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BainsleyVersion 1.411;March 28, 2021;FontCreator 13.0.0.2683 64-bit Glyph Map Download
The font consists of 2438 glyph variants, and here we only display the first 200 simple glyph variants.
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0 .null
1 space
2 ! exclam
3 " quotedbl 8 8
4 # numbersign
5 $ dollar
6 % percent 776 2112 16 2112
7 & ampersand
8 ' quotesingle
9 ( parenleft
10 ) parenright
11 * asterisk
12 + plus
13 , comma
14 - hyphenminus
15 . period
16 / slash
17 0 zero
18 1 one
19 2 two
20 3 three
21 4 four
22 5 five
23 6 six
24 7 seven
25 8 eight
26 9 nine
27 : colon 15 15
28 ; semicolon 15 13
29 < less
30 = equal
31 > greater
32 ? question
33 @ at
34 A A
35 B B
36 C C
37 D D
38 E E
39 F F
40 G G
41 H H
42 I I
43 J J
44 K K
45 L L
46 M M
47 N N
48 O O
49 P P
50 Q Q
51 R R
52 S S
53 T T
54 U U
55 V V
56 W W
57 X X
58 Y Y
59 Z Z
60 [ bracketleft
61 \ backslash
62 ] bracketright
63 ^ asciicircum
64 _ underscore
65 ` grave
66 a a
67 b b
68 c c
69 d d
70 e e
71 f f
72 g g
73 h h
74 i i 15 241
75 j j 15 376
76 k k
77 l l
78 m m
79 n n
80 o o
81 p p
82 q q
83 r r
84 s s
85 t t
86 u u
87 v v
88 w w
89 x x
90 y y
91 z z
92 { braceleft
93 | bar
94 } braceright
95 ~ asciitilde
96   nbspace
97 ¡ exclamdown
98 ¢ cent 68 1651
99 £ sterling
100 ¤ currency
101 ¥ yen 58 419 419
102 ¦ brokenbar
103 § section
104 ¨ dieresis 15 15
105 © copyright
106 ª ordfeminine 2098 111
107 « guillemotleft 831 831
108 ¬ logicalnot
109 ­ softhyphen 14
110 ® registered
111 ¯ macron
112 ° degree
113 ± plusminus 14 12
114 ² twosuperior 2131
115 ³ threesuperior 2132
116 ´ acute
117 µ mu
118 paragraph
119 · periodcentered 15
120 ¸ cedilla
121 ¹ onesuperior 2130
122 º ordmasculine 2112 111
123 » guillemotright 832 832
124 ¼ onequarter 121 2130 837 2133
125 ½ onehalf 121 2130 837 2131
126 ¾ threequarters 115 2132 837 2133
127 ¿ questiondown
128 À Agrave 34 399 65
129 Á Aacute 34 400 116
130 Â Acircumflex 34 401 387
131 Ã Atilde 34 402 394
132 Ä Adieresis 34 406 104 15 15
133 Å Aring 34 407 392
134 Æ AE
135 Ç Ccedilla 36 417 120
136 È Egrave 38 399 65
137 É Eacute 38 400 116
138 Ê Ecircumflex 38 401 387
139 Ë Edieresis 38 406 104 15 15
140 Ì Igrave 42 399 65
141 Í Iacute 42 400 116
142 Î Icircumflex 42 401 387
143 Ï Idieresis 42 406 104 15 15
144 Ð Eth 37 14
145 Ñ Ntilde 47 402 394
146 Ò Ograve 48 399 65
147 Ó Oacute 48 400 116
148 Ô Ocircumflex 48 401 387
149 Õ Otilde 48 402 394
150 Ö Odieresis 48 406 104 15 15
151 × multiply
152 Ø Oslash 48 16
153 Ù Ugrave 54 399 65
154 Ú Uacute 54 400 116
155 Û Ucircumflex 54 401 387
156 Ü Udieresis 54 406 104 15 15
157 Ý Yacute 58 400 116
158 Þ Thorn
159 ß germandbls
160 à agrave 66 399 65
161 á aacute 66 400 116
162 â acircumflex 66 401 387
163 ã atilde 66 402 394
164 ä adieresis 66 406 104 15 15
165 å aring 66 407 392
166 æ ae
167 ç ccedilla 68 417 120
168 è egrave 70 399 65
169 é eacute 70 400 116
170 ê ecircumflex 70 401 387
171 ë edieresis 70 406 104 15 15
172 ì igrave 241 399 65
173 í iacute 241 400 116
174 î icircumflex 241 401 387
175 ï idieresis 241 406 104 15 15
176 ð eth
177 ñ ntilde 79 402 394
178 ò ograve 80 399 65
179 ó oacute 80 400 116
180 ô ocircumflex 80 401 387
181 õ otilde 80 402 394
182 ö odieresis 80 406 104 15 15
183 ÷ divide 1016 27 15 15
184 ø oslash 80 421
185 ù ugrave 86 399 65
186 ú uacute 86 400 116
187 û ucircumflex 86 401 387
188 ü udieresis 86 406 104 15 15
189 ý yacute 90 400 116
190 þ thorn
191 ÿ ydieresis 90 406 104 15 15
192 Ā Amacron 34 403 111
193 ā amacron 66 403 111
194 Ă Abreve 34 404
195 ă abreve 66 404
196 Ą Aogonek 34 418 393
197 ą aogonek 66 418 393
198 Ć Cacute 36 400 116
199 ć cacute 68 400 116
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