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0 .notdef
1 NULL
2 CR
3 space
4 A A
5 Á Aacute 4 2505 2532
6 Ă Abreve 4 2511 2533
7 Ắ uni1EAE 4 2579 2511 2533 2505 2532
8 Ặ uni1EB6 6 4 2511 2533 2522 2538
9 Ằ uni1EB0 4 2580
10 Ẳ uni1EB2 4 2581 2511 2533 2517
11 Ẵ uni1EB4 4 2582 2511 2533 2513 2544
12 Ǎ uni01CD 4 2510 2534
13 Â Acircumflex 4 2508 2536
14 Ấ uni1EA4 4 2583 2508 2536 2505 2532
15 Ậ uni1EAC 13 4 2508 2536 2522 2538
16 Ầ uni1EA6 4 2584
17 Ẩ uni1EA8 4 2585 2508 2536 2517
18 Ẫ uni1EAA 4 2586 2508 2536 2513 2544
19 Ȁ uni0200 4 2518
20 Ä Adieresis 4 2502 2537
21 Ǟ uni01DE 4 2502 2537 2514 2541
22 Ȧ uni0226 4 2503 2538
23 Ạ uni1EA0 4 2522 2538
24 Ǡ uni01E0 4 2503 2538 2514 2541
25 À Agrave 4 2504
26 Ả uni1EA2 4 2517
27 Ȃ uni0202 4 2519
28 Ā Amacron 4 2541
29 Ą Aogonek
30 Å Aring 4 2512 2543
31 Ǻ Aringacute 30 4 2512 2543 2505 2532
32 Ḁ uni1E00 4 2524 2543
33 Ⱥ uni023A
34 Ã Atilde 4 2513 2544
35 Æ AE
36 Ǽ AEacute 35 2505 2532
37 Ǣ uni01E2 35 2514 2541
38 B B
39 Ḃ uni1E02 38 2503 2538
40 Ḅ uni1E04 38 2522 2538
41 Ɓ uni0181
42 Ḇ uni1E06 38 2530 2541
43 Ƀ uni0243
44 Ƃ uni0182
45 C C
46 Ć Cacute 45 2505 2532
47 Č Ccaron 45 2510 2534
48 Ç Ccedilla
49 Ḉ uni1E08 48 2505 2532
50 Ĉ Ccircumflex 45 2508 2536
51 Ċ Cdotaccent 45 2503 2538
52 Ƈ uni0187
53 Ȼ uni023B
54 D D
55 DZ uni01F1 54 344
56 DŽ uni01C4 54 346 344 2510 2534
57 Ɖ uni0189 58
58 Ð Eth
59 Ď Dcaron 54 2510 2534
60 Ḑ uni1E10 54 2525
61 Ḓ uni1E12 54 2509 2536
62 Đ Dcroat 58
63 Ḋ uni1E0A 54 2503 2538
64 Ḍ uni1E0C 54 2522 2538
65 Ɗ uni018A
66 Ḏ uni1E0E 54 2530 2541
67 Ƌ uni018B
68 Dz uni01F2 54 786
69 Dž uni01C5 54 788 786 2510 2534
70 E E
71 É Eacute 70 2505 2532
72 Ĕ Ebreve 70 2511 2533
73 Ě Ecaron 70 2510 2534
74 Ȩ uni0228
75 Ḝ uni1E1C
76 Ê Ecircumflex 70 2508 2536
77 Ế uni1EBE 70 2583 2508 2536 2505 2532
78 Ḙ uni1E18 70 2509 2536
79 Ệ uni1EC6 70 2522 2538 2508 2536
80 Ề uni1EC0 70 2584
81 Ể uni1EC2 70 2585 2508 2536 2517
82 Ễ uni1EC4 70 2586 2508 2536 2513 2544
83 Ȅ uni0204 70 2518
84 Ë Edieresis 70 2502 2537
85 Ė Edotaccent 70 2503 2538
86 Ẹ uni1EB8 70 2522 2538
87 È Egrave 70 2504
88 Ẻ uni1EBA 70 2517
89 Ȇ uni0206 70 2519
90 Ē Emacron 70 2514 2541
91 Ḗ uni1E16 70 2514 2541 2505 2532
92 Ḕ uni1E14 70 2514 2541 2504
93 Ę Eogonek
94 Ɛ uni0190
95 Ǝ uni018E
96 Ʃ uni01A9 1057
97 Ɇ uni0246
98 Ẽ uni1EBC 70 2513 2544
99 Ḛ uni1E1A 70 2529 2544
100 Ʒ uni01B7
101 Ǯ uni01EE 100 2510 2534
102 Ƹ uni01B8
103 F F
104 Ḟ uni1E1E 103 2503 2538
105 Ƒ uni0191
106 G G
107 Ǵ uni01F4 106 2505 2532
108 Ğ Gbreve 106 2511 2533
109 Ǧ Gcaron 106 2510 2534
110 Ĝ Gcircumflex 106 2508 2536
111 Ģ uni0122
112 Ġ Gdotaccent 106 2503 2538
113 Ɠ uni0193
114 Ɂ uni0241 502
115 Ḡ uni1E20 106 2514 2541
116 Ǥ uni01E4
117 Ȝ uni021C
118 H H
119 Ħ Hbar
120 Ḫ uni1E2A 118 2528 2533
121 Ȟ uni021E 118 2510 2534
122 Ḩ uni1E28
123 Ĥ Hcircumflex 118 2508 2536
124 Ḧ uni1E26 118 2502 2537
125 Ḣ uni1E22 118 2503 2538
126 Ḥ uni1E24 118 2522 2538
127 Ɦ uniA7AA
128 Ƕ uni01F6
129 I I
130 IJ IJ
131 Í Iacute 129 2505 2532
132 Ĭ Ibreve 129 2511 2533
133 Ǐ uni01CF 129 2510 2534
134 Î Icircumflex 129 2508 2536
135 Ȉ uni0208 129 2518
136 Ï Idieresis 129 2502 2537
137 Ḯ uni1E2E 136 129 2502 2537 2505 2532
138 İ Idot 129 2503 2538
139 Ị uni1ECA
140 Ì Igrave 129 2504
141 Ỉ uni1EC8 129 2517
142 Ȋ uni020A 129 2519
143 Ī Imacron 129 2514 2541
144 Į Iogonek
145 Ɩ uni0196
146 Ɨ uni0197 569
147 Ĩ Itilde 129 2513 2544
148 Ḭ uni1E2C 129 2529 2544
149 J J
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