1 # ezhttp/src/entities: the HTML Standard's named character references
2 # (HTML ยง13.5, https://html.spec.whatwg.org/entities.json), 2231 names.
3 # Generated by tools/entities.py; do not edit by hand (SPEC.md HTTP-TRUST-7).
4 import Base
5
6 # one named character reference: its name (with its `;` when it has one)
7 # and the one or two code points it stands for, `second` 0 when one
8 type Ref is Data:
9 Ref{name: String, first: U32, second: U32}
10
11 # every named character reference, sorted by name
12 def table() -> List<&2, Ref>:
13 [
14 Ref{"AElig", 198, 0},
15 Ref{"AElig;", 198, 0},
16 Ref{"AMP", 38, 0},
17 Ref{"AMP;", 38, 0},
18 Ref{"Aacute", 193, 0},
19 Ref{"Aacute;", 193, 0},
20 Ref{"Abreve;", 258, 0},
21 Ref{"Acirc", 194, 0},
22 Ref{"Acirc;", 194, 0},
23 Ref{"Acy;", 1040, 0},
24 Ref{"Afr;", 120068, 0},
25 Ref{"Agrave", 192, 0},
26 Ref{"Agrave;", 192, 0},
27 Ref{"Alpha;", 913, 0},
28 Ref{"Amacr;", 256, 0},
29 Ref{"And;", 10835, 0},
30 Ref{"Aogon;", 260, 0},
31 Ref{"Aopf;", 120120, 0},
32 Ref{"ApplyFunction;", 8289, 0},
33 Ref{"Aring", 197, 0},
34 Ref{"Aring;", 197, 0},
35 Ref{"Ascr;", 119964, 0},
36 Ref{"Assign;", 8788, 0},
37 Ref{"Atilde", 195, 0},
38 Ref{"Atilde;", 195, 0},
39 Ref{"Auml", 196, 0},
40 Ref{"Auml;", 196, 0},
41 Ref{"Backslash;", 8726, 0},
42 Ref{"Barv;", 10983, 0},
43 Ref{"Barwed;", 8966, 0},
44 Ref{"Bcy;", 1041, 0},
45 Ref{"Because;", 8757, 0},
46 Ref{"Bernoullis;", 8492, 0},
47 Ref{"Beta;", 914, 0},
48 Ref{"Bfr;", 120069, 0},
49 Ref{"Bopf;", 120121, 0},
50 Ref{"Breve;", 728, 0},
51 Ref{"Bscr;", 8492, 0},
52 Ref{"Bumpeq;", 8782, 0},
53 Ref{"CHcy;", 1063, 0},
54 Ref{"COPY", 169, 0},
55 Ref{"COPY;", 169, 0},
56 Ref{"Cacute;", 262, 0},
57 Ref{"Cap;", 8914, 0},
58 Ref{"CapitalDifferentialD;", 8517, 0},
59 Ref{"Cayleys;", 8493, 0},
60 Ref{"Ccaron;", 268, 0},
61 Ref{"Ccedil", 199, 0},
62 Ref{"Ccedil;", 199, 0},
63 Ref{"Ccirc;", 264, 0},
64 Ref{"Cconint;", 8752, 0},
65 Ref{"Cdot;", 266, 0},
66 Ref{"Cedilla;", 184, 0},
67 Ref{"CenterDot;", 183, 0},
68 Ref{"Cfr;", 8493, 0},
69 Ref{"Chi;", 935, 0},
70 Ref{"CircleDot;", 8857, 0},
71 Ref{"CircleMinus;", 8854, 0},
72 Ref{"CirclePlus;", 8853, 0},
73 Ref{"CircleTimes;", 8855, 0},
74 Ref{"ClockwiseContourIntegral;", 8754, 0},
75 Ref{"CloseCurlyDoubleQuote;", 8221, 0},
76 Ref{"CloseCurlyQuote;", 8217, 0},
77 Ref{"Colon;", 8759, 0},
78 Ref{"Colone;", 10868, 0},
79 Ref{"Congruent;", 8801, 0},
80 Ref{"Conint;", 8751, 0},
81 Ref{"ContourIntegral;", 8750, 0},
82 Ref{"Copf;", 8450, 0},
83 Ref{"Coproduct;", 8720, 0},
84 Ref{"CounterClockwiseContourIntegral;", 8755, 0},
85 Ref{"Cross;", 10799, 0},
86 Ref{"Cscr;", 119966, 0},
87 Ref{"Cup;", 8915, 0},
88 Ref{"CupCap;", 8781, 0},
89 Ref{"DD;", 8517, 0},
90 Ref{"DDotrahd;", 10513, 0},
91 Ref{"DJcy;", 1026, 0},
92 Ref{"DScy;", 1029, 0},
93 Ref{"DZcy;", 1039, 0},
94 Ref{"Dagger;", 8225, 0},
95 Ref{"Darr;", 8609, 0},
96 Ref{"Dashv;", 10980, 0},
97 Ref{"Dcaron;", 270, 0},
98 Ref{"Dcy;", 1044, 0},
99 Ref{"Del;", 8711, 0},
100 Ref{"Delta;", 916, 0},
101 Ref{"Dfr;", 120071, 0},
102 Ref{"DiacriticalAcute;", 180, 0},
103 Ref{"DiacriticalDot;", 729, 0},
104 Ref{"DiacriticalDoubleAcute;", 733, 0},
105 Ref{"DiacriticalGrave;", 96, 0},
106 Ref{"DiacriticalTilde;", 732, 0},
107 Ref{"Diamond;", 8900, 0},
108 Ref{"DifferentialD;", 8518, 0},
109 Ref{"Dopf;", 120123, 0},
110 Ref{"Dot;", 168, 0},
111 Ref{"DotDot;", 8412, 0},
112 Ref{"DotEqual;", 8784, 0},
113 Ref{"DoubleContourIntegral;", 8751, 0},
114 Ref{"DoubleDot;", 168, 0},
115 Ref{"DoubleDownArrow;", 8659, 0},
116 Ref{"DoubleLeftArrow;", 8656, 0},
117 Ref{"DoubleLeftRightArrow;", 8660, 0},
118 Ref{"DoubleLeftTee;", 10980, 0},
119 Ref{"DoubleLongLeftArrow;", 10232, 0},
120 Ref{"DoubleLongLeftRightArrow;", 10234, 0},
121 Ref{"DoubleLongRightArrow;", 10233, 0},
122 Ref{"DoubleRightArrow;", 8658, 0},
123 Ref{"DoubleRightTee;", 8872, 0},
124 Ref{"DoubleUpArrow;", 8657, 0},
125 Ref{"DoubleUpDownArrow;", 8661, 0},
126 Ref{"DoubleVerticalBar;", 8741, 0},
127 Ref{"DownArrow;", 8595, 0},
128 Ref{"DownArrowBar;", 10515, 0},
129 Ref{"DownArrowUpArrow;", 8693, 0},
130 Ref{"DownBreve;", 785, 0},
131 Ref{"DownLeftRightVector;", 10576, 0},
132 Ref{"DownLeftTeeVector;", 10590, 0},
133 Ref{"DownLeftVector;", 8637, 0},
134 Ref{"DownLeftVectorBar;", 10582, 0},
135 Ref{"DownRightTeeVector;", 10591, 0},
136 Ref{"DownRightVector;", 8641, 0},
137 Ref{"DownRightVectorBar;", 10583, 0},
138 Ref{"DownTee;", 8868, 0},
139 Ref{"DownTeeArrow;", 8615, 0},
140 Ref{"Downarrow;", 8659, 0},
141 Ref{"Dscr;", 119967, 0},
142 Ref{"Dstrok;", 272, 0},
143 Ref{"ENG;", 330, 0},
144 Ref{"ETH", 208, 0},
145 Ref{"ETH;", 208, 0},
146 Ref{"Eacute", 201, 0},
147 Ref{"Eacute;", 201, 0},
148 Ref{"Ecaron;", 282, 0},
149 Ref{"Ecirc", 202, 0},
150 Ref{"Ecirc;", 202, 0},
151 Ref{"Ecy;", 1069, 0},
152 Ref{"Edot;", 278, 0},
153 Ref{"Efr;", 120072, 0},
154 Ref{"Egrave", 200, 0},
155 Ref{"Egrave;", 200, 0},
156 Ref{"Element;", 8712, 0},
157 Ref{"Emacr;", 274, 0},
158 Ref{"EmptySmallSquare;", 9723, 0},
159 Ref{"EmptyVerySmallSquare;", 9643, 0},
160 Ref{"Eogon;", 280, 0},
161 Ref{"Eopf;", 120124, 0},
162 Ref{"Epsilon;", 917, 0},
163 Ref{"Equal;", 10869, 0},
164 Ref{"EqualTilde;", 8770, 0},
165 Ref{"Equilibrium;", 8652, 0},
166 Ref{"Escr;", 8496, 0},
167 Ref{"Esim;", 10867, 0},
168 Ref{"Eta;", 919, 0},
169 Ref{"Euml", 203, 0},
170 Ref{"Euml;", 203, 0},
171 Ref{"Exists;", 8707, 0},
172 Ref{"ExponentialE;", 8519, 0},
173 Ref{"Fcy;", 1060, 0},
174 Ref{"Ffr;", 120073, 0},
175 Ref{"FilledSmallSquare;", 9724, 0},
176 Ref{"FilledVerySmallSquare;", 9642, 0},
177 Ref{"Fopf;", 120125, 0},
178 Ref{"ForAll;", 8704, 0},
179 Ref{"Fouriertrf;", 8497, 0},
180 Ref{"Fscr;", 8497, 0},
181 Ref{"GJcy;", 1027, 0},
182 Ref{"GT", 62, 0},
183 Ref{"GT;", 62, 0},
184 Ref{"Gamma;", 915, 0},
185 Ref{"Gammad;", 988, 0},
186 Ref{"Gbreve;", 286, 0},
187 Ref{"Gcedil;", 290, 0},
188 Ref{"Gcirc;", 284, 0},
189 Ref{"Gcy;", 1043, 0},
190 Ref{"Gdot;", 288, 0},
191 Ref{"Gfr;", 120074, 0},
192 Ref{"Gg;", 8921, 0},
193 Ref{"Gopf;", 120126, 0},
194 Ref{"GreaterEqual;", 8805, 0},
195 Ref{"GreaterEqualLess;", 8923, 0},
196 Ref{"GreaterFullEqual;", 8807, 0},
197 Ref{"GreaterGreater;", 10914, 0},
198 Ref{"GreaterLess;", 8823, 0},
199 Ref{"GreaterSlantEqual;", 10878, 0},
200 Ref{"GreaterTilde;", 8819, 0},
201 Ref{"Gscr;", 119970, 0},
202 Ref{"Gt;", 8811, 0},
203 Ref{"HARDcy;", 1066, 0},
204 Ref{"Hacek;", 711, 0},
205 Ref{"Hat;", 94, 0},
206 Ref{"Hcirc;", 292, 0},
207 Ref{"Hfr;", 8460, 0},
208 Ref{"HilbertSpace;", 8459, 0},
209 Ref{"Hopf;", 8461, 0},
210 Ref{"HorizontalLine;", 9472, 0},
211 Ref{"Hscr;", 8459, 0},
212 Ref{"Hstrok;", 294, 0},
213 Ref{"HumpDownHump;", 8782, 0},
214 Ref{"HumpEqual;", 8783, 0},
215 Ref{"IEcy;", 1045, 0},
216 Ref{"IJlig;", 306, 0},
217 Ref{"IOcy;", 1025, 0},
218 Ref{"Iacute", 205, 0},
219 Ref{"Iacute;", 205, 0},
220 Ref{"Icirc", 206, 0},
221 Ref{"Icirc;", 206, 0},
222 Ref{"Icy;", 1048, 0},
223 Ref{"Idot;", 304, 0},
224 Ref{"Ifr;", 8465, 0},
225 Ref{"Igrave", 204, 0},
226 Ref{"Igrave;", 204, 0},
227 Ref{"Im;", 8465, 0},
228 Ref{"Imacr;", 298, 0},
229 Ref{"ImaginaryI;", 8520, 0},
230 Ref{"Implies;", 8658, 0},
231 Ref{"Int;", 8748, 0},
232 Ref{"Integral;", 8747, 0},
233 Ref{"Intersection;", 8898, 0},
234 Ref{"InvisibleComma;", 8291, 0},
235 Ref{"InvisibleTimes;", 8290, 0},
236 Ref{"Iogon;", 302, 0},
237 Ref{"Iopf;", 120128, 0},
238 Ref{"Iota;", 921, 0},
239 Ref{"Iscr;", 8464, 0},
240 Ref{"Itilde;", 296, 0},
241 Ref{"Iukcy;", 1030, 0},
242 Ref{"Iuml", 207, 0},
243 Ref{"Iuml;", 207, 0},
244 Ref{"Jcirc;", 308, 0},
245 Ref{"Jcy;", 1049, 0},
246 Ref{"Jfr;", 120077, 0},
247 Ref{"Jopf;", 120129, 0},
248 Ref{"Jscr;", 119973, 0},
249 Ref{"Jsercy;", 1032, 0},
250 Ref{"Jukcy;", 1028, 0},
251 Ref{"KHcy;", 1061, 0},
252 Ref{"KJcy;", 1036, 0},
253 Ref{"Kappa;", 922, 0},
254 Ref{"Kcedil;", 310, 0},
255 Ref{"Kcy;", 1050, 0},
256 Ref{"Kfr;", 120078, 0},
257 Ref{"Kopf;", 120130, 0},
258 Ref{"Kscr;", 119974, 0},
259 Ref{"LJcy;", 1033, 0},
260 Ref{"LT", 60, 0},
261 Ref{"LT;", 60, 0},
262 Ref{"Lacute;", 313, 0},
263 Ref{"Lambda;", 923, 0},
264 Ref{"Lang;", 10218, 0},
265 Ref{"Laplacetrf;", 8466, 0},
266 Ref{"Larr;", 8606, 0},
267 Ref{"Lcaron;", 317, 0},
268 Ref{"Lcedil;", 315, 0},
269 Ref{"Lcy;", 1051, 0},
270 Ref{"LeftAngleBracket;", 10216, 0},
271 Ref{"LeftArrow;", 8592, 0},
272 Ref{"LeftArrowBar;", 8676, 0},
273 Ref{"LeftArrowRightArrow;", 8646, 0},
274 Ref{"LeftCeiling;", 8968, 0},
275 Ref{"LeftDoubleBracket;", 10214, 0},
276 Ref{"LeftDownTeeVector;", 10593, 0},
277 Ref{"LeftDownVector;", 8643, 0},
278 Ref{"LeftDownVectorBar;", 10585, 0},
279 Ref{"LeftFloor;", 8970, 0},
280 Ref{"LeftRightArrow;", 8596, 0},
281 Ref{"LeftRightVector;", 10574, 0},
282 Ref{"LeftTee;", 8867, 0},
283 Ref{"LeftTeeArrow;", 8612, 0},
284 Ref{"LeftTeeVector;", 10586, 0},
285 Ref{"LeftTriangle;", 8882, 0},
286 Ref{"LeftTriangleBar;", 10703, 0},
287 Ref{"LeftTriangleEqual;", 8884, 0},
288 Ref{"LeftUpDownVector;", 10577, 0},
289 Ref{"LeftUpTeeVector;", 10592, 0},
290 Ref{"LeftUpVector;", 8639, 0},
291 Ref{"LeftUpVectorBar;", 10584, 0},
292 Ref{"LeftVector;", 8636, 0},
293 Ref{"LeftVectorBar;", 10578, 0},
294 Ref{"Leftarrow;", 8656, 0},
295 Ref{"Leftrightarrow;", 8660, 0},
296 Ref{"LessEqualGreater;", 8922, 0},
297 Ref{"LessFullEqual;", 8806, 0},
298 Ref{"LessGreater;", 8822, 0},
299 Ref{"LessLess;", 10913, 0},
300 Ref{"LessSlantEqual;", 10877, 0},
301 Ref{"LessTilde;", 8818, 0},
302 Ref{"Lfr;", 120079, 0},
303 Ref{"Ll;", 8920, 0},
304 Ref{"Lleftarrow;", 8666, 0},
305 Ref{"Lmidot;", 319, 0},
306 Ref{"LongLeftArrow;", 10229, 0},
307 Ref{"LongLeftRightArrow;", 10231, 0},
308 Ref{"LongRightArrow;", 10230, 0},
309 Ref{"Longleftarrow;", 10232, 0},
310 Ref{"Longleftrightarrow;", 10234, 0},
311 Ref{"Longrightarrow;", 10233, 0},
312 Ref{"Lopf;", 120131, 0},
313 Ref{"LowerLeftArrow;", 8601, 0},
314 Ref{"LowerRightArrow;", 8600, 0},
315 Ref{"Lscr;", 8466, 0},
316 Ref{"Lsh;", 8624, 0},
317 Ref{"Lstrok;", 321, 0},
318 Ref{"Lt;", 8810, 0},
319 Ref{"Map;", 10501, 0},
320 Ref{"Mcy;", 1052, 0},
321 Ref{"MediumSpace;", 8287, 0},
322 Ref{"Mellintrf;", 8499, 0},
323 Ref{"Mfr;", 120080, 0},
324 Ref{"MinusPlus;", 8723, 0},
325 Ref{"Mopf;", 120132, 0},
326 Ref{"Mscr;", 8499, 0},
327 Ref{"Mu;", 924, 0},
328 Ref{"NJcy;", 1034, 0},
329 Ref{"Nacute;", 323, 0},
330 Ref{"Ncaron;", 327, 0},
331 Ref{"Ncedil;", 325, 0},
332 Ref{"Ncy;", 1053, 0},
333 Ref{"NegativeMediumSpace;", 8203, 0},
334 Ref{"NegativeThickSpace;", 8203, 0},
335 Ref{"NegativeThinSpace;", 8203, 0},
336 Ref{"NegativeVeryThinSpace;", 8203, 0},
337 Ref{"NestedGreaterGreater;", 8811, 0},
338 Ref{"NestedLessLess;", 8810, 0},
339 Ref{"NewLine;", 10, 0},
340 Ref{"Nfr;", 120081, 0},
341 Ref{"NoBreak;", 8288, 0},
342 Ref{"NonBreakingSpace;", 160, 0},
343 Ref{"Nopf;", 8469, 0},
344 Ref{"Not;", 10988, 0},
345 Ref{"NotCongruent;", 8802, 0},
346 Ref{"NotCupCap;", 8813, 0},
347 Ref{"NotDoubleVerticalBar;", 8742, 0},
348 Ref{"NotElement;", 8713, 0},
349 Ref{"NotEqual;", 8800, 0},
350 Ref{"NotEqualTilde;", 8770, 824},
351 Ref{"NotExists;", 8708, 0},
352 Ref{"NotGreater;", 8815, 0},
353 Ref{"NotGreaterEqual;", 8817, 0},
354 Ref{"NotGreaterFullEqual;", 8807, 824},
355 Ref{"NotGreaterGreater;", 8811, 824},
356 Ref{"NotGreaterLess;", 8825, 0},
357 Ref{"NotGreaterSlantEqual;", 10878, 824},
358 Ref{"NotGreaterTilde;", 8821, 0},
359 Ref{"NotHumpDownHump;", 8782, 824},
360 Ref{"NotHumpEqual;", 8783, 824},
361 Ref{"NotLeftTriangle;", 8938, 0},
362 Ref{"NotLeftTriangleBar;", 10703, 824},
363 Ref{"NotLeftTriangleEqual;", 8940, 0},
364 Ref{"NotLess;", 8814, 0},
365 Ref{"NotLessEqual;", 8816, 0},
366 Ref{"NotLessGreater;", 8824, 0},
367 Ref{"NotLessLess;", 8810, 824},
368 Ref{"NotLessSlantEqual;", 10877, 824},
369 Ref{"NotLessTilde;", 8820, 0},
370 Ref{"NotNestedGreaterGreater;", 10914, 824},
371 Ref{"NotNestedLessLess;", 10913, 824},
372 Ref{"NotPrecedes;", 8832, 0},
373 Ref{"NotPrecedesEqual;", 10927, 824},
374 Ref{"NotPrecedesSlantEqual;", 8928, 0},
375 Ref{"NotReverseElement;", 8716, 0},
376 Ref{"NotRightTriangle;", 8939, 0},
377 Ref{"NotRightTriangleBar;", 10704, 824},
378 Ref{"NotRightTriangleEqual;", 8941, 0},
379 Ref{"NotSquareSubset;", 8847, 824},
380 Ref{"NotSquareSubsetEqual;", 8930, 0},
381 Ref{"NotSquareSuperset;", 8848, 824},
382 Ref{"NotSquareSupersetEqual;", 8931, 0},
383 Ref{"NotSubset;", 8834, 8402},
384 Ref{"NotSubsetEqual;", 8840, 0},
385 Ref{"NotSucceeds;", 8833, 0},
386 Ref{"NotSucceedsEqual;", 10928, 824},
387 Ref{"NotSucceedsSlantEqual;", 8929, 0},
388 Ref{"NotSucceedsTilde;", 8831, 824},
389 Ref{"NotSuperset;", 8835, 8402},
390 Ref{"NotSupersetEqual;", 8841, 0},
391 Ref{"NotTilde;", 8769, 0},
392 Ref{"NotTildeEqual;", 8772, 0},
393 Ref{"NotTildeFullEqual;", 8775, 0},
394 Ref{"NotTildeTilde;", 8777, 0},
395 Ref{"NotVerticalBar;", 8740, 0},
396 Ref{"Nscr;", 119977, 0},
397 Ref{"Ntilde", 209, 0},
398 Ref{"Ntilde;", 209, 0},
399 Ref{"Nu;", 925, 0},
400 Ref{"OElig;", 338, 0},
401 Ref{"Oacute", 211, 0},
402 Ref{"Oacute;", 211, 0},
403 Ref{"Ocirc", 212, 0},
404 Ref{"Ocirc;", 212, 0},
405 Ref{"Ocy;", 1054, 0},
406 Ref{"Odblac;", 336, 0},
407 Ref{"Ofr;", 120082, 0},
408 Ref{"Ograve", 210, 0},
409 Ref{"Ograve;", 210, 0},
410 Ref{"Omacr;", 332, 0},
411 Ref{"Omega;", 937, 0},
412 Ref{"Omicron;", 927, 0},
413 Ref{"Oopf;", 120134, 0},
414 Ref{"OpenCurlyDoubleQuote;", 8220, 0},
415 Ref{"OpenCurlyQuote;", 8216, 0},
416 Ref{"Or;", 10836, 0},
417 Ref{"Oscr;", 119978, 0},
418 Ref{"Oslash", 216, 0},
419 Ref{"Oslash;", 216, 0},
420 Ref{"Otilde", 213, 0},
421 Ref{"Otilde;", 213, 0},
422 Ref{"Otimes;", 10807, 0},
423 Ref{"Ouml", 214, 0},
424 Ref{"Ouml;", 214, 0},
425 Ref{"OverBar;", 8254, 0},
426 Ref{"OverBrace;", 9182, 0},
427 Ref{"OverBracket;", 9140, 0},
428 Ref{"OverParenthesis;", 9180, 0},
429 Ref{"PartialD;", 8706, 0},
430 Ref{"Pcy;", 1055, 0},
431 Ref{"Pfr;", 120083, 0},
432 Ref{"Phi;", 934, 0},
433 Ref{"Pi;", 928, 0},
434 Ref{"PlusMinus;", 177, 0},
435 Ref{"Poincareplane;", 8460, 0},
436 Ref{"Popf;", 8473, 0},
437 Ref{"Pr;", 10939, 0},
438 Ref{"Precedes;", 8826, 0},
439 Ref{"PrecedesEqual;", 10927, 0},
440 Ref{"PrecedesSlantEqual;", 8828, 0},
441 Ref{"PrecedesTilde;", 8830, 0},
442 Ref{"Prime;", 8243, 0},
443 Ref{"Product;", 8719, 0},
444 Ref{"Proportion;", 8759, 0},
445 Ref{"Proportional;", 8733, 0},
446 Ref{"Pscr;", 119979, 0},
447 Ref{"Psi;", 936, 0},
448 Ref{"QUOT", 34, 0},
449 Ref{"QUOT;", 34, 0},
450 Ref{"Qfr;", 120084, 0},
451 Ref{"Qopf;", 8474, 0},
452 Ref{"Qscr;", 119980, 0},
453 Ref{"RBarr;", 10512, 0},
454 Ref{"REG", 174, 0},
455 Ref{"REG;", 174, 0},
456 Ref{"Racute;", 340, 0},
457 Ref{"Rang;", 10219, 0},
458 Ref{"Rarr;", 8608, 0},
459 Ref{"Rarrtl;", 10518, 0},
460 Ref{"Rcaron;", 344, 0},
461 Ref{"Rcedil;", 342, 0},
462 Ref{"Rcy;", 1056, 0},
463 Ref{"Re;", 8476, 0},
464 Ref{"ReverseElement;", 8715, 0},
465 Ref{"ReverseEquilibrium;", 8651, 0},
466 Ref{"ReverseUpEquilibrium;", 10607, 0},
467 Ref{"Rfr;", 8476, 0},
468 Ref{"Rho;", 929, 0},
469 Ref{"RightAngleBracket;", 10217, 0},
470 Ref{"RightArrow;", 8594, 0},
471 Ref{"RightArrowBar;", 8677, 0},
472 Ref{"RightArrowLeftArrow;", 8644, 0},
473 Ref{"RightCeiling;", 8969, 0},
474 Ref{"RightDoubleBracket;", 10215, 0},
475 Ref{"RightDownTeeVector;", 10589, 0},
476 Ref{"RightDownVector;", 8642, 0},
477 Ref{"RightDownVectorBar;", 10581, 0},
478 Ref{"RightFloor;", 8971, 0},
479 Ref{"RightTee;", 8866, 0},
480 Ref{"RightTeeArrow;", 8614, 0},
481 Ref{"RightTeeVector;", 10587, 0},
482 Ref{"RightTriangle;", 8883, 0},
483 Ref{"RightTriangleBar;", 10704, 0},
484 Ref{"RightTriangleEqual;", 8885, 0},
485 Ref{"RightUpDownVector;", 10575, 0},
486 Ref{"RightUpTeeVector;", 10588, 0},
487 Ref{"RightUpVector;", 8638, 0},
488 Ref{"RightUpVectorBar;", 10580, 0},
489 Ref{"RightVector;", 8640, 0},
490 Ref{"RightVectorBar;", 10579, 0},
491 Ref{"Rightarrow;", 8658, 0},
492 Ref{"Ropf;", 8477, 0},
493 Ref{"RoundImplies;", 10608, 0},
494 Ref{"Rrightarrow;", 8667, 0},
495 Ref{"Rscr;", 8475, 0},
496 Ref{"Rsh;", 8625, 0},
497 Ref{"RuleDelayed;", 10740, 0},
498 Ref{"SHCHcy;", 1065, 0},
499 Ref{"SHcy;", 1064, 0},
500 Ref{"SOFTcy;", 1068, 0},
501 Ref{"Sacute;", 346, 0},
502 Ref{"Sc;", 10940, 0},
503 Ref{"Scaron;", 352, 0},
504 Ref{"Scedil;", 350, 0},
505 Ref{"Scirc;", 348, 0},
506 Ref{"Scy;", 1057, 0},
507 Ref{"Sfr;", 120086, 0},
508 Ref{"ShortDownArrow;", 8595, 0},
509 Ref{"ShortLeftArrow;", 8592, 0},
510 Ref{"ShortRightArrow;", 8594, 0},
511 Ref{"ShortUpArrow;", 8593, 0},
512 Ref{"Sigma;", 931, 0},
513 Ref{"SmallCircle;", 8728, 0},
514 Ref{"Sopf;", 120138, 0},
515 Ref{"Sqrt;", 8730, 0},
516 Ref{"Square;", 9633, 0},
517 Ref{"SquareIntersection;", 8851, 0},
518 Ref{"SquareSubset;", 8847, 0},
519 Ref{"SquareSubsetEqual;", 8849, 0},
520 Ref{"SquareSuperset;", 8848, 0},
521 Ref{"SquareSupersetEqual;", 8850, 0},
522 Ref{"SquareUnion;", 8852, 0},
523 Ref{"Sscr;", 119982, 0},
524 Ref{"Star;", 8902, 0},
525 Ref{"Sub;", 8912, 0},
526 Ref{"Subset;", 8912, 0},
527 Ref{"SubsetEqual;", 8838, 0},
528 Ref{"Succeeds;", 8827, 0},
529 Ref{"SucceedsEqual;", 10928, 0},
530 Ref{"SucceedsSlantEqual;", 8829, 0},
531 Ref{"SucceedsTilde;", 8831, 0},
532 Ref{"SuchThat;", 8715, 0},
533 Ref{"Sum;", 8721, 0},
534 Ref{"Sup;", 8913, 0},
535 Ref{"Superset;", 8835, 0},
536 Ref{"SupersetEqual;", 8839, 0},
537 Ref{"Supset;", 8913, 0},
538 Ref{"THORN", 222, 0},
539 Ref{"THORN;", 222, 0},
540 Ref{"TRADE;", 8482, 0},
541 Ref{"TSHcy;", 1035, 0},
542 Ref{"TScy;", 1062, 0},
543 Ref{"Tab;", 9, 0},
544 Ref{"Tau;", 932, 0},
545 Ref{"Tcaron;", 356, 0},
546 Ref{"Tcedil;", 354, 0},
547 Ref{"Tcy;", 1058, 0},
548 Ref{"Tfr;", 120087, 0},
549 Ref{"Therefore;", 8756, 0},
550 Ref{"Theta;", 920, 0},
551 Ref{"ThickSpace;", 8287, 8202},
552 Ref{"ThinSpace;", 8201, 0},
553 Ref{"Tilde;", 8764, 0},
554 Ref{"TildeEqual;", 8771, 0},
555 Ref{"TildeFullEqual;", 8773, 0},
556 Ref{"TildeTilde;", 8776, 0},
557 Ref{"Topf;", 120139, 0},
558 Ref{"TripleDot;", 8411, 0},
559 Ref{"Tscr;", 119983, 0},
560 Ref{"Tstrok;", 358, 0},
561 Ref{"Uacute", 218, 0},
562 Ref{"Uacute;", 218, 0},
563 Ref{"Uarr;", 8607, 0},
564 Ref{"Uarrocir;", 10569, 0},
565 Ref{"Ubrcy;", 1038, 0},
566 Ref{"Ubreve;", 364, 0},
567 Ref{"Ucirc", 219, 0},
568 Ref{"Ucirc;", 219, 0},
569 Ref{"Ucy;", 1059, 0},
570 Ref{"Udblac;", 368, 0},
571 Ref{"Ufr;", 120088, 0},
572 Ref{"Ugrave", 217, 0},
573 Ref{"Ugrave;", 217, 0},
574 Ref{"Umacr;", 362, 0},
575 Ref{"UnderBar;", 95, 0},
576 Ref{"UnderBrace;", 9183, 0},
577 Ref{"UnderBracket;", 9141, 0},
578 Ref{"UnderParenthesis;", 9181, 0},
579 Ref{"Union;", 8899, 0},
580 Ref{"UnionPlus;", 8846, 0},
581 Ref{"Uogon;", 370, 0},
582 Ref{"Uopf;", 120140, 0},
583 Ref{"UpArrow;", 8593, 0},
584 Ref{"UpArrowBar;", 10514, 0},
585 Ref{"UpArrowDownArrow;", 8645, 0},
586 Ref{"UpDownArrow;", 8597, 0},
587 Ref{"UpEquilibrium;", 10606, 0},
588 Ref{"UpTee;", 8869, 0},
589 Ref{"UpTeeArrow;", 8613, 0},
590 Ref{"Uparrow;", 8657, 0},
591 Ref{"Updownarrow;", 8661, 0},
592 Ref{"UpperLeftArrow;", 8598, 0},
593 Ref{"UpperRightArrow;", 8599, 0},
594 Ref{"Upsi;", 978, 0},
595 Ref{"Upsilon;", 933, 0},
596 Ref{"Uring;", 366, 0},
597 Ref{"Uscr;", 119984, 0},
598 Ref{"Utilde;", 360, 0},
599 Ref{"Uuml", 220, 0},
600 Ref{"Uuml;", 220, 0},
601 Ref{"VDash;", 8875, 0},
602 Ref{"Vbar;", 10987, 0},
603 Ref{"Vcy;", 1042, 0},
604 Ref{"Vdash;", 8873, 0},
605 Ref{"Vdashl;", 10982, 0},
606 Ref{"Vee;", 8897, 0},
607 Ref{"Verbar;", 8214, 0},
608 Ref{"Vert;", 8214, 0},
609 Ref{"VerticalBar;", 8739, 0},
610 Ref{"VerticalLine;", 124, 0},
611 Ref{"VerticalSeparator;", 10072, 0},
612 Ref{"VerticalTilde;", 8768, 0},
613 Ref{"VeryThinSpace;", 8202, 0},
614 Ref{"Vfr;", 120089, 0},
615 Ref{"Vopf;", 120141, 0},
616 Ref{"Vscr;", 119985, 0},
617 Ref{"Vvdash;", 8874, 0},
618 Ref{"Wcirc;", 372, 0},
619 Ref{"Wedge;", 8896, 0},
620 Ref{"Wfr;", 120090, 0},
621 Ref{"Wopf;", 120142, 0},
622 Ref{"Wscr;", 119986, 0},
623 Ref{"Xfr;", 120091, 0},
624 Ref{"Xi;", 926, 0},
625 Ref{"Xopf;", 120143, 0},
626 Ref{"Xscr;", 119987, 0},
627 Ref{"YAcy;", 1071, 0},
628 Ref{"YIcy;", 1031, 0},
629 Ref{"YUcy;", 1070, 0},
630 Ref{"Yacute", 221, 0},
631 Ref{"Yacute;", 221, 0},
632 Ref{"Ycirc;", 374, 0},
633 Ref{"Ycy;", 1067, 0},
634 Ref{"Yfr;", 120092, 0},
635 Ref{"Yopf;", 120144, 0},
636 Ref{"Yscr;", 119988, 0},
637 Ref{"Yuml;", 376, 0},
638 Ref{"ZHcy;", 1046, 0},
639 Ref{"Zacute;", 377, 0},
640 Ref{"Zcaron;", 381, 0},
641 Ref{"Zcy;", 1047, 0},
642 Ref{"Zdot;", 379, 0},
643 Ref{"ZeroWidthSpace;", 8203, 0},
644 Ref{"Zeta;", 918, 0},
645 Ref{"Zfr;", 8488, 0},
646 Ref{"Zopf;", 8484, 0},
647 Ref{"Zscr;", 119989, 0},
648 Ref{"aacute", 225, 0},
649 Ref{"aacute;", 225, 0},
650 Ref{"abreve;", 259, 0},
651 Ref{"ac;", 8766, 0},
652 Ref{"acE;", 8766, 819},
653 Ref{"acd;", 8767, 0},
654 Ref{"acirc", 226, 0},
655 Ref{"acirc;", 226, 0},
656 Ref{"acute", 180, 0},
657 Ref{"acute;", 180, 0},
658 Ref{"acy;", 1072, 0},
659 Ref{"aelig", 230, 0},
660 Ref{"aelig;", 230, 0},
661 Ref{"af;", 8289, 0},
662 Ref{"afr;", 120094, 0},
663 Ref{"agrave", 224, 0},
664 Ref{"agrave;", 224, 0},
665 Ref{"alefsym;", 8501, 0},
666 Ref{"aleph;", 8501, 0},
667 Ref{"alpha;", 945, 0},
668 Ref{"amacr;", 257, 0},
669 Ref{"amalg;", 10815, 0},
670 Ref{"amp", 38, 0},
671 Ref{"amp;", 38, 0},
672 Ref{"and;", 8743, 0},
673 Ref{"andand;", 10837, 0},
674 Ref{"andd;", 10844, 0},
675 Ref{"andslope;", 10840, 0},
676 Ref{"andv;", 10842, 0},
677 Ref{"ang;", 8736, 0},
678 Ref{"ange;", 10660, 0},
679 Ref{"angle;", 8736, 0},
680 Ref{"angmsd;", 8737, 0},
681 Ref{"angmsdaa;", 10664, 0},
682 Ref{"angmsdab;", 10665, 0},
683 Ref{"angmsdac;", 10666, 0},
684 Ref{"angmsdad;", 10667, 0},
685 Ref{"angmsdae;", 10668, 0},
686 Ref{"angmsdaf;", 10669, 0},
687 Ref{"angmsdag;", 10670, 0},
688 Ref{"angmsdah;", 10671, 0},
689 Ref{"angrt;", 8735, 0},
690 Ref{"angrtvb;", 8894, 0},
691 Ref{"angrtvbd;", 10653, 0},
692 Ref{"angsph;", 8738, 0},
693 Ref{"angst;", 197, 0},
694 Ref{"angzarr;", 9084, 0},
695 Ref{"aogon;", 261, 0},
696 Ref{"aopf;", 120146, 0},
697 Ref{"ap;", 8776, 0},
698 Ref{"apE;", 10864, 0},
699 Ref{"apacir;", 10863, 0},
700 Ref{"ape;", 8778, 0},
701 Ref{"apid;", 8779, 0},
702 Ref{"apos;", 39, 0},
703 Ref{"approx;", 8776, 0},
704 Ref{"approxeq;", 8778, 0},
705 Ref{"aring", 229, 0},
706 Ref{"aring;", 229, 0},
707 Ref{"ascr;", 119990, 0},
708 Ref{"ast;", 42, 0},
709 Ref{"asymp;", 8776, 0},
710 Ref{"asympeq;", 8781, 0},
711 Ref{"atilde", 227, 0},
712 Ref{"atilde;", 227, 0},
713 Ref{"auml", 228, 0},
714 Ref{"auml;", 228, 0},
715 Ref{"awconint;", 8755, 0},
716 Ref{"awint;", 10769, 0},
717 Ref{"bNot;", 10989, 0},
718 Ref{"backcong;", 8780, 0},
719 Ref{"backepsilon;", 1014, 0},
720 Ref{"backprime;", 8245, 0},
721 Ref{"backsim;", 8765, 0},
722 Ref{"backsimeq;", 8909, 0},
723 Ref{"barvee;", 8893, 0},
724 Ref{"barwed;", 8965, 0},
725 Ref{"barwedge;", 8965, 0},
726 Ref{"bbrk;", 9141, 0},
727 Ref{"bbrktbrk;", 9142, 0},
728 Ref{"bcong;", 8780, 0},
729 Ref{"bcy;", 1073, 0},
730 Ref{"bdquo;", 8222, 0},
731 Ref{"becaus;", 8757, 0},
732 Ref{"because;", 8757, 0},
733 Ref{"bemptyv;", 10672, 0},
734 Ref{"bepsi;", 1014, 0},
735 Ref{"bernou;", 8492, 0},
736 Ref{"beta;", 946, 0},
737 Ref{"beth;", 8502, 0},
738 Ref{"between;", 8812, 0},
739 Ref{"bfr;", 120095, 0},
740 Ref{"bigcap;", 8898, 0},
741 Ref{"bigcirc;", 9711, 0},
742 Ref{"bigcup;", 8899, 0},
743 Ref{"bigodot;", 10752, 0},
744 Ref{"bigoplus;", 10753, 0},
745 Ref{"bigotimes;", 10754, 0},
746 Ref{"bigsqcup;", 10758, 0},
747 Ref{"bigstar;", 9733, 0},
748 Ref{"bigtriangledown;", 9661, 0},
749 Ref{"bigtriangleup;", 9651, 0},
750 Ref{"biguplus;", 10756, 0},
751 Ref{"bigvee;", 8897, 0},
752 Ref{"bigwedge;", 8896, 0},
753 Ref{"bkarow;", 10509, 0},
754 Ref{"blacklozenge;", 10731, 0},
755 Ref{"blacksquare;", 9642, 0},
756 Ref{"blacktriangle;", 9652, 0},
757 Ref{"blacktriangledown;", 9662, 0},
758 Ref{"blacktriangleleft;", 9666, 0},
759 Ref{"blacktriangleright;", 9656, 0},
760 Ref{"blank;", 9251, 0},
761 Ref{"blk12;", 9618, 0},
762 Ref{"blk14;", 9617, 0},
763 Ref{"blk34;", 9619, 0},
764 Ref{"block;", 9608, 0},
765 Ref{"bne;", 61, 8421},
766 Ref{"bnequiv;", 8801, 8421},
767 Ref{"bnot;", 8976, 0},
768 Ref{"bopf;", 120147, 0},
769 Ref{"bot;", 8869, 0},
770 Ref{"bottom;", 8869, 0},
771 Ref{"bowtie;", 8904, 0},
772 Ref{"boxDL;", 9559, 0},
773 Ref{"boxDR;", 9556, 0},
774 Ref{"boxDl;", 9558, 0},
775 Ref{"boxDr;", 9555, 0},
776 Ref{"boxH;", 9552, 0},
777 Ref{"boxHD;", 9574, 0},
778 Ref{"boxHU;", 9577, 0},
779 Ref{"boxHd;", 9572, 0},
780 Ref{"boxHu;", 9575, 0},
781 Ref{"boxUL;", 9565, 0},
782 Ref{"boxUR;", 9562, 0},
783 Ref{"boxUl;", 9564, 0},
784 Ref{"boxUr;", 9561, 0},
785 Ref{"boxV;", 9553, 0},
786 Ref{"boxVH;", 9580, 0},
787 Ref{"boxVL;", 9571, 0},
788 Ref{"boxVR;", 9568, 0},
789 Ref{"boxVh;", 9579, 0},
790 Ref{"boxVl;", 9570, 0},
791 Ref{"boxVr;", 9567, 0},
792 Ref{"boxbox;", 10697, 0},
793 Ref{"boxdL;", 9557, 0},
794 Ref{"boxdR;", 9554, 0},
795 Ref{"boxdl;", 9488, 0},
796 Ref{"boxdr;", 9484, 0},
797 Ref{"boxh;", 9472, 0},
798 Ref{"boxhD;", 9573, 0},
799 Ref{"boxhU;", 9576, 0},
800 Ref{"boxhd;", 9516, 0},
801 Ref{"boxhu;", 9524, 0},
802 Ref{"boxminus;", 8863, 0},
803 Ref{"boxplus;", 8862, 0},
804 Ref{"boxtimes;", 8864, 0},
805 Ref{"boxuL;", 9563, 0},
806 Ref{"boxuR;", 9560, 0},
807 Ref{"boxul;", 9496, 0},
808 Ref{"boxur;", 9492, 0},
809 Ref{"boxv;", 9474, 0},
810 Ref{"boxvH;", 9578, 0},
811 Ref{"boxvL;", 9569, 0},
812 Ref{"boxvR;", 9566, 0},
813 Ref{"boxvh;", 9532, 0},
814 Ref{"boxvl;", 9508, 0},
815 Ref{"boxvr;", 9500, 0},
816 Ref{"bprime;", 8245, 0},
817 Ref{"breve;", 728, 0},
818 Ref{"brvbar", 166, 0},
819 Ref{"brvbar;", 166, 0},
820 Ref{"bscr;", 119991, 0},
821 Ref{"bsemi;", 8271, 0},
822 Ref{"bsim;", 8765, 0},
823 Ref{"bsime;", 8909, 0},
824 Ref{"bsol;", 92, 0},
825 Ref{"bsolb;", 10693, 0},
826 Ref{"bsolhsub;", 10184, 0},
827 Ref{"bull;", 8226, 0},
828 Ref{"bullet;", 8226, 0},
829 Ref{"bump;", 8782, 0},
830 Ref{"bumpE;", 10926, 0},
831 Ref{"bumpe;", 8783, 0},
832 Ref{"bumpeq;", 8783, 0},
833 Ref{"cacute;", 263, 0},
834 Ref{"cap;", 8745, 0},
835 Ref{"capand;", 10820, 0},
836 Ref{"capbrcup;", 10825, 0},
837 Ref{"capcap;", 10827, 0},
838 Ref{"capcup;", 10823, 0},
839 Ref{"capdot;", 10816, 0},
840 Ref{"caps;", 8745, 65024},
841 Ref{"caret;", 8257, 0},
842 Ref{"caron;", 711, 0},
843 Ref{"ccaps;", 10829, 0},
844 Ref{"ccaron;", 269, 0},
845 Ref{"ccedil", 231, 0},
846 Ref{"ccedil;", 231, 0},
847 Ref{"ccirc;", 265, 0},
848 Ref{"ccups;", 10828, 0},
849 Ref{"ccupssm;", 10832, 0},
850 Ref{"cdot;", 267, 0},
851 Ref{"cedil", 184, 0},
852 Ref{"cedil;", 184, 0},
853 Ref{"cemptyv;", 10674, 0},
854 Ref{"cent", 162, 0},
855 Ref{"cent;", 162, 0},
856 Ref{"centerdot;", 183, 0},
857 Ref{"cfr;", 120096, 0},
858 Ref{"chcy;", 1095, 0},
859 Ref{"check;", 10003, 0},
860 Ref{"checkmark;", 10003, 0},
861 Ref{"chi;", 967, 0},
862 Ref{"cir;", 9675, 0},
863 Ref{"cirE;", 10691, 0},
864 Ref{"circ;", 710, 0},
865 Ref{"circeq;", 8791, 0},
866 Ref{"circlearrowleft;", 8634, 0},
867 Ref{"circlearrowright;", 8635, 0},
868 Ref{"circledR;", 174, 0},
869 Ref{"circledS;", 9416, 0},
870 Ref{"circledast;", 8859, 0},
871 Ref{"circledcirc;", 8858, 0},
872 Ref{"circleddash;", 8861, 0},
873 Ref{"cire;", 8791, 0},
874 Ref{"cirfnint;", 10768, 0},
875 Ref{"cirmid;", 10991, 0},
876 Ref{"cirscir;", 10690, 0},
877 Ref{"clubs;", 9827, 0},
878 Ref{"clubsuit;", 9827, 0},
879 Ref{"colon;", 58, 0},
880 Ref{"colone;", 8788, 0},
881 Ref{"coloneq;", 8788, 0},
882 Ref{"comma;", 44, 0},
883 Ref{"commat;", 64, 0},
884 Ref{"comp;", 8705, 0},
885 Ref{"compfn;", 8728, 0},
886 Ref{"complement;", 8705, 0},
887 Ref{"complexes;", 8450, 0},
888 Ref{"cong;", 8773, 0},
889 Ref{"congdot;", 10861, 0},
890 Ref{"conint;", 8750, 0},
891 Ref{"copf;", 120148, 0},
892 Ref{"coprod;", 8720, 0},
893 Ref{"copy", 169, 0},
894 Ref{"copy;", 169, 0},
895 Ref{"copysr;", 8471, 0},
896 Ref{"crarr;", 8629, 0},
897 Ref{"cross;", 10007, 0},
898 Ref{"cscr;", 119992, 0},
899 Ref{"csub;", 10959, 0},
900 Ref{"csube;", 10961, 0},
901 Ref{"csup;", 10960, 0},
902 Ref{"csupe;", 10962, 0},
903 Ref{"ctdot;", 8943, 0},
904 Ref{"cudarrl;", 10552, 0},
905 Ref{"cudarrr;", 10549, 0},
906 Ref{"cuepr;", 8926, 0},
907 Ref{"cuesc;", 8927, 0},
908 Ref{"cularr;", 8630, 0},
909 Ref{"cularrp;", 10557, 0},
910 Ref{"cup;", 8746, 0},
911 Ref{"cupbrcap;", 10824, 0},
912 Ref{"cupcap;", 10822, 0},
913 Ref{"cupcup;", 10826, 0},
914 Ref{"cupdot;", 8845, 0},
915 Ref{"cupor;", 10821, 0},
916 Ref{"cups;", 8746, 65024},
917 Ref{"curarr;", 8631, 0},
918 Ref{"curarrm;", 10556, 0},
919 Ref{"curlyeqprec;", 8926, 0},
920 Ref{"curlyeqsucc;", 8927, 0},
921 Ref{"curlyvee;", 8910, 0},
922 Ref{"curlywedge;", 8911, 0},
923 Ref{"curren", 164, 0},
924 Ref{"curren;", 164, 0},
925 Ref{"curvearrowleft;", 8630, 0},
926 Ref{"curvearrowright;", 8631, 0},
927 Ref{"cuvee;", 8910, 0},
928 Ref{"cuwed;", 8911, 0},
929 Ref{"cwconint;", 8754, 0},
930 Ref{"cwint;", 8753, 0},
931 Ref{"cylcty;", 9005, 0},
932 Ref{"dArr;", 8659, 0},
933 Ref{"dHar;", 10597, 0},
934 Ref{"dagger;", 8224, 0},
935 Ref{"daleth;", 8504, 0},
936 Ref{"darr;", 8595, 0},
937 Ref{"dash;", 8208, 0},
938 Ref{"dashv;", 8867, 0},
939 Ref{"dbkarow;", 10511, 0},
940 Ref{"dblac;", 733, 0},
941 Ref{"dcaron;", 271, 0},
942 Ref{"dcy;", 1076, 0},
943 Ref{"dd;", 8518, 0},
944 Ref{"ddagger;", 8225, 0},
945 Ref{"ddarr;", 8650, 0},
946 Ref{"ddotseq;", 10871, 0},
947 Ref{"deg", 176, 0},
948 Ref{"deg;", 176, 0},
949 Ref{"delta;", 948, 0},
950 Ref{"demptyv;", 10673, 0},
951 Ref{"dfisht;", 10623, 0},
952 Ref{"dfr;", 120097, 0},
953 Ref{"dharl;", 8643, 0},
954 Ref{"dharr;", 8642, 0},
955 Ref{"diam;", 8900, 0},
956 Ref{"diamond;", 8900, 0},
957 Ref{"diamondsuit;", 9830, 0},
958 Ref{"diams;", 9830, 0},
959 Ref{"die;", 168, 0},
960 Ref{"digamma;", 989, 0},
961 Ref{"disin;", 8946, 0},
962 Ref{"div;", 247, 0},
963 Ref{"divide", 247, 0},
964 Ref{"divide;", 247, 0},
965 Ref{"divideontimes;", 8903, 0},
966 Ref{"divonx;", 8903, 0},
967 Ref{"djcy;", 1106, 0},
968 Ref{"dlcorn;", 8990, 0},
969 Ref{"dlcrop;", 8973, 0},
970 Ref{"dollar;", 36, 0},
971 Ref{"dopf;", 120149, 0},
972 Ref{"dot;", 729, 0},
973 Ref{"doteq;", 8784, 0},
974 Ref{"doteqdot;", 8785, 0},
975 Ref{"dotminus;", 8760, 0},
976 Ref{"dotplus;", 8724, 0},
977 Ref{"dotsquare;", 8865, 0},
978 Ref{"doublebarwedge;", 8966, 0},
979 Ref{"downarrow;", 8595, 0},
980 Ref{"downdownarrows;", 8650, 0},
981 Ref{"downharpoonleft;", 8643, 0},
982 Ref{"downharpoonright;", 8642, 0},
983 Ref{"drbkarow;", 10512, 0},
984 Ref{"drcorn;", 8991, 0},
985 Ref{"drcrop;", 8972, 0},
986 Ref{"dscr;", 119993, 0},
987 Ref{"dscy;", 1109, 0},
988 Ref{"dsol;", 10742, 0},
989 Ref{"dstrok;", 273, 0},
990 Ref{"dtdot;", 8945, 0},
991 Ref{"dtri;", 9663, 0},
992 Ref{"dtrif;", 9662, 0},
993 Ref{"duarr;", 8693, 0},
994 Ref{"duhar;", 10607, 0},
995 Ref{"dwangle;", 10662, 0},
996 Ref{"dzcy;", 1119, 0},
997 Ref{"dzigrarr;", 10239, 0},
998 Ref{"eDDot;", 10871, 0},
999 Ref{"eDot;", 8785, 0},
1000 Ref{"eacute", 233, 0},
1001 Ref{"eacute;", 233, 0},
1002 Ref{"easter;", 10862, 0},
1003 Ref{"ecaron;", 283, 0},
1004 Ref{"ecir;", 8790, 0},
1005 Ref{"ecirc", 234, 0},
1006 Ref{"ecirc;", 234, 0},
1007 Ref{"ecolon;", 8789, 0},
1008 Ref{"ecy;", 1101, 0},
1009 Ref{"edot;", 279, 0},
1010 Ref{"ee;", 8519, 0},
1011 Ref{"efDot;", 8786, 0},
1012 Ref{"efr;", 120098, 0},
1013 Ref{"eg;", 10906, 0},
1014 Ref{"egrave", 232, 0},
1015 Ref{"egrave;", 232, 0},
1016 Ref{"egs;", 10902, 0},
1017 Ref{"egsdot;", 10904, 0},
1018 Ref{"el;", 10905, 0},
1019 Ref{"elinters;", 9191, 0},
1020 Ref{"ell;", 8467, 0},
1021 Ref{"els;", 10901, 0},
1022 Ref{"elsdot;", 10903, 0},
1023 Ref{"emacr;", 275, 0},
1024 Ref{"empty;", 8709, 0},
1025 Ref{"emptyset;", 8709, 0},
1026 Ref{"emptyv;", 8709, 0},
1027 Ref{"emsp13;", 8196, 0},
1028 Ref{"emsp14;", 8197, 0},
1029 Ref{"emsp;", 8195, 0},
1030 Ref{"eng;", 331, 0},
1031 Ref{"ensp;", 8194, 0},
1032 Ref{"eogon;", 281, 0},
1033 Ref{"eopf;", 120150, 0},
1034 Ref{"epar;", 8917, 0},
1035 Ref{"eparsl;", 10723, 0},
1036 Ref{"eplus;", 10865, 0},
1037 Ref{"epsi;", 949, 0},
1038 Ref{"epsilon;", 949, 0},
1039 Ref{"epsiv;", 1013, 0},
1040 Ref{"eqcirc;", 8790, 0},
1041 Ref{"eqcolon;", 8789, 0},
1042 Ref{"eqsim;", 8770, 0},
1043 Ref{"eqslantgtr;", 10902, 0},
1044 Ref{"eqslantless;", 10901, 0},
1045 Ref{"equals;", 61, 0},
1046 Ref{"equest;", 8799, 0},
1047 Ref{"equiv;", 8801, 0},
1048 Ref{"equivDD;", 10872, 0},
1049 Ref{"eqvparsl;", 10725, 0},
1050 Ref{"erDot;", 8787, 0},
1051 Ref{"erarr;", 10609, 0},
1052 Ref{"escr;", 8495, 0},
1053 Ref{"esdot;", 8784, 0},
1054 Ref{"esim;", 8770, 0},
1055 Ref{"eta;", 951, 0},
1056 Ref{"eth", 240, 0},
1057 Ref{"eth;", 240, 0},
1058 Ref{"euml", 235, 0},
1059 Ref{"euml;", 235, 0},
1060 Ref{"euro;", 8364, 0},
1061 Ref{"excl;", 33, 0},
1062 Ref{"exist;", 8707, 0},
1063 Ref{"expectation;", 8496, 0},
1064 Ref{"exponentiale;", 8519, 0},
1065 Ref{"fallingdotseq;", 8786, 0},
1066 Ref{"fcy;", 1092, 0},
1067 Ref{"female;", 9792, 0},
1068 Ref{"ffilig;", 64259, 0},
1069 Ref{"fflig;", 64256, 0},
1070 Ref{"ffllig;", 64260, 0},
1071 Ref{"ffr;", 120099, 0},
1072 Ref{"filig;", 64257, 0},
1073 Ref{"fjlig;", 102, 106},
1074 Ref{"flat;", 9837, 0},
1075 Ref{"fllig;", 64258, 0},
1076 Ref{"fltns;", 9649, 0},
1077 Ref{"fnof;", 402, 0},
1078 Ref{"fopf;", 120151, 0},
1079 Ref{"forall;", 8704, 0},
1080 Ref{"fork;", 8916, 0},
1081 Ref{"forkv;", 10969, 0},
1082 Ref{"fpartint;", 10765, 0},
1083 Ref{"frac12", 189, 0},
1084 Ref{"frac12;", 189, 0},
1085 Ref{"frac13;", 8531, 0},
1086 Ref{"frac14", 188, 0},
1087 Ref{"frac14;", 188, 0},
1088 Ref{"frac15;", 8533, 0},
1089 Ref{"frac16;", 8537, 0},
1090 Ref{"frac18;", 8539, 0},
1091 Ref{"frac23;", 8532, 0},
1092 Ref{"frac25;", 8534, 0},
1093 Ref{"frac34", 190, 0},
1094 Ref{"frac34;", 190, 0},
1095 Ref{"frac35;", 8535, 0},
1096 Ref{"frac38;", 8540, 0},
1097 Ref{"frac45;", 8536, 0},
1098 Ref{"frac56;", 8538, 0},
1099 Ref{"frac58;", 8541, 0},
1100 Ref{"frac78;", 8542, 0},
1101 Ref{"frasl;", 8260, 0},
1102 Ref{"frown;", 8994, 0},
1103 Ref{"fscr;", 119995, 0},
1104 Ref{"gE;", 8807, 0},
1105 Ref{"gEl;", 10892, 0},
1106 Ref{"gacute;", 501, 0},
1107 Ref{"gamma;", 947, 0},
1108 Ref{"gammad;", 989, 0},
1109 Ref{"gap;", 10886, 0},
1110 Ref{"gbreve;", 287, 0},
1111 Ref{"gcirc;", 285, 0},
1112 Ref{"gcy;", 1075, 0},
1113 Ref{"gdot;", 289, 0},
1114 Ref{"ge;", 8805, 0},
1115 Ref{"gel;", 8923, 0},
1116 Ref{"geq;", 8805, 0},
1117 Ref{"geqq;", 8807, 0},
1118 Ref{"geqslant;", 10878, 0},
1119 Ref{"ges;", 10878, 0},
1120 Ref{"gescc;", 10921, 0},
1121 Ref{"gesdot;", 10880, 0},
1122 Ref{"gesdoto;", 10882, 0},
1123 Ref{"gesdotol;", 10884, 0},
1124 Ref{"gesl;", 8923, 65024},
1125 Ref{"gesles;", 10900, 0},
1126 Ref{"gfr;", 120100, 0},
1127 Ref{"gg;", 8811, 0},
1128 Ref{"ggg;", 8921, 0},
1129 Ref{"gimel;", 8503, 0},
1130 Ref{"gjcy;", 1107, 0},
1131 Ref{"gl;", 8823, 0},
1132 Ref{"glE;", 10898, 0},
1133 Ref{"gla;", 10917, 0},
1134 Ref{"glj;", 10916, 0},
1135 Ref{"gnE;", 8809, 0},
1136 Ref{"gnap;", 10890, 0},
1137 Ref{"gnapprox;", 10890, 0},
1138 Ref{"gne;", 10888, 0},
1139 Ref{"gneq;", 10888, 0},
1140 Ref{"gneqq;", 8809, 0},
1141 Ref{"gnsim;", 8935, 0},
1142 Ref{"gopf;", 120152, 0},
1143 Ref{"grave;", 96, 0},
1144 Ref{"gscr;", 8458, 0},
1145 Ref{"gsim;", 8819, 0},
1146 Ref{"gsime;", 10894, 0},
1147 Ref{"gsiml;", 10896, 0},
1148 Ref{"gt", 62, 0},
1149 Ref{"gt;", 62, 0},
1150 Ref{"gtcc;", 10919, 0},
1151 Ref{"gtcir;", 10874, 0},
1152 Ref{"gtdot;", 8919, 0},
1153 Ref{"gtlPar;", 10645, 0},
1154 Ref{"gtquest;", 10876, 0},
1155 Ref{"gtrapprox;", 10886, 0},
1156 Ref{"gtrarr;", 10616, 0},
1157 Ref{"gtrdot;", 8919, 0},
1158 Ref{"gtreqless;", 8923, 0},
1159 Ref{"gtreqqless;", 10892, 0},
1160 Ref{"gtrless;", 8823, 0},
1161 Ref{"gtrsim;", 8819, 0},
1162 Ref{"gvertneqq;", 8809, 65024},
1163 Ref{"gvnE;", 8809, 65024},
1164 Ref{"hArr;", 8660, 0},
1165 Ref{"hairsp;", 8202, 0},
1166 Ref{"half;", 189, 0},
1167 Ref{"hamilt;", 8459, 0},
1168 Ref{"hardcy;", 1098, 0},
1169 Ref{"harr;", 8596, 0},
1170 Ref{"harrcir;", 10568, 0},
1171 Ref{"harrw;", 8621, 0},
1172 Ref{"hbar;", 8463, 0},
1173 Ref{"hcirc;", 293, 0},
1174 Ref{"hearts;", 9829, 0},
1175 Ref{"heartsuit;", 9829, 0},
1176 Ref{"hellip;", 8230, 0},
1177 Ref{"hercon;", 8889, 0},
1178 Ref{"hfr;", 120101, 0},
1179 Ref{"hksearow;", 10533, 0},
1180 Ref{"hkswarow;", 10534, 0},
1181 Ref{"hoarr;", 8703, 0},
1182 Ref{"homtht;", 8763, 0},
1183 Ref{"hookleftarrow;", 8617, 0},
1184 Ref{"hookrightarrow;", 8618, 0},
1185 Ref{"hopf;", 120153, 0},
1186 Ref{"horbar;", 8213, 0},
1187 Ref{"hscr;", 119997, 0},
1188 Ref{"hslash;", 8463, 0},
1189 Ref{"hstrok;", 295, 0},
1190 Ref{"hybull;", 8259, 0},
1191 Ref{"hyphen;", 8208, 0},
1192 Ref{"iacute", 237, 0},
1193 Ref{"iacute;", 237, 0},
1194 Ref{"ic;", 8291, 0},
1195 Ref{"icirc", 238, 0},
1196 Ref{"icirc;", 238, 0},
1197 Ref{"icy;", 1080, 0},
1198 Ref{"iecy;", 1077, 0},
1199 Ref{"iexcl", 161, 0},
1200 Ref{"iexcl;", 161, 0},
1201 Ref{"iff;", 8660, 0},
1202 Ref{"ifr;", 120102, 0},
1203 Ref{"igrave", 236, 0},
1204 Ref{"igrave;", 236, 0},
1205 Ref{"ii;", 8520, 0},
1206 Ref{"iiiint;", 10764, 0},
1207 Ref{"iiint;", 8749, 0},
1208 Ref{"iinfin;", 10716, 0},
1209 Ref{"iiota;", 8489, 0},
1210 Ref{"ijlig;", 307, 0},
1211 Ref{"imacr;", 299, 0},
1212 Ref{"image;", 8465, 0},
1213 Ref{"imagline;", 8464, 0},
1214 Ref{"imagpart;", 8465, 0},
1215 Ref{"imath;", 305, 0},
1216 Ref{"imof;", 8887, 0},
1217 Ref{"imped;", 437, 0},
1218 Ref{"in;", 8712, 0},
1219 Ref{"incare;", 8453, 0},
1220 Ref{"infin;", 8734, 0},
1221 Ref{"infintie;", 10717, 0},
1222 Ref{"inodot;", 305, 0},
1223 Ref{"int;", 8747, 0},
1224 Ref{"intcal;", 8890, 0},
1225 Ref{"integers;", 8484, 0},
1226 Ref{"intercal;", 8890, 0},
1227 Ref{"intlarhk;", 10775, 0},
1228 Ref{"intprod;", 10812, 0},
1229 Ref{"iocy;", 1105, 0},
1230 Ref{"iogon;", 303, 0},
1231 Ref{"iopf;", 120154, 0},
1232 Ref{"iota;", 953, 0},
1233 Ref{"iprod;", 10812, 0},
1234 Ref{"iquest", 191, 0},
1235 Ref{"iquest;", 191, 0},
1236 Ref{"iscr;", 119998, 0},
1237 Ref{"isin;", 8712, 0},
1238 Ref{"isinE;", 8953, 0},
1239 Ref{"isindot;", 8949, 0},
1240 Ref{"isins;", 8948, 0},
1241 Ref{"isinsv;", 8947, 0},
1242 Ref{"isinv;", 8712, 0},
1243 Ref{"it;", 8290, 0},
1244 Ref{"itilde;", 297, 0},
1245 Ref{"iukcy;", 1110, 0},
1246 Ref{"iuml", 239, 0},
1247 Ref{"iuml;", 239, 0},
1248 Ref{"jcirc;", 309, 0},
1249 Ref{"jcy;", 1081, 0},
1250 Ref{"jfr;", 120103, 0},
1251 Ref{"jmath;", 567, 0},
1252 Ref{"jopf;", 120155, 0},
1253 Ref{"jscr;", 119999, 0},
1254 Ref{"jsercy;", 1112, 0},
1255 Ref{"jukcy;", 1108, 0},
1256 Ref{"kappa;", 954, 0},
1257 Ref{"kappav;", 1008, 0},
1258 Ref{"kcedil;", 311, 0},
1259 Ref{"kcy;", 1082, 0},
1260 Ref{"kfr;", 120104, 0},
1261 Ref{"kgreen;", 312, 0},
1262 Ref{"khcy;", 1093, 0},
1263 Ref{"kjcy;", 1116, 0},
1264 Ref{"kopf;", 120156, 0},
1265 Ref{"kscr;", 120000, 0},
1266 Ref{"lAarr;", 8666, 0},
1267 Ref{"lArr;", 8656, 0},
1268 Ref{"lAtail;", 10523, 0},
1269 Ref{"lBarr;", 10510, 0},
1270 Ref{"lE;", 8806, 0},
1271 Ref{"lEg;", 10891, 0},
1272 Ref{"lHar;", 10594, 0},
1273 Ref{"lacute;", 314, 0},
1274 Ref{"laemptyv;", 10676, 0},
1275 Ref{"lagran;", 8466, 0},
1276 Ref{"lambda;", 955, 0},
1277 Ref{"lang;", 10216, 0},
1278 Ref{"langd;", 10641, 0},
1279 Ref{"langle;", 10216, 0},
1280 Ref{"lap;", 10885, 0},
1281 Ref{"laquo", 171, 0},
1282 Ref{"laquo;", 171, 0},
1283 Ref{"larr;", 8592, 0},
1284 Ref{"larrb;", 8676, 0},
1285 Ref{"larrbfs;", 10527, 0},
1286 Ref{"larrfs;", 10525, 0},
1287 Ref{"larrhk;", 8617, 0},
1288 Ref{"larrlp;", 8619, 0},
1289 Ref{"larrpl;", 10553, 0},
1290 Ref{"larrsim;", 10611, 0},
1291 Ref{"larrtl;", 8610, 0},
1292 Ref{"lat;", 10923, 0},
1293 Ref{"latail;", 10521, 0},
1294 Ref{"late;", 10925, 0},
1295 Ref{"lates;", 10925, 65024},
1296 Ref{"lbarr;", 10508, 0},
1297 Ref{"lbbrk;", 10098, 0},
1298 Ref{"lbrace;", 123, 0},
1299 Ref{"lbrack;", 91, 0},
1300 Ref{"lbrke;", 10635, 0},
1301 Ref{"lbrksld;", 10639, 0},
1302 Ref{"lbrkslu;", 10637, 0},
1303 Ref{"lcaron;", 318, 0},
1304 Ref{"lcedil;", 316, 0},
1305 Ref{"lceil;", 8968, 0},
1306 Ref{"lcub;", 123, 0},
1307 Ref{"lcy;", 1083, 0},
1308 Ref{"ldca;", 10550, 0},
1309 Ref{"ldquo;", 8220, 0},
1310 Ref{"ldquor;", 8222, 0},
1311 Ref{"ldrdhar;", 10599, 0},
1312 Ref{"ldrushar;", 10571, 0},
1313 Ref{"ldsh;", 8626, 0},
1314 Ref{"le;", 8804, 0},
1315 Ref{"leftarrow;", 8592, 0},
1316 Ref{"leftarrowtail;", 8610, 0},
1317 Ref{"leftharpoondown;", 8637, 0},
1318 Ref{"leftharpoonup;", 8636, 0},
1319 Ref{"leftleftarrows;", 8647, 0},
1320 Ref{"leftrightarrow;", 8596, 0},
1321 Ref{"leftrightarrows;", 8646, 0},
1322 Ref{"leftrightharpoons;", 8651, 0},
1323 Ref{"leftrightsquigarrow;", 8621, 0},
1324 Ref{"leftthreetimes;", 8907, 0},
1325 Ref{"leg;", 8922, 0},
1326 Ref{"leq;", 8804, 0},
1327 Ref{"leqq;", 8806, 0},
1328 Ref{"leqslant;", 10877, 0},
1329 Ref{"les;", 10877, 0},
1330 Ref{"lescc;", 10920, 0},
1331 Ref{"lesdot;", 10879, 0},
1332 Ref{"lesdoto;", 10881, 0},
1333 Ref{"lesdotor;", 10883, 0},
1334 Ref{"lesg;", 8922, 65024},
1335 Ref{"lesges;", 10899, 0},
1336 Ref{"lessapprox;", 10885, 0},
1337 Ref{"lessdot;", 8918, 0},
1338 Ref{"lesseqgtr;", 8922, 0},
1339 Ref{"lesseqqgtr;", 10891, 0},
1340 Ref{"lessgtr;", 8822, 0},
1341 Ref{"lesssim;", 8818, 0},
1342 Ref{"lfisht;", 10620, 0},
1343 Ref{"lfloor;", 8970, 0},
1344 Ref{"lfr;", 120105, 0},
1345 Ref{"lg;", 8822, 0},
1346 Ref{"lgE;", 10897, 0},
1347 Ref{"lhard;", 8637, 0},
1348 Ref{"lharu;", 8636, 0},
1349 Ref{"lharul;", 10602, 0},
1350 Ref{"lhblk;", 9604, 0},
1351 Ref{"ljcy;", 1113, 0},
1352 Ref{"ll;", 8810, 0},
1353 Ref{"llarr;", 8647, 0},
1354 Ref{"llcorner;", 8990, 0},
1355 Ref{"llhard;", 10603, 0},
1356 Ref{"lltri;", 9722, 0},
1357 Ref{"lmidot;", 320, 0},
1358 Ref{"lmoust;", 9136, 0},
1359 Ref{"lmoustache;", 9136, 0},
1360 Ref{"lnE;", 8808, 0},
1361 Ref{"lnap;", 10889, 0},
1362 Ref{"lnapprox;", 10889, 0},
1363 Ref{"lne;", 10887, 0},
1364 Ref{"lneq;", 10887, 0},
1365 Ref{"lneqq;", 8808, 0},
1366 Ref{"lnsim;", 8934, 0},
1367 Ref{"loang;", 10220, 0},
1368 Ref{"loarr;", 8701, 0},
1369 Ref{"lobrk;", 10214, 0},
1370 Ref{"longleftarrow;", 10229, 0},
1371 Ref{"longleftrightarrow;", 10231, 0},
1372 Ref{"longmapsto;", 10236, 0},
1373 Ref{"longrightarrow;", 10230, 0},
1374 Ref{"looparrowleft;", 8619, 0},
1375 Ref{"looparrowright;", 8620, 0},
1376 Ref{"lopar;", 10629, 0},
1377 Ref{"lopf;", 120157, 0},
1378 Ref{"loplus;", 10797, 0},
1379 Ref{"lotimes;", 10804, 0},
1380 Ref{"lowast;", 8727, 0},
1381 Ref{"lowbar;", 95, 0},
1382 Ref{"loz;", 9674, 0},
1383 Ref{"lozenge;", 9674, 0},
1384 Ref{"lozf;", 10731, 0},
1385 Ref{"lpar;", 40, 0},
1386 Ref{"lparlt;", 10643, 0},
1387 Ref{"lrarr;", 8646, 0},
1388 Ref{"lrcorner;", 8991, 0},
1389 Ref{"lrhar;", 8651, 0},
1390 Ref{"lrhard;", 10605, 0},
1391 Ref{"lrm;", 8206, 0},
1392 Ref{"lrtri;", 8895, 0},
1393 Ref{"lsaquo;", 8249, 0},
1394 Ref{"lscr;", 120001, 0},
1395 Ref{"lsh;", 8624, 0},
1396 Ref{"lsim;", 8818, 0},
1397 Ref{"lsime;", 10893, 0},
1398 Ref{"lsimg;", 10895, 0},
1399 Ref{"lsqb;", 91, 0},
1400 Ref{"lsquo;", 8216, 0},
1401 Ref{"lsquor;", 8218, 0},
1402 Ref{"lstrok;", 322, 0},
1403 Ref{"lt", 60, 0},
1404 Ref{"lt;", 60, 0},
1405 Ref{"ltcc;", 10918, 0},
1406 Ref{"ltcir;", 10873, 0},
1407 Ref{"ltdot;", 8918, 0},
1408 Ref{"lthree;", 8907, 0},
1409 Ref{"ltimes;", 8905, 0},
1410 Ref{"ltlarr;", 10614, 0},
1411 Ref{"ltquest;", 10875, 0},
1412 Ref{"ltrPar;", 10646, 0},
1413 Ref{"ltri;", 9667, 0},
1414 Ref{"ltrie;", 8884, 0},
1415 Ref{"ltrif;", 9666, 0},
1416 Ref{"lurdshar;", 10570, 0},
1417 Ref{"luruhar;", 10598, 0},
1418 Ref{"lvertneqq;", 8808, 65024},
1419 Ref{"lvnE;", 8808, 65024},
1420 Ref{"mDDot;", 8762, 0},
1421 Ref{"macr", 175, 0},
1422 Ref{"macr;", 175, 0},
1423 Ref{"male;", 9794, 0},
1424 Ref{"malt;", 10016, 0},
1425 Ref{"maltese;", 10016, 0},
1426 Ref{"map;", 8614, 0},
1427 Ref{"mapsto;", 8614, 0},
1428 Ref{"mapstodown;", 8615, 0},
1429 Ref{"mapstoleft;", 8612, 0},
1430 Ref{"mapstoup;", 8613, 0},
1431 Ref{"marker;", 9646, 0},
1432 Ref{"mcomma;", 10793, 0},
1433 Ref{"mcy;", 1084, 0},
1434 Ref{"mdash;", 8212, 0},
1435 Ref{"measuredangle;", 8737, 0},
1436 Ref{"mfr;", 120106, 0},
1437 Ref{"mho;", 8487, 0},
1438 Ref{"micro", 181, 0},
1439 Ref{"micro;", 181, 0},
1440 Ref{"mid;", 8739, 0},
1441 Ref{"midast;", 42, 0},
1442 Ref{"midcir;", 10992, 0},
1443 Ref{"middot", 183, 0},
1444 Ref{"middot;", 183, 0},
1445 Ref{"minus;", 8722, 0},
1446 Ref{"minusb;", 8863, 0},
1447 Ref{"minusd;", 8760, 0},
1448 Ref{"minusdu;", 10794, 0},
1449 Ref{"mlcp;", 10971, 0},
1450 Ref{"mldr;", 8230, 0},
1451 Ref{"mnplus;", 8723, 0},
1452 Ref{"models;", 8871, 0},
1453 Ref{"mopf;", 120158, 0},
1454 Ref{"mp;", 8723, 0},
1455 Ref{"mscr;", 120002, 0},
1456 Ref{"mstpos;", 8766, 0},
1457 Ref{"mu;", 956, 0},
1458 Ref{"multimap;", 8888, 0},
1459 Ref{"mumap;", 8888, 0},
1460 Ref{"nGg;", 8921, 824},
1461 Ref{"nGt;", 8811, 8402},
1462 Ref{"nGtv;", 8811, 824},
1463 Ref{"nLeftarrow;", 8653, 0},
1464 Ref{"nLeftrightarrow;", 8654, 0},
1465 Ref{"nLl;", 8920, 824},
1466 Ref{"nLt;", 8810, 8402},
1467 Ref{"nLtv;", 8810, 824},
1468 Ref{"nRightarrow;", 8655, 0},
1469 Ref{"nVDash;", 8879, 0},
1470 Ref{"nVdash;", 8878, 0},
1471 Ref{"nabla;", 8711, 0},
1472 Ref{"nacute;", 324, 0},
1473 Ref{"nang;", 8736, 8402},
1474 Ref{"nap;", 8777, 0},
1475 Ref{"napE;", 10864, 824},
1476 Ref{"napid;", 8779, 824},
1477 Ref{"napos;", 329, 0},
1478 Ref{"napprox;", 8777, 0},
1479 Ref{"natur;", 9838, 0},
1480 Ref{"natural;", 9838, 0},
1481 Ref{"naturals;", 8469, 0},
1482 Ref{"nbsp", 160, 0},
1483 Ref{"nbsp;", 160, 0},
1484 Ref{"nbump;", 8782, 824},
1485 Ref{"nbumpe;", 8783, 824},
1486 Ref{"ncap;", 10819, 0},
1487 Ref{"ncaron;", 328, 0},
1488 Ref{"ncedil;", 326, 0},
1489 Ref{"ncong;", 8775, 0},
1490 Ref{"ncongdot;", 10861, 824},
1491 Ref{"ncup;", 10818, 0},
1492 Ref{"ncy;", 1085, 0},
1493 Ref{"ndash;", 8211, 0},
1494 Ref{"ne;", 8800, 0},
1495 Ref{"neArr;", 8663, 0},
1496 Ref{"nearhk;", 10532, 0},
1497 Ref{"nearr;", 8599, 0},
1498 Ref{"nearrow;", 8599, 0},
1499 Ref{"nedot;", 8784, 824},
1500 Ref{"nequiv;", 8802, 0},
1501 Ref{"nesear;", 10536, 0},
1502 Ref{"nesim;", 8770, 824},
1503 Ref{"nexist;", 8708, 0},
1504 Ref{"nexists;", 8708, 0},
1505 Ref{"nfr;", 120107, 0},
1506 Ref{"ngE;", 8807, 824},
1507 Ref{"nge;", 8817, 0},
1508 Ref{"ngeq;", 8817, 0},
1509 Ref{"ngeqq;", 8807, 824},
1510 Ref{"ngeqslant;", 10878, 824},
1511 Ref{"nges;", 10878, 824},
1512 Ref{"ngsim;", 8821, 0},
1513 Ref{"ngt;", 8815, 0},
1514 Ref{"ngtr;", 8815, 0},
1515 Ref{"nhArr;", 8654, 0},
1516 Ref{"nharr;", 8622, 0},
1517 Ref{"nhpar;", 10994, 0},
1518 Ref{"ni;", 8715, 0},
1519 Ref{"nis;", 8956, 0},
1520 Ref{"nisd;", 8954, 0},
1521 Ref{"niv;", 8715, 0},
1522 Ref{"njcy;", 1114, 0},
1523 Ref{"nlArr;", 8653, 0},
1524 Ref{"nlE;", 8806, 824},
1525 Ref{"nlarr;", 8602, 0},
1526 Ref{"nldr;", 8229, 0},
1527 Ref{"nle;", 8816, 0},
1528 Ref{"nleftarrow;", 8602, 0},
1529 Ref{"nleftrightarrow;", 8622, 0},
1530 Ref{"nleq;", 8816, 0},
1531 Ref{"nleqq;", 8806, 824},
1532 Ref{"nleqslant;", 10877, 824},
1533 Ref{"nles;", 10877, 824},
1534 Ref{"nless;", 8814, 0},
1535 Ref{"nlsim;", 8820, 0},
1536 Ref{"nlt;", 8814, 0},
1537 Ref{"nltri;", 8938, 0},
1538 Ref{"nltrie;", 8940, 0},
1539 Ref{"nmid;", 8740, 0},
1540 Ref{"nopf;", 120159, 0},
1541 Ref{"not", 172, 0},
1542 Ref{"not;", 172, 0},
1543 Ref{"notin;", 8713, 0},
1544 Ref{"notinE;", 8953, 824},
1545 Ref{"notindot;", 8949, 824},
1546 Ref{"notinva;", 8713, 0},
1547 Ref{"notinvb;", 8951, 0},
1548 Ref{"notinvc;", 8950, 0},
1549 Ref{"notni;", 8716, 0},
1550 Ref{"notniva;", 8716, 0},
1551 Ref{"notnivb;", 8958, 0},
1552 Ref{"notnivc;", 8957, 0},
1553 Ref{"npar;", 8742, 0},
1554 Ref{"nparallel;", 8742, 0},
1555 Ref{"nparsl;", 11005, 8421},
1556 Ref{"npart;", 8706, 824},
1557 Ref{"npolint;", 10772, 0},
1558 Ref{"npr;", 8832, 0},
1559 Ref{"nprcue;", 8928, 0},
1560 Ref{"npre;", 10927, 824},
1561 Ref{"nprec;", 8832, 0},
1562 Ref{"npreceq;", 10927, 824},
1563 Ref{"nrArr;", 8655, 0},
1564 Ref{"nrarr;", 8603, 0},
1565 Ref{"nrarrc;", 10547, 824},
1566 Ref{"nrarrw;", 8605, 824},
1567 Ref{"nrightarrow;", 8603, 0},
1568 Ref{"nrtri;", 8939, 0},
1569 Ref{"nrtrie;", 8941, 0},
1570 Ref{"nsc;", 8833, 0},
1571 Ref{"nsccue;", 8929, 0},
1572 Ref{"nsce;", 10928, 824},
1573 Ref{"nscr;", 120003, 0},
1574 Ref{"nshortmid;", 8740, 0},
1575 Ref{"nshortparallel;", 8742, 0},
1576 Ref{"nsim;", 8769, 0},
1577 Ref{"nsime;", 8772, 0},
1578 Ref{"nsimeq;", 8772, 0},
1579 Ref{"nsmid;", 8740, 0},
1580 Ref{"nspar;", 8742, 0},
1581 Ref{"nsqsube;", 8930, 0},
1582 Ref{"nsqsupe;", 8931, 0},
1583 Ref{"nsub;", 8836, 0},
1584 Ref{"nsubE;", 10949, 824},
1585 Ref{"nsube;", 8840, 0},
1586 Ref{"nsubset;", 8834, 8402},
1587 Ref{"nsubseteq;", 8840, 0},
1588 Ref{"nsubseteqq;", 10949, 824},
1589 Ref{"nsucc;", 8833, 0},
1590 Ref{"nsucceq;", 10928, 824},
1591 Ref{"nsup;", 8837, 0},
1592 Ref{"nsupE;", 10950, 824},
1593 Ref{"nsupe;", 8841, 0},
1594 Ref{"nsupset;", 8835, 8402},
1595 Ref{"nsupseteq;", 8841, 0},
1596 Ref{"nsupseteqq;", 10950, 824},
1597 Ref{"ntgl;", 8825, 0},
1598 Ref{"ntilde", 241, 0},
1599 Ref{"ntilde;", 241, 0},
1600 Ref{"ntlg;", 8824, 0},
1601 Ref{"ntriangleleft;", 8938, 0},
1602 Ref{"ntrianglelefteq;", 8940, 0},
1603 Ref{"ntriangleright;", 8939, 0},
1604 Ref{"ntrianglerighteq;", 8941, 0},
1605 Ref{"nu;", 957, 0},
1606 Ref{"num;", 35, 0},
1607 Ref{"numero;", 8470, 0},
1608 Ref{"numsp;", 8199, 0},
1609 Ref{"nvDash;", 8877, 0},
1610 Ref{"nvHarr;", 10500, 0},
1611 Ref{"nvap;", 8781, 8402},
1612 Ref{"nvdash;", 8876, 0},
1613 Ref{"nvge;", 8805, 8402},
1614 Ref{"nvgt;", 62, 8402},
1615 Ref{"nvinfin;", 10718, 0},
1616 Ref{"nvlArr;", 10498, 0},
1617 Ref{"nvle;", 8804, 8402},
1618 Ref{"nvlt;", 60, 8402},
1619 Ref{"nvltrie;", 8884, 8402},
1620 Ref{"nvrArr;", 10499, 0},
1621 Ref{"nvrtrie;", 8885, 8402},
1622 Ref{"nvsim;", 8764, 8402},
1623 Ref{"nwArr;", 8662, 0},
1624 Ref{"nwarhk;", 10531, 0},
1625 Ref{"nwarr;", 8598, 0},
1626 Ref{"nwarrow;", 8598, 0},
1627 Ref{"nwnear;", 10535, 0},
1628 Ref{"oS;", 9416, 0},
1629 Ref{"oacute", 243, 0},
1630 Ref{"oacute;", 243, 0},
1631 Ref{"oast;", 8859, 0},
1632 Ref{"ocir;", 8858, 0},
1633 Ref{"ocirc", 244, 0},
1634 Ref{"ocirc;", 244, 0},
1635 Ref{"ocy;", 1086, 0},
1636 Ref{"odash;", 8861, 0},
1637 Ref{"odblac;", 337, 0},
1638 Ref{"odiv;", 10808, 0},
1639 Ref{"odot;", 8857, 0},
1640 Ref{"odsold;", 10684, 0},
1641 Ref{"oelig;", 339, 0},
1642 Ref{"ofcir;", 10687, 0},
1643 Ref{"ofr;", 120108, 0},
1644 Ref{"ogon;", 731, 0},
1645 Ref{"ograve", 242, 0},
1646 Ref{"ograve;", 242, 0},
1647 Ref{"ogt;", 10689, 0},
1648 Ref{"ohbar;", 10677, 0},
1649 Ref{"ohm;", 937, 0},
1650 Ref{"oint;", 8750, 0},
1651 Ref{"olarr;", 8634, 0},
1652 Ref{"olcir;", 10686, 0},
1653 Ref{"olcross;", 10683, 0},
1654 Ref{"oline;", 8254, 0},
1655 Ref{"olt;", 10688, 0},
1656 Ref{"omacr;", 333, 0},
1657 Ref{"omega;", 969, 0},
1658 Ref{"omicron;", 959, 0},
1659 Ref{"omid;", 10678, 0},
1660 Ref{"ominus;", 8854, 0},
1661 Ref{"oopf;", 120160, 0},
1662 Ref{"opar;", 10679, 0},
1663 Ref{"operp;", 10681, 0},
1664 Ref{"oplus;", 8853, 0},
1665 Ref{"or;", 8744, 0},
1666 Ref{"orarr;", 8635, 0},
1667 Ref{"ord;", 10845, 0},
1668 Ref{"order;", 8500, 0},
1669 Ref{"orderof;", 8500, 0},
1670 Ref{"ordf", 170, 0},
1671 Ref{"ordf;", 170, 0},
1672 Ref{"ordm", 186, 0},
1673 Ref{"ordm;", 186, 0},
1674 Ref{"origof;", 8886, 0},
1675 Ref{"oror;", 10838, 0},
1676 Ref{"orslope;", 10839, 0},
1677 Ref{"orv;", 10843, 0},
1678 Ref{"oscr;", 8500, 0},
1679 Ref{"oslash", 248, 0},
1680 Ref{"oslash;", 248, 0},
1681 Ref{"osol;", 8856, 0},
1682 Ref{"otilde", 245, 0},
1683 Ref{"otilde;", 245, 0},
1684 Ref{"otimes;", 8855, 0},
1685 Ref{"otimesas;", 10806, 0},
1686 Ref{"ouml", 246, 0},
1687 Ref{"ouml;", 246, 0},
1688 Ref{"ovbar;", 9021, 0},
1689 Ref{"par;", 8741, 0},
1690 Ref{"para", 182, 0},
1691 Ref{"para;", 182, 0},
1692 Ref{"parallel;", 8741, 0},
1693 Ref{"parsim;", 10995, 0},
1694 Ref{"parsl;", 11005, 0},
1695 Ref{"part;", 8706, 0},
1696 Ref{"pcy;", 1087, 0},
1697 Ref{"percnt;", 37, 0},
1698 Ref{"period;", 46, 0},
1699 Ref{"permil;", 8240, 0},
1700 Ref{"perp;", 8869, 0},
1701 Ref{"pertenk;", 8241, 0},
1702 Ref{"pfr;", 120109, 0},
1703 Ref{"phi;", 966, 0},
1704 Ref{"phiv;", 981, 0},
1705 Ref{"phmmat;", 8499, 0},
1706 Ref{"phone;", 9742, 0},
1707 Ref{"pi;", 960, 0},
1708 Ref{"pitchfork;", 8916, 0},
1709 Ref{"piv;", 982, 0},
1710 Ref{"planck;", 8463, 0},
1711 Ref{"planckh;", 8462, 0},
1712 Ref{"plankv;", 8463, 0},
1713 Ref{"plus;", 43, 0},
1714 Ref{"plusacir;", 10787, 0},
1715 Ref{"plusb;", 8862, 0},
1716 Ref{"pluscir;", 10786, 0},
1717 Ref{"plusdo;", 8724, 0},
1718 Ref{"plusdu;", 10789, 0},
1719 Ref{"pluse;", 10866, 0},
1720 Ref{"plusmn", 177, 0},
1721 Ref{"plusmn;", 177, 0},
1722 Ref{"plussim;", 10790, 0},
1723 Ref{"plustwo;", 10791, 0},
1724 Ref{"pm;", 177, 0},
1725 Ref{"pointint;", 10773, 0},
1726 Ref{"popf;", 120161, 0},
1727 Ref{"pound", 163, 0},
1728 Ref{"pound;", 163, 0},
1729 Ref{"pr;", 8826, 0},
1730 Ref{"prE;", 10931, 0},
1731 Ref{"prap;", 10935, 0},
1732 Ref{"prcue;", 8828, 0},
1733 Ref{"pre;", 10927, 0},
1734 Ref{"prec;", 8826, 0},
1735 Ref{"precapprox;", 10935, 0},
1736 Ref{"preccurlyeq;", 8828, 0},
1737 Ref{"preceq;", 10927, 0},
1738 Ref{"precnapprox;", 10937, 0},
1739 Ref{"precneqq;", 10933, 0},
1740 Ref{"precnsim;", 8936, 0},
1741 Ref{"precsim;", 8830, 0},
1742 Ref{"prime;", 8242, 0},
1743 Ref{"primes;", 8473, 0},
1744 Ref{"prnE;", 10933, 0},
1745 Ref{"prnap;", 10937, 0},
1746 Ref{"prnsim;", 8936, 0},
1747 Ref{"prod;", 8719, 0},
1748 Ref{"profalar;", 9006, 0},
1749 Ref{"profline;", 8978, 0},
1750 Ref{"profsurf;", 8979, 0},
1751 Ref{"prop;", 8733, 0},
1752 Ref{"propto;", 8733, 0},
1753 Ref{"prsim;", 8830, 0},
1754 Ref{"prurel;", 8880, 0},
1755 Ref{"pscr;", 120005, 0},
1756 Ref{"psi;", 968, 0},
1757 Ref{"puncsp;", 8200, 0},
1758 Ref{"qfr;", 120110, 0},
1759 Ref{"qint;", 10764, 0},
1760 Ref{"qopf;", 120162, 0},
1761 Ref{"qprime;", 8279, 0},
1762 Ref{"qscr;", 120006, 0},
1763 Ref{"quaternions;", 8461, 0},
1764 Ref{"quatint;", 10774, 0},
1765 Ref{"quest;", 63, 0},
1766 Ref{"questeq;", 8799, 0},
1767 Ref{"quot", 34, 0},
1768 Ref{"quot;", 34, 0},
1769 Ref{"rAarr;", 8667, 0},
1770 Ref{"rArr;", 8658, 0},
1771 Ref{"rAtail;", 10524, 0},
1772 Ref{"rBarr;", 10511, 0},
1773 Ref{"rHar;", 10596, 0},
1774 Ref{"race;", 8765, 817},
1775 Ref{"racute;", 341, 0},
1776 Ref{"radic;", 8730, 0},
1777 Ref{"raemptyv;", 10675, 0},
1778 Ref{"rang;", 10217, 0},
1779 Ref{"rangd;", 10642, 0},
1780 Ref{"range;", 10661, 0},
1781 Ref{"rangle;", 10217, 0},
1782 Ref{"raquo", 187, 0},
1783 Ref{"raquo;", 187, 0},
1784 Ref{"rarr;", 8594, 0},
1785 Ref{"rarrap;", 10613, 0},
1786 Ref{"rarrb;", 8677, 0},
1787 Ref{"rarrbfs;", 10528, 0},
1788 Ref{"rarrc;", 10547, 0},
1789 Ref{"rarrfs;", 10526, 0},
1790 Ref{"rarrhk;", 8618, 0},
1791 Ref{"rarrlp;", 8620, 0},
1792 Ref{"rarrpl;", 10565, 0},
1793 Ref{"rarrsim;", 10612, 0},
1794 Ref{"rarrtl;", 8611, 0},
1795 Ref{"rarrw;", 8605, 0},
1796 Ref{"ratail;", 10522, 0},
1797 Ref{"ratio;", 8758, 0},
1798 Ref{"rationals;", 8474, 0},
1799 Ref{"rbarr;", 10509, 0},
1800 Ref{"rbbrk;", 10099, 0},
1801 Ref{"rbrace;", 125, 0},
1802 Ref{"rbrack;", 93, 0},
1803 Ref{"rbrke;", 10636, 0},
1804 Ref{"rbrksld;", 10638, 0},
1805 Ref{"rbrkslu;", 10640, 0},
1806 Ref{"rcaron;", 345, 0},
1807 Ref{"rcedil;", 343, 0},
1808 Ref{"rceil;", 8969, 0},
1809 Ref{"rcub;", 125, 0},
1810 Ref{"rcy;", 1088, 0},
1811 Ref{"rdca;", 10551, 0},
1812 Ref{"rdldhar;", 10601, 0},
1813 Ref{"rdquo;", 8221, 0},
1814 Ref{"rdquor;", 8221, 0},
1815 Ref{"rdsh;", 8627, 0},
1816 Ref{"real;", 8476, 0},
1817 Ref{"realine;", 8475, 0},
1818 Ref{"realpart;", 8476, 0},
1819 Ref{"reals;", 8477, 0},
1820 Ref{"rect;", 9645, 0},
1821 Ref{"reg", 174, 0},
1822 Ref{"reg;", 174, 0},
1823 Ref{"rfisht;", 10621, 0},
1824 Ref{"rfloor;", 8971, 0},
1825 Ref{"rfr;", 120111, 0},
1826 Ref{"rhard;", 8641, 0},
1827 Ref{"rharu;", 8640, 0},
1828 Ref{"rharul;", 10604, 0},
1829 Ref{"rho;", 961, 0},
1830 Ref{"rhov;", 1009, 0},
1831 Ref{"rightarrow;", 8594, 0},
1832 Ref{"rightarrowtail;", 8611, 0},
1833 Ref{"rightharpoondown;", 8641, 0},
1834 Ref{"rightharpoonup;", 8640, 0},
1835 Ref{"rightleftarrows;", 8644, 0},
1836 Ref{"rightleftharpoons;", 8652, 0},
1837 Ref{"rightrightarrows;", 8649, 0},
1838 Ref{"rightsquigarrow;", 8605, 0},
1839 Ref{"rightthreetimes;", 8908, 0},
1840 Ref{"ring;", 730, 0},
1841 Ref{"risingdotseq;", 8787, 0},
1842 Ref{"rlarr;", 8644, 0},
1843 Ref{"rlhar;", 8652, 0},
1844 Ref{"rlm;", 8207, 0},
1845 Ref{"rmoust;", 9137, 0},
1846 Ref{"rmoustache;", 9137, 0},
1847 Ref{"rnmid;", 10990, 0},
1848 Ref{"roang;", 10221, 0},
1849 Ref{"roarr;", 8702, 0},
1850 Ref{"robrk;", 10215, 0},
1851 Ref{"ropar;", 10630, 0},
1852 Ref{"ropf;", 120163, 0},
1853 Ref{"roplus;", 10798, 0},
1854 Ref{"rotimes;", 10805, 0},
1855 Ref{"rpar;", 41, 0},
1856 Ref{"rpargt;", 10644, 0},
1857 Ref{"rppolint;", 10770, 0},
1858 Ref{"rrarr;", 8649, 0},
1859 Ref{"rsaquo;", 8250, 0},
1860 Ref{"rscr;", 120007, 0},
1861 Ref{"rsh;", 8625, 0},
1862 Ref{"rsqb;", 93, 0},
1863 Ref{"rsquo;", 8217, 0},
1864 Ref{"rsquor;", 8217, 0},
1865 Ref{"rthree;", 8908, 0},
1866 Ref{"rtimes;", 8906, 0},
1867 Ref{"rtri;", 9657, 0},
1868 Ref{"rtrie;", 8885, 0},
1869 Ref{"rtrif;", 9656, 0},
1870 Ref{"rtriltri;", 10702, 0},
1871 Ref{"ruluhar;", 10600, 0},
1872 Ref{"rx;", 8478, 0},
1873 Ref{"sacute;", 347, 0},
1874 Ref{"sbquo;", 8218, 0},
1875 Ref{"sc;", 8827, 0},
1876 Ref{"scE;", 10932, 0},
1877 Ref{"scap;", 10936, 0},
1878 Ref{"scaron;", 353, 0},
1879 Ref{"sccue;", 8829, 0},
1880 Ref{"sce;", 10928, 0},
1881 Ref{"scedil;", 351, 0},
1882 Ref{"scirc;", 349, 0},
1883 Ref{"scnE;", 10934, 0},
1884 Ref{"scnap;", 10938, 0},
1885 Ref{"scnsim;", 8937, 0},
1886 Ref{"scpolint;", 10771, 0},
1887 Ref{"scsim;", 8831, 0},
1888 Ref{"scy;", 1089, 0},
1889 Ref{"sdot;", 8901, 0},
1890 Ref{"sdotb;", 8865, 0},
1891 Ref{"sdote;", 10854, 0},
1892 Ref{"seArr;", 8664, 0},
1893 Ref{"searhk;", 10533, 0},
1894 Ref{"searr;", 8600, 0},
1895 Ref{"searrow;", 8600, 0},
1896 Ref{"sect", 167, 0},
1897 Ref{"sect;", 167, 0},
1898 Ref{"semi;", 59, 0},
1899 Ref{"seswar;", 10537, 0},
1900 Ref{"setminus;", 8726, 0},
1901 Ref{"setmn;", 8726, 0},
1902 Ref{"sext;", 10038, 0},
1903 Ref{"sfr;", 120112, 0},
1904 Ref{"sfrown;", 8994, 0},
1905 Ref{"sharp;", 9839, 0},
1906 Ref{"shchcy;", 1097, 0},
1907 Ref{"shcy;", 1096, 0},
1908 Ref{"shortmid;", 8739, 0},
1909 Ref{"shortparallel;", 8741, 0},
1910 Ref{"shy", 173, 0},
1911 Ref{"shy;", 173, 0},
1912 Ref{"sigma;", 963, 0},
1913 Ref{"sigmaf;", 962, 0},
1914 Ref{"sigmav;", 962, 0},
1915 Ref{"sim;", 8764, 0},
1916 Ref{"simdot;", 10858, 0},
1917 Ref{"sime;", 8771, 0},
1918 Ref{"simeq;", 8771, 0},
1919 Ref{"simg;", 10910, 0},
1920 Ref{"simgE;", 10912, 0},
1921 Ref{"siml;", 10909, 0},
1922 Ref{"simlE;", 10911, 0},
1923 Ref{"simne;", 8774, 0},
1924 Ref{"simplus;", 10788, 0},
1925 Ref{"simrarr;", 10610, 0},
1926 Ref{"slarr;", 8592, 0},
1927 Ref{"smallsetminus;", 8726, 0},
1928 Ref{"smashp;", 10803, 0},
1929 Ref{"smeparsl;", 10724, 0},
1930 Ref{"smid;", 8739, 0},
1931 Ref{"smile;", 8995, 0},
1932 Ref{"smt;", 10922, 0},
1933 Ref{"smte;", 10924, 0},
1934 Ref{"smtes;", 10924, 65024},
1935 Ref{"softcy;", 1100, 0},
1936 Ref{"sol;", 47, 0},
1937 Ref{"solb;", 10692, 0},
1938 Ref{"solbar;", 9023, 0},
1939 Ref{"sopf;", 120164, 0},
1940 Ref{"spades;", 9824, 0},
1941 Ref{"spadesuit;", 9824, 0},
1942 Ref{"spar;", 8741, 0},
1943 Ref{"sqcap;", 8851, 0},
1944 Ref{"sqcaps;", 8851, 65024},
1945 Ref{"sqcup;", 8852, 0},
1946 Ref{"sqcups;", 8852, 65024},
1947 Ref{"sqsub;", 8847, 0},
1948 Ref{"sqsube;", 8849, 0},
1949 Ref{"sqsubset;", 8847, 0},
1950 Ref{"sqsubseteq;", 8849, 0},
1951 Ref{"sqsup;", 8848, 0},
1952 Ref{"sqsupe;", 8850, 0},
1953 Ref{"sqsupset;", 8848, 0},
1954 Ref{"sqsupseteq;", 8850, 0},
1955 Ref{"squ;", 9633, 0},
1956 Ref{"square;", 9633, 0},
1957 Ref{"squarf;", 9642, 0},
1958 Ref{"squf;", 9642, 0},
1959 Ref{"srarr;", 8594, 0},
1960 Ref{"sscr;", 120008, 0},
1961 Ref{"ssetmn;", 8726, 0},
1962 Ref{"ssmile;", 8995, 0},
1963 Ref{"sstarf;", 8902, 0},
1964 Ref{"star;", 9734, 0},
1965 Ref{"starf;", 9733, 0},
1966 Ref{"straightepsilon;", 1013, 0},
1967 Ref{"straightphi;", 981, 0},
1968 Ref{"strns;", 175, 0},
1969 Ref{"sub;", 8834, 0},
1970 Ref{"subE;", 10949, 0},
1971 Ref{"subdot;", 10941, 0},
1972 Ref{"sube;", 8838, 0},
1973 Ref{"subedot;", 10947, 0},
1974 Ref{"submult;", 10945, 0},
1975 Ref{"subnE;", 10955, 0},
1976 Ref{"subne;", 8842, 0},
1977 Ref{"subplus;", 10943, 0},
1978 Ref{"subrarr;", 10617, 0},
1979 Ref{"subset;", 8834, 0},
1980 Ref{"subseteq;", 8838, 0},
1981 Ref{"subseteqq;", 10949, 0},
1982 Ref{"subsetneq;", 8842, 0},
1983 Ref{"subsetneqq;", 10955, 0},
1984 Ref{"subsim;", 10951, 0},
1985 Ref{"subsub;", 10965, 0},
1986 Ref{"subsup;", 10963, 0},
1987 Ref{"succ;", 8827, 0},
1988 Ref{"succapprox;", 10936, 0},
1989 Ref{"succcurlyeq;", 8829, 0},
1990 Ref{"succeq;", 10928, 0},
1991 Ref{"succnapprox;", 10938, 0},
1992 Ref{"succneqq;", 10934, 0},
1993 Ref{"succnsim;", 8937, 0},
1994 Ref{"succsim;", 8831, 0},
1995 Ref{"sum;", 8721, 0},
1996 Ref{"sung;", 9834, 0},
1997 Ref{"sup1", 185, 0},
1998 Ref{"sup1;", 185, 0},
1999 Ref{"sup2", 178, 0},
2000 Ref{"sup2;", 178, 0},
Lines 1-2000 of 2245. More: https://jend.leeeet.dev/read.txt?path=emerging-ezhttp@0.17.0.0/src/entities.bend&start_line=2001