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0 .notdef
1 A A
2 Á Aacute 1 939
3 Ă Abreve 1 945
4 uni1EAE 1 945 939
5 uni1EB6 1 936 945
6 uni1EB0 1 945 937
7 uni1EB2 1 945 951
8 uni1EB4 1 945 947
9 Ǎ uni01CD 1 944
10 Â Acircumflex 1 943
11 uni1EA4 1 943 939
12 uni1EAC 1 936 943
13 uni1EA6 1 943 937
14 uni1EA8 1 943 951
15 uni1EAA 1 943 947
16 Ȁ uni0200 1 937 937
17 Ä Adieresis 1 936 936
18 Ǟ uni01DE 1 936 936 948
19 Ȧ uni0226 1 936
20 uni1EA0 1 936
21 Ǡ uni01E0 1 936 948
22 À Agrave 1 937
23 uni1EA2 1 951
24 Ȃ uni0202 1 955
25 uni2C6D
26 Ā Amacron 1 948
27 Ą Aogonek 1 965
28 Å Aring 1 946
29 uni1E00 1 946
30 Ⱥ uni023A 1 796
31 Ã Atilde 1 947
32 Æ AE
33 Ǣ uni01E2 32 948
34 B B
35 uni1E02 34 936
36 uni1E04 34 936
37 uniA7B4
38 Ɓ uni0181 34 1019
39 Bmacronbelow 34 970
40 Ƀ uni0243
41 C C
42 Ć Cacute 41 939
43 Č Ccaron 41 944
44 Ç Ccedilla 41 964
45 uni1E08 41 964 939
46 Ĉ Ccircumflex 41 943
47 Ċ Cdotaccent 41 936
48 uniA7B3
49 Ƈ uni0187 41 1021
50 Ȼ uni023B 41 796
51 D D
52 Ď Dcaron 51 944
53 uni1E10 51 964
54 uni1E12 51 943
55 Đ Dcroat 51 1012
56 uni1E0A 51 936
57 uni1E0C 51 936
58 Ɗ uni018A 51 1019
59 Dmacronbelow 51 970
60 Ɖ Dtail 51 1012
61 Ð Eth 51 1012
62 E E
63 É Eacute 62 939
64 Ě Ecaron 62 944
65 Ȩ uni0228 62 964
66 uni1E1C 62 964 945
67 Ê Ecircumflex 62 943
68 uni1EBE 62 943 939
69 uni1E18 62 943
70 uni1EC6 62 936 943
71 uni1EC0 62 943 937
72 uni1EC2 62 943 951
73 uni1EC4 62 943 947
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75 Ë Edieresis 62 936 936
76 Ė Edotaccent 62 936
77 uni1EB8 62 936
78 È Egrave 62 937
79 uni1EBA 62 951
80 Ȇ uni0206 62 955
81 Ē Emacron 62 948
82 uni1E16 62 948 939
83 uni1E14 62 948 937
84 Ę Eogonek 62 965
85 Ɛ uni0190
86 Ǝ uni018E
87 Ʃ uni01A9
88 Ɇ uni0246 62 796
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90 uni1E1A 62 947
91 Ə uni018F
92 Ʒ uni01B7
93 Ǯ uni01EE 92 944
94 Ƹ uni01B8
95 F F
96 uni1E1E 95 936
97 Ƒ uni0191
98 G G
99 Ǵ uni01F4 98 939
100 Ğ Gbreve 98 945
101 Ǧ Gcaron 98 944
102 Ĝ Gcircumflex 98 943
103 Ģ uni0122 98 963
104 Ġ Gdotaccent 98 936
105 Ɠ uni0193 98 1021
106 Ɂ uni0241
107 uni1E20 98 948
108 Ǥ uni01E4 98 1017
109 H H
110 Ħ Hbar
111 uni1E2A 109 945
112 Ȟ uni021E 109 944
113 uni1E28
114 Ĥ Hcircumflex 109 943
115 uni1E26 109 936 936
116 uni1E22 109 936
117 uni1E24 109 936
118 uniA726
119 uniA7AA 109 1019
120 uniA78D
121 I I
122 IJ IJ
123 Í Iacute 121 939
124 Ǐ uni01CF 121 944
125 Î Icircumflex 121 943
126 Ȉ uni0208 121 937 937
127 Ï Idieresis 121 936 936
128 uni1E2E 121 936 936 939
129 İ Idot 121 936
130 uni1ECA 121 936
131 Ì Igrave 121 937
132 uni1EC8 121 951
133 Ȋ uni020A 121 955
134 Ī Imacron 121 948
135 Į Iogonek 121 965
136 Ɩ Iotalatin
137 Ɨ uni0197 121 1012
138 Ĩ Itilde 121 947
139 uni1E2C 121 947
140 J J
141 uni004A0301 140 939
142 Ĵ Jcircumflex 140 943
143 uniA7B2
144 Ɉ uni0248 140 1012
145 K K
146 uni1E30 145 939
147 Ǩ uni01E8 145 944
148 Ķ uni0136 145 963
149 uni1E32 145 936
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