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euex 8 125
'{' ''  8  %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
'}' ''  9 % euex.htf                    2008-05-07 %
'{' '' 10 % Copyright (C) 2000--2008 Eitan M. Gurari %
'}' '' 11 %                                                                    %
'{' '' 12 % This work may be distributed and/or modified under the conditions  %
'}' '' 13 % of the LaTeX Project Public License, either version 1.3 of this    %
'{' '' 14 % license or (at your option) any later version. The latest version  %
'}' '' 15 % of this license is in http://www.latex-project.org/lppl.txt and    %
'' ''  16 % version 1.3 or later is part of all distributions of LaTeX version %
'' ''  17 % 2003/12/01 or later.                                               %
'' ''  18 %  This work has the LPPL maintenance status "maintained". This      %
'' ''  19 % Current Maintainer of this work is Eitan M. Gurari.                %
'' ''  20 %                                                                    %
'' ''  21 % If you modify this file your your adding a note of                 %
'' ''  22 % your own after this copyright note will be appreciated.            %
'' ''  23 %                                                                    %
'↼' ''  leftharpoonup    24 %                                          gurari@cse.ohio-state.edu %
'↽' ''  leftharpoondown  25 %                              http://www.cse.ohio-state.edu/~gurari %
'⇀' ''  righttharpoonup  26 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
'⇁' ''  rightharpoondown 27 
'' ''   28
'' ''   29
'' ''   30
'' ''   31
'←' ''  leftarrow          32
'→' ''  rightarrow         33
'↑' ''  uparrow            34
'↓' ''  downarrow          35
'↔' ''  leftrightarrow     36
'↗' ''  nearrow            37
'↘' ''  searrow            38
'≃' ''  symeq              39
'⇐' ''  Leftarrow          40
'⇒' ''  Rightarrow         41
'⇑' ''  Uparrow            42
'⇓' ''  Downarrow          43
'⇔' ''  Leftrightarrow     44
'↖' ''  nwarrow            45
'↙' ''  swarrow            46
'' ''   47
'' ''   48
'∞' ''  infinity           49
'' ''   50
'' ''   51
'' ''   52
'' ''   53
'' ''   54
'' ''   55
'' ''   56
'' ''   57
'' ''   58
'' ''   59
'{' ''   60
'}' ''   61
'' ''   62
'' ''   63
'' ''   64
'' ''   65
'' ''   66
'' ''   67
'' ''   68
'' ''   69
'' ''   70
'' ''   71
'∮' ''    72
'∮' ''    73
'' ''   74
'' ''   75
'' ''   76
'' ''   77
'' ''   78
'' ''   79
'∑' ''  sum               80
'∏' ''  product           81
'∫' ''  integral          82
'' ''   83
'' ''   84
'' ''   85
'' ''   86
'' ''   87
'∑' ''  sum               80
'∏' ''  product           81
'∫' ''  integral          82
'' ''   91
'' ''   92
'' ''   93
'' ''   94
'' ''   95
'∐' ''  coprod            96
'∐' ''  coprod            97
'' ''   98
'' ''   99
'' ''  100
'' ''  101
'' ''  102
'' ''  103
'' ''  104
'' ''  105
'' ''  106
'' ''  107
'↕' ''  updownarrow       108
'⇕' ''  Updownarrow       109
'' ''  110
'' ''  111
'' ''  112
'' ''  113
'' ''  114
'' ''  115
'' ''  116
'' ''  117
'' ''  118
'' ''  119
'' ''  120
'' ''  121
'' ''  122
'' ''  123
'' ''  124
'' ''  125
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