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0 .notdef

1 .null

2 A A

3 Ä Adieresis 2 2692

4 Ã Atilde 2 1768

5 À Agrave 2 1765

6 Á Aacute 2 1764

7 Â Acircumflex 2 2694

8 Å Aring 2 2791

9 Ǻ Aringacute 2 2833

10  Aringogonek 2 2791 2891

11 Ā Amacron 2 1767

12 Ă Abreve 2 2696

13 Ą Aogonek 2 2891

14 Ǎ uni01CD 2 2695

15 Ǟ uni01DE 2 2780

16 Ǡ uni01E0 2 2779

17 Ȁ uni0200 2 1766

18 Ȃ uni0202 2 2797

19 Ȧ uni0226 2 2693

20 Ḁ uni1E00 2 2606

21 Ạ uni1EA0 2 2693

22 Ả uni1EA2 2 2698

23 Ấ uni1EA4 2 2846

24 Ầ uni1EA6 2 2847

25 Ẩ uni1EA8 2 2848

26 Ẫ uni1EAA 2 2849

27 Ậ uni1EAC 2 2694 2693

28 Ắ uni1EAE 2 2843

29 Ằ uni1EB0 2 2844

30 Ẳ uni1EB2 2 2878

31 Ẵ uni1EB4 2 2845

32 Ặ uni1EB6 2 2696 2693

33 Α Alpha 2

34 Ά Alphatonos 2 2792

35 Ἀ uni1F08 2 2678

36 Ἁ uni1F09 2 2679

37 Ἂ uni1F0A 2 2680

38 Ἃ uni1F0B 2 2681

39 Ἄ uni1F0C 2 2682

40 Ἅ uni1F0D 2 2683

41 Ἆ uni1F0E 2 2684

42 Ἇ uni1F0F 2 2685

43 Ᾰ uni1FB8 2 2696

44 Ᾱ uni1FB9 2 1767

45 Ὰ uni1FBA 2 2689

46 Ⱥ uni023A

47 Ά uni1FBB 2 2792

48 А uni0410 2

49 Ӑ uni04D0 2 2696

50 Ӓ uni04D2 2 2692

51 ᾈ uni1F88 2 2524 2678

52 ᾉ uni1F89 2 2524 2679

53 ᾊ uni1F8A 2 2524 2680

54 ᾋ uni1F8B 2 2524 2681

55 ᾌ uni1F8C 2 2682 2524

56 ᾍ uni1F8D 2 2524 2683

57 ᾎ uni1F8E 2 2684 2524

58 ᾏ uni1F8F 2 2524 2685

59 ᾼ uni1FBC 2 2524

60 Λ Lambda

61 Æ AE

62 Ǣ uni01E2 61 1767

63 Ǽ AEacute 61 1764

64 Ӕ uni04D4 61

65 B B

66 Ḃ uni1E02 65 2693

67 Ḅ uni1E04 65 2693

68 Ḇ uni1E06 65 1767

69 Ƀ uni0243 65 2915

70 Ɓ uni0181

71 В uni0412 65

72 Β Beta 65

73 C C

74 Ƈ uni0187

75 Ç Ccedilla 73 2702

76 Ć Cacute 73 1764

77 Ĉ Ccircumflex 73 2694

78 Ċ Cdotaccent 73 2693

79 Č Ccaron 73 2695

80 Ḉ uni1E08 73 2702 1764

81 Ȼ uni023B

82 Ɔ uni0186

83 Ϲ uni03F9 73

84 D D

85 Ɗ uni018A

86 Ď Dcaron 84 2695

87 Ḋ uni1E0A 84 2693

88 Ḍ uni1E0C 84 2693

89 Ḏ uni1E0E 84 1767

90 Ḑ uni1E10 84 1763

91 Ḓ uni1E12 84 2694

92 Ɖ Dbar1 84 2909

93 ǲ uni01F2 84 1024

94 ǅ Dzcaron_ 84 1024 2695

95 E E

96 È Egrave 95 1765

97 É Eacute 95 1764

98 Ê Ecircumflex 95 2694

99 Ë Edieresis 95 2692

100 Ē Emacron 95 1767

101 Ĕ Ebreve 95 2696

102 Ė Edotaccent 95 2693

103 Ę Eogonek 95 2703

104 Ě Ecaron 95 2695

105 Ȅ uni0204 95 1766

106 Ȇ uni0206 95 2797

107 Ȩ uni0228 95 2702

108 Ḕ uni1E14 95 2888

109 Ḗ uni1E16 95 2737

110 Ḙ uni1E18 95 2694

111 Ḛ uni1E1A 95 1768

112 Ḝ uni1E1C 95 2702 2696

113 Ẹ uni1EB8 95 2693

114 Ẻ uni1EBA 95 2698

115 Ẽ uni1EBC 95 1768

116 Ế uni1EBE 95 2846

117 Ề uni1EC0 95 2847

118 Ể uni1EC2 95 2848

119 Ễ uni1EC4 95 2849

120 Ệ uni1EC6 95 2694 2693

121 Ɇ uni0246

122 Ǝ Eturn

123 Ε Epsilon 95

124 Έ Epsilontonos 95 2792

125 Ἐ uni1F18 95 2678

126 Ἑ uni1F19 95 2679

127 Ἒ uni1F1A 95 2680

128 Ἓ uni1F1B 95 2681

129 Ἔ uni1F1C 95 2682

130 Ἕ uni1F1D 95 2683

131 Ὲ uni1FC8 95 2689

132 Έ uni1FC9 95 2792

133 Е uni0415 95

134 Ѐ uni0400 95 1765

135 Ё uni0401 95 2692

136 Ӗ uni04D6 95 2696

137 F F

138 Ƒ uni0191

139 Ḟ uni1E1E 137 2693

140 Ⅎ Fturn

141 G G

142 Ǥ Gbar 141 2916

143 Ɠ uni0193

144 Ĝ Gcircumflex 141 2694

145 Ğ Gbreve 141 2696

146 Ġ Gdotaccent 141 2693

147 Ģ uni0122 141 1763

148 Ǧ Gcaron 141 2695

149 Ǵ uni01F4 141 1764