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0 .notdef
1 A A
2 uniA732
3 uniA73A
4 uniA73C
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6 Ă Abreve 1 4635
7 uni1EAE 1 4622
8 uni1EB6 1 4519 4635
9 uni1EB0 1 4635 4630
10 uni1EB2
11 uni1EB4 1 4626
12 Ǎ uni01CD 1 4634
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14 uni1EA4 1 4648
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16 uni1EA6 1 4650
17 uni1EA8 1 4653
18 uni1EAA 1 4655
19 Ȁ uni0200 1 4639
20 Ä Adieresis 1 4628
21 Ǟ uni01DE 1 4628 4637
22 Ȧ uni0226 1 4629
23 uni1EA0 1 4519
24 Ǡ uni01E0 1 4629 4637
25 À Agrave 1 4630
26 uni1EA2 1 4638
27 uniA724
28 Ȃ uni0202 1 4640
29 uniA722
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31 uniA734
32 Ą Aogonek 1 4524
33 Å Aring
34 Ǻ Aringacute 33 4631
35 uni1E00 1 4521
36 Aslash 37
37 Ⱥ uni023A
38 Ã Atilde 1 4636
39 uniA736
40 uniA738
41 Æ AE
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43 Ǣ uni01E2 41 4720
44 B B
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46 uni1E04 44 4519
47 Ɓ uni0181
48 Bmacronbelow 44 4533
49 Ƀ uni0243 44 4537
50 Ƃ uni0182
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53 uniA792
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55 Ç Ccedilla 51 4523
56 uni1E08 51 4523 4631
57 Ĉ Ccircumflex 51 4633
58 Ċ Cdotaccent 51 4629
59 Ƈ uni0187
60 uniA76E
61 uniA73E
62 D D
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64 DŽ uni01C4 62 383 4634
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68 uni1E12 62 4529
69 Đ Dcroat 62 4537
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82 Ě Ecaron 79 4634
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88 uni1EC6 79 4519 4633
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91 uni1EC4 79 4655
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98 Ȇ uni0206 79 4640
99 Ē Emacron 79 4637
100 uni1E16 79 4637 4631
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102 Ę Eogonek 79 4524
103 Ɛ uni0190
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106 Ɇ uni0246
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109 uni1E1A 79 4532
110 Ə uni018F
111 Ʒ uni01B7
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113 Ƹ uni01B8
114 F F
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116 Ƒ uni0191
117 uniA77B
118 G G
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121 Ǧ Gcaron 118 4634
122 Ĝ Gcircumflex 118 4633
123 Ģ uni0122 118 4523
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125 Ɠ uni0193
126 uniA77D
127 Ɂ uni0241
128 uni1E20 118 4637
129 Ǥ uni01E4
130 uniA77E
131 Ȝ uni021C
132 H H
133 uni2C75
134 Ħ Hbar
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136 Ȟ uni021E 132 4634
137 uni1E28 132 4523
138 Ĥ Hcircumflex 132 4633
139 uni1E26 132 4628
140 uni1E22 132 4629
141 uni1E24 132 4519
142 uniA726
143 Htildeoverlay
144 Ƕ uni01F6
145 I I
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147 Í Iacute 145 4631
148 Ĭ Ibreve 145 4635
149 Ǐ uni01CF 145 4634
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