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'−' '' minus 0
'·' '' periodcentered 1
'×' '' multiply 2
'∗' '' asteriskmath 3
'÷' '' divide 4
'⋄' '' diamondmath 5
'±' '' plusminus 6
'∓' '' minusplus 7
'⊕' '' circleplus 8
'⊖' '' circleminus 9
'⊗' '' circlemultiply 10
'⊘' '' circledivide 11
'⊙' '' circledot 12
'⃝' '' circlecopyrt 13
'◦' '' openbullet 14
'•' '' bullet 15
'≍' '' equivasymptotic 16
'≡' '' equivalence 17
'⊆' '' reflexsubset 18
'⊇' '' reflexsuperset 19
'≤' '' lessequal 20
'≥' '' greaterequal 21
'≼' '' precedesequal 22
'≽' '' followsequal 23
'∼' '' similar 24
'≈' '' approxequal 25
'⊂' '' propersubset 26
'⊃' '' propersuperset 27
'≪' '' lessmuch 28
'≫' '' greatermuch 29
'≺' '' precedes 30
'≻' '' follows 31
'←' '' arrowleft 32
'→' '' arrowright 33
'↑' '' arrowup 34
'↓' '' arrowdown 35
'↔' '' arrowboth 36
'↗' '' arrownortheast 37
'↘' '' arrowsoutheast 38
'≃' '' similarequal 39
'⇐' '' arrowdblleft 40
'⇒' '' arrowdblright 41
'⇑' '' arrowdblup 42
'⇓' '' arrowdbldown 43
'⇔' '' arrowdblboth 44
'↖' '' arrownorthwest 45
'↙' '' arrowsouthwest 46
'∝' '' proportional 47
'′' '' prime 48
'∞' '' infinity 49
'∈' '' element 50
'∋' '' owner 51
'△' '' triangle 52
'▽' '' triangleinv 53
'̸' '' negationslash 54
'↦' '' mapstochar 55
'∀' '' universal 56
'∃' '' existential 57
'¬' '' logicalnot 58
'∅' '' emptysetstress 59
'ℜ' '' Rfraktur 60
'ℑ' '' Ifraktur 61
'⊤' '' latticetop 62
'⊥' '' perpendicular 63
'ℵ' '' aleph 64
'A' '' A 65
'B' '' B 66
'C' '' C 67
'D' '' D 68
'E' '' E 69
'F' '' F 70
'G' '' G 71
'H' '' H 72
'I' '' I 73
'J' '' J 74
'K' '' K 75
'L' '' L 76
'M' '' M 77
'N' '' N 78
'O' '' O 79
'P' '' P 80
'Q' '' Q 81
'R' '' R 82
'S' '' S 83
'T' '' T 84
'U' '' U 85
'V' '' V 86
'W' '' W 87
'X' '' X 88
'Y' '' Y 89
'Z' '' Z 90
'∪' '' union 91
'∩' '' intersection 92
'⊎' '' unionmulti 93
'∧' '' logicaland 94
'∨' '' logicalor 95
'⊢' '' turnstileleft 96
'⊣' '' turnstileright 97
'⌊' '' floorleft 98
'⌋' '' floorright 99
'⌈' '' ceilingleft 100
'⌉' '' ceilingright 101
'{' '' braceleft 102
'}' '' braceright 103
'〈' '' angleleft 104
'⟩' '' angleright 105
'|' '' bar 106
'∥' '' bardbl 107
'↕' '' arrowbothv 108
'⇕' '' arrowdblbothv 109
'\' '' backslash 110
'≀' '' wreathproduct 111
'⎷' '' radicallow 112
'⨿' '' coproduct 113
'∇' '' gradient 114
'∫' '' integral 115
'⊔' '' unionsq 116
'⊓' '' intersectionsq 117
'⊑' '' subsetsqequal 118
'⊒' '' supersetsqequal 119
'§' '' section 120
'†' '' dagger 121
'‡' '' daggerdbl 122
'¶' '' paragraph 123
'♣' '' club 124
'♢' '' diamond 125
'♡' '' heart 126
'♠' '' spade 127
'+' '' plus 128
'=' '' equal 129
'<' '' less 130
'>' '' greater 131
'⩽' '' leqslant 132
'⩾' '' geqslant 133
'∥' '' parallelslanted 134
'😎' '' barcino 135
'⊨' '' vDash 136
'◀' '' blacktriangleleft 137
'▶' '' blacktriangleright 138
'⩽̸' '' notleqslant 139
'⩾̸' '' notgeqslant 140
'∥' '' parallel 141
'∦' '' notparallel 142
'∦' '' notparallelslanted 143
'⊭' '' notvDash 144
'ᵀ' '' intercal 145
'ℏ' '' hslash 146
'∄' '' notexists 147
'∁' '' complement 148
'⊊' '' varsubsetneq 149
'⚔' '' swords 150
'⚔' '' swordsdown 151
'⫴' '' bartriple 152
'⟦' '' bracketdoubleleft 153
'⟧' '' bracketdoubleright 154
'∉' '' notelement 155
'∌' '' notowner 156
'ħ' '' hbar 157
'∖' '' smallsetminus 158
'⫋' '' subsetneqq 159
'⇉' '' rightrightarrows 160
'⇇' '' leftleftarrows 161
'□' '' square 162
'↶' '' curvearrowleft 163
'↷' '' curvearrowright 164
'■' '' blacksquare 165
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