintop{\square\kern-17mu\int\kern6mu} esint
810 \def\sqiint{\square\kern-20mu\iint\kern3mu} esint
811 \def\sqiintop{\square\kern-20mu\iint\kern3mu} esint
812 \def\ointctrclockwise{\circlearrowleft\kern-21mu\int\kern6mu} esint
813 \def\ointctrclockwiseop{\circlearrowleft\kern-21mu\int\kern6mu} esint
814 \def\ointclockwise{\circlearrowright\kern-21mu\int\kern6mu} esint
815 \def\ointclockwiseop{\circlearrowright\kern-21mu\int\kern6mu} esint
816 endif
818 varointclockwise esint 027 0 mathop x esint
819 varointclockwiseop esint 027 0 mathop x esint
820 varointctrclockwise esint 029 0 mathop x esint
821 varointctrclockwiseop esint 029 0 mathop x esint
822 varoiint esint 033 0 mathop x esint
823 varoiintop esint 033 0 mathop x esint
824 landupint esint 035 0 mathop x esint
825 landupintop esint 035 0 mathop x esint
826 landdownint esint 037 0 mathop x esint
827 landdownintop esint 037 0 mathop x esint
830 # From the amsmath package:
831 \def\idotsint{\int\kern-3mu\cdots\kern-3mu\int} amsmath
834 log lyxblacktext 0 0 func x
835 lg lyxblacktext 0 0 func x
836 ln lyxblacktext 0 0 func x
837 lim lyxblacktext 0 0 funclim x
838 limsup lyxblacktext 0 0 funclim x
839 liminf lyxblacktext 0 0 funclim x
840 sin lyxblacktext 0 0 func x
841 arcsin lyxblacktext 0 0 func x
842 sinh lyxblacktext 0 0 func x
843 cos lyxblacktext 0 0 func x
844 arccos lyxblacktext 0 0 func x
845 cosh lyxblacktext 0 0 func x
846 tan lyxblacktext 0 0 func x
847 arctan lyxblacktext 0 0 func x
848 tanh lyxblacktext 0 0 func x
849 cot lyxblacktext 0 0 func x
850 coth lyxblacktext 0 0 func x
851 sec lyxblacktext 0 0 func x
852 csc lyxblacktext 0 0 func x
853 max lyxblacktext 0 0 funclim x
854 min lyxblacktext 0 0 funclim x
855 sup lyxblacktext 0 0 funclim x
856 inf lyxblacktext 0 0 funclim x
857 arg lyxblacktext 0 0 func x
858 ker lyxblacktext 0 0 func x
859 dim lyxblacktext 0 0 func x
860 hom lyxblacktext 0 0 func x
861 det lyxblacktext 0 0 funclim x
862 exp lyxblacktext 0 0 func x
863 Pr lyxblacktext 0 0 funclim x
864 gcd lyxblacktext 0 0 funclim x
865 deg lyxblacktext 0 0 func x
866 bmod lyxblacktext 0 0 func x
868 { mathnormal 0 0 special x
869 } mathnormal 0 0 special x
870 $ mathnormal 0 0 special x
871 % mathnormal 0 0 special x
872 & mathnormal 0 0 special x
873 ## don't remove the space from the beginning of the next line
874 # mathnormal 0 0 special x
878 #
879 # pre-defined macros
880 #
882 \def\neq{\not=}
883 \def\ne{\not=}
884 \def\notin{\not\in}
885 \def\slash{/}
887 \def\longleftrightarrow{\leftarrow\kern-12.5mu\rightarrow}
888 \def\Longleftrightarrow{\Leftarrow\kern-12.5mu\Rightarrow}
889 \def\iff{\Leftarrow\kern-12.5mu\Rightarrow}
890 \def\doteq{\stackrel{\cdot}{=}}
892 iffont cmsy
893 \def\longrightarrow{\lyxbar\kern-11mu\rightarrow}
894 \def\longleftarrow{\leftarrow\kern-11mu\lyxbar}
895 \def\Longrightarrow{\lyxeq\kern-9.5mu\Rightarrow}
896 \def\Longleftarrow{\Leftarrow\kern-9.5mu\lyxeq}
897 \def\implies{\Longrightarrow} amsmath
898 \def\mapsto{\mapstochar\kern-9mu\rightarrow}
899 \def\longmapsto{\mapstochar\kern-6mu\lyxbar\kern-11mu\rightarrow}
900 \def\models{\vert\kern-7mu\lyxeq}
901 endif
902 iffont cmm
903 \def\hookrightarrow{\lhook\kern-12mu\rightarrow}
904 \def\hookleftarrow{\leftarrow\kern-12mu\rhook}
905 \def\bowtie{\triangleright\kern-6mu\triangleleft}
906 endif
907 iffont msa
908 \def\dashrightarrow{\lyxdabar\lyxdabar\lyxright}
909 \def\dashleftarrow{\lyxleft\lyxdabar\lyxdabar}
910 \def\dasharrow{\dashrightarrow}
911 endif
912 iffont msb
913 \def\Join{\ltimes\kern-18.5mu\rtimes}
914 endif
915 \def\mathcircumflex{\mbox{\^{}}}{\^}
916 # Fixme: latin-1 chars in text file
917 \def\AA{\AA}{Å}
918 \def\O{\O}{Ø}
920 iffont cmsy
921 # The \sim is placed too high...
922 \def\cong{\stackrel{_\sim}{=}}
923 lyxsurd cmsy 112 0 mathord x
924 \def\surd{^\lyxsurd}
925 \def\textdegree{\kern-1mu^{\circ}\kern-4mu}
926 else
927 cong lyxsymbol 64 0 mathrel x
928 surd lyxsymbol 214 0 mathord x
929 textdegree lyxsymbol 176 0 mathord x
930 endif
932 #"{\hat{}}