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.notdef
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.null
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CR
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space
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‥
twodotenleader
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uniFFFC
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̦
commaaccent
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̒
uni0312
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῁
uni1FC1
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᾽
uni1FBD
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ι
uni1FBE
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῾
uni1FFE
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´
uni1FFD
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`
uni1FEF
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῎
uni1FCE
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῍
uni1FCD
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῞
uni1FDE
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῝
uni1FDD
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῀
uni1FC0
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῏
uni1FCF
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῟
uni1FDF
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̈
dialytika
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΅
uni1FEE
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῭
uni1FED
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̣
dotbelowcomb
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̀
gravecomb
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́
acutecomb
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̃
tildecomb
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̉
hookabovecomb
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Ề
uni1EC0
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̓
uni0313
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̔
uni0314
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͂
perispomenicomb
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ͅ
uni0345
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Ð
Eth
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ð
eth
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Ł
Lslash
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ł
lslash
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Š
Scaron
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š
scaron
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Ý
Yacute
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ý
yacute
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Þ
Thorn
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þ
thorn
44
Ž
Zcaron
45
ž
zcaron
46
½
onehalf
47
¼
onequarter
48
¹
onesuperior
49
¾
threequarters
50
³
threesuperior
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²
twosuperior
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¦
brokenbar
53
−
minus
54
×
multiply
55
ch202
56
!
exclam
57
"
quotedbl
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#
numbersign
59
$
dollar
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%
percent
61
'
quotesingle
62
(
parenleft
63
)
parenright
64
*
asterisk
65
+
plus
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,
comma
67
-
hyphen
68
.
period
69
/
slash
70
0
zero
71
1
one
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2
two
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3
three
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4
four
75
5
five
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6
six
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7
seven
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8
eight
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9
nine
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:
colon
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;
semicolon
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<
less
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=
equal
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>
greater
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?
question
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@
at
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A
A
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B
B
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C
C
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D
D
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E
E
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F
F
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G
G
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H
H
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I
I
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J
J
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K
K
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L
L
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M
M
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N
N
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O
O
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P
P
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Q
Q
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R
R
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S
S
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T
T
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U
U
108
V
V
109
W
W
110
X
X
111
Y
Y
112
Z
Z
113
[
bracketleft
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]
bracketright
115
`
grave
116
a
a
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b
b
118
c
c
119
d
d
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e
e
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f
f
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g
g
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h
h
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i
i
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j
j
126
k
k
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_
underscore
128
l
l
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m
m
130
n
n
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o
o
132
p
p
133
q
q
134
r
r
135
s
s
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t
t
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u
u
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v
v
139
w
w
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x
x
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y
y
142
z
z
143
{
braceleft
144
}
braceright
145
Å
Aring
146
Ç
Ccedilla
147
É
Eacute
148
Ñ
Ntilde
149
Ö
Odieresis
150
Ü
Udieresis
151
á
aacute
152
à
agrave
153
â
acircumflex
154
ä
adieresis
155
ã
atilde
156
å
aring
157
ç
ccedilla
158
é
eacute
159
è
egrave
160
ê
ecircumflex
161
ë
edieresis
162
í
iacute
163
ì
igrave
164
î
icircumflex
165
ï
idieresis
166
ñ
ntilde
167
ó
oacute
168
ò
ograve
169
ô
ocircumflex
170
ö
odieresis
171
õ
otilde
172
ú
uacute
173
ù
ugrave
174
û
ucircumflex
175
ü
udieresis
176
†
dagger
177
°
degree
178
¢
cent
179
§
section
180
•
bullet
181
¶
paragraph
182
ß
germandbls
183
®
registered
184
©
copyright
185
™
trademark
186
´
acute
187
¨
dieresis
188
≠
notequal
189
Æ
AE
190
Ø
Oslash
191
∞
infinity
192
±
plusminus
193
≤
lessequal
194
≥
greaterequal
195
¥
yen
196
µ
uni00B5
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∂
partialdiff
198
∑
summation
199
∏
product