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0 .notdef
1 = equal
2 Y Y
3 uni2582
4 Щ afii10043
5 uni2645
6 uni2252
7 uni2684
8 uniFF01
9 uni2730
10 uniFF18
11 uni3081
12 uni26E9
13 uni25E0
14 ě ecaron
15 À Agrave 1153 140
16 uni27F9
17 dkshade
18 uni25A5
19 SF010000
20 uni3105
21 uni3005
22 uni2603
23 uni25D7
24 intersection
25 uni2765
26 H18533
27 uniFE39
28 · periodcentered
29 uni2688
30 uni271B
31 uni2618
32 uniFE65
33 uni272B
34 Ý Yacute 2 140
35 G G
36 H22073
37 и afii10074
38 uni2650
39 Ё afii10023
40 uni2671
41 uni26A1
42 uni26B3
43 uniFE6A
44 uni304F
45 uni2744
46 uniFE3D
47 Λ Lambda
48 ó oacute
49 uni26EE
50 uni246E
51 uni254A
52 ß germandbls
53 uniFE16
54 uni2548
55 uni262F
56 + plus
57 Ë Edieresis 1057 778
58 uni27A6
59 uni2637
60 uni2633
61 SF060000
62 uni30AF
63 © copyright
64 uni252E
65 uniFF0D
66 uni2668
67 υ upsilon
68 к afii10076
69 uniFF50
70 Ñ Ntilde 1045 616
71 guilsinglright
72 ¼ onequarter
73 uni261D
74 uni2649
75 SF440000
76 endash
77 arrowright
78 Ц afii10040
79 uni2606
80 uni27B2
81 К afii10028
82 uni2498
83 × multiply
84 ] bracketright
85 uniFF33
86 uni2792
87 uni2748
88 ё afii10071
89 ы afii10093
90 uni259E
91 uni216B
92 uni3112
93 ( parenleft
94 uni30CC
95 Ю afii10048
96 Ξ Xi
97 uni2621
98 uni26E5
99 Ã Atilde 616 1153
100 uni2778
101 club
102 ƒ florin
103 uni26A6
104 uni25BE
105 uni263E
106 uni2641
107 uni26AC
108 uni300F
109 SF360000
110 uni3120
111 uni252A
112 uni3074
113 uni250B
114 uni26B0
115 uniFE10
116 emdash
117 uni26B1
118 uni3068
119 uniFE55
120 arrowleft
121 М afii10030
122 uni2697
123 uniFF26
124 » guillemotright
125 uni2795
126 uni311D
127 uni3071
128 uni26B6
129 uniFF55
130 uni224C
131 a a
132 uniFF48
133 É Eacute 778 140
134 product
135 therefore
136 uni271C
137 uni2174
138 uni2715
139 uni25AF
140 ` grave
141 uni258B
142 > greater
143 uni33A1
144 uni30C7
145 uni30D1
146 uni272F
147 ı dotlessi
148 SF190000
149 uni247D
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