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'⊡' '' squaredot 0 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
'⊞' '' squareplus 1 % msam.htf (unicode) 2008-06-21 %
'⊠' '' squaremultiply 2 % Copyright (C) 2000--2008 Eitan M. Gurari %
'□' '' square 3 % %
'■' '' squaresolid 4 % This work may be distributed and/or modified under the conditions %
'▪' '' squaresmallsolid 5 % of the LaTeX Project Public License, either version 1.3 of this %
'♢' '' diamond 6 % license or (at your option) any later version. The latest version %
'♦' '' diamondsolid 7 % of this license is in http://www.latex-project.org/lppl.txt and %
'↻' '' clockwise 8 % version 1.3 or later is part of all distributions of LaTeX version %
'↺' '' anticlockwise 9 % 2003/12/01 or later. %
'⇌' '' harpoonleftright 10 % This work has the LPPL maintenance status "maintained". This %
'⇋' '' harpoonrightleft 11 % Current Maintainer of this work is Eitan M. Gurari. %
'⊟' '' squareminus 12 % %
'⊩' '' forces 13 % If you modify this file your your adding a note of %
'⊪' '' forcesbar 14 % your own after this copyright note will be appreciated. %
'⊨' '' satisfies 15 % %
'↠' '' dblarrowheadright 16 % gurari@cse.ohio-state.edu %
'↞' '' dblarrowheadleft 17 % http://www.cse.ohio-state.edu/~gurari %
'⇇' '' dblarrowleft 18 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
'⇉' '' dblarrowright 19
'⇈' '' dblarrowup 20
'⇊' '' dblarrowdwn 21
'↾' '' harpoonupright 22 upwards harpoon with barb rightwards
'⇂' '' harpoondownright 23
'↿' '' harpoonupleft 24
'⇃' '' harpoondownleft 25
'↣' '' arrowtailright 26
'↢' '' arrowtailleft 27
'⇆' '' arrowparrleftright 28
'⇄' '' arrowparrrightleft 29
'↰' '' shiftleft 30
'↱' '' shiftright 31
'⇝' '' squiggleright 32
'↭' '' squiggleleftright 33
'↫' '' curlyleft 34
'↬' '' curlyright 35
'≗' '' circleequal 36
'≿' '' followsorequal 37
'≳' '' greaterorsimilar 38
'≿' '' greaterorapproxeql 39
'⊸' '' multimap 40
'∴' '' therefore 41
'∵' '' because 42
'≑' '' equalsdots 43
'≜' '' defines 44
'≾' '' precedesorequal 45
'≲' '' lessorsimilar 46
'≾' '' lessorapproxeql 47
'⋜' '' equalorless 48
'⋝' '' equalorgreater 49
'⋞' '' equalorprecedes 50
'⋟' '' equalorfollows 51
'≼' '' precedesorcurly 52
'≦' '' lessdblequal 53
'≤' '' lessorequalslant 54
'≶' '' lessorgreater 55
'‵' '' primereverse 56
'−' '' axisshort 57
'≓' '' equaldotrightleft 58
'≒' '' equaldotleftright 59
'≽' '' followsorcurly 60
'≧' '' greaterdblequal 61
'≥' '' greaterorequalslant 62
'≷' '' greaterorless 63
'⊏' '' squareimage 64
'⊐' '' squareoriginal 65
'▹' '' triangleright 66
'◃' '' triangleleft 67
'⊵' '' trianglerightequal 68
'⊴' '' triangleleftequal 69
'⋆' '' star 70
'≬' '' between 71
'▾' '' triangledownsld 72
'▸' '' trianglerightsld 73
'◂' '' triangleleftsld 74
'→' '' arrowaxisright 75
'←' '' arrowaxisleft 76
'▵' '' triangle 77
'▴' '' trianglesolid 78
'▿' '' triangleinv 79
'≖' '' ringinequal 80
'⋛' '' lessequalgreater 81
'⋚' '' greaterlessequal 82
'⋛' '' lessdbleqlgreater 83
'⋚' '' greaterdbleqlless 84
'¥' '' Yen 85
'⇛' '' arrowtripleright 86
'⇚' '' arrowtripleleft 87
'✓' '' check 88
'⊻' '' orunderscore 89
'⊼' '' nand 90
'≙' '' perpcorrespond 91
'∠' '' angle 92
'∡' '' measuredangle 93
'∢' '' sphericalangle 94
'∝' '' proportional 95
'⌣' '' smile 96
'⌢' '' frown 97
'⋐' '' subsetdbl 98
'⋑' '' supersetdbl 99
'⋓' '' uniondbl 100
'⋒' '' intersectiondbl 101
'⋏' '' uprise 102
'⋎' '' downfall 103
'⋋' '' multiopenleft 104
'⋌' '' multiopenright 105
'⊆' '' subsetdblequal 106
'⊇' '' supersetdblequal 107
'≏' '' difference 108
'≎' '' geomequivalent 109
'⋘' '' muchless 110
'⋙' '' muchgreater 111
'⌜' '' rightanglenw 112
'⌝' '' rightanglene 113
'Ⓡ' '' circleR 114
'Ⓢ' '' circleS 115
'⋔' '' fork 116
'∔' '' dotplus 117
'∽' '' revsimilar 118
'≃' '' revasymptequal 119
'⌞' '' rightanglesw 120
'⌟' '' rightanglese 121
'�' '' maltesecross 122
'∁' '' complement 123
'⊺' '' intercal 124
'⊚' '' circlering 125
'⊛' '' circleasterisk 126
'⊝' '' circleminus 127
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