flint_sys/
fexpr_builtin.rs

1/* automatically generated by rust-bindgen 0.70.1 */
2
3use crate::deps::*;
4use crate::fexpr::*;
5use crate::gr_types::*;
6
7
8pub const fexpr_builtin_symbol_FEXPR_AGM: fexpr_builtin_symbol = 0;
9pub const fexpr_builtin_symbol_FEXPR_AGMSequence: fexpr_builtin_symbol = 1;
10pub const fexpr_builtin_symbol_FEXPR_Abs: fexpr_builtin_symbol = 2;
11pub const fexpr_builtin_symbol_FEXPR_Acos: fexpr_builtin_symbol = 3;
12pub const fexpr_builtin_symbol_FEXPR_Acosh: fexpr_builtin_symbol = 4;
13pub const fexpr_builtin_symbol_FEXPR_Acot: fexpr_builtin_symbol = 5;
14pub const fexpr_builtin_symbol_FEXPR_Acoth: fexpr_builtin_symbol = 6;
15pub const fexpr_builtin_symbol_FEXPR_Acsc: fexpr_builtin_symbol = 7;
16pub const fexpr_builtin_symbol_FEXPR_Acsch: fexpr_builtin_symbol = 8;
17pub const fexpr_builtin_symbol_FEXPR_Add: fexpr_builtin_symbol = 9;
18pub const fexpr_builtin_symbol_FEXPR_AiryAi: fexpr_builtin_symbol = 10;
19pub const fexpr_builtin_symbol_FEXPR_AiryAiZero: fexpr_builtin_symbol = 11;
20pub const fexpr_builtin_symbol_FEXPR_AiryBi: fexpr_builtin_symbol = 12;
21pub const fexpr_builtin_symbol_FEXPR_AiryBiZero: fexpr_builtin_symbol = 13;
22pub const fexpr_builtin_symbol_FEXPR_AlgebraicNumberSerialized: fexpr_builtin_symbol = 14;
23pub const fexpr_builtin_symbol_FEXPR_AlgebraicNumbers: fexpr_builtin_symbol = 15;
24pub const fexpr_builtin_symbol_FEXPR_All: fexpr_builtin_symbol = 16;
25pub const fexpr_builtin_symbol_FEXPR_AnalyticContinuation: fexpr_builtin_symbol = 17;
26pub const fexpr_builtin_symbol_FEXPR_And: fexpr_builtin_symbol = 18;
27pub const fexpr_builtin_symbol_FEXPR_AngleBrackets: fexpr_builtin_symbol = 19;
28pub const fexpr_builtin_symbol_FEXPR_Approximation: fexpr_builtin_symbol = 20;
29pub const fexpr_builtin_symbol_FEXPR_Arg: fexpr_builtin_symbol = 21;
30pub const fexpr_builtin_symbol_FEXPR_ArgMax: fexpr_builtin_symbol = 22;
31pub const fexpr_builtin_symbol_FEXPR_ArgMaxUnique: fexpr_builtin_symbol = 23;
32pub const fexpr_builtin_symbol_FEXPR_ArgMin: fexpr_builtin_symbol = 24;
33pub const fexpr_builtin_symbol_FEXPR_ArgMinUnique: fexpr_builtin_symbol = 25;
34pub const fexpr_builtin_symbol_FEXPR_Asec: fexpr_builtin_symbol = 26;
35pub const fexpr_builtin_symbol_FEXPR_Asech: fexpr_builtin_symbol = 27;
36pub const fexpr_builtin_symbol_FEXPR_Asin: fexpr_builtin_symbol = 28;
37pub const fexpr_builtin_symbol_FEXPR_Asinh: fexpr_builtin_symbol = 29;
38pub const fexpr_builtin_symbol_FEXPR_AsymptoticTo: fexpr_builtin_symbol = 30;
39pub const fexpr_builtin_symbol_FEXPR_Atan: fexpr_builtin_symbol = 31;
40pub const fexpr_builtin_symbol_FEXPR_Atan2: fexpr_builtin_symbol = 32;
41pub const fexpr_builtin_symbol_FEXPR_Atanh: fexpr_builtin_symbol = 33;
42pub const fexpr_builtin_symbol_FEXPR_BarnesG: fexpr_builtin_symbol = 34;
43pub const fexpr_builtin_symbol_FEXPR_BellNumber: fexpr_builtin_symbol = 35;
44pub const fexpr_builtin_symbol_FEXPR_BernoulliB: fexpr_builtin_symbol = 36;
45pub const fexpr_builtin_symbol_FEXPR_BernoulliPolynomial: fexpr_builtin_symbol = 37;
46pub const fexpr_builtin_symbol_FEXPR_BernsteinEllipse: fexpr_builtin_symbol = 38;
47pub const fexpr_builtin_symbol_FEXPR_BesselI: fexpr_builtin_symbol = 39;
48pub const fexpr_builtin_symbol_FEXPR_BesselJ: fexpr_builtin_symbol = 40;
49pub const fexpr_builtin_symbol_FEXPR_BesselJZero: fexpr_builtin_symbol = 41;
50pub const fexpr_builtin_symbol_FEXPR_BesselK: fexpr_builtin_symbol = 42;
51pub const fexpr_builtin_symbol_FEXPR_BesselY: fexpr_builtin_symbol = 43;
52pub const fexpr_builtin_symbol_FEXPR_BesselYZero: fexpr_builtin_symbol = 44;
53pub const fexpr_builtin_symbol_FEXPR_BetaFunction: fexpr_builtin_symbol = 45;
54pub const fexpr_builtin_symbol_FEXPR_Binomial: fexpr_builtin_symbol = 46;
55pub const fexpr_builtin_symbol_FEXPR_Braces: fexpr_builtin_symbol = 47;
56pub const fexpr_builtin_symbol_FEXPR_Brackets: fexpr_builtin_symbol = 48;
57pub const fexpr_builtin_symbol_FEXPR_CC: fexpr_builtin_symbol = 49;
58pub const fexpr_builtin_symbol_FEXPR_Call: fexpr_builtin_symbol = 50;
59pub const fexpr_builtin_symbol_FEXPR_CallIndeterminate: fexpr_builtin_symbol = 51;
60pub const fexpr_builtin_symbol_FEXPR_Cardinality: fexpr_builtin_symbol = 52;
61pub const fexpr_builtin_symbol_FEXPR_CarlsonHypergeometricR: fexpr_builtin_symbol = 53;
62pub const fexpr_builtin_symbol_FEXPR_CarlsonHypergeometricT: fexpr_builtin_symbol = 54;
63pub const fexpr_builtin_symbol_FEXPR_CarlsonRC: fexpr_builtin_symbol = 55;
64pub const fexpr_builtin_symbol_FEXPR_CarlsonRD: fexpr_builtin_symbol = 56;
65pub const fexpr_builtin_symbol_FEXPR_CarlsonRF: fexpr_builtin_symbol = 57;
66pub const fexpr_builtin_symbol_FEXPR_CarlsonRG: fexpr_builtin_symbol = 58;
67pub const fexpr_builtin_symbol_FEXPR_CarlsonRJ: fexpr_builtin_symbol = 59;
68pub const fexpr_builtin_symbol_FEXPR_CartesianPower: fexpr_builtin_symbol = 60;
69pub const fexpr_builtin_symbol_FEXPR_CartesianProduct: fexpr_builtin_symbol = 61;
70pub const fexpr_builtin_symbol_FEXPR_Case: fexpr_builtin_symbol = 62;
71pub const fexpr_builtin_symbol_FEXPR_Cases: fexpr_builtin_symbol = 63;
72pub const fexpr_builtin_symbol_FEXPR_CatalanConstant: fexpr_builtin_symbol = 64;
73pub const fexpr_builtin_symbol_FEXPR_Ceil: fexpr_builtin_symbol = 65;
74pub const fexpr_builtin_symbol_FEXPR_Characteristic: fexpr_builtin_symbol = 66;
75pub const fexpr_builtin_symbol_FEXPR_ChebyshevT: fexpr_builtin_symbol = 67;
76pub const fexpr_builtin_symbol_FEXPR_ChebyshevU: fexpr_builtin_symbol = 68;
77pub const fexpr_builtin_symbol_FEXPR_ClosedComplexDisk: fexpr_builtin_symbol = 69;
78pub const fexpr_builtin_symbol_FEXPR_ClosedOpenInterval: fexpr_builtin_symbol = 70;
79pub const fexpr_builtin_symbol_FEXPR_Coefficient: fexpr_builtin_symbol = 71;
80pub const fexpr_builtin_symbol_FEXPR_Column: fexpr_builtin_symbol = 72;
81pub const fexpr_builtin_symbol_FEXPR_ColumnMatrix: fexpr_builtin_symbol = 73;
82pub const fexpr_builtin_symbol_FEXPR_CommutativeRings: fexpr_builtin_symbol = 74;
83pub const fexpr_builtin_symbol_FEXPR_ComplexBranchDerivative: fexpr_builtin_symbol = 75;
84pub const fexpr_builtin_symbol_FEXPR_ComplexDerivative: fexpr_builtin_symbol = 76;
85pub const fexpr_builtin_symbol_FEXPR_ComplexInfinities: fexpr_builtin_symbol = 77;
86pub const fexpr_builtin_symbol_FEXPR_ComplexLimit: fexpr_builtin_symbol = 78;
87pub const fexpr_builtin_symbol_FEXPR_ComplexSignedInfinities: fexpr_builtin_symbol = 79;
88pub const fexpr_builtin_symbol_FEXPR_ComplexSingularityClosure: fexpr_builtin_symbol = 80;
89pub const fexpr_builtin_symbol_FEXPR_ComplexZeroMultiplicity: fexpr_builtin_symbol = 81;
90pub const fexpr_builtin_symbol_FEXPR_Concatenation: fexpr_builtin_symbol = 82;
91pub const fexpr_builtin_symbol_FEXPR_CongruentMod: fexpr_builtin_symbol = 83;
92pub const fexpr_builtin_symbol_FEXPR_Conjugate: fexpr_builtin_symbol = 84;
93pub const fexpr_builtin_symbol_FEXPR_ConreyGenerator: fexpr_builtin_symbol = 85;
94pub const fexpr_builtin_symbol_FEXPR_Cos: fexpr_builtin_symbol = 86;
95pub const fexpr_builtin_symbol_FEXPR_CosIntegral: fexpr_builtin_symbol = 87;
96pub const fexpr_builtin_symbol_FEXPR_Cosh: fexpr_builtin_symbol = 88;
97pub const fexpr_builtin_symbol_FEXPR_CoshIntegral: fexpr_builtin_symbol = 89;
98pub const fexpr_builtin_symbol_FEXPR_Cot: fexpr_builtin_symbol = 90;
99pub const fexpr_builtin_symbol_FEXPR_Coth: fexpr_builtin_symbol = 91;
100pub const fexpr_builtin_symbol_FEXPR_CoulombC: fexpr_builtin_symbol = 92;
101pub const fexpr_builtin_symbol_FEXPR_CoulombF: fexpr_builtin_symbol = 93;
102pub const fexpr_builtin_symbol_FEXPR_CoulombG: fexpr_builtin_symbol = 94;
103pub const fexpr_builtin_symbol_FEXPR_CoulombH: fexpr_builtin_symbol = 95;
104pub const fexpr_builtin_symbol_FEXPR_CoulombSigma: fexpr_builtin_symbol = 96;
105pub const fexpr_builtin_symbol_FEXPR_Csc: fexpr_builtin_symbol = 97;
106pub const fexpr_builtin_symbol_FEXPR_Csch: fexpr_builtin_symbol = 98;
107pub const fexpr_builtin_symbol_FEXPR_Csgn: fexpr_builtin_symbol = 99;
108pub const fexpr_builtin_symbol_FEXPR_CurvePath: fexpr_builtin_symbol = 100;
109pub const fexpr_builtin_symbol_FEXPR_Cyclotomic: fexpr_builtin_symbol = 101;
110pub const fexpr_builtin_symbol_FEXPR_Decimal: fexpr_builtin_symbol = 102;
111pub const fexpr_builtin_symbol_FEXPR_DedekindEta: fexpr_builtin_symbol = 103;
112pub const fexpr_builtin_symbol_FEXPR_DedekindEtaEpsilon: fexpr_builtin_symbol = 104;
113pub const fexpr_builtin_symbol_FEXPR_DedekindSum: fexpr_builtin_symbol = 105;
114pub const fexpr_builtin_symbol_FEXPR_Def: fexpr_builtin_symbol = 106;
115pub const fexpr_builtin_symbol_FEXPR_Delta: fexpr_builtin_symbol = 107;
116pub const fexpr_builtin_symbol_FEXPR_Delta_: fexpr_builtin_symbol = 108;
117pub const fexpr_builtin_symbol_FEXPR_Derivative: fexpr_builtin_symbol = 109;
118pub const fexpr_builtin_symbol_FEXPR_Det: fexpr_builtin_symbol = 110;
119pub const fexpr_builtin_symbol_FEXPR_DiagonalMatrix: fexpr_builtin_symbol = 111;
120pub const fexpr_builtin_symbol_FEXPR_DigammaFunction: fexpr_builtin_symbol = 112;
121pub const fexpr_builtin_symbol_FEXPR_DigammaFunctionZero: fexpr_builtin_symbol = 113;
122pub const fexpr_builtin_symbol_FEXPR_DirichletCharacter: fexpr_builtin_symbol = 114;
123pub const fexpr_builtin_symbol_FEXPR_DirichletGroup: fexpr_builtin_symbol = 115;
124pub const fexpr_builtin_symbol_FEXPR_DirichletL: fexpr_builtin_symbol = 116;
125pub const fexpr_builtin_symbol_FEXPR_DirichletLZero: fexpr_builtin_symbol = 117;
126pub const fexpr_builtin_symbol_FEXPR_DirichletLambda: fexpr_builtin_symbol = 118;
127pub const fexpr_builtin_symbol_FEXPR_DiscreteLog: fexpr_builtin_symbol = 119;
128pub const fexpr_builtin_symbol_FEXPR_Div: fexpr_builtin_symbol = 120;
129pub const fexpr_builtin_symbol_FEXPR_Divides: fexpr_builtin_symbol = 121;
130pub const fexpr_builtin_symbol_FEXPR_DivisorProduct: fexpr_builtin_symbol = 122;
131pub const fexpr_builtin_symbol_FEXPR_DivisorSigma: fexpr_builtin_symbol = 123;
132pub const fexpr_builtin_symbol_FEXPR_DivisorSum: fexpr_builtin_symbol = 124;
133pub const fexpr_builtin_symbol_FEXPR_DoubleFactorial: fexpr_builtin_symbol = 125;
134pub const fexpr_builtin_symbol_FEXPR_EisensteinE: fexpr_builtin_symbol = 126;
135pub const fexpr_builtin_symbol_FEXPR_EisensteinG: fexpr_builtin_symbol = 127;
136pub const fexpr_builtin_symbol_FEXPR_Element: fexpr_builtin_symbol = 128;
137pub const fexpr_builtin_symbol_FEXPR_Ellipsis: fexpr_builtin_symbol = 129;
138pub const fexpr_builtin_symbol_FEXPR_EllipticE: fexpr_builtin_symbol = 130;
139pub const fexpr_builtin_symbol_FEXPR_EllipticK: fexpr_builtin_symbol = 131;
140pub const fexpr_builtin_symbol_FEXPR_EllipticPi: fexpr_builtin_symbol = 132;
141pub const fexpr_builtin_symbol_FEXPR_EllipticRootE: fexpr_builtin_symbol = 133;
142pub const fexpr_builtin_symbol_FEXPR_Enclosure: fexpr_builtin_symbol = 134;
143pub const fexpr_builtin_symbol_FEXPR_Equal: fexpr_builtin_symbol = 135;
144pub const fexpr_builtin_symbol_FEXPR_EqualAndElement: fexpr_builtin_symbol = 136;
145pub const fexpr_builtin_symbol_FEXPR_EqualNearestDecimal: fexpr_builtin_symbol = 137;
146pub const fexpr_builtin_symbol_FEXPR_EqualQSeriesEllipsis: fexpr_builtin_symbol = 138;
147pub const fexpr_builtin_symbol_FEXPR_Equivalent: fexpr_builtin_symbol = 139;
148pub const fexpr_builtin_symbol_FEXPR_Erf: fexpr_builtin_symbol = 140;
149pub const fexpr_builtin_symbol_FEXPR_Erfc: fexpr_builtin_symbol = 141;
150pub const fexpr_builtin_symbol_FEXPR_Erfi: fexpr_builtin_symbol = 142;
151pub const fexpr_builtin_symbol_FEXPR_Euler: fexpr_builtin_symbol = 143;
152pub const fexpr_builtin_symbol_FEXPR_EulerE: fexpr_builtin_symbol = 144;
153pub const fexpr_builtin_symbol_FEXPR_EulerPhi: fexpr_builtin_symbol = 145;
154pub const fexpr_builtin_symbol_FEXPR_EulerPolynomial: fexpr_builtin_symbol = 146;
155pub const fexpr_builtin_symbol_FEXPR_EulerQSeries: fexpr_builtin_symbol = 147;
156pub const fexpr_builtin_symbol_FEXPR_Exists: fexpr_builtin_symbol = 148;
157pub const fexpr_builtin_symbol_FEXPR_Exp: fexpr_builtin_symbol = 149;
158pub const fexpr_builtin_symbol_FEXPR_ExpIntegralE: fexpr_builtin_symbol = 150;
159pub const fexpr_builtin_symbol_FEXPR_ExpIntegralEi: fexpr_builtin_symbol = 151;
160pub const fexpr_builtin_symbol_FEXPR_ExtendedRealNumbers: fexpr_builtin_symbol = 152;
161pub const fexpr_builtin_symbol_FEXPR_Factorial: fexpr_builtin_symbol = 153;
162pub const fexpr_builtin_symbol_FEXPR_FallingFactorial: fexpr_builtin_symbol = 154;
163pub const fexpr_builtin_symbol_FEXPR_False: fexpr_builtin_symbol = 155;
164pub const fexpr_builtin_symbol_FEXPR_Fibonacci: fexpr_builtin_symbol = 156;
165pub const fexpr_builtin_symbol_FEXPR_Fields: fexpr_builtin_symbol = 157;
166pub const fexpr_builtin_symbol_FEXPR_FiniteField: fexpr_builtin_symbol = 158;
167pub const fexpr_builtin_symbol_FEXPR_Floor: fexpr_builtin_symbol = 159;
168pub const fexpr_builtin_symbol_FEXPR_For: fexpr_builtin_symbol = 160;
169pub const fexpr_builtin_symbol_FEXPR_FormalLaurentSeries: fexpr_builtin_symbol = 161;
170pub const fexpr_builtin_symbol_FEXPR_FormalPowerSeries: fexpr_builtin_symbol = 162;
171pub const fexpr_builtin_symbol_FEXPR_FormalPuiseuxSeries: fexpr_builtin_symbol = 163;
172pub const fexpr_builtin_symbol_FEXPR_FresnelC: fexpr_builtin_symbol = 164;
173pub const fexpr_builtin_symbol_FEXPR_FresnelS: fexpr_builtin_symbol = 165;
174pub const fexpr_builtin_symbol_FEXPR_Fun: fexpr_builtin_symbol = 166;
175pub const fexpr_builtin_symbol_FEXPR_GCD: fexpr_builtin_symbol = 167;
176pub const fexpr_builtin_symbol_FEXPR_Gamma: fexpr_builtin_symbol = 168;
177pub const fexpr_builtin_symbol_FEXPR_GaussLegendreWeight: fexpr_builtin_symbol = 169;
178pub const fexpr_builtin_symbol_FEXPR_GaussSum: fexpr_builtin_symbol = 170;
179pub const fexpr_builtin_symbol_FEXPR_GegenbauerC: fexpr_builtin_symbol = 171;
180pub const fexpr_builtin_symbol_FEXPR_GeneralLinearGroup: fexpr_builtin_symbol = 172;
181pub const fexpr_builtin_symbol_FEXPR_GeneralizedBernoulliB: fexpr_builtin_symbol = 173;
182pub const fexpr_builtin_symbol_FEXPR_GeneralizedRiemannHypothesis: fexpr_builtin_symbol = 174;
183pub const fexpr_builtin_symbol_FEXPR_GlaisherConstant: fexpr_builtin_symbol = 175;
184pub const fexpr_builtin_symbol_FEXPR_GoldenRatio: fexpr_builtin_symbol = 176;
185pub const fexpr_builtin_symbol_FEXPR_Greater: fexpr_builtin_symbol = 177;
186pub const fexpr_builtin_symbol_FEXPR_GreaterEqual: fexpr_builtin_symbol = 178;
187pub const fexpr_builtin_symbol_FEXPR_GreekGamma: fexpr_builtin_symbol = 179;
188pub const fexpr_builtin_symbol_FEXPR_GreekGamma_: fexpr_builtin_symbol = 180;
189pub const fexpr_builtin_symbol_FEXPR_GreekPi: fexpr_builtin_symbol = 181;
190pub const fexpr_builtin_symbol_FEXPR_GreekPi_: fexpr_builtin_symbol = 182;
191pub const fexpr_builtin_symbol_FEXPR_Guess: fexpr_builtin_symbol = 183;
192pub const fexpr_builtin_symbol_FEXPR_HankelH1: fexpr_builtin_symbol = 184;
193pub const fexpr_builtin_symbol_FEXPR_HankelH2: fexpr_builtin_symbol = 185;
194pub const fexpr_builtin_symbol_FEXPR_HarmonicNumber: fexpr_builtin_symbol = 186;
195pub const fexpr_builtin_symbol_FEXPR_HermiteH: fexpr_builtin_symbol = 187;
196pub const fexpr_builtin_symbol_FEXPR_HilbertClassPolynomial: fexpr_builtin_symbol = 188;
197pub const fexpr_builtin_symbol_FEXPR_HilbertMatrix: fexpr_builtin_symbol = 189;
198pub const fexpr_builtin_symbol_FEXPR_HurwitzZeta: fexpr_builtin_symbol = 190;
199pub const fexpr_builtin_symbol_FEXPR_Hypergeometric0F1: fexpr_builtin_symbol = 191;
200pub const fexpr_builtin_symbol_FEXPR_Hypergeometric0F1Regularized: fexpr_builtin_symbol = 192;
201pub const fexpr_builtin_symbol_FEXPR_Hypergeometric1F1: fexpr_builtin_symbol = 193;
202pub const fexpr_builtin_symbol_FEXPR_Hypergeometric1F1Regularized: fexpr_builtin_symbol = 194;
203pub const fexpr_builtin_symbol_FEXPR_Hypergeometric1F2: fexpr_builtin_symbol = 195;
204pub const fexpr_builtin_symbol_FEXPR_Hypergeometric1F2Regularized: fexpr_builtin_symbol = 196;
205pub const fexpr_builtin_symbol_FEXPR_Hypergeometric2F0: fexpr_builtin_symbol = 197;
206pub const fexpr_builtin_symbol_FEXPR_Hypergeometric2F1: fexpr_builtin_symbol = 198;
207pub const fexpr_builtin_symbol_FEXPR_Hypergeometric2F1Regularized: fexpr_builtin_symbol = 199;
208pub const fexpr_builtin_symbol_FEXPR_Hypergeometric2F2: fexpr_builtin_symbol = 200;
209pub const fexpr_builtin_symbol_FEXPR_Hypergeometric2F2Regularized: fexpr_builtin_symbol = 201;
210pub const fexpr_builtin_symbol_FEXPR_Hypergeometric3F2: fexpr_builtin_symbol = 202;
211pub const fexpr_builtin_symbol_FEXPR_Hypergeometric3F2Regularized: fexpr_builtin_symbol = 203;
212pub const fexpr_builtin_symbol_FEXPR_HypergeometricU: fexpr_builtin_symbol = 204;
213pub const fexpr_builtin_symbol_FEXPR_HypergeometricUStar: fexpr_builtin_symbol = 205;
214pub const fexpr_builtin_symbol_FEXPR_HypergeometricUStarRemainder: fexpr_builtin_symbol = 206;
215pub const fexpr_builtin_symbol_FEXPR_IdentityMatrix: fexpr_builtin_symbol = 207;
216pub const fexpr_builtin_symbol_FEXPR_Im: fexpr_builtin_symbol = 208;
217pub const fexpr_builtin_symbol_FEXPR_Implies: fexpr_builtin_symbol = 209;
218pub const fexpr_builtin_symbol_FEXPR_IncompleteBeta: fexpr_builtin_symbol = 210;
219pub const fexpr_builtin_symbol_FEXPR_IncompleteBetaRegularized: fexpr_builtin_symbol = 211;
220pub const fexpr_builtin_symbol_FEXPR_IncompleteEllipticE: fexpr_builtin_symbol = 212;
221pub const fexpr_builtin_symbol_FEXPR_IncompleteEllipticF: fexpr_builtin_symbol = 213;
222pub const fexpr_builtin_symbol_FEXPR_IncompleteEllipticPi: fexpr_builtin_symbol = 214;
223pub const fexpr_builtin_symbol_FEXPR_IndefiniteIntegralEqual: fexpr_builtin_symbol = 215;
224pub const fexpr_builtin_symbol_FEXPR_Infimum: fexpr_builtin_symbol = 216;
225pub const fexpr_builtin_symbol_FEXPR_Infinity: fexpr_builtin_symbol = 217;
226pub const fexpr_builtin_symbol_FEXPR_IntegersGreaterEqual: fexpr_builtin_symbol = 218;
227pub const fexpr_builtin_symbol_FEXPR_IntegersLessEqual: fexpr_builtin_symbol = 219;
228pub const fexpr_builtin_symbol_FEXPR_Integral: fexpr_builtin_symbol = 220;
229pub const fexpr_builtin_symbol_FEXPR_Intersection: fexpr_builtin_symbol = 221;
230pub const fexpr_builtin_symbol_FEXPR_Interval: fexpr_builtin_symbol = 222;
231pub const fexpr_builtin_symbol_FEXPR_IsEven: fexpr_builtin_symbol = 223;
232pub const fexpr_builtin_symbol_FEXPR_IsHolomorphicOn: fexpr_builtin_symbol = 224;
233pub const fexpr_builtin_symbol_FEXPR_IsMeromorphicOn: fexpr_builtin_symbol = 225;
234pub const fexpr_builtin_symbol_FEXPR_IsOdd: fexpr_builtin_symbol = 226;
235pub const fexpr_builtin_symbol_FEXPR_IsPrime: fexpr_builtin_symbol = 227;
236pub const fexpr_builtin_symbol_FEXPR_Item: fexpr_builtin_symbol = 228;
237pub const fexpr_builtin_symbol_FEXPR_JacobiP: fexpr_builtin_symbol = 229;
238pub const fexpr_builtin_symbol_FEXPR_JacobiSymbol: fexpr_builtin_symbol = 230;
239pub const fexpr_builtin_symbol_FEXPR_JacobiTheta: fexpr_builtin_symbol = 231;
240pub const fexpr_builtin_symbol_FEXPR_JacobiThetaEpsilon: fexpr_builtin_symbol = 232;
241pub const fexpr_builtin_symbol_FEXPR_JacobiThetaPermutation: fexpr_builtin_symbol = 233;
242pub const fexpr_builtin_symbol_FEXPR_JacobiThetaQ: fexpr_builtin_symbol = 234;
243pub const fexpr_builtin_symbol_FEXPR_KeiperLiLambda: fexpr_builtin_symbol = 235;
244pub const fexpr_builtin_symbol_FEXPR_KhinchinConstant: fexpr_builtin_symbol = 236;
245pub const fexpr_builtin_symbol_FEXPR_KroneckerDelta: fexpr_builtin_symbol = 237;
246pub const fexpr_builtin_symbol_FEXPR_KroneckerSymbol: fexpr_builtin_symbol = 238;
247pub const fexpr_builtin_symbol_FEXPR_LCM: fexpr_builtin_symbol = 239;
248pub const fexpr_builtin_symbol_FEXPR_LaguerreL: fexpr_builtin_symbol = 240;
249pub const fexpr_builtin_symbol_FEXPR_LambertW: fexpr_builtin_symbol = 241;
250pub const fexpr_builtin_symbol_FEXPR_Lamda: fexpr_builtin_symbol = 242;
251pub const fexpr_builtin_symbol_FEXPR_Lamda_: fexpr_builtin_symbol = 243;
252pub const fexpr_builtin_symbol_FEXPR_LandauG: fexpr_builtin_symbol = 244;
253pub const fexpr_builtin_symbol_FEXPR_Lattice: fexpr_builtin_symbol = 245;
254pub const fexpr_builtin_symbol_FEXPR_LeftLimit: fexpr_builtin_symbol = 246;
255pub const fexpr_builtin_symbol_FEXPR_LegendreP: fexpr_builtin_symbol = 247;
256pub const fexpr_builtin_symbol_FEXPR_LegendrePolynomialZero: fexpr_builtin_symbol = 248;
257pub const fexpr_builtin_symbol_FEXPR_LegendreSymbol: fexpr_builtin_symbol = 249;
258pub const fexpr_builtin_symbol_FEXPR_Length: fexpr_builtin_symbol = 250;
259pub const fexpr_builtin_symbol_FEXPR_LerchPhi: fexpr_builtin_symbol = 251;
260pub const fexpr_builtin_symbol_FEXPR_Less: fexpr_builtin_symbol = 252;
261pub const fexpr_builtin_symbol_FEXPR_LessEqual: fexpr_builtin_symbol = 253;
262pub const fexpr_builtin_symbol_FEXPR_Limit: fexpr_builtin_symbol = 254;
263pub const fexpr_builtin_symbol_FEXPR_LiouvilleLambda: fexpr_builtin_symbol = 255;
264pub const fexpr_builtin_symbol_FEXPR_List: fexpr_builtin_symbol = 256;
265pub const fexpr_builtin_symbol_FEXPR_Log: fexpr_builtin_symbol = 257;
266pub const fexpr_builtin_symbol_FEXPR_LogBarnesG: fexpr_builtin_symbol = 258;
267pub const fexpr_builtin_symbol_FEXPR_LogBarnesGRemainder: fexpr_builtin_symbol = 259;
268pub const fexpr_builtin_symbol_FEXPR_LogGamma: fexpr_builtin_symbol = 260;
269pub const fexpr_builtin_symbol_FEXPR_LogIntegral: fexpr_builtin_symbol = 261;
270pub const fexpr_builtin_symbol_FEXPR_Logic: fexpr_builtin_symbol = 262;
271pub const fexpr_builtin_symbol_FEXPR_LowerGamma: fexpr_builtin_symbol = 263;
272pub const fexpr_builtin_symbol_FEXPR_Matrices: fexpr_builtin_symbol = 264;
273pub const fexpr_builtin_symbol_FEXPR_Matrix: fexpr_builtin_symbol = 265;
274pub const fexpr_builtin_symbol_FEXPR_Matrix2x2: fexpr_builtin_symbol = 266;
275pub const fexpr_builtin_symbol_FEXPR_Max: fexpr_builtin_symbol = 267;
276pub const fexpr_builtin_symbol_FEXPR_Maximum: fexpr_builtin_symbol = 268;
277pub const fexpr_builtin_symbol_FEXPR_MeromorphicDerivative: fexpr_builtin_symbol = 269;
278pub const fexpr_builtin_symbol_FEXPR_MeromorphicLimit: fexpr_builtin_symbol = 270;
279pub const fexpr_builtin_symbol_FEXPR_Min: fexpr_builtin_symbol = 271;
280pub const fexpr_builtin_symbol_FEXPR_Minimum: fexpr_builtin_symbol = 272;
281pub const fexpr_builtin_symbol_FEXPR_Mod: fexpr_builtin_symbol = 273;
282pub const fexpr_builtin_symbol_FEXPR_ModularGroupAction: fexpr_builtin_symbol = 274;
283pub const fexpr_builtin_symbol_FEXPR_ModularGroupFundamentalDomain: fexpr_builtin_symbol = 275;
284pub const fexpr_builtin_symbol_FEXPR_ModularJ: fexpr_builtin_symbol = 276;
285pub const fexpr_builtin_symbol_FEXPR_ModularLambda: fexpr_builtin_symbol = 277;
286pub const fexpr_builtin_symbol_FEXPR_ModularLambdaFundamentalDomain: fexpr_builtin_symbol = 278;
287pub const fexpr_builtin_symbol_FEXPR_MoebiusMu: fexpr_builtin_symbol = 279;
288pub const fexpr_builtin_symbol_FEXPR_Mul: fexpr_builtin_symbol = 280;
289pub const fexpr_builtin_symbol_FEXPR_MultiZetaValue: fexpr_builtin_symbol = 281;
290pub const fexpr_builtin_symbol_FEXPR_NN: fexpr_builtin_symbol = 282;
291pub const fexpr_builtin_symbol_FEXPR_Neg: fexpr_builtin_symbol = 283;
292pub const fexpr_builtin_symbol_FEXPR_Not: fexpr_builtin_symbol = 284;
293pub const fexpr_builtin_symbol_FEXPR_NotElement: fexpr_builtin_symbol = 285;
294pub const fexpr_builtin_symbol_FEXPR_NotEqual: fexpr_builtin_symbol = 286;
295pub const fexpr_builtin_symbol_FEXPR_NumberE: fexpr_builtin_symbol = 287;
296pub const fexpr_builtin_symbol_FEXPR_NumberI: fexpr_builtin_symbol = 288;
297pub const fexpr_builtin_symbol_FEXPR_Omega: fexpr_builtin_symbol = 289;
298pub const fexpr_builtin_symbol_FEXPR_Omega_: fexpr_builtin_symbol = 290;
299pub const fexpr_builtin_symbol_FEXPR_One: fexpr_builtin_symbol = 291;
300pub const fexpr_builtin_symbol_FEXPR_OpenClosedInterval: fexpr_builtin_symbol = 292;
301pub const fexpr_builtin_symbol_FEXPR_OpenComplexDisk: fexpr_builtin_symbol = 293;
302pub const fexpr_builtin_symbol_FEXPR_OpenInterval: fexpr_builtin_symbol = 294;
303pub const fexpr_builtin_symbol_FEXPR_OpenRealBall: fexpr_builtin_symbol = 295;
304pub const fexpr_builtin_symbol_FEXPR_Or: fexpr_builtin_symbol = 296;
305pub const fexpr_builtin_symbol_FEXPR_Otherwise: fexpr_builtin_symbol = 297;
306pub const fexpr_builtin_symbol_FEXPR_PSL2Z: fexpr_builtin_symbol = 298;
307pub const fexpr_builtin_symbol_FEXPR_Parentheses: fexpr_builtin_symbol = 299;
308pub const fexpr_builtin_symbol_FEXPR_PartitionsP: fexpr_builtin_symbol = 300;
309pub const fexpr_builtin_symbol_FEXPR_Path: fexpr_builtin_symbol = 301;
310pub const fexpr_builtin_symbol_FEXPR_Phi: fexpr_builtin_symbol = 302;
311pub const fexpr_builtin_symbol_FEXPR_Phi_: fexpr_builtin_symbol = 303;
312pub const fexpr_builtin_symbol_FEXPR_Pi: fexpr_builtin_symbol = 304;
313pub const fexpr_builtin_symbol_FEXPR_Pol: fexpr_builtin_symbol = 305;
314pub const fexpr_builtin_symbol_FEXPR_Poles: fexpr_builtin_symbol = 306;
315pub const fexpr_builtin_symbol_FEXPR_PolyLog: fexpr_builtin_symbol = 307;
316pub const fexpr_builtin_symbol_FEXPR_Polynomial: fexpr_builtin_symbol = 308;
317pub const fexpr_builtin_symbol_FEXPR_PolynomialDegree: fexpr_builtin_symbol = 309;
318pub const fexpr_builtin_symbol_FEXPR_PolynomialFractions: fexpr_builtin_symbol = 310;
319pub const fexpr_builtin_symbol_FEXPR_PolynomialRootIndexed: fexpr_builtin_symbol = 311;
320pub const fexpr_builtin_symbol_FEXPR_PolynomialRootNearest: fexpr_builtin_symbol = 312;
321pub const fexpr_builtin_symbol_FEXPR_Polynomials: fexpr_builtin_symbol = 313;
322pub const fexpr_builtin_symbol_FEXPR_Pos: fexpr_builtin_symbol = 314;
323pub const fexpr_builtin_symbol_FEXPR_Pow: fexpr_builtin_symbol = 315;
324pub const fexpr_builtin_symbol_FEXPR_Prime: fexpr_builtin_symbol = 316;
325pub const fexpr_builtin_symbol_FEXPR_PrimePi: fexpr_builtin_symbol = 317;
326pub const fexpr_builtin_symbol_FEXPR_PrimeProduct: fexpr_builtin_symbol = 318;
327pub const fexpr_builtin_symbol_FEXPR_PrimeSum: fexpr_builtin_symbol = 319;
328pub const fexpr_builtin_symbol_FEXPR_Primes: fexpr_builtin_symbol = 320;
329pub const fexpr_builtin_symbol_FEXPR_PrimitiveDirichletCharacters: fexpr_builtin_symbol = 321;
330pub const fexpr_builtin_symbol_FEXPR_PrimitiveReducedPositiveIntegralBinaryQuadraticForms:
331    fexpr_builtin_symbol = 322;
332pub const fexpr_builtin_symbol_FEXPR_Product: fexpr_builtin_symbol = 323;
333pub const fexpr_builtin_symbol_FEXPR_ProjectiveComplexNumbers: fexpr_builtin_symbol = 324;
334pub const fexpr_builtin_symbol_FEXPR_ProjectiveRealNumbers: fexpr_builtin_symbol = 325;
335pub const fexpr_builtin_symbol_FEXPR_Psi: fexpr_builtin_symbol = 326;
336pub const fexpr_builtin_symbol_FEXPR_Psi_: fexpr_builtin_symbol = 327;
337pub const fexpr_builtin_symbol_FEXPR_QQ: fexpr_builtin_symbol = 328;
338pub const fexpr_builtin_symbol_FEXPR_QSeriesCoefficient: fexpr_builtin_symbol = 329;
339pub const fexpr_builtin_symbol_FEXPR_QuotientRing: fexpr_builtin_symbol = 330;
340pub const fexpr_builtin_symbol_FEXPR_RR: fexpr_builtin_symbol = 331;
341pub const fexpr_builtin_symbol_FEXPR_Range: fexpr_builtin_symbol = 332;
342pub const fexpr_builtin_symbol_FEXPR_Re: fexpr_builtin_symbol = 333;
343pub const fexpr_builtin_symbol_FEXPR_RealAbs: fexpr_builtin_symbol = 334;
344pub const fexpr_builtin_symbol_FEXPR_RealAlgebraicNumbers: fexpr_builtin_symbol = 335;
345pub const fexpr_builtin_symbol_FEXPR_RealBall: fexpr_builtin_symbol = 336;
346pub const fexpr_builtin_symbol_FEXPR_RealDerivative: fexpr_builtin_symbol = 337;
347pub const fexpr_builtin_symbol_FEXPR_RealInfinities: fexpr_builtin_symbol = 338;
348pub const fexpr_builtin_symbol_FEXPR_RealLimit: fexpr_builtin_symbol = 339;
349pub const fexpr_builtin_symbol_FEXPR_RealSignedInfinities: fexpr_builtin_symbol = 340;
350pub const fexpr_builtin_symbol_FEXPR_RealSingularityClosure: fexpr_builtin_symbol = 341;
351pub const fexpr_builtin_symbol_FEXPR_Repeat: fexpr_builtin_symbol = 342;
352pub const fexpr_builtin_symbol_FEXPR_Residue: fexpr_builtin_symbol = 343;
353pub const fexpr_builtin_symbol_FEXPR_RiemannHypothesis: fexpr_builtin_symbol = 344;
354pub const fexpr_builtin_symbol_FEXPR_RiemannXi: fexpr_builtin_symbol = 345;
355pub const fexpr_builtin_symbol_FEXPR_RiemannZeta: fexpr_builtin_symbol = 346;
356pub const fexpr_builtin_symbol_FEXPR_RiemannZetaZero: fexpr_builtin_symbol = 347;
357pub const fexpr_builtin_symbol_FEXPR_RightLimit: fexpr_builtin_symbol = 348;
358pub const fexpr_builtin_symbol_FEXPR_Rings: fexpr_builtin_symbol = 349;
359pub const fexpr_builtin_symbol_FEXPR_RisingFactorial: fexpr_builtin_symbol = 350;
360pub const fexpr_builtin_symbol_FEXPR_Root: fexpr_builtin_symbol = 351;
361pub const fexpr_builtin_symbol_FEXPR_RootOfUnity: fexpr_builtin_symbol = 352;
362pub const fexpr_builtin_symbol_FEXPR_Row: fexpr_builtin_symbol = 353;
363pub const fexpr_builtin_symbol_FEXPR_RowMatrix: fexpr_builtin_symbol = 354;
364pub const fexpr_builtin_symbol_FEXPR_SL2Z: fexpr_builtin_symbol = 355;
365pub const fexpr_builtin_symbol_FEXPR_Same: fexpr_builtin_symbol = 356;
366pub const fexpr_builtin_symbol_FEXPR_Sec: fexpr_builtin_symbol = 357;
367pub const fexpr_builtin_symbol_FEXPR_Sech: fexpr_builtin_symbol = 358;
368pub const fexpr_builtin_symbol_FEXPR_SequenceLimit: fexpr_builtin_symbol = 359;
369pub const fexpr_builtin_symbol_FEXPR_SequenceLimitInferior: fexpr_builtin_symbol = 360;
370pub const fexpr_builtin_symbol_FEXPR_SequenceLimitSuperior: fexpr_builtin_symbol = 361;
371pub const fexpr_builtin_symbol_FEXPR_Ser: fexpr_builtin_symbol = 362;
372pub const fexpr_builtin_symbol_FEXPR_Set: fexpr_builtin_symbol = 363;
373pub const fexpr_builtin_symbol_FEXPR_SetMinus: fexpr_builtin_symbol = 364;
374pub const fexpr_builtin_symbol_FEXPR_Sets: fexpr_builtin_symbol = 365;
375pub const fexpr_builtin_symbol_FEXPR_ShowExpandedNormalForm: fexpr_builtin_symbol = 366;
376pub const fexpr_builtin_symbol_FEXPR_Sigma: fexpr_builtin_symbol = 367;
377pub const fexpr_builtin_symbol_FEXPR_Sigma_: fexpr_builtin_symbol = 368;
378pub const fexpr_builtin_symbol_FEXPR_Sign: fexpr_builtin_symbol = 369;
379pub const fexpr_builtin_symbol_FEXPR_SignExtendedComplexNumbers: fexpr_builtin_symbol = 370;
380pub const fexpr_builtin_symbol_FEXPR_Sin: fexpr_builtin_symbol = 371;
381pub const fexpr_builtin_symbol_FEXPR_SinIntegral: fexpr_builtin_symbol = 372;
382pub const fexpr_builtin_symbol_FEXPR_Sinc: fexpr_builtin_symbol = 373;
383pub const fexpr_builtin_symbol_FEXPR_SingularValues: fexpr_builtin_symbol = 374;
384pub const fexpr_builtin_symbol_FEXPR_Sinh: fexpr_builtin_symbol = 375;
385pub const fexpr_builtin_symbol_FEXPR_SinhIntegral: fexpr_builtin_symbol = 376;
386pub const fexpr_builtin_symbol_FEXPR_SloaneA: fexpr_builtin_symbol = 377;
387pub const fexpr_builtin_symbol_FEXPR_Solutions: fexpr_builtin_symbol = 378;
388pub const fexpr_builtin_symbol_FEXPR_SpecialLinearGroup: fexpr_builtin_symbol = 379;
389pub const fexpr_builtin_symbol_FEXPR_Spectrum: fexpr_builtin_symbol = 380;
390pub const fexpr_builtin_symbol_FEXPR_SphericalHarmonicY: fexpr_builtin_symbol = 381;
391pub const fexpr_builtin_symbol_FEXPR_Sqrt: fexpr_builtin_symbol = 382;
392pub const fexpr_builtin_symbol_FEXPR_SquaresR: fexpr_builtin_symbol = 383;
393pub const fexpr_builtin_symbol_FEXPR_Step: fexpr_builtin_symbol = 384;
394pub const fexpr_builtin_symbol_FEXPR_StieltjesGamma: fexpr_builtin_symbol = 385;
395pub const fexpr_builtin_symbol_FEXPR_StirlingCycle: fexpr_builtin_symbol = 386;
396pub const fexpr_builtin_symbol_FEXPR_StirlingS1: fexpr_builtin_symbol = 387;
397pub const fexpr_builtin_symbol_FEXPR_StirlingS2: fexpr_builtin_symbol = 388;
398pub const fexpr_builtin_symbol_FEXPR_StirlingSeriesRemainder: fexpr_builtin_symbol = 389;
399pub const fexpr_builtin_symbol_FEXPR_Sub: fexpr_builtin_symbol = 390;
400pub const fexpr_builtin_symbol_FEXPR_Subscript: fexpr_builtin_symbol = 391;
401pub const fexpr_builtin_symbol_FEXPR_Subset: fexpr_builtin_symbol = 392;
402pub const fexpr_builtin_symbol_FEXPR_SubsetEqual: fexpr_builtin_symbol = 393;
403pub const fexpr_builtin_symbol_FEXPR_Subsets: fexpr_builtin_symbol = 394;
404pub const fexpr_builtin_symbol_FEXPR_Sum: fexpr_builtin_symbol = 395;
405pub const fexpr_builtin_symbol_FEXPR_Supremum: fexpr_builtin_symbol = 396;
406pub const fexpr_builtin_symbol_FEXPR_SymmetricPolynomial: fexpr_builtin_symbol = 397;
407pub const fexpr_builtin_symbol_FEXPR_Tan: fexpr_builtin_symbol = 398;
408pub const fexpr_builtin_symbol_FEXPR_Tanh: fexpr_builtin_symbol = 399;
409pub const fexpr_builtin_symbol_FEXPR_Theta: fexpr_builtin_symbol = 400;
410pub const fexpr_builtin_symbol_FEXPR_Theta_: fexpr_builtin_symbol = 401;
411pub const fexpr_builtin_symbol_FEXPR_True: fexpr_builtin_symbol = 402;
412pub const fexpr_builtin_symbol_FEXPR_Tuple: fexpr_builtin_symbol = 403;
413pub const fexpr_builtin_symbol_FEXPR_Tuples: fexpr_builtin_symbol = 404;
414pub const fexpr_builtin_symbol_FEXPR_Undefined: fexpr_builtin_symbol = 405;
415pub const fexpr_builtin_symbol_FEXPR_Union: fexpr_builtin_symbol = 406;
416pub const fexpr_builtin_symbol_FEXPR_UniqueSolution: fexpr_builtin_symbol = 407;
417pub const fexpr_builtin_symbol_FEXPR_UniqueZero: fexpr_builtin_symbol = 408;
418pub const fexpr_builtin_symbol_FEXPR_UnitCircle: fexpr_builtin_symbol = 409;
419pub const fexpr_builtin_symbol_FEXPR_Unknown: fexpr_builtin_symbol = 410;
420pub const fexpr_builtin_symbol_FEXPR_UnsignedInfinity: fexpr_builtin_symbol = 411;
421pub const fexpr_builtin_symbol_FEXPR_UpperGamma: fexpr_builtin_symbol = 412;
422pub const fexpr_builtin_symbol_FEXPR_UpperHalfPlane: fexpr_builtin_symbol = 413;
423pub const fexpr_builtin_symbol_FEXPR_WeierstrassP: fexpr_builtin_symbol = 414;
424pub const fexpr_builtin_symbol_FEXPR_WeierstrassSigma: fexpr_builtin_symbol = 415;
425pub const fexpr_builtin_symbol_FEXPR_WeierstrassZeta: fexpr_builtin_symbol = 416;
426pub const fexpr_builtin_symbol_FEXPR_Where: fexpr_builtin_symbol = 417;
427pub const fexpr_builtin_symbol_FEXPR_XGCD: fexpr_builtin_symbol = 418;
428pub const fexpr_builtin_symbol_FEXPR_XX: fexpr_builtin_symbol = 419;
429pub const fexpr_builtin_symbol_FEXPR_Xi: fexpr_builtin_symbol = 420;
430pub const fexpr_builtin_symbol_FEXPR_Xi_: fexpr_builtin_symbol = 421;
431pub const fexpr_builtin_symbol_FEXPR_ZZ: fexpr_builtin_symbol = 422;
432pub const fexpr_builtin_symbol_FEXPR_Zero: fexpr_builtin_symbol = 423;
433pub const fexpr_builtin_symbol_FEXPR_ZeroMatrix: fexpr_builtin_symbol = 424;
434pub const fexpr_builtin_symbol_FEXPR_Zeros: fexpr_builtin_symbol = 425;
435pub const fexpr_builtin_symbol_FEXPR_alpha: fexpr_builtin_symbol = 426;
436pub const fexpr_builtin_symbol_FEXPR_alpha_: fexpr_builtin_symbol = 427;
437pub const fexpr_builtin_symbol_FEXPR_beta: fexpr_builtin_symbol = 428;
438pub const fexpr_builtin_symbol_FEXPR_beta_: fexpr_builtin_symbol = 429;
439pub const fexpr_builtin_symbol_FEXPR_chi: fexpr_builtin_symbol = 430;
440pub const fexpr_builtin_symbol_FEXPR_chi_: fexpr_builtin_symbol = 431;
441pub const fexpr_builtin_symbol_FEXPR_delta: fexpr_builtin_symbol = 432;
442pub const fexpr_builtin_symbol_FEXPR_delta_: fexpr_builtin_symbol = 433;
443pub const fexpr_builtin_symbol_FEXPR_ell: fexpr_builtin_symbol = 434;
444pub const fexpr_builtin_symbol_FEXPR_ell_: fexpr_builtin_symbol = 435;
445pub const fexpr_builtin_symbol_FEXPR_epsilon: fexpr_builtin_symbol = 436;
446pub const fexpr_builtin_symbol_FEXPR_epsilon_: fexpr_builtin_symbol = 437;
447pub const fexpr_builtin_symbol_FEXPR_eta: fexpr_builtin_symbol = 438;
448pub const fexpr_builtin_symbol_FEXPR_eta_: fexpr_builtin_symbol = 439;
449pub const fexpr_builtin_symbol_FEXPR_gamma: fexpr_builtin_symbol = 440;
450pub const fexpr_builtin_symbol_FEXPR_gamma_: fexpr_builtin_symbol = 441;
451pub const fexpr_builtin_symbol_FEXPR_iota: fexpr_builtin_symbol = 442;
452pub const fexpr_builtin_symbol_FEXPR_iota_: fexpr_builtin_symbol = 443;
453pub const fexpr_builtin_symbol_FEXPR_kappa: fexpr_builtin_symbol = 444;
454pub const fexpr_builtin_symbol_FEXPR_kappa_: fexpr_builtin_symbol = 445;
455pub const fexpr_builtin_symbol_FEXPR_lamda: fexpr_builtin_symbol = 446;
456pub const fexpr_builtin_symbol_FEXPR_lamda_: fexpr_builtin_symbol = 447;
457pub const fexpr_builtin_symbol_FEXPR_mu: fexpr_builtin_symbol = 448;
458pub const fexpr_builtin_symbol_FEXPR_mu_: fexpr_builtin_symbol = 449;
459pub const fexpr_builtin_symbol_FEXPR_nu: fexpr_builtin_symbol = 450;
460pub const fexpr_builtin_symbol_FEXPR_nu_: fexpr_builtin_symbol = 451;
461pub const fexpr_builtin_symbol_FEXPR_omega: fexpr_builtin_symbol = 452;
462pub const fexpr_builtin_symbol_FEXPR_omega_: fexpr_builtin_symbol = 453;
463pub const fexpr_builtin_symbol_FEXPR_phi: fexpr_builtin_symbol = 454;
464pub const fexpr_builtin_symbol_FEXPR_phi_: fexpr_builtin_symbol = 455;
465pub const fexpr_builtin_symbol_FEXPR_pi: fexpr_builtin_symbol = 456;
466pub const fexpr_builtin_symbol_FEXPR_pi_: fexpr_builtin_symbol = 457;
467pub const fexpr_builtin_symbol_FEXPR_rho: fexpr_builtin_symbol = 458;
468pub const fexpr_builtin_symbol_FEXPR_rho_: fexpr_builtin_symbol = 459;
469pub const fexpr_builtin_symbol_FEXPR_sigma: fexpr_builtin_symbol = 460;
470pub const fexpr_builtin_symbol_FEXPR_sigma_: fexpr_builtin_symbol = 461;
471pub const fexpr_builtin_symbol_FEXPR_tau: fexpr_builtin_symbol = 462;
472pub const fexpr_builtin_symbol_FEXPR_tau_: fexpr_builtin_symbol = 463;
473pub const fexpr_builtin_symbol_FEXPR_theta: fexpr_builtin_symbol = 464;
474pub const fexpr_builtin_symbol_FEXPR_theta_: fexpr_builtin_symbol = 465;
475pub const fexpr_builtin_symbol_FEXPR_varphi: fexpr_builtin_symbol = 466;
476pub const fexpr_builtin_symbol_FEXPR_varphi_: fexpr_builtin_symbol = 467;
477pub const fexpr_builtin_symbol_FEXPR_vartheta: fexpr_builtin_symbol = 468;
478pub const fexpr_builtin_symbol_FEXPR_vartheta_: fexpr_builtin_symbol = 469;
479pub const fexpr_builtin_symbol_FEXPR_xi: fexpr_builtin_symbol = 470;
480pub const fexpr_builtin_symbol_FEXPR_xi_: fexpr_builtin_symbol = 471;
481pub const fexpr_builtin_symbol_FEXPR_zeta: fexpr_builtin_symbol = 472;
482pub const fexpr_builtin_symbol_FEXPR_zeta_: fexpr_builtin_symbol = 473;
483pub const fexpr_builtin_symbol_FEXPR_BUILTIN_LENGTH: fexpr_builtin_symbol = 474;
484pub type fexpr_builtin_symbol = libc::c_uint;
485pub type _fexpr_latex_writer = ::std::option::Option<
486    unsafe extern "C" fn(arg1: *mut gr_stream_struct, arg2: *const fexpr_struct, arg3: ulong),
487>;
488#[repr(C)]
489#[derive(Debug, Copy, Clone)]
490pub struct fexpr_symbol_info {
491    pub symbol: fexpr_builtin_symbol,
492    pub string: *const libc::c_char,
493    pub latex_string: *const libc::c_char,
494    pub latex_writer: _fexpr_latex_writer,
495}
496#[allow(clippy::unnecessary_operation, clippy::identity_op)]
497const _: () = {
498    ["Size of fexpr_symbol_info"][::std::mem::size_of::<fexpr_symbol_info>() - 32usize];
499    ["Alignment of fexpr_symbol_info"][::std::mem::align_of::<fexpr_symbol_info>() - 8usize];
500    ["Offset of field: fexpr_symbol_info::symbol"]
501        [::std::mem::offset_of!(fexpr_symbol_info, symbol) - 0usize];
502    ["Offset of field: fexpr_symbol_info::string"]
503        [::std::mem::offset_of!(fexpr_symbol_info, string) - 8usize];
504    ["Offset of field: fexpr_symbol_info::latex_string"]
505        [::std::mem::offset_of!(fexpr_symbol_info, latex_string) - 16usize];
506    ["Offset of field: fexpr_symbol_info::latex_writer"]
507        [::std::mem::offset_of!(fexpr_symbol_info, latex_writer) - 24usize];
508};
509impl Default for fexpr_symbol_info {
510    fn default() -> Self {
511        let mut s = ::std::mem::MaybeUninit::<Self>::uninit();
512        unsafe {
513            ::std::ptr::write_bytes(s.as_mut_ptr(), 0, 1);
514            s.assume_init()
515        }
516    }
517}
518extern "C" {
519    pub static fexpr_builtin_table: [fexpr_symbol_info; 474usize];
520    pub fn fexpr_builtin_lookup(s: *const libc::c_char) -> slong;
521    #[link_name = "fexpr_builtin_name__extern"]
522    pub fn fexpr_builtin_name(n: slong) -> *const libc::c_char;
523    #[link_name = "fexpr_builtin_length__extern"]
524    pub fn fexpr_builtin_length() -> slong;
525}
flint_sys/fexpr_builtin.rs

flint_sys/
fexpr_builtin.rs
