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' ' '' 32 space        %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
'!' '' 33 exclam       % psyr.htf (unicode)       2020-05-27-14:14 %
'∀' '' 34 universal    % Copyright 2004-2009 Eitan M. Gurari %
'#' '' 35 numbersign   %
'∃' '' 36 existential  % This work may be distributed and/or modified under the conditions
'%' '' 37 percent      % of the LaTeX Project Public License, either version 1.3 of this
'&' '' 38 ampersand    % license or (at your option) any later version. The latest version
'∈' '' 39 suchthat     % of this license is in http://www.latex-project.org/lppl.txt and
'(' '' 40 parenleft    % version 1.3 or later is part of all distributions of LaTeX version
')' '' 41 parenright   % 2003/12/01 or later.
'*' '' 42 asteriskmath % This work has the LPPL maintenance status "maintained".
'+' '' 43 plus         % Current Maintainer of this work is the TeX4ht Project.
',' '' 44 comma        %
'−' '' 45 minus        % If you modify this file, changing the
'.46' '' period       % version identification would be appreciated.
'/' '' 47 slash        %
'0' '' 48 zero         % tex4ht@tug.org
'1' '' 49 one          % https://tug.org/tex4ht
'2' '' 50 two          %
'3' '' 51 three        
'4' '' 52 four
'5' '' 53 five
'6' '' 54 six
'7' '' 55 seven
'8' '' 56 eight
'9' '' 57 nine
':' '' 58 colon
';' '' 59 semicolon
'<' '' 60 less
'=' '' 61 equal
'>' '' 62 greater
'?' '' 63 question
'≅' '' 64 congruent
'Α' '' 65 Alpha
'Β' '' 66 Beta
'Χ' '' 67 Chi
'Δ' '' 68 Delta
'Ε' '' 69 Epsilon
'Φ' '' 70 Phi
'Γ' '' 71 Gamma
'Η' '' 72 Eta
'Ι' '' 73 Iota
'𝜃' '' 74 theta1
'Κ' '' 75 Kappa
'Λ' '' 76 Lambda
'Μ' '' 77 Mu
'Ν' '' 78 Nu
'Ο' '' 79 Omicron
'Π' '' 80 Pi
'Θ' '' 81 Theta
'Ρ' '' 82 Rho
'Σ' '' 83 Sigma
'Τ' '' 84 Tau
'ϒ' '' 85 Upsilon
'ς' '' 86 sigma1
'Ω' '' 87 Omega
'Ξ' '' 88 Xi
'Ψ' '' 89 Psi
'Ζ' '' 90 Zeta
'[' '' 91 bracketleft
'∴' '' 92 therefore
']' '' 93 bracketright
'⊥' '' 94 perpendicular
'_' '' 95 underscore
'‾' '' 96 radicalex
'α' '' 97 alpha
'β' '' 98 beta
'χ' '' 99 chi
'δ' '' 100 delta
'𝜖' ''   101
'ϕ' '' 102 phi
'γ' '' 103 gamma
'η' '' 104 eta
'ι' '' 105 iota
'φ' '' 106 phi1
'κ' '' 107 kappa
'λ' '' 108 lambda
'μ' '' 109 mu
'ν' '' 110 nu
'ο' '' 111 omicron
'π' '' 112 pi
'𝜃' '' 113 theta
'ρ' '' 114 rho
'σ' '' 115 sigma
'τ' '' 116 tau
'υ' '' 117 upsilon
'ϖ' '' 118 omega1
'ω' '' 119 omega
'ξ' '' 120 xi
'ψ' '' 121 psi
'ζ' '' 122 zeta
'{' '' 123 braceleft
'|' '' 124 bar
'}' '' 125 braceright
'~' '' 126 similar
''  ''            127
''  ''            128
''  ''            129
''  ''            130
''  ''            131
''  ''            132
''  ''            133
''  ''            134
''  ''            135
''  ''            136
''  ''            137
''  ''            138
''  ''            139
''  ''            140
''  ''            141
''  ''            142
''  ''            143
''  ''            144
''  ''            145
''  ''            146
''  ''            147
''  ''            148
''  ''            149
''  ''            150
''  ''            151
''  ''            152
''  ''            153
'' ''             154
'' ''             155
'' ''             156
'' ''             157
'' ''             158
'' ''             159
'' ''             160
'ϒ' '' 161 Upsilon1
'′' '' 162 minute
'≤' '' 163 lessequal
'⁄' '' 164 fraction
'∞' '' 165 infinity
'ƒ' '' 166 florin
'♣' '' 167 club
'♢' '' 168 diamond
'♡' '' 169 heart
'♠' '' 170 spade
'↔' '' 171 arrowboth
'←' '' 172 arrowleft
'↑' '' 173 arrowup
'→' '' 174 arrowright
'↓' '' 175 arrowdown
'℃' '' 176 degree
'±' '' 177 plusminus
'″' '' 178 second
'≥' '' 179 greaterequal
'×' '' 180 multiply
'∝' '' 181 proportional
'∂' '' 182 partialdiff
'•' '' 183 bullet
'÷' '' 184 divide
'≠' '' 185 notequal
'≡' '' 186 equivalence
'' '' 187 approxequal
'…' '' 188  ellipsis
'|' '' 189 arrowvertex
'-' '' 190  arrowhorizex
'&x#21B2;' '' 191 carriagereturn
'ℵ' '' 192 aleph
'ℑ' '' 193 Ifraktur
'ℜ' '' 194 Rfraktur
'℘' '' 195 weierstrass
'⊗' '' 196 circlemultiply
'⊕' '' 197 circleplus
'∅' '' 198 emptyset
'∩' '' 199 intersection
'∪' '' 200 union
'⊃' '' 201 propersuperset
'⊇' '' 202 reflexsuperset
'⊄' '' 203 notsubset
'⊂' '' 204 propersubset
'⊆' '' 205 reflexsubset
'∈' '' 206 element
'∉' '' 207 notelement
'∠' '' 208 angle
'∇' '' 209 gradient
'®' '' 210 registerserif
'©' '' 211 copyrightserif
'™' '' 212 trademarkserif
'∏' '' 213 product
'·' '' 214 radical
'⋅' '' 215 dotmath
'¬' '' 216 logicalnot
'∧' '' 217 logicaland
'∨' '' 218 logicalor
'⇔' '' 219  arrowdblboth
'⇐' '' 220 arrowdblleft
'⇑' '' 221 arrowdblup
'⇒' '' 222 arrowdblright
'⇓' '' 223 arrowdbldown
'◇' '' 224 lozenge
'⟨' '' 225 angleleft
'®' '' 226 registersans
'©' '' 227 copyrightsans
'™' '' 228 trademarksans
'∑' '' 229 summation
'⎛' '' 230 parenlefttp
'⎜' '' 231 parenleftex
'⎝' '' 232 parenleftbt
'⎡' '' 233 bracketlefttp
'⎢' '' 234 bracketleftex
'⎣' '' 235 bracketleftbt
'⎧' '' 236 bracelefttp
'⎨' '' 237 braceleftmid
'⎩' '' 238 braceleftbt
'⎪' '' 239 braceex
'' '' 240
'⟩' '' 241 angleright
'∫' '' 242 integral
'⌠' '' 243 integraltp
'⎪' '' 244 integralex
'⌡' '' 245 integralbt
'⎞' '' 246 parenrighttp
'⎟' '' 247 parenrightex
'⎠' '' 248 parenrightbt
'⎤' '' 249 bracketrighttp
'⎥' '' 250 bracketrightex
'⎦' '' 251 bracketrightbt
'⎫' '' 252 bracerighttp
'⎬' '' 253 bracerightmid
'⎭' '' 254 bracerightbt
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