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0 .notdef

1 A A

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3 Ă Abreve 1 1085

4 Ắ uni1EAE

5 Ặ uni1EB6 1 1100 1085

6 Ằ uni1EB0

7 Ẳ uni1EB2

8 Ẵ uni1EB4

9 Ǎ uni01CD 1 1084

10 Â Acircumflex 1 1083

11 Ấ uni1EA4 1 1121

12 Ậ uni1EAC 1 1083 1100

13 Ầ uni1EA6 1 1122

14 Ẩ uni1EA8

15 Ẫ uni1EAA

16 Ȁ uni0200 1 1093

17 Ä Adieresis 1 1075

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19 Ȧ uni0226 1 1076

20 Ạ uni1EA0 1 1100

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22 À Agrave 1 1077

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24 Ȃ uni0202

25 Ɑ uni2C6D

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27 Ą Aogonek 1 1105

28 Å Aring 1 1086

29 Ḁ uni1E00 1 1086

30 Ⱥ uni023A

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32 Æ AE

33 Ǣ uni01E2 32 1088

34 B B

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36 Ḅ uni1E04 34 1100

37 Ꞵ uniA7B4

38 Ɓ uni0181

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40 Ƀ uni0243

41 C C

42 Ć Cacute 41 1079

43 Č Ccaron 41 1084

44 Ç Ccedilla 41 1104

45 Ḉ uni1E08 41 1079 1104

46 Ĉ Ccircumflex 41 1083

47 Ċ Cdotaccent 41 1076

48 Ꭓ uniA7B3

49 Ƈ uni0187 41 1153

50 Ȼ uni023B

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54 Ḓ uni1E12 51 1107

55 Đ Dcroat 61

56 Ḋ uni1E0A 51 1076

57 Ḍ uni1E0C 51 1100

58 Ɗ uni018A

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61 Ð Eth

62 E E

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65 Ȩ uni0228 62 1104

66 Ḝ uni1E1C 62 1104 1085

67 Ê Ecircumflex 62 1083

68 Ế uni1EBE 62 1121

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79 Ẻ uni1EBA 62 1091

80 Ȇ uni0206

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86 Ʃ uni01A9

87 Ɇ uni0246

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90 Ǝ uni018E

91 Ə uni018F

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94 Ƹ uni01B8

95 F F

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115 Ḧ uni1E26 109 1075

116 Ḣ uni1E22 109 1076

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118 Ꜧ uniA726

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120 Ɥ uniA78D

121 I I

122 Ĳ IJ 121 140

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124 Ǐ uni01CF 121 1084

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127 Ï Idieresis 121 1075

128 Ḯ uni1E2E 121 1075 1079

129 İ Idot 121 1076

130 Ị uni1ECA 121 1100

131 Ì Igrave 121 1077

132 Ỉ uni1EC8 121 1091

133 Ȋ uni020A

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136 Ɩ uni0196 121

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145 K K

146 Ḱ uni1E30 145 1079

147 Ǩ uni01E8 145 1084

148 Ķ uni0136 145 1103

149 Ḳ uni1E32 145 1100