ntxexx 0 224
'(' '' parenleftbig 0
')' '' parenrightbig 1
'[' '' bracketleftbig 2
']' '' bracketrightbig 3
'⌊' '' floorleftbig 4
'⌋' '' floorrightbig 5
'⌈' '' ceilingleftbig 6
'⌉' '' ceilingrightbig 7
'{' '' braceleftbig 8
'}' '' bracerightbig 9
'〈' '' angbracketleftbig 10
'〉' '' angbracketrightbig 11
'|' '' barex 12
'‖' '' bardblex 13
'∕' '' slashbig 14
'\' '' backslashbig 15
'(' '' parenleftBig 16
')' '' parenrightBig 17
'(' '' parenleftbigg 18
')' '' parenrightbigg 19
'[' '' bracketleftbigg 20
']' '' bracketrightbigg 21
'⌊' '' floorleftbigg 22
'⌋' '' floorrightbigg 23
'⌈' '' ceilingleftbigg 24
'⌉' '' ceilingrightbigg 25
'{' '' braceleftbigg 26
'}' '' bracerightbigg 27
'〈' '' angbracketleftbigg 28
'〉' '' angbracketrightbigg 29
'∕' '' slashbigg 30
'\' '' backslashbigg 31
'(' '' parenleftBigg 32
')' '' parenrightBigg 33
'[' '' bracketleftBigg 34
']' '' bracketrightBigg 35
'⌊' '' floorleftBigg 36
'⌋' '' floorrightBigg 37
'⌈' '' ceilingleftBigg 38
'⌉' '' ceilingrightBigg 39
'{' '' braceleftBigg 40
'}' '' bracerightBigg 41
'〈' '' angbracketleftBigg 42
'〉' '' angbracketrightBigg 43
'∕' '' slashBigg 44
'\' '' backslashBigg 45
'∕' '' slashBig 46
'\' '' backslashBig 47
'⎛' '' parenlefttp 48
'⎞' '' parenrighttp 49
'⌈' '' bracketlefttp 50
'⎤' '' bracketrighttp 51
'⌊' '' bracketleftbt 52
'⎦' '' bracketrightbt 53
'⎢' '' bracketleftex 54
'⎥' '' bracketrightex 55
'ꎧ' '' bracelefttp 56
'⎫' '' bracerighttp 57
'⎩' '' braceleftbt 58
'⎭' '' bracerightbt 59
'|' '' braceleftmid 60
'⎬' '' bracerightmid 61
'|' '' braceex 62
'↕' '' arrowvertex 63
'⎝' '' parenleftbt 64
'⎠' '' parenrightbt 65
'⎜' '' parenleftex 66
'⎟' '' parenrightex 67
'〈' '' angbracketleftBig 68
'〉' '' angbracketrightBig 69
'⊔' '' unionsqtext 70
'⊔' '' unionsqdisplay 71
'∮' '' contintegraltext 72
'∮' '' contintegraldisplay 73
'⊙' '' circledottext 74
'⊙' '' circledotdisplay 75
'⊕' '' circleplustext 76
'⊕' '' circleplusdisplay 77
'⊗' '' circlemultiplytext 78
'⊗' '' circlemultiplydisplay 79
'∑' '' summationtext 80
'∏' '' producttext 81
'∫' '' integraltext 82
'⋃' '' uniontext 83
'⋂' '' intersectiontext 84
'⊎' '' unionmultitext 85
'⋀' '' logicalandtext 86
'⋁' '' logicalortext 87
'∑︁' '' summationdisplay 88
'∏' '' productdisplay 89
'∫' '' integraldisplay 90
'⋃' '' uniondisplay 91
'⋂' '' intersectiondisplay 92
'⊎' '' unionmultidisplay 93
'⋀' '' logicalanddisplay 94
'⋁' '' logicalordisplay 95
'∐' '' coproducttext 96
'∐' '' coproductdisplay 97
'̂' '' hatwide 98
'̂' '' hatwider 99
'̂' '' hatwidest 100
'̃' '' tildewide 101
'̃' '' tildewider 102
'˜' '' tildewidest 103
'[' '' bracketleftBig 104
']' '' bracketrightBig 105
'⌊' '' floorleftBig 106
'⌋' '' floorrightBig 107
'⌈' '' ceilingleftBig 108
'⌉' '' ceilingrightBig 109
'{' '' braceleftBig 110
'}' '' bracerightBig 111
'√︁' '' radicalbig 112
'√︃' '' radicalBig 113
'√︂' '' radicalbigg 114
'√︄' '' radicalBigg 115
'√' '' radicalbt 116
'√' '' radicalvertex 117
'√' '' radicaltp 118
'║' '' arrowvertexdbl 119
'↑' '' arrowtp 120
'↓' '' arrowbt 121
'︷' '' bracehtipdownleft 122
'︷' '' bracehtipdownright 123
'︸' '' bracehtipupleft 124
'︸' '' bracehtipupright 125
'⇑' '' arrowdbltp 126
'⇓' '' arrowdblbt 127
'(' '' parenleft 128
')' '' parenright 129
'[' '' bracketleft 130
']' '' bracketright 131
'[︁' '' bracketleftbigx 132
']︁' '' bracketrightbigx 133
'⌊︁' '' floorleftbigx 134
'⌋︁' '' floorrightbigx 135
'⌈︁' '' ceilingleftbigx 136
'⌉︁' '' ceilingrightbigx 137
'{︁' '' braceleftbigx 138
'}︁' '' bracerightbigx 139
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'̂︄' '' hat4 154
'̂︅' '' hat5 155
'̂︆' '' hat6 156
'̃︄' '' tilde4 157
'̃︅' '' tilde5 158
'̃︆' '' tilde6 159
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'' ''
'⎛' '' parenlefttpA 169
'⎞' '' parenrighttpA 170
'⎝' '' parenleftbtA 171
'⎠' '' parenrightbtA 172
'⎜' '' parenleftexA 173
'⎟' '' parenrightexA 174
'∫' '' uni222B 175
'∬' '' uni222C 176
'∭' '' uni222D 177
'∮' '' uni222E 178
'∯' '' uni222F 179
'∫' '' uni222B.up 180
'∬' '' uni222C.up 181
'∭' '' uni222D.up 182
'∮' '' uni222E.up 183
'∯' '' uni222F.up 184
'∫︁' '' uni222B.dsp 185
'∬' '' uni222C.dsp 186
'∭' '' uni222D.dsp 187
'∮' '' uni222E.dsp 188
'∯' '' uni222F.dsp 189
'∫' '' uni222B.updsp 190
'∬' '' uni222C.updsp 191
'∭' '' uni222D.updsp 192
'∮' '' uni222E.updsp 193
'∯' '' uni222F.updsp 194
'⊔' '' unionsqtext.1 195
'⊔' '' unionsqdisplay.1 196
'' ''
'' ''
'⊙' '' circledottext.1 199
'⊙' '' circledotdisplay.1 200
'⊕' '' circleplustext.1 201
'⊕' '' circleplusdisplay.1 202
'⊗' '' circlemultiplytext.1 203
'⊗' '' circlemultiplydisplay.1 204
'∑' '' summationtext.1 205
'' '' producttext.1 206
'⨃' '' cupdottext.1 207
'⋃' '' uniontext.1 208
'⋂' '' intersectiontext.1 209
'⊎' '' unionmultitext.1 210
'⋀' '' logicalandtext.1 211
'⋁' '' logicalortext.1 212
'∑︁' '' summationdisplay.1 213
'' '' productdisplay.1 214
'⨃' '' cupdotdisplay.1 215
'⋃' '' uniondisplay.1 216
'⋂' '' intersectiondisplay.1 217
'⊎' '' unionmultidisplay.1 218
'⋀' '' logicalanddisplay.1 219
'⋁' '' logicalordisplay.1 220
'' '' coproducttext.1 221
'' '' coproductdisplay.1 222
'⨃' '' cupdottext 223
'⨃' '' cupdotdisplay 224
ntxexx 0 224
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