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by GNU , 4177 Glyphs, Uploaded Date: Dec 18, 2014

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Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson
Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson
Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson
Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson
Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson
Shake off all the fears of servile prejudices, under which weak minds are servilely crouched. Fix reason firmly in her seat, and call on her tribunal for every fact, every opinion. Question with boldness even the existence of a God because, if there be one, he must more approve of the homage of reason than that of blindfolded fear. - Thomas Jefferson

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32
space
!
33
exclam
"
34
quotedbl
#
35
numbersign
$
36
dollar
%
37
percent
&
38
ampersand
'
39
quotesingle
(
40
parenleft
)
41
parenright
*
42
asterisk
+
43
plus
,
44
comma
-
45
hyphen
.
46
period
/
47
slash
0
48
zero
1
49
one
2
50
two
3
51
three
4
52
four
5
53
five
6
54
six
7
55
seven
8
56
eight
9
57
nine
:
58
colon
;
59
semicolon
<
60
less
=
61
equal
>
62
greater
?
63
question
@
64
at
A
65
A
B
66
B
C
67
C
D
68
D
E
69
E
F
70
F
G
71
G
H
72
H
I
73
I
J
74
J
K
75
K
L
76
L
M
77
M
N
78
N
O
79
O
P
80
P
Q
81
Q
R
82
R
S
83
S
T
84
T
U
85
U
V
86
V
W
87
W
X
88
X
Y
89
Y
Z
90
Z
[
91
bracketleft
\
92
backslash
]
93
bracketright
^
94
asciicircum
_
95
underscore
`
96
grave
a
97
a
b
98
b
c
99
c
d
100
d
e
101
e
f
102
f
g
103
g
h
104
h
i
105
i
j
106
j
k
107
k
l
108
l
m
109
m
n
110
n
o
111
o
p
112
p
q
113
q
r
114
r
s
115
s
t
116
t
u
117
u
v
118
v
w
119
w
x
120
x
y
121
y
z
122
z
{
123
braceleft
|
124
bar
}
125
braceright
~
126
asciitilde
 
160
nbspace
¡
161
exclamdown
¢
162
cent
£
163
sterling
¤
164
currency
¥
165
yen
¦
166
brokenbar
§
167
section
¨
168
dieresis
©
169
copyright
ª
170
ordfeminine
«
171
guillemotleft
¬
172
logicalnot
­
173
softhyphen
®
174
registered
¯
175
macron
°
176
degree
±
177
plusminus
²
178
twosuperior
³
179
threesuperior
´
180
acute
µ
181
micro

182
paragraph
·
183
middot
¸
184
cedilla
¹
185
onesuperior
º
186
ordmasculine
»
187
guillemotright
¼
188
onequarter
½
189
onehalf
¾
190
threequarters
¿
191
questiondown
À
192
Agrave
Á
193
Aacute
Â
194
Acircumflex
Ã
195
Atilde
Ä
196
Adieresis
Å
197
Aring
Æ
198
AE
Ç
199
Ccedilla
È
200
Egrave
É
201
Eacute
Ê
202
Ecircumflex
Ë
203
Edieresis
Ì
204
Igrave
Í
205
Iacute
Î
206
Icircumflex
Ï
207
Idieresis
Ð
208
Eth
Ñ
209
Ntilde
Ò
210
Ograve
Ó
211
Oacute
Ô
212
Ocircumflex
Õ
213
Otilde
Ö
214
Odieresis
×
215
multiply
Ø
216
Oslash
Ù
217
Ugrave
Ú
218
Uacute
Û
219
Ucircumflex
Ü
220
Udieresis
Ý
221
Yacute
Þ
222
Thorn
ß
223
ssharp
à
224
agrave
á
225
aacute
â
226
acircumflex
ã
227
atilde
ä
228
adieresis
å
229
aring
æ
230
ae
ç
231
ccedilla
è
232
egrave
é
233
eacute
ê
234
ecircumflex
ë
235
edieresis
ì
236
igrave
í
237
iacute
î
238
icircumflex
ï
239
idieresis
ð
240
eth
ñ
241
ntilde
ò
242
ograve
ó
243
oacute
ô
244
ocircumflex
õ
245
otilde
ö
246
odieresis
÷
247
divide
ø
248
oslash
ù
249
ugrave
ú
250
uacute
û
251
ucircumflex
ü
252
udieresis
ý
253
yacute
þ
254
thorn
ÿ
255
ydieresis
Ā
256
Amacron
ā
257
amacron
Ă
258
Abreve
ă
259
abreve
Ą
260
Aogonek
ą
261
aogonek
Ć
262
Cacute
ć
263
cacute
Ĉ
264
Ccircumflex
ĉ
265
ccircumflex
Ċ
266
Cdotaccent
ċ
267
cdotaccent
Č
268
Ccaron
č
269
ccaron
Ď
270
Dcaron
ď
271
dcaron
Đ
272
Dcroat
đ
273
dmacron
Ē
274
Emacron
ē
275
emacron
Ĕ
276
Ebreve
ĕ
277
ebreve
Ė
278
Edotaccent
ė
279
edotaccent
Ę
280
Eogonek
ę
281
eogonek
Ě
282
Ecaron
ě
283
ecaron
Ĝ
284
Gcircumflex
ĝ
285
gcircumflex
Ğ
286
Gbreve
ğ
287
gbreve
Ġ
288
Gdotaccent
ġ
289
gdotaccent
Ģ
290
Gcommaaccent
ģ
291
gcommaaccent
Ĥ
292
Hcircumflex
ĥ
293
hcircumflex
Ħ
294
Hbar
ħ
295
hbar
Ĩ
296
Itilde
ĩ
297
itilde
Ī
298
Imacron
ī
299
imacron
Ĭ
300
Ibreve
ĭ
301
ibreve
Į
302
Iogonek
į
303
iogonek
İ
304
Idot
ı
305
dotlessi
IJ
306
IJ
ij
307
ij
Ĵ
308
Jcircumflex
ĵ
309
jcircumflex
Ķ
310
Kcommaaccent
ķ
311
kcommaaccent
ĸ
312
kgreenlandic
Ĺ
313
Lacute
ĺ
314
lacute
Ļ
315
Lcommaaccent
ļ
316
lcommaaccent
Ľ
317
Lcaron
ľ
318
lcaron
Ŀ
319
Ldot
ŀ
320
ldot
Ł
321
Lslash
ł
322
lslash
Ń
323
Nacute
ń
324
nacute
Ņ
325
Ncommaaccent
ņ
326
ncommaaccent
Ň
327
Ncaron
ň
328
ncaron
ʼn
329
napostrophe
Ŋ
330
Eng
ŋ
331
eng
Ō
332
Omacron
ō
333
omacron
Ŏ
334
Obreve
ŏ
335
obreve
Ő
336
Ohungarumlaut
ő
337
ohungarumlaut
Œ
338
OE
œ
339
oe
Ŕ
340
Racute
ŕ
341
racute
Ŗ
342
Rcommaaccent
ŗ
343
rcommaaccent
Ř
344
Rcaron
ř
345
rcaron
Ś
346
Sacute
ś
347
sacute
Ŝ
348
Scircumflex
ŝ
349
scircumflex
Ş
350
Scedilla
ş
351
scedilla
Š
352
Scaron
š
353
scaron
Ţ
354
Tcedilla
ţ
355
tcedilla
Ť
356
Tcaron
ť
357
tcaron
Ŧ
358
Tbar
ŧ
359
tbar
Ũ
360
Utilde
ũ
361
utilde
Ū
362
Umacron
ū
363
umacron
Ŭ
364
Ubreve
ŭ
365
ubreve
Ů
366
Uring
ů
367
uring
Ű
368
Uhungarumlaut
ű
369
uhungarumlaut
Ų
370
Uogonek
ų
371
uogonek
Ŵ
372
Wcircumflex
ŵ
373
wcircumflex
Ŷ
374
Ycircumflex
ŷ
375
ycircumflex
Ÿ
376
Ydieresis
Ź
377
Zacute
ź
378
zacute
Ż
379
Zdotaccent
ż
380
zdotaccent
Ž
381
Zcaron
ž
382
zcaron
ſ
383
longs
ƀ
384
bbar
Ɓ
385
Bhook
Ƃ
386
Btopbar
ƃ
387
btopbar
Ƅ
388
Tonesix
ƅ
389
tonesix
Ɔ
390
Oopen
Ƈ
391
Chook
ƈ
392
chook
Ɖ
393
Dbar
Ɗ
394
Dhook
Ƌ
395
Dtopbar
ƌ
396
dtopbar
ƍ
397
deltaturn
Ǝ
398
Ereversed
Ə
399
Schwa
Ɛ
400
Epsilonlatin
Ƒ
401
Fhook
ƒ
402
florin
Ɠ
403
Ghook
Ɣ
404
Gammalatin
ƕ
405
hv
Ɩ
406
Iotalatin
Ɨ
407
Ibar
Ƙ
408
Khook
ƙ
409
khook
ƚ
410
lbar
ƛ
411
lambdastroke
Ɯ
412
Mturned
Ɲ
413
Nhook
ƞ
414
nleg
Ɵ
415
Obar
Ơ
416
Ohorn
ơ
417
ohorn
Ƣ
418
Oi
ƣ
419
oi
Ƥ
420
Phook
ƥ
421
phook
Ʀ
422
yr
Ƨ
423
Tonetwo
ƨ
424
tonetwo
Ʃ
425
Esh
ƪ
426
eshlooprev
ƫ
427
tpalatalhook
Ƭ
428
Thook
ƭ
429
thook
Ʈ
430
uni01AE
Ư
431
Uhorn
ư
432
uhorn
Ʊ
433
Upsilonlatin
Ʋ
434
Vcursive
Ƴ
435
Yhook
ƴ
436
yhook
Ƶ
437
Zbar
ƶ
438
zbar
Ʒ
439
Yogh
Ƹ
440
Yoghrev
ƹ
441
yoghrev
ƺ
442
yoghtail
ƻ
443
twobar
Ƽ
444
Tonefive
ƽ
445
tonefive
ƾ
446
glottalstopbarinv
ƿ
447
wynn
ǀ
448
clickdental
ǁ
449
pipedbl
ǂ
450
clickalveolar
ǃ
451
clickretroflex
DŽ
452
DZcaron
Dž
453
Dzcaron
dž
454
dzcaron
LJ
455
LJ
Lj
456
Lj
lj
457
lj
NJ
458
NJ
Nj
459
Nj
nj
460
nj
Ǎ
461
Acaron
ǎ
462
acaron
Ǐ
463
Icaron
ǐ
464
icaron
Ǒ
465
Ocaron
ǒ
466
ocaron
Ǔ
467
Ucaron
ǔ
468
ucaron
Ǖ
469
Udieresismacron
ǖ
470
udieresismacron
Ǘ
471
Udieresisacute
ǘ
472
udieresisacute
Ǚ
473
Udieresiscaron
ǚ
474
udieresiscaron
Ǜ
475
Udieresisgrave
ǜ
476
udieresisgrave
ǝ
477
eturned
Ǟ
478
Adieresismacron
ǟ
479
adieresismacron
Ǡ
480
Adotmacron
ǡ
481
adotmacron
Ǣ
482
AEmacron
ǣ
483
aemacron
Ǥ
484
Gbar
ǥ
485
gbar
Ǧ
486
Gcaron
ǧ
487
gcaron
Ǩ
488
Kcaron
ǩ
489
kcaron
Ǫ
490
Oogonek
ǫ
491
oogonek
Ǭ
492
Oogonekmacron
ǭ
493
oogonekmacron
Ǯ
494
Yoghhacek
ǯ
495
yoghhacek
ǰ
496
jcaron
DZ
497
DZ
Dz
498
Dz
dz
499
dz
Ǵ
500
Gacute
ǵ
501
gacute
Ƕ
502
uni01F6
Ƿ
503
Wynn
Ǹ
504
uni01F8
ǹ
505
uni01F9
Ǻ
506
Aringacute
ǻ
507
aringacute
Ǽ
508
AEacute
ǽ
509
aeacute
Ǿ
510
Oslashacute
ǿ
511
oslashacute
Ȁ
512
Adblgrave
ȁ
513
adblgrave
Ȃ
514
Ainvertedbreve
ȃ
515
ainvertedbreve
Ȅ
516
Edblgrave
ȅ
517
edblgrave
Ȇ
518
Einvertedbreve
ȇ
519
einvertedbreve
Ȉ
520
Idblgrave
ȉ
521
idblgrave
Ȋ
522
Iinvertedbreve
ȋ
523
iinvertedbreve
Ȍ
524
Odblgrave
ȍ
525
odblgrave
Ȏ
526
Oinvertedbreve
ȏ
527
oinvertedbreve
Ȑ
528
Rdblgrave
ȑ
529
rdblgrave
Ȓ
530
Rinvertedbreve
ȓ
531
rinvertedbreve
Ȕ
532
Udblgrave
ȕ
533
udblgrave
Ȗ
534
Uinvertedbreve
ȗ
535
uinvertedbreve
Ș
536
Scommaaccent
ș
537
scommaaccent
Ț
538
Tcommabelow
ț
539
tcommabelow
Ȝ
540
uni021C
ȝ
541
uni021D
Ȟ
542
uni021E
ȟ
543
uni021F
Ƞ
544
uni0220
Ȥ
548
uni0224
ȥ
549
uni0225
Ȧ
550
uni0226
ȧ
551
uni0227
Ȩ
552
uni0228
ȩ
553
uni0229
Ȫ
554
uni022A
ȫ
555
uni022B
Ȭ
556
uni022C
ȭ
557
uni022D
Ȯ
558
uni022E
ȯ
559
uni022F
Ȱ
560
uni0230
ȱ
561
uni0231
Ȳ
562
uni0232
ȳ
563
uni0233
ȷ
567
dotlessj
ɐ
592
aturn
ɑ
593
ascript
ɒ
594
ascriptturn
ɓ
595
bhook
ɔ
596
cturn
ɕ
597
ccurl
ɖ
598
dtail
ɗ
599
dhook
ɘ
600
ereversed
ə
601
schwa
ɚ
602
schwahook
ɛ
603
epsilonlatin
ɜ
604
epsilonlatinrev
ɝ
605
epsilonlatinrevhook
ɞ
606
epsilonlatinrevclosed
ɟ
607
jdotlessbar
ɠ
608
ghook
ɡ
609
gscript
ɢ
610
Gsmallcap
ɣ
611
gammalatin
ɤ
612
ramshorn
ɥ
613
hturn
ɦ
614
hhook
ɧ
615
henghook
ɨ
616
ibar
ɩ
617
iotalatin
ɪ
618
Ismallcap
ɫ
619
lmidtilde
ɬ
620
lbelt
ɭ
621
lrthook
ɮ
622
lezh
ɯ
623
mturn
ɰ
624
mturndescend
ɱ
625
mhook
ɲ
626
nhookleft
ɳ
627
nhookretroflex
ɴ
628
Nsmallcap
ɵ
629
obar
ɶ
630
OEsmallcap
ɷ
631
omegalatinclosed
ɸ
632
philatin
ɹ
633
rturn
ɺ
634
rlonglegturned
ɻ
635
rhookturned
ɼ
636
rdescend
ɽ
637
rhook
ɾ
638
rfishhook
ɿ
639
rfishhookrev
ʀ
640
Rsmallcap
ʁ
641
Rsmallcapinv
ʂ
642
shook
ʃ
643
esh
ʄ
644
jhookdblbar
ʅ
645
eshshortrev
ʆ
646
eshcurl
ʇ
647
tturn
ʈ
648
trthook
ʉ
649
ubar
ʊ
650
upsilonlatin
ʋ
651
vhook
ʌ
652
vturn
ʍ
653
wturn
ʎ
654
yturn
ʏ
655
Ysmallcap
ʐ
656
zretroflexhook
ʑ
657
zcurl
ʒ
658
ezh
ʓ
659
ezhcurl
ʔ
660
glottalstop
ʕ
661
glottalstoprevinv
ʖ
662
glottalstopinv
ʗ
663
cstretch
ʘ
664
bilabialclick
ʙ
665
Bsmallcap
ʚ
666
epsilonclosed
ʛ
667
Gsmallcaphook
ʜ
668
Hsmallcap
ʝ
669
jcrosstail
ʞ
670
kturn
ʟ
671
Lsmallcap
ʠ
672
qhook
ʡ
673
glottalstopbar
ʢ
674
glottalstopbarrev
ʣ
675
dzaltone
ʤ
676
dezh
ʥ
677
dzcurl
ʦ
678
ts
ʧ
679
tesh
ʨ
680
tccurl
ʩ
681
uni02A9
ʪ
682
uni02AA
ʫ
683
uni02AB
ʬ
684
uni02AC
ʭ
685
uni02AD
ʮ
686
uni02AE
ʯ
687
uni02AF
ʰ
688
hsuper
ʱ
689
hhooksuper
ʲ
690
jsuper
ʳ
691
rsuper
ʴ
692
rturnsuper
ʵ
693
rturnrthooksuper
ʶ
694
Rturnsuper
ʷ
695
wsuper
ʸ
696
ysuper
ʹ
697
primemod
ʺ
698
primedblmod
ʻ
699
quoteleftmod
ʼ
700
apostrophemod
ʽ
701
apostropherev
ʾ
702
ringrighthalfsuper
ʿ
703
ringlefthalfsuper
ˀ
704
glottalstopmod
ˁ
705
glottalrev
˂
706
fronted
˃
707
backed
˄
708
raised
˅
709
lowered
ˆ
710
circumflex
ˇ
711
caron
ˈ
712
verticallinemod
ˉ
713
macronmodifier
ˊ
714
acutemodifier
ˋ
715
gravemodifier
ˌ
716
verticallinelowmod
ˍ
717
macronsub
ˎ
718
gravesub
ˏ
719
acutesub
ː
720
colontriangularmod
ˑ
721
colontriangularhalfmod
˒
722
ringrighthalfcenter
˓
723
ringhalfleftcentered
˔
724
uni02D4
˕
725
uni02D5
˖
726
uni02D6
˗
727
uni02D7
˘
728
breve
˙
729
dotaccent
˚
730
ring
˛
731
ogonek
˜
732
tilde
˝
733
hungarumlaut
˞
734
rhotichook
˟
735
uni02DF
ˠ
736
gammasuper
ˡ
737
lsuper
ˢ
738
ssuper
ˣ
739
xsuper
ˤ
740
glottalrevsuper
˥
741
toneextrahigh
˦
742
tonehigh
˧
743
tonemid
˨
744
tonelow
˩
745
toneextralow
˪
746
uni02EA
˫
747
uni02EB
ˬ
748
uni02EC
˭
749
uni02ED
ˮ
750
uni02EE
˯
751
uni02EF
˰
752
uni02F0
˱
753
uni02F1
˲
754
uni02F2
˳
755
uni02F3
˴
756
uni02F4
˵
757
uni02F5
˶
758
uni02F6
˷
759
uni02F7
˸
760
uni02F8
˹
761
uni02F9
˺
762
uni02FA
˻
763
uni02FB
˼
764
uni02FC
˽
765
uni02FD
˾
766
uni02FE
˿
767
uni02FF
̀
768
gravecomb
́
769
acutecomb
̂
770
circumflexcomb
̃
771
tildecomb
̄
772
macroncomb
̅
773
overlinecmb
̆
774
brevecomb
̇
775
dotaccentcmb
̈
776
dieresiscmb
̉
777
hookabovecomb
̊
778
ringcmb
̋
779
acutedblnosp
̌
780
caroncomb
̍
781
linevertnosp
̎
782
linevertdblnosp
̏
783
dblgravecmb
̐
784
candrabinducmb
̑
785
breveinvertedcmb
̒
786
commaturnedabovecmb
̓
787
commaabovecmb
̔
788
commareversedabovecmb
̕
789
commaaboverightcmb
̖
790
gravebelowcmb
̗
791
acutebelowcmb
̘
792
tackleftsubnosp
̙
793
tackrightsubnosp
̚
794
anglesupnosp
̛
795
horncmb
̜
796
ringlefthalfsubnosp
̝
797
tackupsubnosp
̞
798
tackdownsubnosp
̟
799
plusbelowcmb
̠
800
uni0320
̡
801
hookpalatalizedbelowcmb
̢
802
uni0322
̣
803
dotbelowcomb
̤
804
dotdblsubnosp
̥
805
ringbelowcmb
̦
806
commasubnosp
̧
807
uni0327
̨
808
ogonekcmb
̩
809
uni0329
̪
810
uni032A
̫
811
uni032B
̬
812
uni032C
̭
813
uni032D
̮
814
uni032E
̯
815
uni032F
̰
816
tildebelowcmb
̱
817
macronbelowcmb
̲
818
underscorenosp
̳
819
underscoredblnosp
̴
820
tildeoverlaycmb
̵
821
barmidshortnosp
̶
822
barmidlongnosp
̷
823
slashshortnosp
̸
824
slashlongnosp
̹
825
ringrighthalfsubnosp
̺
826
bridgeinvsubnosp
̻
827
squarebelowcmb
̼
828
uni033C
̽
829
xabovecmb
̾
830
tildeverticalcmb
̿
831
overscoredblnosp
̀
832
gravetonecmb
́
833
acutetonecmb
͂
834
perispomenigreekcmb
̓
835
koroniscmb
̈́
836
dialytikatonoscmb
ͅ
837
ypogegrammenigreekcmb
͆
838
uni0346
͇
839
uni0347
͈
840
uni0348
͉
841
uni0349
͊
842
uni034A
͋
843
uni034B
͌
844
uni034C
͍
845
uni034D
͎
846
uni034E
͏
847
uni034F
͐
848
uni0350
͑
849
uni0351
͒
850
uni0352
͓
851
uni0353
͔
852
uni0354
͕
853
uni0355
͖
854
uni0356
͗
855
uni0357
͘
856
uni0358
͙
857
uni0359
͚
858
uni035a
͛
859
uni035B
͜
860
uni035C
͝
861
uni035D
͞
862
uni035E
͟
863
uni035F
͠
864
tildedoublecmb
͡
865
breveinverteddoublecmb
͢
866
uni0362
ͣ
867
uni0363
ͤ
868
uni0364
ͥ
869
uni0365
ͦ
870
uni0366
ͧ
871
uni0367
ͨ
872
uni0368
ͩ
873
uni0369
ͪ
874
uni036A
ͫ
875
uni036B
ͬ
876
uni036C
ͭ
877
uni036D
ͮ
878
uni036E
ͯ
879
uni036F
ʹ
884
uni0374
͵
885
uni0375
ͺ
890
ypogegrammeni
;
894
uni037E
΄
900
tonos
΅
901
dieresistonos
Ά
902
Alphatonos
·
903
anoteleia
Έ
904
Epsilontonos
Ή
905
Etatonos
Ί
906
Iotatonos
Ό
908
Omicrontonos
Ύ
910
Upsilontonos
Ώ
911
Omegatonos
ΐ
912
iotadieresistonos
Α
913
Alpha
Β
914
Beta
Γ
915
Gamma
Δ
916
increment
Ε
917
Epsilon
Ζ
918
Zeta
Η
919
Eta
Θ
920
Theta
Ι
921
Iota
Κ
922
Kappa
Λ
923
Lambda
Μ
924
Mu
Ν
925
Nu
Ξ
926
Xi
Ο
927
Omicron
Π
928
Pi
Ρ
929
Rho
Σ
931
Sigma
Τ
932
Tau
Υ
933
Upsilon
Φ
934
Phi
Χ
935
Chi
Ψ
936
Psi
Ω
937
Omega
Ϊ
938
Iotadieresis
Ϋ
939
Upsilondieresis
ά
940
alphatonos
έ
941
epsilontonos
ή
942
etatonos
ί
943
iotatonos
ΰ
944
upsilondieresistonos
α
945
alpha
β
946
beta
γ
947
gamma
δ
948
delta
ε
949
epsilon
ζ
950
zeta
η
951
eta
θ
952
theta
ι
953
iota
κ
954
kappa
λ
955
lambda
μ
956
mu
ν
957
nu
ξ
958
xi
ο
959
omicron
π
960
pi
ρ
961
rho
ς
962
sigma1
σ
963
sigma
τ
964
tau
υ
965
upsilon
φ
966
phi
χ
967
chi
ψ
968
psi
ω
969
omega
ϊ
970
iotadieresis
ϋ
971
upsilondieresis
ό
972
omicrontonos
ύ
973
upsilontonos
ώ
974
omegatonos
ϐ
976
betasymbolgreek
ϑ
977
thetasymbolgreek
ϒ
978
Upsilonhook
ϓ
979
Upsilonhooktonos
ϔ
980
Upsilonhookdiaeresis
ϕ
981
phi1
ϖ
982
omegapi
Ϛ
986
Stigma
ϛ
987
stigma
Ϝ
988
Digamma
ϝ
989
digamma
ϰ
1008
kappascript
ϱ
1009
rhosymbolgreek
ϴ
1012
uni03f4
ϵ
1013
uni03F5
Ѐ
1024
Est_varija
Ё
1025
Yo
Ђ
1026
Dje
Ѓ
1027
Gje
Є
1028
Est_shirokij
Ѕ
1029
Dzelo
І
1030
Izhei
Ї
1031
Yi
Ј
1032
Jy
Љ
1033
Lje
Њ
1034
Nje
Ћ
1035
Tshe
Ќ
1036
Kje
Ѝ
1037
Izhe_varija
Ў
1038
Uk_kratkij
Џ
1039
Dzhe
А
1040
Az
Б
1041
Buky
В
1042
Vede
Г
1043
Glagol
Д
1044
Dobro
Е
1045
Est
Ж
1046
Zhivete
З
1047
Zemlja
И
1048
Izhe
Й
1049
Izhe_kratkij
К
1050
Kako
Л
1051
Ljudi
М
1052
Myslete
Н
1053
Nash
О
1054
On
П
1055
Pokoj
Р
1056
Rtsy
С
1057
Slovo
Т
1058
Tverdo
У
1059
Uk
Ф
1060
Fert
Х
1061
Kher
Ц
1062
Tsy
Ч
1063
Cherv
Ш
1064
Sha
Щ
1065
Shcha
Ъ
1066
Hardsigncyrillic
Ы
1067
Ery
Ь
1068
Eri
Э
1069
Est_obratnyj
Ю
1070
Yus
Я
1071
Ya
а
1072
az
б
1073
buky
в
1074
vede
г
1075
glagol
д
1076
dobro
е
1077
est
ж
1078
zhivete
з
1079
zemlja
и
1080
izhe
й
1081
izhe_kratkij
к
1082
kako
л
1083
ljudi
м
1084
myslete
н
1085
nash
о
1086
on
п
1087
pokoj
р
1088
rtsy
с
1089
slovo
т
1090
tverdo
у
1091
uk
ф
1092
fert
х
1093
kher
ц
1094
tsy
ч
1095
cherv
ш
1096
sha
щ
1097
shcha
ъ
1098
hardsigncyrillic
ы
1099
ery
ь
1100
eri
э
1101
est_obratnyj
ю
1102
yus
я
1103
ya
ѐ
1104
est_varija
ё
1105
yo
ђ
1106
dje
ѓ
1107
gje
є
1108
est_shirokij
ѕ
1109
dzelo
і
1110
izhei
ї
1111
yi
ј
1112
jy
љ
1113
lje
њ
1114
nje
ћ
1115
tshe
ќ
1116
kje
ѝ
1117
izhe_varija
ў
1118
uk_kratkij
џ
1119
dzhe
Ѡ
1120
Omegha
ѡ
1121
omegha
Ѣ
1122
Yat
ѣ
1123
yat
Ѥ
1124
Jest
ѥ
1125
jest
Ѧ
1126
Yus_malyj
ѧ
1127
yus_malyj
Ѩ
1128
Jyus_malyj
ѩ
1129
jyus_malyj
Ѫ
1130
Yus_bolshoj
ѫ
1131
yus_bolshoj
Ѭ
1132
Jyus_bolshoj
ѭ
1133
jyus_bolshoj
Ѯ
1134
Ksi
ѯ
1135
ksi
Ѱ
1136
Psy
ѱ
1137
psy
Ѳ
1138
Fita
ѳ
1139
fita
Ѵ
1140
Izhitsa
ѵ
1141
izhitsa
Ѷ
1142
Izhitsa_i
ѷ
1143
izhitsa_i
Ѹ
1144
Ouk
ѹ
1145
ouk
Ѻ
1146
On_shirokij
ѻ
1147
on_shirokij
Ѽ
1148
Omeghatitlo
ѽ
1149
omeghatitlo
Ѿ
1150
Ot
ѿ
1151
ot
҃
1155
titlo_comb
҄
1156
smjagchenije_comb
҅
1157
dasia_comb
҆
1158
zvateltso_comb
҇
1159
bukvotitilo
Ҋ
1162
Izhe_kratkij_khvostatyj
ҋ
1163
izhe_kratkij_khvostatyj
Ҍ
1164
Poluer
ҍ
1165
poluer
Ҏ
1166
Rtsy_mechenyj
ҏ
1167
rtsy_mechenyj
Ґ
1168
Glagol_rogatyj
ґ
1169
glagol_rogatyj
Ғ
1170
Glagol_precherchenyj
ғ
1171
glagol_precherchenyj
Ҕ
1172
Glagol_zagbenyj
ҕ
1173
glagol_zagbenyj
Җ
1174
Zhivete_otcherknutyj
җ
1175
zhevete_otcherknutyj
Ҙ
1176
Zemlja_otcherknutyj
ҙ
1177
zemlja_otcherknutyj
Қ
1178
Kako_otcherknutyj
қ
1179
kako_otcherknutyj
Ҝ
1180
Kako_voscherknutyj
ҝ
1181
kako_voscherknutyj
Ҟ
1182
Kako_precherknutyj
ҟ
1183
kako_precherknutyj
Ҡ
1184
Kako_bashkirskij
ҡ
1185
kako_bashkirskij
Ң
1186
Nash_otcherknutyj
ң
1187
nash_otcherknutyj
Ҥ
1188
Nash_glagol
ҥ
1189
nash_glagol
Ҧ
1190
Pokoj_zagbenyj
ҧ
1191
pokoj_zagbenyj
Ҩ
1192
Ha_abkhazskij
ҩ
1193
ha_abkhazskij
Ҫ
1194
Slovo_otcherknutyj
ҫ
1195
slovo_otcherknutyj
Ҭ
1196
Tverdo_otcherknutyj
ҭ
1197
tverdo_otcherknutyj
Ү
1198
Uk_prjamoj
ү
1199
uk_prjamoj
Ұ
1200
Uk_precherknutyj
ұ
1201
uk_precherknutyj
Ҳ
1202
Kher_otcherknutyj
ҳ
1203
kher_otcherknutyj
Ҵ
1204
Tverdo_tsy
ҵ
1205
tverdo_tsy
Ҷ
1206
Cherv_otcherknutyj
ҷ
1207
cherv_otcherknutyj
Ҹ
1208
Cherv_voscherknutyj
ҹ
1209
cherv_voscherknutyj
Һ
1210
Shha
һ
1211
shha
Ҽ
1212
Cherv_abkhazskij
ҽ
1213
cherv_abkhazskij
Ҿ
1214
Cherv_abkhazskij_otcherknutyj
ҿ
1215
cherv_abkhazskij_otcherknutyj
Ӏ
1216
Palochka
Ӂ
1217
Zhivete_kratkij
ӂ
1218
zhivete_kratkij
Ӄ
1219
Kako_kruchkovyj
ӄ
1220
kako_kruchkovyj
Ӆ
1221
Ljudi_khvostatyj
ӆ
1222
ljudi_khvostatyj
Ӈ
1223
Nash_kruchkovyj
ӈ
1224
nash_kruchkovyj
Ӊ
1225
Nash_khvostatyj
ӊ
1226
nash_khvostatyj
Ӌ
1227
Cherv_khakasskij
ӌ
1228
cherv_khakasskij
Ӎ
1229
Myslete_khvostatyj
ӎ
1230
myslete_khvostatyj
ӏ
1231
palochka
Ӑ
1232
Az_kratkij
ӑ
1233
az_kratkij
Ӓ
1234
Az_dvutochnyj
ӓ
1235
az_dvutochnyj
Ӕ
1236
Az_est
ӕ
1237
az_est
Ӗ
1238
Est_kratkij
ӗ
1239
est_kratkij
Ә
1240
Schwacyrillic
ә
1241
schwacyrillic
Ӛ
1242
Schwacyrillic_dvutochnyj
ӛ
1243
schwacyrillic_dvutochnyj
Ӝ
1244
Zhivete_dvutochnyj
ӝ
1245
zhivete_dvutochnyj
Ӟ
1246
Zemlja_dvutochnyj
ӟ
1247
zemlja_dvutochnyj
Ӡ
1248
Dzelo_abkhazskij
ӡ
1249
dzelo_abkhazskij
Ӣ
1250
Izhe_nadcherknutyj
ӣ
1251
izhe_nadcherknutyj
Ӥ
1252
Izhe_dvutochnyj
ӥ
1253
izhe_dvutochnyj
Ӧ
1254
On_dvutochnyj
ӧ
1255
on_dvutochnyj
Ө
1256
On_precherknutyj
ө
1257
on_precherknutyj
Ӫ
1258
On_precherknutyj_dvutochnyj
ӫ
1259
on_precherknutyj_dvutochnyj
Ӭ
1260
Est_obratnyj_dvutochnyj
ӭ
1261
est_obratnyj_dvutochnyj
Ӯ
1262
Uk_nadcherknutyj
ӯ
1263
uk_nadcherknutyj
Ӱ
1264
Uk_dvutochnyj
ӱ
1265
uk_dvutochnyj
Ӳ
1266
Uk_dvuoksijnyj
ӳ
1267
uk_dvuoksijnyj
Ӵ
1268
Cherv_dvutochnyj
ӵ
1269
cherv_dvutochnyj
Ӷ
1270
Glagol_otcherknutyj
ӷ
1271
glagol_otcherknutyj
Ӹ
1272
Ery_dvutochnyj
ӹ
1273
ery_dvutochnyj
Ӻ
1274
Glagol_precherknutyj_kruchkovyj
ӻ
1275
glagol_precherknutyj_kruchkovyj
Ӽ
1276
Kher_kruchkovyj
ӽ
1277
kher_kruchkovyj
Ӿ
1278
Kher_precherknutyj
ӿ
1279
kher_precherknutyj
Ԑ
1296
Zemlja_obratnyj
ԑ
1297
zemlja_obratnyj
Ԓ
1298
Ljudi_kruchkovyj
ԓ
1299
ljudi_kruchkovyj
Ԛ
1306
Qa
ԛ
1307
qa
Ԝ
1308
Wa
ԝ
1309
wa
Ԟ
1310
Kva
ԟ
1311
kva
Ԥ
1316
uni0524
ԥ
1317
uni0525
Ԧ
1318
uni0526
ԧ
1319
uni0527
Ա
1329
Aybarmenian
Բ
1330
Benarmenian
Գ
1331
Gimarmenian
Դ
1332
Daarmenian
Ե
1333
Echarmenian
Զ
1334
Zaarmenian
Է
1335
Eharmenian
Ը
1336
Etarmenian
Թ
1337
Toarmenian
Ժ
1338
Zhearmenian
Ի
1339
Iniarmenian
Լ
1340
Liwnarmenian
Խ
1341
Xeharmenian
Ծ
1342
Caarmenian
Կ
1343
Kenarmenian
Հ
1344
Hoarmenian
Ձ
1345
Jaarmenian
Ղ
1346
Ghadarmenian
Ճ
1347
Cheharmenian
Մ
1348
Menarmenian
Յ
1349
Yiarmenian
Ն
1350
Nowarmenian
Շ
1351
Shaarmenian
Ո
1352
Voarmenian
Չ
1353
Chaarmenian
Պ
1354
Peharmenian
Ջ
1355
Jheharmenian
Ռ
1356
Raarmenian
Ս
1357
Seharmenian
Վ
1358
Vewarmenian
Տ
1359
Tiwnarmenian
Ր
1360
Reharmenian
Ց
1361
Coarmenian
Ւ
1362
Yiwnarmenian
Փ
1363
Piwrarmenian
Ք
1364
Keharmenian
Օ
1365
Oharmenian
Ֆ
1366
Feharmenian
ՙ
1369
ringhalfleftarmenian
՚
1370
apostrophearmenian
՛
1371
emphasismarkarmenian
՜
1372
exclamarmenian
՝
1373
commaarmenian
՞
1374
questionarmenian
՟
1375
abbreviationmarkarmenian
ա
1377
aybarmenian
բ
1378
benarmenian
գ
1379
gimarmenian
դ
1380
uni0564
ե
1381
echarmenian
զ
1382
zaarmenian
է
1383
eharmenian
ը
1384
etarmenian
թ
1385
toarmenian
ժ
1386
zhearmenian
ի
1387
iniarmenian
լ
1388
uni056C
խ
1389
xeharmenian
ծ
1390
caarmenian
կ
1391
kenarmenian
հ
1392
hoarmenian
ձ
1393
jaarmenian
ղ
1394
uni0572
ճ
1395
cheharmenian
մ
1396
menarmenian
յ
1397
yiarmenian
ն
1398
nowarmenian
շ
1399
shaarmenian
ո
1400
voarmenian
չ
1401
chaarmenian
պ
1402
peharmenian
ջ
1403
jheharmenian
ռ
1404
raarmenian
ս
1405
seharmenian
վ
1406
vewarmenian
տ
1407
tiwnarmenian
ր
1408
reharmenian
ց
1409
coarmenian
ւ
1410
yiwnarmenian
փ
1411
piwrarmenian
ք
1412
keharmenian
օ
1413
oharmenian
ֆ
1414
feharmenian
և
1415
echyiwnarmenian
։
1417
periodarmenian
֊
1418
uni058A
֏
1423
dramarmenian
ְ
1456
shevahebrew
ֱ
1457
hatafsegolhebrew
ֲ
1458
hatafpatahhebrew
ֳ
1459
hatafqamatshebrew
ִ
1460
hiriqhebrew
ֵ
1461
tserehebrew
ֶ
1462
segolhebrew
ַ
1463
patahhebrew
ָ
1464
qamatshebrew
ֹ
1465
holamhebrew
ֺ
1466
uni05ba
ֻ
1467
qubutshebrew
ּ
1468
dageshhebrew
ֽ
1469
siluqhebrew
־
1470
maqafhebrew
ֿ
1471
rafehebrew
׀
1472
paseqhebrew
ׁ
1473
shindothebrew
ׂ
1474
sindothebrew
׃
1475
sofpasuqhebrew
ׄ
1476
upperdothebrew
ׅ
1477
uni05c5
׆
1478
uni05c6
ׇ
1479
uni05c7
א
1488
alefhebrew
ב
1489
bethebrew
ג
1490
gimelhebrew
ד
1491
dalethebrew
ה
1492
hehebrew
ו
1493
vavhebrew
ז
1494
zayinhebrew
ח
1495
hethebrew
ט
1496
tethebrew
י
1497
yodhebrew
ך
1498
finalkafhebrew
כ
1499
kafhebrew
ל
1500
lamedhebrew
ם
1501
finalmemhebrew
מ
1502
memhebrew
ן
1503
finalnunhebrew
נ
1504
nunhebrew
ס
1505
samekhhebrew
ע
1506
ayinhebrew
ף
1507
finalpehebrew
פ
1508
pehebrew
ץ
1509
finaltsadihebrew
צ
1510
tsadihebrew
ק
1511
qofholamhebrew
ר
1512
reshhebrew
ש
1513
shinhebrew
ת
1514
tavhebrew
װ
1520
vavvavhebrew
ױ
1521
vavyodhebrew
ײ
1522
yodyodhebrew
׳
1523
gereshhebrew
״
1524
gershayimhebrew
؆
1542
uni0606
؇
1543
uni0607
؈
1544
uni0608
؉
1545
uni0609
؊
1546
uni060a
؋
1547
uni060b
،
1548
commaarabic
؍
1549
uni060d
؎
1550
uni060e
؏
1551
uni060F
؛
1563
semicolonarabic
؞
1566
uni061e
؟
1567
questionarabic
ؠ
1568
uni0620
ء
1569
hamzaarabic
آ
1570
alefmaddaabovearabic
أ
1571
alefhamzaabovearabic
ؤ
1572
wawhamzaabovearabic
إ
1573
alefhamzabelowarabic
ئ
1574
yehhamzaabovearabic
ا
1575
alefarabic
ب
1576
beharabic
ة
1577
tehmarbutaarabic
ت
1578
teharabic
ث
1579
theharabic
ج
1580
jeemarabic
ح
1581
haharabic
خ
1582
khaharabic
د
1583
dalarabic
ذ
1584
thalarabic
ر
1585
reharabic
ز
1586
zainarabic
س
1587
seenarabic
ش
1588
sheenarabic
ص
1589
sadarabic
ض
1590
dadarabic
ط
1591
taharabic
ظ
1592
zaharabic
ع
1593
ainarabic
غ
1594
ghainarabic
ػ
1595
uni063b
ؼ
1596
uni063c
ؽ
1597
uni063d
ؾ
1598
uni063e
ؿ
1599
uni063f
ـ
1600
tatweelarabic
ف
1601
feharabic
ق
1602
qafarabic
ك
1603
kafarabic
ل
1604
lamarabic
م
1605
meemarabic
ن
1606
noonarabic
ه
1607
heharabic
و
1608
wawarabic
ى
1609
alefmaksuraarabic
ي
1610
yeharabic
ً
1611
fathatanarabic
ٌ
1612
dammatanarabic
ٍ
1613
kasratanarabic
َ
1614
fathaarabic
ُ
1615
dammaarabic
ِ
1616
kasraarabic
ّ
1617
shaddaarabic
ْ
1618
sukunarabic
ٓ
1619
maddaarabic
ٔ
1620
uni0654
ٕ
1621
uni0655
ٖ
1622
uni0656
ٗ
1623
uni0657
ٙ
1625
zwarakayarabic
ٚ
1626
uni065a
ٛ
1627
uni065b
ٜ
1628
dotbelowarabic
ٝ
1629
uni065d
ٞ
1630
uni065e
ٟ
1631
uni065f
٠
1632
zeroarabic
١
1633
onearabic
٢
1634
twoarabic
٣
1635
threearabic
٤
1636
fourarabic
٥
1637
fivearabic
٦
1638
sixarabic
٧
1639
sevenarabic
٨
1640
eightarabic
٩
1641
ninearabic
٪
1642
uni066a
٫
1643
decimalseparatorarabic
٬
1644
uni066c
٭
1645
uni066d
ٮ
1646
arab_dotless_beh
ٯ
1647
arabic_dotless_qaf
ٰ
1648
uni0670
ٱ
1649
alefwaslaarabic
ٲ
1650
uni0672
ٳ
1651
uni0673
ٴ
1652
uni0674
ٵ
1653
uni0675
ٶ
1654
uni0676
ٷ
1655
uni0677
ٸ
1656
uni0678
ٹ
1657
uni0679
ٺ
1658
uni067a
ٻ
1659
uni067b
ټ
1660
teh_ring_arab
ٽ
1661
uni067d
پ
1662
peharabic
ٿ
1663
uni067f
ڀ
1664
uni0680
ځ
1665
arab_hah_hamza
ڂ
1666
uni0682
ڃ
1667
uni0683
ڄ
1668
uni0684
څ
1669
arab_hah_tri_dot
چ
1670
tcheharabic
ڇ
1671
uni0687
ڈ
1672
ddalarabic
ډ
1673
arab_dal_ring
ڊ
1674
uni068a
ڋ
1675
uni068b
ڌ
1676
uni068c
ڍ
1677
uni068d
ڎ
1678
uni068e
ڏ
1679
uni068f
ڐ
1680
uni0690
ڑ
1681
rreharabic
ڒ
1682
uni0692
ړ
1683
arab_reh_ring
ڔ
1684
uni0694
ڕ
1685
uni0695
ږ
1686
arab_reh_dot_above_below
ڗ
1687
uni0697
ژ
1688
jeharabic
ڙ
1689
uni0699
ښ
1690
arab_seen_dot_above_below
ڛ
1691
uni069b
ڜ
1692
uni069c
ڝ
1693
uni069d
ڞ
1694
uni069e
ڟ
1695
uni069f
ڠ
1696
uni06a0
ڡ
1697
arab_dotless_feh
ڢ
1698
uni06a2
ڣ
1699
uni06a3
ڤ
1700
uni06a4
ڥ
1701
uni06a5
ڦ
1702
uni06a6
ڧ
1703
uni06a7
ڨ
1704
uni06a8
ک
1705
keheharabic
ڪ
1706
uni06aa
ګ
1707
arab_kaf_ring
ڬ
1708
uni06ac
ڭ
1709
ngarabic
ڮ
1710
uni06ae
گ
1711
gafarabic
ڰ
1712
uni06b0
ڱ
1713
uni06b1
ڲ
1714
uni06b2
ڳ
1715
uni06b3
ڴ
1716
uni06b4
ڵ
1717
uni06b5
ڶ
1718
uni06b6
ڷ
1719
uni06b7
ڸ
1720
uni06b8
ڹ
1721
uni06b9
ں
1722
noonghunnaarabic
ڻ
1723
rnoonarabic
ڼ
1724
arab_noon_ring
ڽ
1725
uni06bd
ھ
1726
uni06be
ڿ
1727
uni06bf
ۀ
1728
hehhamzaarabic
ہ
1729
hehgoalarabic
ۂ
1730
hehgoalhamzaarabic
ۃ
1731
tehmarbutagoalarabic
ۄ
1732
uni06c4
ۅ
1733
uni06c5
ۆ
1734
uni06c6
ۇ
1735
uni06c7
ۈ
1736
uni06c8
ۉ
1737
uni06c9
ۊ
1738
uni06ca
ۋ
1739
uni06cb
ی
1740
yehfarsiarabic
ۍ
1741
yehtailarabic
ێ
1742
uni06ce
ۏ
1743
uni06cf
ې
1744
earabic
ۑ
1745
uni06D1
ے
1746
yehbarreearabic
ۓ
1747
uni06d3
۔
1748
uni06D4
ە
1749
uni06d5
ۮ
1774
uni06ee
ۯ
1775
uni06ef
۰
1776
zeropersian
۱
1777
onepersian
۲
1778
twopersian
۳
1779
threepersian
۴
1780
fourpersian
۵
1781
fivepersian
۶
1782
sixpersian
۷
1783
sevenpersian
۸
1784
eightpersian
۹
1785
ninepersian
ۺ
1786
uni06fa
ۻ
1787
uni06fb
ۼ
1788
uni06fc
۽
1789
uni06fd
۾
1790
uni06fe
ۿ
1791
uni06ff
ა
4304
uni10D0
ბ
4305
uni10D1
გ
4306
uni10D2
დ
4307
uni10D3
ე
4308
uni10D4
ვ
4309
uni10D5
ზ
4310
uni10D6
თ
4311
uni10D7
ი
4312
uni10D8
კ
4313
uni10D9
ლ
4314
uni10DA
მ
4315
uni10DB
ნ
4316
uni10DC
ო
4317
uni10DD
პ
4318
uni10DE
ჟ
4319
uni10DF
რ
4320
uni10E0
ს
4321
uni10E1
ტ
4322
uni10E2
უ
4323
uni10E3
ფ
4324
uni10E4
ქ
4325
uni10E5
ღ
4326
uni10E6
ყ
4327
uni10E7
შ
4328
uni10E8
ჩ
4329
uni10E9
ც
4330
uni10EA
ძ
4331
uni10EB
წ
4332
uni10EC
ჭ
4333
uni10ED
ხ
4334
uni10EE
ჯ
4335
uni10EF
ჰ
4336
uni10F0
ჱ
4337
uni10F1
ჲ
4338
uni10F2
ჳ
4339
uni10F3
ჴ
4340
uni10F4
ჵ
4341
uni10F5
ჹ
4345
uni10f9
჻
4347
uni10fb
ჼ
4348
uni10fc
Ꭰ
5024
uni13A0
Ꭱ
5025
uni13A1
Ꭲ
5026
uni13A2
Ꭳ
5027
uni13A3
Ꭴ
5028
uni13A4
Ꭵ
5029
uni13A5
Ꭶ
5030
uni13A6
Ꭷ
5031
uni13A7
Ꭸ
5032
uni13A8
Ꭹ
5033
uni13A9
Ꭺ
5034
uni13AA
Ꭻ
5035
uni13AB
Ꭼ
5036
uni13AC
Ꭽ
5037
uni13AD
Ꭾ
5038
uni13AE
Ꭿ
5039
uni13AF
Ꮀ
5040
uni13B0
Ꮁ
5041
uni13B1
Ꮂ
5042
uni13B2
Ꮃ
5043
uni13B3
Ꮄ
5044
uni13B4
Ꮅ
5045
uni13B5
Ꮆ
5046
uni13B6
Ꮇ
5047
uni13B7
Ꮈ
5048
uni13B8
Ꮉ
5049
uni13B9
Ꮊ
5050
uni13BA
Ꮋ
5051
uni13BB
Ꮌ
5052
uni13BC
Ꮍ
5053
uni13BD
Ꮎ
5054
uni13BE
Ꮏ
5055
uni13BF
Ꮐ
5056
uni13C0
Ꮑ
5057
uni13C1
Ꮒ
5058
uni13C2
Ꮓ
5059
uni13C3
Ꮔ
5060
uni13C4
Ꮕ
5061
uni13C5
Ꮖ
5062
uni13C6
Ꮗ
5063
uni13C7
Ꮘ
5064
uni13C8
Ꮙ
5065
uni13C9
Ꮚ
5066
uni13CA
Ꮛ
5067
uni13CB
Ꮜ
5068
uni13CC
Ꮝ
5069
uni13CD
Ꮞ
5070
uni13CE
Ꮟ
5071
uni13CF
Ꮠ
5072
uni13D0
Ꮡ
5073
uni13D1
Ꮢ
5074
uni13D2
Ꮣ
5075
uni13d3
Ꮤ
5076
uni13D4
Ꮥ
5077
uni13D5
Ꮦ
5078
uni13D6
Ꮧ
5079
uni13D7
Ꮨ
5080
uni13D8
Ꮩ
5081
uni13D9
Ꮪ
5082
uni13DA
Ꮫ
5083
uni13DB
Ꮬ
5084
uni13DC
Ꮭ
5085
uni13DD
Ꮮ
5086
uni13DE
Ꮯ
5087
uni13DF
Ꮰ
5088
uni13E0
Ꮱ
5089
uni13E1
Ꮲ
5090
uni13E2
Ꮳ
5091
uni13E3
Ꮴ
5092
uni13E4
Ꮵ
5093
uni13E5
Ꮶ
5094
uni13E6
Ꮷ
5095
uni13E7
Ꮸ
5096
uni13E8
Ꮹ
5097
uni13E9
Ꮺ
5098
uni13EA
Ꮻ
5099
uni13EB
Ꮼ
5100
uni13EC
Ꮽ
5101
uni13ED
Ꮾ
5102
uni13EE
Ꮿ
5103
uni13EF
Ᏸ
5104
uni13F0
Ᏹ
5105
uni13F1
Ᏺ
5106
uni13F2
Ᏻ
5107
uni13F3
Ᏼ
5108
uni13F4
ᚠ
5792
uni16A0
ᚡ
5793
uni16A1
ᚢ
5794
uni16A2
ᚣ
5795
uni16A3
ᚤ
5796
uni16A4
ᚥ
5797
uni16A5
ᚦ
5798
uni16A6
ᚧ
5799
uni16A7
ᚨ
5800
uni16A8
ᚩ
5801
uni16A9
ᚪ
5802
uni16AA
ᚫ
5803
uni16AB
ᚬ
5804
uni16AC
ᚭ
5805
uni16AD
ᚮ
5806
uni16AE
ᚯ
5807
uni16AF
ᚰ
5808
uni16B0
ᚱ
5809
uni16B1
ᚲ
5810
uni16B2
ᚳ
5811
uni16B3
ᚴ
5812
uni16B4
ᚵ
5813
uni16B5
ᚶ
5814
uni16B6
ᚷ
5815
uni16B7
ᚸ
5816
uni16B8
ᚹ
5817
uni16B9
ᚺ
5818
uni16BA
ᚻ
5819
uni16BB
ᚼ
5820
uni16BC
ᚽ
5821
uni16BD
ᚾ
5822
uni16BE
ᚿ
5823
uni16BF
ᛀ
5824
uni16C0
ᛁ
5825
uni16C1
ᛂ
5826
uni16C2
ᛃ
5827
uni16C3
ᛄ
5828
uni16C4
ᛅ
5829
uni16C5
ᛆ
5830
uni16C6
ᛇ
5831
uni16C7
ᛈ
5832
uni16C8
ᛉ
5833
uni16C9
ᛊ
5834
uni16CA
ᛋ
5835
uni16CB
ᛌ
5836
uni16CC
ᛍ
5837
uni16CD
ᛎ
5838
uni16CE
ᛏ
5839
uni16CF
ᛐ
5840
uni16D0
ᛑ
5841
uni16D1
ᛒ
5842
uni16D2
ᛓ
5843
uni16D3
ᛔ
5844
uni16D4
ᛕ
5845
uni16D5
ᛖ
5846
uni16D6
ᛗ
5847
uni16D7
ᛘ
5848
uni16D8
ᛙ
5849
uni16D9
ᛚ
5850
uni16DA
ᛛ
5851
uni16DB
ᛜ
5852
uni16DC
ᛝ
5853
uni16DD
ᛞ
5854
uni16DE
ᛟ
5855
uni16DF
ᛠ
5856
uni16E0
ᛡ
5857
uni16E1
ᛢ
5858
uni16E2
ᛣ
5859
uni16E3
ᛤ
5860
uni16E4
ᛥ
5861
uni16E5
ᛦ
5862
uni16E6
ᛧ
5863
uni16E7
ᛨ
5864
uni16E8
ᛩ
5865
uni16E9
ᛪ
5866
uni16EA
᛫
5867
uni16EB
᛬
5868
uni16EC
᛭
5869
uni16ED
ᛮ
5870
uni16EE
ᛯ
5871
uni16EF
ᛰ
5872
uni16F0
Ḁ
7680
Aringbelow
ḁ
7681
aringbelow
Ḃ
7682
Bdotaccent
ḃ
7683
bdotaccent
Ḅ
7684
Bdotbelow
ḅ
7685
bdotbelow
Ḇ
7686
Blinebelow
ḇ
7687
blinebelow
Ḉ
7688
Ccedillaacute
ḉ
7689
ccedillaacute
Ḋ
7690
Ddotaccent
ḋ
7691
ddotaccent
Ḍ
7692
Ddotbelow
ḍ
7693
ddotbelow
Ḏ
7694
Dlinebelow
ḏ
7695
dlinebelow
Ḑ
7696
Dcedilla
ḑ
7697
dcedilla
Ḓ
7698
Dcircumflexbelow
ḓ
7699
dcircumflexbelow
Ḕ
7700
Emacrongrave
ḕ
7701
emacrongrave
Ḗ
7702
Emacronacute
ḗ
7703
emacronacute
Ḙ
7704
Ecircumflexbelow
ḙ
7705
ecircumflexbelow
Ḛ
7706
Etildebelow
ḛ
7707
etildebelow
Ḝ
7708
Ecedillabreve
ḝ
7709
ecedillabreve
Ḟ
7710
Fdotaccent
ḟ
7711
fdotaccent
Ḡ
7712
Gmacron
ḡ
7713
gmacron
Ḣ
7714
Hdotaccent
ḣ
7715
hdotaccent
Ḥ
7716
Hdotbelow
ḥ
7717
hdotbelow
Ḧ
7718
Hdieresis
ḧ
7719
hdieresis
Ḩ
7720
Hcedilla
ḩ
7721
hcedilla
Ḫ
7722
Hbrevebelow
ḫ
7723
hbrevebelow
Ḭ
7724
Itildebelow
ḭ
7725
itildebelow
Ḯ
7726
Idieresisacute
ḯ
7727
idieresisacute
Ḱ
7728
Kacute
ḱ
7729
kacute
Ḳ
7730
Kdotbelow
ḳ
7731
kdotbelow
Ḵ
7732
Klinebelow
ḵ
7733
klinebelow
Ḷ
7734
Ldotbelow
ḷ
7735
ldotbelow
Ḹ
7736
Ldotbelowmacron
ḹ
7737
ldotbelowmacron
Ḻ
7738
Llinebelow
ḻ
7739
llinebelow
Ḽ
7740
Lcircumflexbelow
ḽ
7741
lcircumflexbelow
Ḿ
7742
Macute
ḿ
7743
macute
Ṁ
7744
Mdotaccent
ṁ
7745
mdotaccent
Ṃ
7746
Mdotbelow
ṃ
7747
mdotbelow
Ṅ
7748
Ndotaccent
ṅ
7749
ndotaccent
Ṇ
7750
Ndotbelow
ṇ
7751
ndotbelow
Ṉ
7752
Nlinebelow
ṉ
7753
nlinebelow
Ṋ
7754
Ncircumflexbelow
ṋ
7755
ncircumflexbelow
Ṍ
7756
Otildeacute
ṍ
7757
otildeacute
Ṏ
7758
Otildedieresis
ṏ
7759
otildedieresis
Ṑ
7760
Omacrongrave
ṑ
7761
omacrongrave
Ṓ
7762
Omacronacute
ṓ
7763
omacronacute
Ṕ
7764
Pacute
ṕ
7765
pacute
Ṗ
7766
Pdotaccent
ṗ
7767
pdotaccent
Ṙ
7768
Rdotaccent
ṙ
7769
rdotaccent
Ṛ
7770
Rdotbelow
ṛ
7771
rdotbelow
Ṝ
7772
Rdotbelowmacron
ṝ
7773
rdotbelowmacron
Ṟ
7774
Rlinebelow
ṟ
7775
rlinebelow
Ṡ
7776
Sdotaccent
ṡ
7777
sdotaccent
Ṣ
7778
Sdotbelow
ṣ
7779
sdotbelow
Ṥ
7780
Sacutedotaccent
ṥ
7781
sacutedotaccent
Ṧ
7782
Scarondotaccent
ṧ
7783
scarondotaccent
Ṩ
7784
Sdotbelowdotaccent
ṩ
7785
sdotbelowdotaccent
Ṫ
7786
Tdotaccent
ṫ
7787
tdotaccent
Ṭ
7788
Tdotbelow
ṭ
7789
tdotbelow
Ṯ
7790
Tlinebelow
ṯ
7791
tlinebelow
Ṱ
7792
Tcircumflexbelow
ṱ
7793
tcircumflexbelow
Ṳ
7794
Udieresisbelow
ṳ
7795
udieresisbelow
Ṵ
7796
Utildebelow
ṵ
7797
utildebelow
Ṷ
7798
Ucircumflexbelow
ṷ
7799
ucircumflexbelow
Ṹ
7800
Utildeacute
ṹ
7801
utildeacute
Ṻ
7802
Umacrondieresis
ṻ
7803
umacrondieresis
Ṽ
7804
Vtilde
ṽ
7805
vtilde
Ṿ
7806
Vdotbelow
ṿ
7807
vdotbelow
Ẁ
7808
Wgrave
ẁ
7809
wgrave
Ẃ
7810
Wacute
ẃ
7811
wacute
Ẅ
7812
Wdieresis
ẅ
7813
wdieresis
Ẇ
7814
Wdotaccent
ẇ
7815
wdotaccent
Ẉ
7816
Wdotbelow
ẉ
7817
wdotbelow
Ẋ
7818
Xdotaccent
ẋ
7819
xdotaccent
Ẍ
7820
Xdieresis
ẍ
7821
xdieresis
Ẏ
7822
Ydotaccent
ẏ
7823
ydotaccent
Ẑ
7824
Zcircumflex
ẑ
7825
zcircumflex
Ẓ
7826
Zdotbelow
ẓ
7827
zdotbelow
Ẕ
7828
Zlinebelow
ẕ
7829
zlinebelow
ẖ
7830
hlinebelow
ẗ
7831
tdieresis
ẘ
7832
wring
ẙ
7833
yring
ẚ
7834
arighthalfring
ẛ
7835
slongdotaccent
Ạ
7840
Adotbelow
ạ
7841
adotbelow
Ả
7842
Ahookabove
ả
7843
ahookabove
Ấ
7844
Acircumflexacute
ấ
7845
acircumflexacute
Ầ
7846
Acircumflexgrave
ầ
7847
acircumflexgrave
Ẩ
7848
Acircumflexhookabove
ẩ
7849
acircumflexhookabove
Ẫ
7850
Acircumflextilde
ẫ
7851
acircumflextilde
Ậ
7852
Acircumflexdotbelow
ậ
7853
acircumflexdotbelow
Ắ
7854
Abreveacute
ắ
7855
abreveacute
Ằ
7856
Abrevegrave
ằ
7857
abrevegrave
Ẳ
7858
Abrevehookabove
ẳ
7859
abrevehookabove
Ẵ
7860
Abrevetilde
ẵ
7861
abrevetilde
Ặ
7862
Abrevedotbelow
ặ
7863
abrevedotbelow
Ẹ
7864
Edotbelow
ẹ
7865
edotbelow
Ẻ
7866
Ehookabove
ẻ
7867
ehookabove
Ẽ
7868
Etilde
ẽ
7869
etilde
Ế
7870
Ecircumflexacute
ế
7871
ecircumflexacute
Ề
7872
Ecircumflexgrave
ề
7873
ecircumflexgrave
Ể
7874
Ecircumflexhookabove
ể
7875
ecircumflexhookabove
Ễ
7876
Ecircumflextilde
ễ
7877
ecircumflextilde
Ệ
7878
Ecircumflexdotbelow
ệ
7879
ecircumflexdotbelow
Ỉ
7880
Ihookabove
ỉ
7881
ihookabove
Ị
7882
Idotbelow
ị
7883
idotbelow
Ọ
7884
Odotbelow
ọ
7885
odotbelow
Ỏ
7886
Ohookabove
ỏ
7887
ohookabove
Ố
7888
Ocircumflexacute
ố
7889
ocircumflexacute
Ồ
7890
Ocircumflexgrave
ồ
7891
ocircumflexgrave
Ổ
7892
Ocircumflexhookabove
ổ
7893
ocircumflexhookabove
Ỗ
7894
Ocircumflextilde
ỗ
7895
ocircumflextilde
Ộ
7896
Ocircumflexdotbelow
ộ
7897
ocircumflexdotbelow
Ớ
7898
Ohornacute
ớ
7899
ohornacute
Ờ
7900
Ohorngrave
ờ
7901
ohorngrave
Ở
7902
Ohornhookabove
ở
7903
ohornhookabove
Ỡ
7904
Ohorntilde
ỡ
7905
ohorntilde
Ợ
7906
Ohorndotbelow
ợ
7907
ohorndotbelow
Ụ
7908
Udotbelow
ụ
7909
udotbelow
Ủ
7910
Uhookabove
ủ
7911
uhookabove
Ứ
7912
Uhornacute
ứ
7913
uhornacute
Ừ
7914
Uhorngrave
ừ
7915
uhorngrave
Ử
7916
Uhornhookabove
ử
7917
uhornhookabove
Ữ
7918
Uhorntilde
ữ
7919
uhorntilde
Ự
7920
Uhorndotbelow
ự
7921
uhorndotbelow
Ỳ
7922
Ygrave
ỳ
7923
ygrave
Ỵ
7924
Ydotbelow
ỵ
7925
ydotbelow
Ỷ
7926
Yhookabove
ỷ
7927
yhookabove
Ỹ
7928
Ytilde
ỹ
7929
ytilde
ἀ
7936
uni1F00
ἁ
7937
uni1F01
ἂ
7938
uni1F02
ἃ
7939
uni1F03
ἄ
7940
uni1F04
ἅ
7941
uni1F05
ἆ
7942
uni1F06
ἇ
7943
uni1F07
Ἀ
7944
Alphalenis
Ἁ
7945
uni1F09
Ἂ
7946
uni1F0A
Ἃ
7947
uni1F0B
Ἄ
7948
uni1F0C
Ἅ
7949
uni1F0D
Ἆ
7950
uni1F0E
Ἇ
7951
uni1F0F
ἐ
7952
uni1F10
ἑ
7953
uni1F11
ἒ
7954
uni1F12
ἓ
7955
uni1F13
ἔ
7956
uni1F14
ἕ
7957
uni1F15
Ἐ
7960
Epsilonlenis
Ἑ
7961
uni1F19
Ἒ
7962
uni1F1A
Ἓ
7963
uni1F1B
Ἔ
7964
uni1F1C
Ἕ
7965
uni1F1D
ἠ
7968
uni1F20
ἡ
7969
uni1F21
ἢ
7970
uni1F22
ἣ
7971
uni1F23
ἤ
7972
uni1F24
ἥ
7973
uni1F25
ἦ
7974
uni1F26
ἧ
7975
uni1F27
Ἠ
7976
Etalenis
Ἡ
7977
uni1F29
Ἢ
7978
uni1F2A
Ἣ
7979
uni1F2B
Ἤ
7980
uni1F2C
Ἥ
7981
uni1F2D
Ἦ
7982
uni1F2E
Ἧ
7983
uni1F2F
ἰ
7984
uni1F30
ἱ
7985
uni1F31
ἲ
7986
uni1F32
ἳ
7987
uni1F33
ἴ
7988
uni1F34
ἵ
7989
uni1F35
ἶ
7990
uni1F36
ἷ
7991
uni1F37
Ἰ
7992
Iotalenis
Ἱ
7993
uni1F39
Ἲ
7994
uni1F3A
Ἳ
7995
uni1F3B
Ἴ
7996
uni1F3C
Ἵ
7997
uni1F3D
Ἶ
7998
uni1F3E
Ἷ
7999
uni1F3F
ὀ
8000
uni1F40
ὁ
8001
uni1F41
ὂ
8002
uni1F42
ὃ
8003
uni1F43
ὄ
8004
uni1F44
ὅ
8005
uni1F45
Ὀ
8008
Omicronlenis
Ὁ
8009
uni1F49
Ὂ
8010
uni1F4A
Ὃ
8011
uni1F4B
Ὄ
8012
uni1F4C
Ὅ
8013
uni1F4D
ὐ
8016
uni1F50
ὑ
8017
uni1F51
ὒ
8018
uni1F52
ὓ
8019
uni1F53
ὔ
8020
uni1F54
ὕ
8021
uni1F55
ὖ
8022
uni1F56
ὗ
8023
uni1F57
Ὑ
8025
uni1F59
Ὓ
8027
uni1F5B
Ὕ
8029
uni1F5D
Ὗ
8031
uni1F5F
ὠ
8032
uni1F60
ὡ
8033
uni1F61
ὢ
8034
uni1F62
ὣ
8035
uni1F63
ὤ
8036
uni1F64
ὥ
8037
uni1F65
ὦ
8038
uni1F66
ὧ
8039
uni1F67
Ὠ
8040
Omegalenis
Ὡ
8041
uni1F69
Ὢ
8042
uni1F6A
Ὣ
8043
uni1F6B
Ὤ
8044
uni1F6C
Ὥ
8045
uni1F6D
Ὦ
8046
uni1F6E
Ὧ
8047
uni1F6F
ὰ
8048
uni1F70
ά
8049
uni1F71
ὲ
8050
uni1F72
έ
8051
uni1F73
ὴ
8052
uni1F74
ή
8053
uni1F75
ὶ
8054
uni1F76
ί
8055
uni1F77
ὸ
8056
uni1F78
ό
8057
uni1F79
ὺ
8058
uni1F7A
ύ
8059
uni1F7B
ὼ
8060
uni1F7C
ώ
8061
uni1F7D
ᾀ
8064
uni1F80
ᾁ
8065
uni1F81
ᾂ
8066
uni1F82
ᾃ
8067
uni1F83
ᾄ
8068
uni1F84
ᾅ
8069
uni1F85
ᾆ
8070
uni1F86
ᾇ
8071
uni1F87
ᾈ
8072
uni1F88
ᾉ
8073
uni1F89
ᾊ
8074
uni1F8A
ᾋ
8075
uni1F8B
ᾌ
8076
uni1F8C
ᾍ
8077
uni1F8D
ᾎ
8078
uni1F8E
ᾏ
8079
uni1F8F
ᾐ
8080
uni1F90
ᾑ
8081
uni1F91
ᾒ
8082
uni1F92
ᾓ
8083
uni1F93
ᾔ
8084
uni1F94
ᾕ
8085
uni1F95
ᾖ
8086
uni1F96
ᾗ
8087
uni1F97
ᾘ
8088
uni1F98
ᾙ
8089
uni1F99
ᾚ
8090
uni1F9A
ᾛ
8091
uni1F9B
ᾜ
8092
uni1F9C
ᾝ
8093
uni1F9D
ᾞ
8094
uni1F9E
ᾟ
8095
uni1F9F
ᾠ
8096
uni1FA0
ᾡ
8097
uni1FA1
ᾢ
8098
uni1FA2
ᾣ
8099
uni1FA3
ᾤ
8100
uni1FA4
ᾥ
8101
uni1FA5
ᾦ
8102
uni1FA6
ᾧ
8103
uni1FA7
ᾨ
8104
uni1FA8
ᾩ
8105
uni1FA9
ᾪ
8106
uni1FAA
ᾫ
8107
uni1FAB
ᾬ
8108
uni1FAC
ᾭ
8109
uni1FAD
ᾮ
8110
uni1FAE
ᾯ
8111
uni1FAF
ᾰ
8112
uni1FB0
ᾱ
8113
uni1FB1
ᾲ
8114
uni1FB2
ᾳ
8115
uni1FB3
ᾴ
8116
uni1FB4
ᾶ
8118
uni1FB6
ᾷ
8119
uni1FB7
Ᾰ
8120
uni1FB8
Ᾱ
8121
uni1FB9
Ὰ
8122
uni1FBA
Ά
8123
uni1FBB
ᾼ
8124
uni1FBC
᾽
8125
lenis
ι
8126
prosgegrammeni
᾿
8127
psili
῀
8128
perispomeni
῁
8129
dialytikaperispomeni
ῂ
8130
uni1FC2
ῃ
8131
uni1FC3
ῄ
8132
uni1FC4
ῆ
8134
uni1FC6
ῇ
8135
uni1FC7
Ὲ
8136
uni1FC8
Έ
8137
uni1FC9
Ὴ
8138
uni1FCA
Ή
8139
uni1FCB
ῌ
8140
uni1FCC
῍
8141
psilivaria
῎
8142
psilioxia
῏
8143
psiliperispomeni
ῐ
8144
uni1FD0
ῑ
8145
uni1FD1
ῒ
8146
uni1FD2
ΐ
8147
uni1FD3
ῖ
8150
uni1FD6
ῗ
8151
uni1FD7
Ῐ
8152
uni1FD8
Ῑ
8153
uni1FD9
Ὶ
8154
uni1FDA
Ί
8155
uni1FDB
῝
8157
dasiavaria
῞
8158
dasiaoxia
῟
8159
dasiaperispomeni
ῠ
8160
uni1FE0
ῡ
8161
uni1FE1
ῢ
8162
uni1FE2
ΰ
8163
uni1FE3
ῤ
8164
uni1FE4
ῥ
8165
uni1FE5
ῦ
8166
uni1FE6
ῧ
8167
uni1FE7
Ῠ
8168
uni1FE8
Ῡ
8169
uni1FE9
Ὺ
8170
uni1FEA
Ύ
8171
uni1FEB
Ῥ
8172
Rho_dasia
῭
8173
dialytikavaria
΅
8174
dialytikaoxia
`
8175
varia
ῲ
8178
uni1FF2
ῳ
8179
uni1FF3
ῴ
8180
uni1FF4
ῶ
8182
uni1FF6
ῷ
8183
uni1FF7
Ὸ
8184
uni1FF8
Ό
8185
uni1FF9
Ὼ
8186
uni1FFA
Ώ
8187
uni1FFB
ῼ
8188
uni1FFC
´
8189
oxia
῾
8190
dasia
 
8192
enquad
 
8193
emquad
 
8194
enspace
 
8195
emspace
 
8196
threeperemspace
 
8197
fourperemspace
 
8198
sixperemspace
 
8199
figurespace
 
8200
punctuationspace
 
8201
thinspace
 
8202
hairspace
​
8203
zerowidthspace
‌
8204
zerowidthnonjoiner
‍
8205
zerojoin
‎
8206
uni200E
‏
8207
uni200F
‐
8208
hyphentwo
‑
8209
hyphennobreak
‒
8210
figuredash
–
8211
endash
—
8212
emdash
―
8213
quotedash
‖
8214
dblverticalbar
‗
8215
underscoredbl
‘
8216
quoteleft
’
8217
quoteright
‚
8218
quotesinglbase
‛
8219
quotereversed
“
8220
quotedblleft
”
8221
quotedblright
„
8222
quotedblbase
‟
8223
quotedblrev
†
8224
dagger
‡
8225
daggerdbl
•
8226
bullet
‣
8227
uni2023
․
8228
onedotenleader
‥
8229
twodotenleader
…
8230
ellipsis
‧
8231
hyphendot


8232
lineseparator


8233
paragraphseparator
‪
8234
lre
‫
8235
rle
‬
8236
pdf
‭
8237
lro
‮
8238
rlo
 
8239
uni202F
‰
8240
perthousand
‱
8241
uni2031
′
8242
minute
″
8243
second
‴
8244
uni2034
‵
8245
primereversed
‶
8246
uni2036
‷
8247
uni2037
‸
8248
caret
‹
8249
guilsinglleft
›
8250
guilsinglright
※
8251
uni203B
‼
8252
exclamdbl
‽
8253
interrobang
‾
8254
uni203E
‿
8255
uni203F
⁀
8256
tie
⁁
8257
uni2041
⁂
8258
asterism
⁃
8259
hyphenbullet
⁄
8260
fraction
⁅
8261
uni2045
⁆
8262
uni2046
⁇
8263
uni2047
⁈
8264
uni2048
⁉
8265
uni2049
⁊
8266
uni204A
⁋
8267
uni204B
⁌
8268
uni204C
⁍
8269
uni204D
⁎
8270
uni204E
⁏
8271
uni204F
⁐
8272
uni2050
⁑
8273
uni2051
⁒
8274
uni2052
⁓
8275
uni2053
⁔
8276
uni2054
⁕
8277
uni2055
⁖
8278
uni2056
⁗
8279
uni2057
⁘
8280
uni2058
⁙
8281
uni2059
⁚
8282
uni205A
⁛
8283
uni205B
⁜
8284
uni205C
⁝
8285
uni205D
⁞
8286
uni205E
 
8287
uni205F
⁠
8288
uni2060
⁡
8289
uni2061
⁢
8290
uni2062
⁣
8291
uni2063
⁤
8292
uni2064
⁰
8304
zerosuperior
ⁱ
8305
uni2071
⁴
8308
foursuperior
⁵
8309
fivesuperior
⁶
8310
sixsuperior
⁷
8311
sevensuperior
⁸
8312
eightsuperior
⁹
8313
ninesuperior
⁺
8314
plussuperior
⁻
8315
minussuperior
⁼
8316
equalsuperior
⁽
8317
parenleftsuperior
⁾
8318
parenrightsuperior
ⁿ
8319
nsuperior
₀
8320
zeroinferior
₁
8321
oneinferior
₂
8322
twoinferior
₃
8323
threeinferior
₄
8324
fourinferior
₅
8325
fiveinferior
₆
8326
sixinferior
₇
8327
seveninferior
₈
8328
eightinferior
₉
8329
nineinferior
₊
8330
plusinferior
₋
8331
uni208B
₌
8332
equalinferior
₍
8333
uni208D
₎
8334
uni208E
ₐ
8336
uni2090
ₑ
8337
uni2091
ₒ
8338
uni2092
ₓ
8339
uni2093
ₔ
8340
uni2094
₡
8353
colonmonetary
₢
8354
cruzeiro
₣
8355
franc
₤
8356
lira
₥
8357
mill
₦
8358
naira
₧
8359
peseta
₨
8360
rupee
₩
8361
won
₪
8362
sheqel
₫
8363
dong
€
8364
Euro
₭
8365
kip
₮
8366
tugrik
₯
8367
drachma
₰
8368
pfennig
₱
8369
peso
₲
8370
guarani
₳
8371
austral
₴
8372
hryvnia
₵
8373
cedi
₸
8376
tenge
₹
8377
indian_rupee
⃐
8400
leftharpoonaccent
⃑
8401
rightharpoonaccent
⃒
8402
uni20D2
⃖
8406
uni20D6
⃗
8407
uni20D7
⃛
8411
uni20DB
⃜
8412
uni20DC
⃝
8413
uni20DD
⃞
8414
uni20DE
⃟
8415
uni20DF
⃠
8416
uni20E0
⃡
8417
uni20E1
⃢
8418
uni20e2
⃣
8419
uni20e3
⃥
8421
uni20E5
⃦
8422
uni20E6
⃨
8424
uni20E8
⃪
8426
uni20EA
⃫
8427
uni20EB
⃬
8428
uni20EC
⃭
8429
uni20ED
⃮
8430
uni20EE
⃯
8431
uni20EF
℀
8448
accountof
℁
8449
addresssubject
ℂ
8450
Cbb
℃
8451
degreecentigrade
℄
8452
CL
℅
8453
careof
℆
8454
cadauna
ℇ
8455
Euler
℈
8456
scruple
℉
8457
degreefarenheit
ℍ
8461
Hbb
ℎ
8462
planck
ℏ
8463
planckover2pi
ℐ
8464
Iscript
ℑ
8465
Ifraktur
ℒ
8466
Lscript
ℓ
8467
litre
℔
8468
lbbar
ℕ
8469
Nbb
№
8470
numero
℗
8471
recordright
℘
8472
weierstrass
ℙ
8473
Pbb
ℚ
8474
Qbb
ℜ
8476
Rfraktur
ℝ
8477
Rbb
℞
8478
prescription
℠
8480
servicemark
℡
8481
telephone
™
8482
trademark
ℤ
8484
Zbb
Ω
8486
Ohm
℧
8487
mho
℩
8489
iotaturn
K
8490
degreekelvin
Å
8491
angstrom
℮
8494
estimated
Ⅎ
8498
Fturn
ℵ
8501
alephmath
ℶ
8502
bethmath
ℷ
8503
gimelmath
ℸ
8504
dalethmath
ℹ
8505
uni2139
℺
8506
uni213a
℻
8507
FAX
⅁
8513
uni2141
⅂
8514
uni2142
⅃
8515
uni2143
⅄
8516
uni2144
⅋
8523
uni214b
⅍
8525
uni214d
ⅎ
8526
uni214e
⅓
8531
onethird
⅔
8532
twothirds
⅕
8533
onefifth
⅖
8534
twofifths
⅗
8535
threefifths
⅘
8536
fourfifths
⅙
8537
onesixth
⅚
8538
fivesixths
⅛
8539
oneeighth
⅜
8540
threeeighths
⅝
8541
fiveeighths
⅞
8542
seveneighths
⅟
8543
onenumerator
Ⅰ
8544
Oneroman
Ⅱ
8545
uni2161
Ⅲ
8546
uni2162
Ⅳ
8547
uni2163
Ⅴ
8548
uni2164
Ⅵ
8549
uni2165
Ⅶ
8550
uni2166
Ⅷ
8551
uni2167
Ⅸ
8552
uni2168
Ⅹ
8553
uni2169
Ⅺ
8554
uni216A
Ⅻ
8555
uni216B
Ⅼ
8556
uni216C
Ⅽ
8557
uni216D
Ⅾ
8558
uni216E
Ⅿ
8559
uni216F
ⅰ
8560
oneroman
ⅱ
8561
tworoman
ⅲ
8562
threeroman
ⅳ
8563
fourroman
ⅴ
8564
fiveroman
ⅵ
8565
sixroman
ⅶ
8566
sevenroman
ⅷ
8567
eightroman
ⅸ
8568
nineroman
ⅹ
8569
tenroman
ⅺ
8570
elevenroman
ⅻ
8571
twelveroman
ⅼ
8572
uni217C
ⅽ
8573
uni217D
ⅾ
8574
uni217E
ⅿ
8575
uni217F
←
8592
arrowleft
↑
8593
arrowup
→
8594
arrowright
↓
8595
arrowdown
↔
8596
arrowboth
↕
8597
arrowupdn
↖
8598
uni2196
↗
8599
uni2197
↘
8600
uni2198
↙
8601
uni2199
↚
8602
uni219A
↛
8603
uni219B
↜
8604
uni219C
↝
8605
uni219D
↞
8606
uni219E
↟
8607
uni219F
↠
8608
uni21A0
↡
8609
uni21A1
↢
8610
uni21A2
↣
8611
uni21A3
↤
8612
uni21A4
↥
8613
uni21A5
↦
8614
uni21A6
↧
8615
uni21A7
↨
8616
arrowupdnbse
↩
8617
arrowhookleft
↪
8618
arrowhookright
↫
8619
uni21AB
↬
8620
uni21AC
↭
8621
uni21AD
↮
8622
uni21AE
↯
8623
downzigzagarrow
↰
8624
uni21B0
↱
8625
uni21B1
↲
8626
uni21B2
↳
8627
uni21B3
↴
8628
uni21B4
↵
8629
carriagereturn
↶
8630
arrowsemanticlockw
↷
8631
arrowsemclockw
↸
8632
home
↹
8633
uni21b9
↺
8634
arrowanticlockw
↻
8635
arrowclockw
↼
8636
uni21BC
↽
8637
uni21BD
↾
8638
uni21BE
↿
8639
uni21BF
⇀
8640
uni21C0
⇁
8641
uni21C1
⇂
8642
uni21C2
⇃
8643
uni21C3
⇄
8644
uni21C4
⇅
8645
uni21C5
⇆
8646
uni21C6
⇇
8647
uni21C7
⇈
8648
uni21C8
⇉
8649
uni21C9
⇊
8650
uni21CA
⇋
8651
uni21CB
⇌
8652
uni21CC
⇍
8653
uni21CD
⇎
8654
uni21CE
⇏
8655
uni21CF
⇐
8656
arrowdblleft
⇑
8657
arrowdblup
⇒
8658
arrowdblright
⇓
8659
arrowdbldown
⇔
8660
arrowdblboth
⇕
8661
uni21D5
⇜
8668
uni21dc
⇝
8669
uni21DD
⇦
8678
arrowleftwhite
⇧
8679
uni21e7
⇨
8680
uni21e8
⇩
8681
uni21e9
⇳
8691
uni21f3
∀
8704
universal
∁
8705
complement
∂
8706
partialdiff
∃
8707
existential
∄
8708
notexistential
∅
8709
emptyset
∆
8710
Delta.math
∇
8711
gradient
∈
8712
element
∉
8713
notelement
∊
8714
epsiloninv
∋
8715
suchthat
∌
8716
notcontains
∍
8717
ownersmall
∎
8718
eop
∏
8719
product
∐
8720
coproduct
∑
8721
summation
−
8722
minus
∓
8723
minusplus
∔
8724
dotplus
∕
8725
divisionslash
∖
8726
backslashmath
∗
8727
asteriskmath
∘
8728
ringoperator
∙
8729
bulletoperator
√
8730
radical
∛
8731
cuberoot
∜
8732
fourthroot
∝
8733
proportional
∞
8734
infinity
∟
8735
orthogonal
∠
8736
angle
∡
8737
measuredangle
∢
8738
sphericalangle
∣
8739
divides
∤
8740
notbar
∥
8741
parallel
∦
8742
notparallel
∧
8743
logicaland
∨
8744
logicalor
∩
8745
intersection
∪
8746
union
∫
8747
integral
∬
8748
integraldbl
∭
8749
integraltrpl
∮
8750
contourintegral
∯
8751
surfintegral
∰
8752
volintegral
∱
8753
clwintegral
∲
8754
clwcontintegral
∳
8755
cclwcontintegral
∴
8756
therefore
∵
8757
because
∶
8758
ratio
∷
8759
proportion
∸
8760
dotminus
∹
8761
excess
∺
8762
geomproportion
∻
8763
homothetic
∼
8764
similar
∽
8765
revsimilar
∾
8766
lazysinv
∿
8767
sine
≀
8768
wreathproduct
≁
8769
notsimilar
≂
8770
minustilde
≃
8771
uni2243
≄
8772
uni2244
≅
8773
congruent
≆
8774
approxnotequal
≇
8775
uni2247
≈
8776
approxequal
≉
8777
uni2249
≊
8778
uni224A
≋
8779
uni224B
≌
8780
allequal
≍
8781
uni224D
≎
8782
uni224E
≏
8783
uni224F
≐
8784
uni2250
≑
8785
uni2251
≒
8786
uni2252
≓
8787
uni2253
≔
8788
uni2254
≕
8789
uni2255
≖
8790
uni2256
≗
8791
ringequal
≘
8792
corresponds
≙
8793
uni2259
≚
8794
uni225A
≛
8795
starequal
≜
8796
uni225c
≝
8797
definequal
≞
8798
measurequal
≟
8799
questionequal
≠
8800
notequal
≡
8801
equivalence
≢
8802
uni2262
≣
8803
uni2263
≤
8804
lessequal
≥
8805
greaterequal
≦
8806
uni2266
≧
8807
uni2267
≨
8808
uni2268
≩
8809
uni2269
≪
8810
uni226A
≫
8811
uni226B
≬
8812
uni226C
≭
8813
uni226D
≮
8814
uni226E
≯
8815
uni226F
≰
8816
uni2270
≱
8817
uni2271
≲
8818
uni2272
≳
8819
uni2273
≴
8820
uni2274
≵
8821
uni2275
≶
8822
uni2276
≷
8823
uni2277
≸
8824
uni2278
≹
8825
uni2279
≺
8826
uni227A
≻
8827
uni227B
≼
8828
uni227C
≽
8829
uni227D
≾
8830
uni227E
≿
8831
uni227F
⊀
8832
uni2280
⊁
8833
uni2281
⊂
8834
propersubset
⊃
8835
propersuperset
⊄
8836
notsubset
⊅
8837
uni2285
⊆
8838
reflexsubset
⊇
8839
reflexsuperset
⊈
8840
uni2288
⊉
8841
uni2289
⊊
8842
uni228A
⊋
8843
uni228B
⊌
8844
uni228C
⊍
8845
uni228D
⊎
8846
uni228E
⊏
8847
uni228F
⊐
8848
uni2290
⊑
8849
uni2291
⊒
8850
uni2292
⊓
8851
uni2293
⊔
8852
uni2294
⊕
8853
circleplus
⊖
8854
uni2296
⊗
8855
circlemultiply
⊘
8856
uni2298
⊙
8857
uni2299
⊚
8858
circlering
⊛
8859
uni229B
⊜
8860
uni229C
⊝
8861
uni229D
⊞
8862
squareplus
⊟
8863
squareminus
⊠
8864
squaremultiply
⊡
8865
squaredot
⊢
8866
turnstileleft
⊣
8867
tackleft
⊤
8868
tackdown
⊥
8869
perpendicular
⊦
8870
assertion
⊧
8871
truestate
⊨
8872
satisfies
⊩
8873
uni22A9
⊪
8874
uni22AA
⊫
8875
forceextr
⊬
8876
uni22AC
⊭
8877
notsatisfy
⊮
8878
uni22AE
⊯
8879
uni22AF
⊰
8880
lowerrank
⊱
8881
higherrank
⊲
8882
triangleright
⊳
8883
triangleleft
⊴
8884
triangleftequal
⊵
8885
triangrightequal
⊶
8886
original
⊷
8887
image
⊸
8888
multimap
⊹
8889
hermitconjmatrix
⊺
8890
intercal
⊻
8891
xor
⊼
8892
nand
⊽
8893
nor
⊾
8894
rightanglearc
⊿
8895
righttriangle
⋀
8896
narylogicaland
⋁
8897
narylogicalor
⋂
8898
naryintersection
⋃
8899
naryunion
⋄
8900
uni22C4
⋅
8901
dotmath
⋆
8902
uni22C6
⋇
8903
uni22C7
⋈
8904
bowtie
⋉
8905
multicloseleft
⋊
8906
multicloseright
⋋
8907
uni22CB
⋌
8908
uni22CC
⋍
8909
uni22CD
⋎
8910
uni22CE
⋏
8911
uni22CF
⋐
8912
uni22D0
⋑
8913
uni22D1
⋒
8914
uni22D2
⋓
8915
uni22D3
⋔
8916
uni22D4
⋕
8917
equalparallel
⋖
8918
uni22D6
⋗
8919
uni22D7
⋘
8920
uni22D8
⋙
8921
uni22D9
⋚
8922
uni22DA
⋛
8923
uni22DB
⋜
8924
uni22DC
⋝
8925
uni22DD
⋞
8926
uni22DE
⋟
8927
uni22DF
⋠
8928
uni22E0
⋡
8929
uni22E1
⋢
8930
uni22E2
⋣
8931
uni22E3
⋤
8932
uni22E4
⋥
8933
uni22E5
⋦
8934
uni22E6
⋧
8935
uni22E7
⋨
8936
uni22E8
⋩
8937
uni22E9
⋪
8938
uni22EA
⋫
8939
uni22EB
⋬
8940
uni22EC
⋭
8941
uni22ED
⋮
8942
uni22EE
⋯
8943
uni22EF
⋰
8944
uni22F0
⋱
8945
uni22F1
⌀
8960
uni2300
⌂
8962
uni2302
⌃
8963
control
⌄
8964
caretinverted
⌅
8965
projective
⌆
8966
perspcorrespond
⌈
8968
ceilingleft
⌉
8969
ceilingright
⌊
8970
floorleft
⌋
8971
floorright
⌌
8972
uni230c
⌍
8973
uni230d
⌎
8974
uni230e
⌏
8975
uni230f
⌐
8976
revlogicalnot
⌒
8978
arc
⌔
8980
uni2314
⌕
8981
uni2315
⌘
8984
uni2318
⌙
8985
uni2319
⌜
8988
uni231c
⌝
8989
uni231d
⌞
8990
uni231e
⌟
8991
uni231f
⌠
8992
integraltp
⌡
8993
integralbt
⌢
8994
frown
⌣
8995
slurbelow
⌤
8996
uni2324
⌥
8997
uni2325
⌦
8998
uni2326
⌧
8999
uni2327
〈
9001
angleleft
〉
9002
angleright
⌫
9003
deleteleft
⌬
9004
uni232C
⌶
9014
uni2336
⌷
9015
uni2337
⌸
9016
uni2338
⌹
9017
uni2339
⌺
9018
uni233A
⌻
9019
uni233B
⌼
9020
uni233C
⌽
9021
uni233D
⌾
9022
uni233E
⌿
9023
uni233F
⍀
9024
uni2340
⍁
9025
uni2341
⍂
9026
uni2342
⍃
9027
uni2343
⍄
9028
uni2344
⍅
9029
uni2345
⍆
9030
uni2346
⍇
9031
uni2347
⍈
9032
uni2348
⍉
9033
uni2349
⍊
9034
uni234A
⍋
9035
uni234B
⍌
9036
uni234C
⍍
9037
uni234D
⍎
9038
uni234E
⍏
9039
uni234F
⍐
9040
uni2350
⍑
9041
uni2351
⍒
9042
uni2352
⍓
9043
uni2353
⍔
9044
uni2354
⍕
9045
uni2355
⍖
9046
uni2356
⍗
9047
uni2357
⍘
9048
uni2358
⍙
9049
uni2359
⍚
9050
uni235A
⍛
9051
uni235B
⍜
9052
uni235C
⍝
9053
uni235D
⍞
9054
uni235E
⍟
9055
uni235F
⍠
9056
uni2360
⍡
9057
uni2361
⍢
9058
uni2362
⍣
9059
uni2363
⍤
9060
uni2364
⍥
9061
uni2365
⍦
9062
uni2366
⍧
9063
uni2367
⍨
9064
uni2368
⍩
9065
uni2369
⍪
9066
uni236A
⍫
9067
uni236B
⍬
9068
uni236C
⍭
9069
uni236D
⍮
9070
uni236E
⍯
9071
uni236F
⍰
9072
uni2370
⍱
9073
uni2371
⍲
9074
uni2372
⍳
9075
uni2373
⍴
9076
uni2374
⍵
9077
uni2375
⍶
9078
uni2376
⍷
9079
uni2377
⍸
9080
uni2378
⍹
9081
uni2379
⍺
9082
uni237A
⍼
9084
uni237C
⍽
9085
uni237D
⍾
9086
uni237E
⍿
9087
uni237F
⎀
9088
uni2380
⎁
9089
uni2381
⎂
9090
uni2382
⎃
9091
uni2383
⎄
9092
uni2384
⎅
9093
uni2385
⎆
9094
uni2386
⎇
9095
uni2387
⎈
9096
uni2388
⎉
9097
uni2389
⎊
9098
uni238a
⎋
9099
uni238B
⎌
9100
uni238c
⎍
9101
uni238D
⎎
9102
uni238E
⎏
9103
uni238f
⎐
9104
uni2390
⎑
9105
uni2391
⎒
9106
uni2392
⎓
9107
uni2393
⎔
9108
uni2394
⎕
9109
uni2395
⎖
9110
uni2396
⎗
9111
uni2397
⎘
9112
uni2398
⎙
9113
uni2399
⎚
9114
uni239a
⎛
9115
uni239B
⎜
9116
uni239C
⎝
9117
uni239D
⎞
9118
uni239E
⎟
9119
uni239F
⎠
9120
uni23A0
⎡
9121
uni23A1
⎢
9122
uni23A2
⎣
9123
uni23A3
⎤
9124
uni23A4
⎥
9125
uni23A5
⎦
9126
uni23A6
⎧
9127
uni23A7
⎨
9128
uni23A8
⎩
9129
uni23A9
⎪
9130
uni23AA
⎫
9131
uni23AB
⎬
9132
uni23AC
⎭
9133
uni23AD
⎮
9134
uni23AE
⎯
9135
uni23AF
⎰
9136
uni23B0
⎱
9137
uni23B1
⎲
9138
uni23b2
⎳
9139
uni23b3
⎴
9140
uni23b4
⎵
9141
uni23b5
⎶
9142
uni23B6
⎷
9143
uni23B7
⎺
9146
uni23BA
⎻
9147
uni23BB
⎼
9148
uni23BC
⎽
9149
uni23BD
⎾
9150
uni23BE
⎿
9151
uni23BF
⏀
9152
uni23C0
⏁
9153
uni23C1
⏂
9154
uni23C2
⏃
9155
uni23C3
⏄
9156
uni23C4
⏅
9157
uni23C5
⏆
9158
uni23C6
⏇
9159
uni23C7
⏈
9160
uni23C8
⏉
9161
uni23C9
⏊
9162
uni23CA
⏋
9163
uni23CB
⏌
9164
uni23CC
⏍
9165
uni23CD
⏎
9166
uni23ce
⏏
9167
uni23cf
⏚
9178
uni23DA
⏛
9179
uni23DB
⏞
9182
uni23de
⏟
9183
uni23df
⏢
9186
uni23e2
⏣
9187
uni23e3
⏤
9188
uni23E4
⏥
9189
uni23e5
⏦
9190
uni23e6
␀
9216
null
␁
9217
startofhead
␂
9218
starttext
␃
9219
endtext
␄
9220
endtrans
␅
9221
enquiry
␆
9222
acknowledge
␇
9223
bell
␈
9224
backspace
␉
9225
horiztab
␊
9226
linefeed
␋
9227
verttab
␌
9228
formfeed
␍
9229
C_R
␎
9230
shiftout
␏
9231
shiftin
␐
9232
datalinkescape
␑
9233
devcon1
␒
9234
devcon2
␓
9235
devcon3
␔
9236
devcon4
␕
9237
negacknowledge
␖
9238
synch
␗
9239
endtransblock
␘
9240
cancel
␙
9241
endmedium
␚
9242
substitute
␛
9243
escape
␜
9244
fileseparator
␝
9245
groupseparator
␞
9246
recordseparator
␟
9247
unitseparator
␠
9248
spaceliteral
␡
9249
delete
␢
9250
uni2422
␣
9251
blank
␤
9252
newline
␥
9253
uni2425
␦
9254
uni2426
⑀
9280
uni2440
⑁
9281
uni2441
⑂
9282
uni2442
⑃
9283
uni2443
⑄
9284
uni2444
⑅
9285
uni2445
⑆
9286
uni2446
⑇
9287
uni2447
⑈
9288
uni2448
⑉
9289
uni2449
⑊
9290
uni244A
①
9312
uni2460
②
9313
uni2461
③
9314
uni2462
④
9315
uni2463
⑤
9316
uni2464
⑥
9317
uni2465
⑦
9318
uni2466
⑧
9319
uni2467
⑨
9320
uni2468
⑩
9321
uni2469
─
9472
lthorizform
━
9473
uni2501
│
9474
SF110000
┃
9475
uni2503
┄
9476
uni2504
┅
9477
uni2505
┆
9478
uni2506
┇
9479
uni2507
┈
9480
uni2508
┉
9481
uni2509
┊
9482
uni250A
┋
9483
uni250B
┌
9484
SF010000
┍
9485
uni250D
┎
9486
uni250E
┏
9487
uni250F
┐
9488
SF030000
┑
9489
uni2511
┒
9490
uni2512
┓
9491
uni2513
└
9492
SF020000
┕
9493
uni2515
┖
9494
uni2516
┗
9495
uni2517
┘
9496
SF040000
┙
9497
uni2519
┚
9498
uni251A
┛
9499
uni251B
├
9500
SF080000
┝
9501
uni251D
┞
9502
uni251E
┟
9503
uni251F
┠
9504
uni2520
┡
9505
uni2521
┢
9506
uni2522
┣
9507
uni2523
┤
9508
SF090000
┥
9509
uni2525
┦
9510
uni2526
┧
9511
uni2527
┨
9512
uni2528
┩
9513
uni2529
┪
9514
uni252A
┫
9515
uni252B
┬
9516
SF060000
┭
9517
uni252D
┮
9518
uni252E
┯
9519
uni252F
┰
9520
uni2530
┱
9521
uni2531
┲
9522
uni2532
┳
9523
uni2533
┴
9524
SF070000
┵
9525
uni2535
┶
9526
uni2536
┷
9527
uni2537
┸
9528
uni2538
┹
9529
uni2539
┺
9530
uni253A
┻
9531
uni253B
┼
9532
SF050000
┽
9533
uni253D
┾
9534
uni253E
┿
9535
uni253F
╀
9536
uni2540
╁
9537
uni2541
╂
9538
uni2542
╃
9539
uni2543
╄
9540
uni2544
╅
9541
uni2545
╆
9542
uni2546
╇
9543
uni2547
╈
9544
uni2548
╉
9545
uni2549
╊
9546
uni254A
╋
9547
uni254B
╌
9548
uni254C
╍
9549
uni254D
╎
9550
uni254E
╏
9551
uni254F
═
9552
SF430000
║
9553
SF240000
╒
9554
SF510000
╓
9555
SF520000
╔
9556
SF390000
╕
9557
SF220000
╖
9558
SF210000
╗
9559
SF250000
╘
9560
SF500000
╙
9561
SF490000
╚
9562
SF380000
╛
9563
SF280000
╜
9564
SF270000
╝
9565
SF260000
╞
9566
SF360000
╟
9567
SF370000
╠
9568
SF420000
╡
9569
SF190000
╢
9570
SF200000
╣
9571
SF230000
╤
9572
SF470000
╥
9573
SF480000
╦
9574
SF410000
╧
9575
SF450000
╨
9576
SF460000
╩
9577
SF400000
╪
9578
SF540000
╫
9579
SF530000
╬
9580
SF440000
╭
9581
uni256D
╮
9582
uni256e
╯
9583
uni256f
╰
9584
uni2570
╱
9585
uni2571
╲
9586
uni2572
╳
9587
uni2573
╴
9588
uni2574
╵
9589
uni2575
╶
9590
uni2576
╷
9591
uni2577
╸
9592
uni2578
╹
9593
uni2579
╺
9594
uni257a
╻
9595
uni257b
╼
9596
uni257c
╽
9597
uni257d
╾
9598
uni257e
╿
9599
uni257f
▀
9600
upblock
▁
9601
uni2581
▂
9602
uni2582
▃
9603
uni2583
▄
9604
dnblock
▅
9605
uni2585
▆
9606
uni2586
▇
9607
uni2587
█
9608
block
▉
9609
uni2589
▊
9610
uni258A
▋
9611
uni258B
▌
9612
lfblock
▍
9613
uni258D
▎
9614
uni258E
▏
9615
uni258F
▐
9616
rtblock
░
9617
ltshade
▒
9618
shade
▓
9619
dkshade
▔
9620
uni2594
▕
9621
uni2595
▖
9622
uni2596
▗
9623
uni2597
▘
9624
uni2598
▙
9625
uni2599
▚
9626
uni259a
▛
9627
uni259b
▜
9628
uni259c
▝
9629
uni259d
▞
9630
uni259e
▟
9631
uni259f
■
9632
filledbox
□
9633
whitesquare
▢
9634
uni25a2
▣
9635
uni25a3
▤
9636
uni25a4
▥
9637
uni25a5
▦
9638
uni25a6
▧
9639
uni25a7
▨
9640
uni25a8
▩
9641
uni25a9
▪
9642
uni25aa
▫
9643
uni25ab
▬
9644
uni25ac
▭
9645
uni25ad
▮
9646
uni25ae
▯
9647
uni25af
▰
9648
uni25b0
▱
9649
uni25b1
▲
9650
triagup
△
9651
triangle
▴
9652
uni25b4
▵
9653
smalltriangle
▶
9654
uni25B6
▷
9655
triangleright1
▸
9656
uni25b8
▹
9657
uni25b9
►
9658
uni25ba
▻
9659
uni25bb
▼
9660
triagdn
▽
9661
triangleinv
▾
9662
uni25be
▿
9663
uni25bf
◀
9664
uni25C0
◁
9665
triangleleft1
◂
9666
uni25c2
◃
9667
uni25c3
◄
9668
uni25c4
◅
9669
uni25c5
◆
9670
blackdiamond
◇
9671
whitediamond
◈
9672
uni25c8
◉
9673
uni25c9
◊
9674
lozenge
○
9675
circle
◌
9676
dottedcircle
◍
9677
uni25cd
◎
9678
uni25ce
●
9679
circlesolid
◐
9680
uni25D0
◑
9681
uni25D1
◒
9682
uni25D2
◓
9683
uni25D3
◔
9684
uni25D4
◕
9685
uni25D5
◖
9686
uni25D6
◗
9687
uni25D7
◘
9688
bulletinverse
◙
9689
uni25d9
◚
9690
uni25da
◛
9691
uni25db
◜
9692
uni25dc
◝
9693
uni25dd
◞
9694
uni25de
◟
9695
uni25df
◠
9696
uni25e0
◡
9697
uni25e1
◢
9698
uni25E2
◣
9699
uni25E3
◤
9700
uni25E4
◥
9701
uni25E5
◦
9702
whitebullet
◧
9703
uni25E7
◨
9704
uni25E8
◩
9705
uni25E9
◪
9706
uni25EA
◫
9707
uni25eb
◬
9708
uni25ec
◭
9709
uni25ed
◮
9710
uni25ee
◯
9711
largecircle
◰
9712
uni25f0
◱
9713
uni25f1
◲
9714
uni25f2
◳
9715
uni25f3
◴
9716
uni25f4
◵
9717
uni25f5
◶
9718
uni25f6
◷
9719
uni25f7
◸
9720
uni25f8
◹
9721
uni25f9
◺
9722
uni25fa
◻
9723
uni25fb
◼
9724
uni25fc
◽
9725
uni25fd
◾
9726
uni25fe
◿
9727
uni25ff
☀
9728
uni2600
☁
9729
uni2601
☂
9730
uni2602
☃
9731
uni2603
☄
9732
uni2604
★
9733
blackstar
☆
9734
whitestar
☇
9735
uni2607
☈
9736
uni2608
☉
9737
uni2609
☐
9744
uni2610
☑
9745
uni2611
☒
9746
uni2612
☓
9747
uni2613
☔
9748
uni2614
☚
9754
uni261A
☛
9755
uni261B
☜
9756
pointingindexleftwhite
☝
9757
uni261D
☞
9758
pointingindexrightwhite
☟
9759
uni261F
☦
9766
uni2626
☧
9767
uni2627
☨
9768
uni2628
☩
9769
uni2629
☮
9774
uni262E
☯
9775
uni262F
☰
9776
uni2630
☱
9777
uni2631
☲
9778
uni2632
☳
9779
uni2633
☴
9780
uni2634
☵
9781
uni2635
☶
9782
uni2636
☷
9783
uni2637
☸
9784
uni2638
☹
9785
uni2639
☺
9786
smileface
☻
9787
invsmileface
☼
9788
sun
☽
9789
uni263D
☾
9790
uni263E
☿
9791
uni263F
♀
9792
female
♁
9793
uni2641
♂
9794
male
♃
9795
Jupiter
♄
9796
Saturn
♅
9797
uni2645
♆
9798
Neptune
♇
9799
Pluto
♈
9800
Aries
♉
9801
Taurus
♊
9802
Gemini
♋
9803
Cancer
♌
9804
Leo
♍
9805
Virgo
♎
9806
Libra
♏
9807
Scorpio
♐
9808
Sagittarius
♑
9809
Capricorn
♒
9810
Aquarius
♓
9811
Pisces
♠
9824
spade
♡
9825
heartsuitwhite
♢
9826
diamondsuitwhite
♣
9827
club
♤
9828
spadesuitwhite
♥
9829
heart
♦
9830
diamond
♧
9831
clubsuitwhite
♩
9833
quarternote
♪
9834
musicalnote
♫
9835
musicalnotedbl
♬
9836
beamedsixteenthnotes
♭
9837
flat
♮
9838
natural
♯
9839
sharp
⚀
9856
uni2680
⚁
9857
uni2681
⚂
9858
uni2682
⚃
9859
uni2683
⚄
9860
uni2684
⚅
9861
uni2685
⟀
10176
uni27c0
⟁
10177
uni27C1
⟂
10178
uni27c2
⟃
10179
uni27c3
⟄
10180
uni27c4
⟅
10181
uni27C5
⟆
10182
uni27C6
⟇
10183
uni27c7
⟈
10184
uni27c8
⟉
10185
uni27c9
⟊
10186
uni27ca
⟌
10188
uni27cc
⟐
10192
uni27d0
⟑
10193
uni27d1
⟒
10194
uni27d2
⟓
10195
uni27d3
⟔
10196
uni27d4
⟕
10197
uni27d5
⟖
10198
uni27d6
⟗
10199
uni27d7
⟤
10212
uni27e4
⟥
10213
uni27e5
⟦
10214
uni27E6
⟧
10215
uni27E7
⟨
10216
uni27E8
⟩
10217
uni27E9
⟪
10218
uni27EA
⟫
10219
uni27EB
⟲
10226
uni27f2
⟳
10227
uni27f3
⟵
10229
uni27F5
⟶
10230
uni27F6
⟷
10231
uni27F7
⟸
10232
uni27F8
⟹
10233
uni27F9
⟺
10234
uni27FA
⟻
10235
uni27FB
⟼
10236
uni27FC
⠀
10240
uni2800
⠁
10241
uni2801
⠂
10242
uni2802
⠃
10243
uni2803
⠄
10244
uni2804
⠅
10245
uni2805
⠆
10246
uni2806
⠇
10247
uni2807
⠈
10248
uni2808
⠉
10249
uni2809
⠊
10250
uni280A
⠋
10251
uni280B
⠌
10252
uni280C
⠍
10253
uni280D
⠎
10254
uni280E
⠏
10255
uni280F
⠐
10256
uni2810
⠑
10257
uni2811
⠒
10258
uni2812
⠓
10259
uni2813
⠔
10260
uni2814
⠕
10261
uni2815
⠖
10262
uni2816
⠗
10263
uni2817
⠘
10264
uni2818
⠙
10265
uni2819
⠚
10266
uni281A
⠛
10267
uni281B
⠜
10268
uni281C
⠝
10269
uni281D
⠞
10270
uni281E
⠟
10271
uni281F
⠠
10272
uni2820
⠡
10273
uni2821
⠢
10274
uni2822
⠣
10275
uni2823
⠤
10276
uni2824
⠥
10277
uni2825
⠦
10278
uni2826
⠧
10279
uni2827
⠨
10280
uni2828
⠩
10281
uni2829
⠪
10282
uni282A
⠫
10283
uni282B
⠬
10284
uni282C
⠭
10285
uni282D
⠮
10286
uni282E
⠯
10287
uni282F
⠰
10288
uni2830
⠱
10289
uni2831
⠲
10290
uni2832
⠳
10291
uni2833
⠴
10292
uni2834
⠵
10293
uni2835
⠶
10294
uni2836
⠷
10295
uni2837
⠸
10296
uni2838
⠹
10297
uni2839
⠺
10298
uni283A
⠻
10299
uni283B
⠼
10300
uni283C
⠽
10301
uni283D
⠾
10302
uni283E
⠿
10303
uni283F
⡀
10304
uni2840
⡁
10305
uni2841
⡂
10306
uni2842
⡃
10307
uni2843
⡄
10308
uni2844
⡅
10309
uni2845
⡆
10310
uni2846
⡇
10311
uni2847
⡈
10312
uni2848
⡉
10313
uni2849
⡊
10314
uni284A
⡋
10315
uni284B
⡌
10316
uni284C
⡍
10317
uni284D
⡎
10318
uni284E
⡏
10319
uni284F
⡐
10320
uni2850
⡑
10321
uni2851
⡒
10322
uni2852
⡓
10323
uni2853
⡔
10324
uni2854
⡕
10325
uni2855
⡖
10326
uni2856
⡗
10327
uni2857
⡘
10328
uni2858
⡙
10329
uni2859
⡚
10330
uni285A
⡛
10331
uni285B
⡜
10332
uni285C
⡝
10333
uni285D
⡞
10334
uni285E
⡟
10335
uni285F
⡠
10336
uni2860
⡡
10337
uni2861
⡢
10338
uni2862
⡣
10339
uni2863
⡤
10340
uni2864
⡥
10341
uni2865
⡦
10342
uni2866
⡧
10343
uni2867
⡨
10344
uni2868
⡩
10345
uni2869
⡪
10346
uni286A
⡫
10347
uni286B
⡬
10348
uni286C
⡭
10349
uni286D
⡮
10350
uni286E
⡯
10351
uni286F
⡰
10352
uni2870
⡱
10353
uni2871
⡲
10354
uni2872
⡳
10355
uni2873
⡴
10356
uni2874
⡵
10357
uni2875
⡶
10358
uni2876
⡷
10359
uni2877
⡸
10360
uni2878
⡹
10361
uni2879
⡺
10362
uni287A
⡻
10363
uni287B
⡼
10364
uni287C
⡽
10365
uni287D
⡾
10366
uni287E
⡿
10367
uni287F
⢀
10368
uni2880
⢁
10369
uni2881
⢂
10370
uni2882
⢃
10371
uni2883
⢄
10372
uni2884
⢅
10373
uni2885
⢆
10374
uni2886
⢇
10375
uni2887
⢈
10376
uni2888
⢉
10377
uni2889
⢊
10378
uni288A
⢋
10379
uni288B
⢌
10380
uni288C
⢍
10381
uni288D
⢎
10382
uni288E
⢏
10383
uni288F
⢐
10384
uni2890
⢑
10385
uni2891
⢒
10386
uni2892
⢓
10387
uni2893
⢔
10388
uni2894
⢕
10389
uni2895
⢖
10390
uni2896
⢗
10391
uni2897
⢘
10392
uni2898
⢙
10393
uni2899
⢚
10394
uni289A
⢛
10395
uni289B
⢜
10396
uni289C
⢝
10397
uni289D
⢞
10398
uni289E
⢟
10399
uni289F
⢠
10400
uni28A0
⢡
10401
uni28A1
⢢
10402
uni28A2
⢣
10403
uni28A3
⢤
10404
uni28A4
⢥
10405
uni28A5
⢦
10406
uni28A6
⢧
10407
uni28A7
⢨
10408
uni28A8
⢩
10409
uni28A9
⢪
10410
uni28AA
⢫
10411
uni28AB
⢬
10412
uni28AC
⢭
10413
uni28AD
⢮
10414
uni28AE
⢯
10415
uni28AF
⢰
10416
uni28B0
⢱
10417
uni28B1
⢲
10418
uni28B2
⢳
10419
uni28B3
⢴
10420
uni28B4
⢵
10421
uni28B5
⢶
10422
uni28B6
⢷
10423
uni28B7
⢸
10424
uni28B8
⢹
10425
uni28B9
⢺
10426
uni28BA
⢻
10427
uni28BB
⢼
10428
uni28BC
⢽
10429
uni28BD
⢾
10430
uni28BE
⢿
10431
uni28BF
⣀
10432
uni28C0
⣁
10433
uni28C1
⣂
10434
uni28C2
⣃
10435
uni28C3
⣄
10436
uni28C4
⣅
10437
uni28C5
⣆
10438
uni28C6
⣇
10439
uni28C7
⣈
10440
uni28C8
⣉
10441
uni28C9
⣊
10442
uni28CA
⣋
10443
uni28CB
⣌
10444
uni28CC
⣍
10445
uni28CD
⣎
10446
uni28CE
⣏
10447
uni28CF
⣐
10448
uni28D0
⣑
10449
uni28D1
⣒
10450
uni28D2
⣓
10451
uni28D3
⣔
10452
uni28D4
⣕
10453
uni28D5
⣖
10454
uni28D6
⣗
10455
uni28D7
⣘
10456
uni28D8
⣙
10457
uni28D9
⣚
10458
uni28DA
⣛
10459
uni28DB
⣜
10460
uni28DC
⣝
10461
uni28DD
⣞
10462
uni28DE
⣟
10463
uni28DF
⣠
10464
uni28E0
⣡
10465
uni28E1
⣢
10466
uni28E2
⣣
10467
uni28E3
⣤
10468
uni28E4
⣥
10469
uni28E5
⣦
10470
uni28E6
⣧
10471
uni28E7
⣨
10472
uni28E8
⣩
10473
uni28E9
⣪
10474
uni28EA
⣫
10475
uni28EB
⣬
10476
uni28EC
⣭
10477
uni28ED
⣮
10478
uni28EE
⣯
10479
uni28EF
⣰
10480
uni28F0
⣱
10481
uni28F1
⣲
10482
uni28F2
⣳
10483
uni28F3
⣴
10484
uni28F4
⣵
10485
uni28F5
⣶
10486
uni28F6
⣷
10487
uni28F7
⣸
10488
uni28F8
⣹
10489
uni28F9
⣺
10490
uni28FA
⣻
10491
uni28FB
⣼
10492
uni28FC
⣽
10493
uni28FD
⣾
10494
uni28FE
⣿
10495
uni28FF
⨀
10752
uni2A00
⨁
10753
uni2A01
⨂
10754
uni2A02
⨃
10755
uni2A03
⨄
10756
uni2A04
⨅
10757
uni2A05
⨆
10758
uni2A06
⨝
10781
uni2A1D
⨿
10815
uni2A3F
⬀
11008
uni2b00
⬁
11009
uni2b01
⬂
11010
uni2b02
⬃
11011
uni2b03
⬄
11012
uni2b04
⬅
11013
uni2b05
⬆
11014
uni2b06
⬇
11015
uni2b07
⬈
11016
uni2b08
⬉
11017
uni2b09
⬊
11018
uni2b0a
⬋
11019
uni2b0b
⬌
11020
uni2b0c
⬍
11021
uni2b0d
⬒
11026
uni2b12
⬓
11027
uni2b13
⬔
11028
uni2b14
⬕
11029
uni2b15
⬖
11030
uni2b16
⬗
11031
uni2b17
⬘
11032
uni2b18
⬙
11033
uni2b19
⬛
11035
uni2b1b
⬜
11036
uni2b1c
⬝
11037
uni2b1d
⬞
11038
uni2b1e
⬟
11039
uni2b1f
⬠
11040
uni2b20
⬡
11041
uni2b21
⬢
11042
uni2b22
⬣
11043
uni2b23
⬤
11044
uni2b24
⬥
11045
uni2b25
⬦
11046
uni2b26
⬧
11047
uni2b27
⬨
11048
uni2b28
⬩
11049
uni2b29
⬪
11050
uni2b2a
⬫
11051
uni2b2b
⭓
11091
uni2b53
⭔
11092
uni2b54
⸖
11798
uni2e16
⸗
11799
uni2E17
⸘
11800
uni2e18
⸚
11802
uni2e1a
⸛
11803
uni2e1b
⸞
11806
uni2e1e
⸟
11807
uni2e1f
⸨
11816
uni2e28
⸩
11817
uni2e29
⸪
11818
uni2e2a
⸫
11819
uni2e2b
⸬
11820
uni2e2c
⸭
11821
uni2e2d
⸮
11822
uni2e2e
⸰
11824
uni2e30
ꞈ
42888
lowcircumflex
꞉
42889
colonmodifier
꞊
42890
shortequals
Ꞌ
42891
Saltillo
ꞌ
42892
saltillo
꤀
43264
uniA900
꤁
43265
uniA901
꤂
43266
uniA902
꤃
43267
uniA903
꤄
43268
uniA904
꤅
43269
uniA905
꤆
43270
uniA906
꤇
43271
uniA907
꤈
43272
uniA908
꤉
43273
uniA909
ꤊ
43274
uniA90A
ꤋ
43275
uniA90B
ꤌ
43276
uniA90C
ꤍ
43277
uniA90D
ꤎ
43278
uniA90E
ꤏ
43279
uniA90F
ꤐ
43280
uniA910
ꤑ
43281
uniA911
ꤒ
43282
uniA912
ꤓ
43283
uniA913
ꤔ
43284
uniA914
ꤕ
43285
uniA915
ꤖ
43286
uniA916
ꤗ
43287
uniA917
ꤘ
43288
uniA918
ꤙ
43289
uniA919
ꤚ
43290
uniA91A
ꤛ
43291
uniA91B
ꤜ
43292
uniA91C
ꤝ
43293
uniA91D
ꤞ
43294
uniA91E
ꤟ
43295
uniA91F
ꤠ
43296
uniA920
ꤡ
43297
uniA921
ꤢ
43298
uniA922
ꤣ
43299
uniA923
ꤤ
43300
uniA924
ꤥ
43301
uniA925
ꤦ
43302
uniA926
ꤧ
43303
uniA927
ꤨ
43304
uniA928
ꤩ
43305
uniA929
ꤪ
43306
uniA92A
꤫
43307
uniA92B
꤬
43308
uniA92C
꤭
43309
uniA92D
꤮
43310
uniA92E
꤯
43311
uniA92F
ff
64256
ff
fi
64257
fi
fl
64258
fl
ffi
64259
ffi
ffl
64260
ffl
ſt
64261
longs_t
יִ
64285
yodhiraqhebrew
ﬞ
64286
unifb1e
ײַ
64287
yodyodpatahhebrew
ﬠ
64288
ayinaltonehebrew
ﬡ
64289
unifb21
ﬢ
64290
unifb22
ﬣ
64291
unifb23
ﬤ
64292
unifb24
ﬥ
64293
unifb25
ﬦ
64294
unifb26
ﬧ
64295
unifb27
ﬨ
64296
unifb28
﬩
64297
unifb29
שׁ
64298
shinshindothebrew
שׂ
64299
shinsindothebrew
שּׁ
64300
shindageshshindothebrew
שּׂ
64301
shindageshsindothebrew
אַ
64302
alefpatahhebrew
אָ
64303
alefqamatshebrew
אּ
64304
alefmapiqhebrew
בּ
64305
betdageshhebrew
גּ
64306
gimeldageshhebrew
דּ
64307
daletdageshhebrew
הּ
64308
hedageshhebrew
וּ
64309
vavdageshhebrew
זּ
64310
zayindageshhebrew
טּ
64312
tetdageshhebrew
יּ
64313
yoddageshhebrew
ךּ
64314
finalkafdageshhebrew
כּ
64315
kafdageshhebrew
לּ
64316
lameddageshhebrew
מּ
64318
memdageshhebrew
נּ
64320
nundageshhebrew
סּ
64321
samekhdageshhebrew
ףּ
64323
pefinaldageshhebrew
פּ
64324
pedageshhebrew
צּ
64326
tsadidageshhebrew
קּ
64327
qofdageshhebrew
רּ
64328
reshdageshhebrew
שּ
64329
shindageshhebrew
תּ
64330
tavdageshhebrew
וֹ
64331
vavholamhebrew
בֿ
64332
betrafehebrew
כֿ
64333
kafrafehebrew
פֿ
64334
perafehebrew
ﭏ
64335
aleflamedhebrew
ﭐ
64336
unifb50
ﭑ
64337
alefwaslafinalarabic
ﭒ
64338
unifb52
ﭓ
64339
unifb53
ﭔ
64340
unifb54
ﭕ
64341
unifb55
ﭖ
64342
uniFB56
ﭗ
64343
pehfinaarabic
ﭘ
64344
pehinitarabic
ﭙ
64345
pehmediarabic
ﭚ
64346
unifb5a
ﭛ
64347
unifb5b
ﭜ
64348
unifb5c
ﭝ
64349
unifb5d
ﭞ
64350
unifb5e
ﭟ
64351
ttehehfinaarabic
ﭠ
64352
ttehehinitarabic
ﭡ
64353
ttehehmediarabic
ﭢ
64354
unifb62
ﭣ
64355
unifb63
ﭤ
64356
unifb64
ﭥ
64357
unifb65
ﭦ
64358
unifb66
ﭧ
64359
ttehfinaarabic
ﭨ
64360
ttehinitarabic
ﭩ
64361
ttehmediarabic
ﭪ
64362
unifb6a
ﭫ
64363
vehfinaarabic
ﭬ
64364
vehinitarabic
ﭭ
64365
vehmediarabic
ﭮ
64366
unifb6e
ﭯ
64367
unifb6f
ﭰ
64368
unifb70
ﭱ
64369
unifb71
ﭲ
64370
unifb72
ﭳ
64371
unifb73
ﭴ
64372
unifb74
ﭵ
64373
unifb75
ﭶ
64374
unifb76
ﭷ
64375
unifb77
ﭸ
64376
unifb78
ﭹ
64377
unifb79
ﭺ
64378
uniFB7A
ﭻ
64379
tchehfinaarabic
ﭼ
64380
tchehinitarabic
ﭽ
64381
tchehmediarabic
ﭾ
64382
unifb7e
ﭿ
64383
unifb7f
ﮀ
64384
unifb80
ﮁ
64385
unifb81
ﮂ
64386
unifb82
ﮃ
64387
unifb83
ﮄ
64388
unifb84
ﮅ
64389
unifb85
ﮆ
64390
unifb86
ﮇ
64391
unifb87
ﮈ
64392
unifb88
ﮉ
64393
ddalfinaarabic
ﮊ
64394
uniFB8A
ﮋ
64395
jehfinaarabic
ﮌ
64396
unifb8c
ﮍ
64397
rrehfinaarabic
ﮎ
64398
unifb8e
ﮏ
64399
kehehfinaarabic
ﮐ
64400
kehehinitarabic
ﮑ
64401
kehehmediarabic
ﮒ
64402
uniFB92
ﮓ
64403
gaffinaarabic
ﮔ
64404
gafinitarabic
ﮕ
64405
gafmediarabic
ﮖ
64406
unifb96
ﮗ
64407
unifb97
ﮘ
64408
unifb98
ﮙ
64409
unifb99
ﮚ
64410
unifb9a
ﮛ
64411
unifb9b
ﮜ
64412
unifb9c
ﮝ
64413
unifb9d
ﮞ
64414
unifb9e
ﮟ
64415
noonghunnafinaarabic
ﮠ
64416
unifba0
ﮡ
64417
rnoonfinalarabic
ﮢ
64418
rnooninitialarabic
ﮣ
64419
rnoonmedialarabic
ﮤ
64420
unifba4
ﮥ
64421
hehhamzafinalarabic
ﮦ
64422
unifba6
ﮧ
64423
hehgoalfinaarabic
ﮨ
64424
hehgoalinitarabic
ﮩ
64425
hehgoalmedialarabic
ﮪ
64426
unifbaa
ﮫ
64427
unifbab
ﮬ
64428
unifbac
ﮭ
64429
unifbad
ﮮ
64430
unifbae
ﮯ
64431
yehbarreefinaarabic
ﮰ
64432
unifbb0
ﮱ
64433
unifbb1
﮲
64434
unifbb2
﮳
64435
unifbb3
﮴
64436
unifbb4
﮵
64437
unifbb5
﮶
64438
unifbb6
﮷
64439
unifbb7
﮸
64440
unifbb8
﮹
64441
unifbb9
﮺
64442
arab_quad_dot
﮻
64443
unifbbb
﮼
64444
unifbbc
﮽
64445
unifbbd
﮾
64446
unifbbe
﯀
64448
unifbc0
﯁
64449
unifbc1
ﯓ
64467
ngisoarabic
ﯔ
64468
ngfinalarabic
ﯕ
64469
nginitarabic
ﯖ
64470
ngmedialarabic
ﯗ
64471
unifbd7
ﯘ
64472
unifbd8
ﯙ
64473
unifbd9
ﯚ
64474
unifbda
ﯛ
64475
unifbdb
ﯜ
64476
unifbdc
ﯝ
64477
unifbdd
ﯞ
64478
unifbde
ﯟ
64479
unifbdf
ﯠ
64480
unifbe0
ﯡ
64481
unifbe1
ﯢ
64482
unifbe2
ﯣ
64483
unifbe3
ﯤ
64484
unifbe4
ﯥ
64485
efinalarabic
ﯦ
64486
einitialarabic
ﯧ
64487
emedialarabic
ﯨ
64488
alefmaksurainitarabic
ﯩ
64489
alefmaksuramediarabic
ﯼ
64508
unifbfc
ﯽ
64509
yehfarsifinaarabic
ﯾ
64510
yehfarsiinitarabic
ﯿ
64511
yehfarsimediarabic
ﹰ
65136
uniFE70
ﹱ
65137
unife71
ﹲ
65138
unife72
ﹳ
65139
unife73
ﹴ
65140
uniFE74
ﹶ
65142
uniFE76
ﹷ
65143
unife77
ﹸ
65144
uniFE78
ﹹ
65145
unife79
ﹺ
65146
uniFE7A
ﹻ
65147
unife7b
ﹼ
65148
uniFE7C
ﹽ
65149
unife7d
ﹾ
65150
unife7e
ﹿ
65151
unife7f
ﺀ
65152
uniFE80
ﺁ
65153
uniFE81
ﺂ
65154
alefmaddaabovefinalarabic
ﺃ
65155
uniFE83
ﺄ
65156
alefhamzaabovefinalarabic
ﺅ
65157
uniFE85
ﺆ
65158
wawhamzaabovefinalarabic
ﺇ
65159
uniFE87
ﺈ
65160
alefhamzabelowfinalarabic
ﺉ
65161
uniFE89
ﺊ
65162
uniFE8A
ﺋ
65163
yehhamzaaboveinitialarabic
ﺌ
65164
yehhamzaabovemedialarabic
ﺍ
65165
uniFE8D
ﺎ
65166
aleffinalarabic
ﺏ
65167
uniFE8F
ﺐ
65168
behfinalarabic
ﺑ
65169
behinitialarabic
ﺒ
65170
behmedialarabic
ﺓ
65171
uniFE93
ﺔ
65172
tehmarbutafinalarabic
ﺕ
65173
uniFE95
ﺖ
65174
tehfinalarabic
ﺗ
65175
tehinitialarabic
ﺘ
65176
tehmedialarabic
ﺙ
65177
uniFE99
ﺚ
65178
thehfinalarabic
ﺛ
65179
thehinitialarabic
ﺜ
65180
thehmedialarabic
ﺝ
65181
uniFE9D
ﺞ
65182
jeemfinalarabic
ﺟ
65183
jeeminitialarabic
ﺠ
65184
jeemmedialarabic
ﺡ
65185
uniFEA1
ﺢ
65186
hahfinalarabic
ﺣ
65187
hahinitialarabic
ﺤ
65188
hahmedialarabic
ﺥ
65189
uniFEA5
ﺦ
65190
khahfinalarabic
ﺧ
65191
khahinitialarabic
ﺨ
65192
khahmedialarabic
ﺩ
65193
uniFEA9
ﺪ
65194
dalfinalarabic
ﺫ
65195
uniFEAB
ﺬ
65196
thalfinalarabic
ﺭ
65197
uniFEAD
ﺮ
65198
rehfinalarabic
ﺯ
65199
uniFEAF
ﺰ
65200
zainfinalarabic
ﺱ
65201
uniFEB1
ﺲ
65202
seenfinalarabic
ﺳ
65203
seeninitialarabic
ﺴ
65204
seenmedialarabic
ﺵ
65205
uniFEB5
ﺶ
65206
sheenfinalarabic
ﺷ
65207
sheeninitialarabic
ﺸ
65208
sheenmedialarabic
ﺹ
65209
uniFEB9
ﺺ
65210
sadfinalarabic
ﺻ
65211
sadinitialarabic
ﺼ
65212
sadmedialarabic
ﺽ
65213
uniFEBD
ﺾ
65214
dadfinalarabic
ﺿ
65215
dadinitialarabic
ﻀ
65216
dadmedialarabic
ﻁ
65217
uniFEC1
ﻂ
65218
tahfinalarabic
ﻃ
65219
tahinitialarabic
ﻄ
65220
tahmedialarabic
ﻅ
65221
uniFEC5
ﻆ
65222
zahfinalarabic
ﻇ
65223
zahinitialarabic
ﻈ
65224
zahmedialarabic
ﻉ
65225
uniFEC9
ﻊ
65226
ainfinalarabic
ﻋ
65227
aininitialarabic
ﻌ
65228
ainmedialarabic
ﻍ
65229
uniFECD
ﻎ
65230
ghainfinalarabic
ﻏ
65231
ghaininitialarabic
ﻐ
65232
ghainmedialarabic
ﻑ
65233
uniFED1
ﻒ
65234
fehfinalarabic
ﻓ
65235
fehinitialarabic
ﻔ
65236
fehmedialarabic
ﻕ
65237
uniFED5
ﻖ
65238
qaffinalarabic
ﻗ
65239
qafinitialarabic
ﻘ
65240
qafmedialarabic
ﻙ
65241
uniFED9
ﻚ
65242
kaffinalarabic
ﻛ
65243
kafinitialarabic
ﻜ
65244
kafmedialarabic
ﻝ
65245
uniFEDD
ﻞ
65246
lamfinalarabic
ﻟ
65247
laminitialarabic
ﻠ
65248
lammedialarabic
ﻡ
65249
uniFEE1
ﻢ
65250
meemfinalarabic
ﻣ
65251
meeminitialarabic
ﻤ
65252
meemmedialarabic
ﻥ
65253
uniFEE5
ﻦ
65254
noonfinalarabic
ﻧ
65255
nooninitialarabic
ﻨ
65256
noonmedialarabic
ﻩ
65257
uniFEE9
ﻪ
65258
hehfinalarabic
ﻫ
65259
hehinitialarabic
ﻬ
65260
hehmedialarabic
ﻭ
65261
uniFEED
ﻮ
65262
wawfinalarabic
ﻯ
65263
uniFEEF
ﻰ
65264
alefmaksurafinalarabic
ﻱ
65265
uniFEF1
ﻲ
65266
yehfinalarabic
ﻳ
65267
yehinitialarabic
ﻴ
65268
yehmedialarabic
ﻵ
65269
lamalefmaddaaboveisolatedarabic
ﻶ
65270
lamalefmaddaabovefinalarabic
ﻷ
65271
lamalefhamzaaboveisolatedarabic
ﻸ
65272
lamalefhamzaabovefinalarabic
ﻹ
65273
lamalefhamzabelowisolatedarabic
ﻺ
65274
lamalefhamzabelowfinalarabic
ﻻ
65275
lamalefisolatedarabic
ﻼ
65276
lamaleffinalarabic

65279
zerowidthjoiner

65529
unifff9

65530
unifffa

65531
unifffb

65532
unifffc
�
65533
uniFFFD
RangeCoveragePercentage
Alphabetic Presentation Forms 52 / 80 %
Arabic 212 / 256 %
Arabic Presentation Forms-A 140 / 688 %
Arabic Presentation Forms-B 141 / 144 %
Armenian 87 / 96 %
Arrows 77 / 112 %
Basic Latin 95 / 128 %
Block Elements 32 / 32 %
Box Drawing 128 / 128 %
Braille Patterns 256 / 256 %
Cherokee 85 / 96 %
Combining Diacritical Marks 112 / 112 %
Combining Diacritical Marks for Symbols 23 / 48 %
Control Pictures 39 / 64 %
Currency Symbols 23 / 48 %
Cyrillic 251 / 256 %
Cyrillic Supplement 14 / 48 %
Enclosed Alphanumerics 10 / 160 %
General Punctuation 101 / 112 %
Geometric Shapes 96 / 96 %
Georgian 41 / 96 %
Greek Extended 233 / 256 %
Greek and Coptic 91 / 144 %
Hebrew 56 / 112 %
IPA Extensions 96 / 96 %
Kayah Li 48 / 48 %
Latin Extended Additional 246 / 256 %
Latin Extended-A 128 / 128 %
Latin Extended-B 178 / 208 %
Latin Extended-D 5 / 224 %
Latin-1 Supplement 96 / 128 %
Letterlike Symbols 52 / 80 %
Mathematical Operators 242 / 256 %
Miscellaneous Mathematical Symbols-A 28 / 48 %
Miscellaneous Symbols 84 / 256 %
Miscellaneous Symbols and Arrows 41 / 256 %
Miscellaneous Technical 196 / 256 %
Number Forms 45 / 64 %
Old Italic 35 / 48 %
Optical Character Recognition 11 / 32 %
Runic 81 / 96 %
Spacing Modifier Letters 80 / 80 %
Specials 5 / 16 %
Superscripts and Subscripts 34 / 48 %
Supplemental Arrows-A 10 / 16 %
Supplemental Mathematical Operators 9 / 256 %
Supplemental Punctuation 15 / 128 %
Alphabetic Presentation Forms 52 / 80 %
Arabic 212 / 256 %
Arabic Presentation Forms-A 140 / 688 %
Arabic Presentation Forms-B 141 / 144 %
Armenian 87 / 96 %
Arrows 77 / 112 %
Basic Latin 95 / 128 %
Block Elements 32 / 32 %
Box Drawing 128 / 128 %
Braille Patterns 256 / 256 %
Cherokee 85 / 96 %
Combining Diacritical Marks 112 / 112 %
Combining Diacritical Marks for Symbols 23 / 48 %
Control Pictures 39 / 64 %
Currency Symbols 23 / 48 %
Cyrillic 251 / 256 %
Cyrillic Supplement 14 / 48 %
Enclosed Alphanumerics 10 / 160 %
General Punctuation 101 / 112 %
Geometric Shapes 96 / 96 %
Georgian 41 / 96 %
Greek Extended 233 / 256 %
Greek and Coptic 91 / 144 %
Hebrew 56 / 112 %
IPA Extensions 96 / 96 %
Kayah Li 48 / 48 %
Latin Extended Additional 246 / 256 %
Latin Extended-A 128 / 128 %
Latin Extended-B 178 / 208 %
Latin Extended-D 5 / 224 %
Latin-1 Supplement 96 / 128 %
Letterlike Symbols 52 / 80 %
Mathematical Operators 242 / 256 %
Miscellaneous Mathematical Symbols-A 28 / 48 %
Miscellaneous Symbols 84 / 256 %
Miscellaneous Symbols and Arrows 41 / 256 %
Miscellaneous Technical 196 / 256 %
Number Forms 45 / 64 %
Old Italic 35 / 48 %
Optical Character Recognition 11 / 32 %
Runic 81 / 96 %
Spacing Modifier Letters 80 / 80 %
Specials 5 / 16 %
Superscripts and Subscripts 34 / 48 %
Supplemental Arrows-A 10 / 16 %
Supplemental Mathematical Operators 9 / 256 %
Supplemental Punctuation 15 / 128 %
Alphabetic Presentation Forms 52 / 80 %
Arabic 212 / 256 %
Arabic Presentation Forms-A 140 / 688 %
Arabic Presentation Forms-B 141 / 144 %
Armenian 87 / 96 %
Arrows 77 / 112 %
Basic Latin 95 / 128 %
Block Elements 32 / 32 %
Box Drawing 128 / 128 %
Braille Patterns 256 / 256 %
Cherokee 85 / 96 %
Combining Diacritical Marks 112 / 112 %
Combining Diacritical Marks for Symbols 23 / 48 %
Control Pictures 39 / 64 %
Currency Symbols 23 / 48 %
Cyrillic 251 / 256 %
Cyrillic Supplement 14 / 48 %
Enclosed Alphanumerics 10 / 160 %
General Punctuation 101 / 112 %
Geometric Shapes 96 / 96 %
Georgian 41 / 96 %
Greek Extended 233 / 256 %
Greek and Coptic 91 / 144 %
Hebrew 56 / 112 %
IPA Extensions 96 / 96 %
Kayah Li 48 / 48 %
Latin Extended Additional 246 / 256 %
Latin Extended-A 128 / 128 %
Latin Extended-B 178 / 208 %
Latin Extended-D 5 / 224 %
Latin-1 Supplement 96 / 128 %
Letterlike Symbols 52 / 80 %
Mathematical Operators 242 / 256 %
Miscellaneous Mathematical Symbols-A 28 / 48 %
Miscellaneous Symbols 84 / 256 %
Miscellaneous Symbols and Arrows 41 / 256 %
Miscellaneous Technical 196 / 256 %
Number Forms 45 / 64 %
Old Italic 35 / 48 %
Optical Character Recognition 11 / 32 %
Runic 81 / 96 %
Spacing Modifier Letters 80 / 80 %
Specials 5 / 16 %
Superscripts and Subscripts 34 / 48 %
Supplemental Arrows-A 10 / 16 %
Supplemental Mathematical Operators 9 / 256 %
Supplemental Punctuation 15 / 128 %

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Other Font Attributes

NameFreeMono
Sub FamilyNormal
Unique IDGNU: FreeMono Normal: 2012
Full NameFreeMono
CopyrightCopyright 2002, 2003, 2005, 2008, 2009, 2010, 2012 GNU Freefont contributors.
VersionVersion 0412.2268
Postscript NameFreeMono
Trademark
ManufacturerGNU
Designer
Vendor URLhttps://savannah.gnu.org/projects/freefont/
License URLhttp://www.gnu.org/copyleft/gpl.html
Preferred Family
Preferred Subfamily

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