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0 .notdef
1 A A
2 Á Aacute 1 1209
3 Ă Abreve 1 1215
4 uni1EAE 1 1215 1209
5 uni1EB6 1 1215 1231 1207
6 uni1EB0 1 1258 1257 1215 1209
7 uni1EB2 1 1215 1219
8 uni1EB4 1 1260 1215 1217
9 Â Acircumflex 1 1212
10 uni1EA4 1 1261 1212 1209
11 uni1EAC 1 1212 1231 1207
12 uni1EA6 1 1262 1212 1208 1209
13 uni1EA8 1 1212 1219
14 uni1EAA 1 1264 1212 1217
15 Ȁ uni0200 1 1220 1210
16 Ä Adieresis 1 1206
17 uni1EA0 1 1231 1207
18 À Agrave 1 1208 1209
19 uni1EA2 1 1219
20 Ȃ uni0202 1 1221 1215
21 Ā Amacron 1 1218
22 Ą Aogonek 1 1236
23 Å Aring 1 1216
24 Ǻ Aringacute 1 1216 1209
25 Ã Atilde 1 1217
26 Æ AE
27 Ǽ AEacute 26 1209
28 B B
29 C C
30 Ć Cacute 29 1209
31 Č Ccaron 29 1214 1212
32 Ç Ccedilla 29 1234
33 uni1E08 29 1234 1209
34 Ĉ Ccircumflex 29 1212
35 Ċ Cdotaccent 29 1207
36 D D
37 DŽ uni01C4 36 258 256 1214 1212
38 Ð Eth
39 Ď Dcaron 36 1214 1212
40 Đ Dcroat 38
41 uni1E0C 36 1231 1207
42 uni1E0E 36 1239 1218
43 Dž uni01C5 36 540 538 1214 1212
44 E E
45 E.ss04
46 É Eacute 44 1209
47 Eacute.ss04 45 1209
48 Ĕ Ebreve 44 1215
49 Ebreve.ss04 45 1215
50 Ě Ecaron 44 1214 1212
51 Ecaron.ss04 45 1214 1212
52 uni1E1C 44 1215 1235
53 uni1E1C.ss04 45 1235 1215
54 Ê Ecircumflex 44 1212
55 Ecircumflex.ss04 45 1212
56 uni1EBE 44 1261 1212 1209
57 uni1EBE.ss04 45 1261 1212 1209
58 uni1EC6 44 1212 1231 1207
59 uni1EC6.ss04 45 1212 1231 1207
60 uni1EC0 44 1262 1212 1208 1209
61 uni1EC0.ss04 45 1262 1212 1208 1209
62 uni1EC2 44 1212 1219
63 uni1EC2.ss04 45 1263 1212 1219
64 uni1EC4 44 1264 1212 1217
65 uni1EC4.ss04 45 1264 1212 1217
66 Ȅ uni0204 44 1220 1210
67 uni0204.ss04 45 1220 1210
68 Ë Edieresis 44 1206
69 Edieresis.ss04 45 1206
70 Ė Edotaccent 44 1207
71 Edotaccent.ss04 45 1207
72 uni1EB8 44 1231 1207
73 uni1EB8.ss04 45 1231 1207
74 È Egrave 44 1208 1209
75 Egrave.ss04 45 1208 1209
76 uni1EBA 44 1219
77 uni1EBA.ss04 45 1219
78 Ȇ uni0206 44 1221 1215
79 uni0206.ss04 45 1221 1215
80 Ē Emacron 44 1218
81 Emacron.ss04 45 1218
82 uni1E16 44 1218 1209
83 uni1E16.ss04 45 1218 1209
84 uni1E14 44 1218 1208 1209
85 uni1E14.ss04 45 1218 1208 1209
86 Ę Eogonek 44 1236
87 Eogonek.ss04 45 1236
88 uni1EBC 44 1217
89 F F
90 F.ss04
91 G G
92 Ğ Gbreve 91 1215
93 Ǧ Gcaron 91 1214 1212
94 Ĝ Gcircumflex 91 1212
95 Ģ uni0122 91 1233
96 Ġ Gdotaccent 91 1207
97 uni1E20 91 1218
98 H H
99 Ħ Hbar
100 uni1E2A 98 1238 1215
101 Ĥ Hcircumflex 98 1212
102 uni1E24 98 1231 1207
103 I I
104 Í Iacute 103 1209
105 Ĭ Ibreve 103 1215
106 Î Icircumflex 103 1212
107 Ȉ uni0208 103 1220 1210
108 Ï Idieresis 103 1206
109 uni1E2E 103 1206 1209
110 İ Idot 103 1207
111 uni1ECA 103 1231 1207
112 Ì Igrave 103 1208 1209
113 uni1EC8 103 1219
114 Ȋ uni020A 103 1221 1215
115 Ī Imacron 103 1218
116 Į Iogonek 103 1236
117 Ĩ Itilde 103 1217
118 J J
119 Ĵ Jcircumflex 118 1212
120 K K
121 Ķ uni0136 120 1233
122 L L
123 LJ uni01C7 122 118
124 Ĺ Lacute 122 1209
125 Ľ Lcaron 122 1211
126 Ļ uni013B 122 1233
127 Ŀ Ldot 122 1000 988
128 uni1E36 122 1231 1207
129 Lj uni01C8 122 391 392 1207
130 uni1E3A 122 1239 1218
131 Ł Lslash
132 M M
133 uni1E42 132 1231 1207
134 N N
135 NJ uni01CA 134 118
136 Ń Nacute 134 1209
137 Ň Ncaron 134 1214 1212
138 Ņ uni0145 134 1233
139 uni1E44 134 1207
140 uni1E46 134 1231 1207
141 Ŋ Eng
142 Nj uni01CB 134 391 392 1207
143 uni1E48 134 1239 1218
144 Ñ Ntilde 134 1217
145 O O
146 Ó Oacute 145 1209
147 Ŏ Obreve 145 1215
148 Ô Ocircumflex 145 1212
149 uni1ED0 145 1261 1212 1209
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