I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
I believe in pink. I believe that laughing is the best calorie burner. I believe in kissing, kissing a lot. I believe in being strong when everything seems to be going wrong. I believe that happy girls are the prettiest girls. I believe that tomorrow is another day and I believe in miracles. - Audrey Hepburn
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567
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603
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615
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616
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617
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618
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619
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621
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623
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624
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625
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626
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627
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628
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636
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638
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640
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656
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663
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664
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665
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666
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667
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668
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669
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670
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673
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688
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700
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701
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708
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711
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712
linevert
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713
uni02c9
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714
uni02ca
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715
uni02cb
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716
uni02cc
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717
uni02cd
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718
uni02ce
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719
uni02cf
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720
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721
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722
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725
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726
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727
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728
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729
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730
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731
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732
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734
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735
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736
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737
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738
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739
uni02e3
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740
uni02e4
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741
uni02e5
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742
uni02e6
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743
uni02e7
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744
uni02e8
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745
uni02e9
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746
uni02ea
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747
uni02eb
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748
uni02ec
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749
uni02ed
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750
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751
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754
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755
uni02f3
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756
uni02f4
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757
uni02f5
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758
uni02f6
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759
uni02f7
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760
uni02f8
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761
uni02F9
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762
uni02FA
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763
uni02fb
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764
uni02fc
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765
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766
uni02fe
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767
uni02ff
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768
gravecomb
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769
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770
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773
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779
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784
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786
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787
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788
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789
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790
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791
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792
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̙
793
uni0319
̚
794
uni031a
̛
795
horncmb
̜
796
ringhalfleftbelowcmb
̝
797
uni031d
̞
798
uni031e
̟
799
uni031f
̠
800
minusbelowcmb
̡
801
uni0321
̢
802
hookretroflexbelowcmb
̣
803
dotbelowcomb
̤
804
dieresisbelowcmb
̥
805
ringbelowcmb
̦
806
commasubnosp
̧
807
cedillacmb
̨
808
ogonekcmb
̩
809
verticallinebelowcmb
̪
810
bridgebelowcmb
̫
811
archdblsubnosp
̬
812
caronbelowcmb
̭
813
circumflexbelowcmb
̮
814
brevebelowcmb
̯
815
breveinvertedbelowcmb
̰
816
tildebelowcmb
̱
817
macronbelowcmb
̲
818
lowlinecmb
̳
819
dbllowlinecmb
̴
820
tildeoverlaycmb
̵
821
strokeshortoverlaycmb
̶
822
strokelongoverlaycmb
̷
823
solidusshortoverlaycmb
̸
824
uni0338
̹
825
uni0339
̺
826
bridgeinvertedbelowcmb
̻
827
squarebelowcmb
̼
828
uni033c
̽
829
uni033d
̾
830
uni033e
̿
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
uni0360
͡
865
uni0361
͢
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
uni037A
;
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
uni03BC
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
uni03D0
ϑ
977
theta1
ϒ
978
Upsilon1
ϓ
979
uni03D3
ϔ
980
uni03D4
ϕ
981
phi1
ϖ
982
omegapi
Ϛ
986
Stigma
ϛ
987
uni03DB
Ϝ
988
uni03dc
ϝ
989
digamma
ϰ
1008
uni03F0
ϱ
1009
uni03F1
ϴ
1012
uni03f4
ϵ
1013
uni03F5
Ѐ
1024
uni0400
Ё
1025
Iocyrillic
Ђ
1026
Djecyrillic
Ѓ
1027
Gjecyrillic
Є
1028
Ecyrillic
Ѕ
1029
Dzecyrillic
І
1030
Icyrillic
Ї
1031
Yicyrillic
Ј
1032
Jecyrillic
Љ
1033
Ljecyrillic
Њ
1034
Njecyrillic
Ћ
1035
Tshecyrillic
Ќ
1036
Kjecyrillic
Ѝ
1037
uni040D
Ў
1038
Ushortcyrillic
Џ
1039
Dzhecyrillic
А
1040
Acyrillic
Б
1041
Becyrillic
В
1042
Vecyrillic
Г
1043
Gecyrillic
Д
1044
Decyrillic
Е
1045
Iecyrillic
Ж
1046
Zhecyrillic
З
1047
Zecyrillic
И
1048
Iicyrillic
Й
1049
Iishortcyrillic
К
1050
Kacyrillic
Л
1051
Elcyrillic
М
1052
Emcyrillic
Н
1053
Encyrillic
О
1054
Ocyrillic
П
1055
Pecyrillic
Р
1056
Ercyrillic
С
1057
Escyrillic
Т
1058
Tecyrillic
У
1059
Ucyrillic
Ф
1060
Efcyrillic
Х
1061
Khacyrillic
Ц
1062
Tsecyrillic
Ч
1063
Checyrillic
Ш
1064
Shacyrillic
Щ
1065
Shchacyrillic
Ъ
1066
Hardsigncyrillic
Ы
1067
Yericyrillic
Ь
1068
Softsigncyrillic
Э
1069
Ereversedcyrillic
Ю
1070
IUcyrillic
Я
1071
IAcyrillic
а
1072
acyrillic
б
1073
becyrillic
в
1074
vecyrillic
г
1075
gecyrillic
д
1076
decyrillic
е
1077
iecyrillic
ж
1078
zhecyrillic
з
1079
zecyrillic
и
1080
iicyrillic
й
1081
iishortcyrillic
к
1082
kacyrillic
л
1083
elcyrillic
м
1084
emcyrillic
н
1085
encyrillic
о
1086
ocyrillic
п
1087
pecyrillic
р
1088
ercyrillic
с
1089
escyrillic
т
1090
tecyrillic
у
1091
ucyrillic
ф
1092
efcyrillic
х
1093
khacyrillic
ц
1094
tsecyrillic
ч
1095
checyrillic
ш
1096
shacyrillic
щ
1097
shchacyrillic
ъ
1098
hardsigncyrillic
ы
1099
yericyrillic
ь
1100
softsigncyrillic
э
1101
ereversedcyrillic
ю
1102
iucyrillic
я
1103
iacyrillic
ѐ
1104
uni0450
ё
1105
iocyrillic
ђ
1106
djecyrillic
ѓ
1107
gjecyrillic
є
1108
ecyrillic
ѕ
1109
dzecyrillic
і
1110
icyrillic
ї
1111
yicyrillic
ј
1112
jecyrillic
љ
1113
ljecyrillic
њ
1114
njecyrillic
ћ
1115
tshecyrillic
ќ
1116
kjecyrillic
ѝ
1117
uni045D
ў
1118
ushortcyrillic
џ
1119
afii10193
Ѱ
1136
Psicyrillic
ѱ
1137
psicyrillic
Ѳ
1138
Fitacyrillic
҄
1156
uni0484
҅
1157
uni0485
҆
1158
uni0486
Ҋ
1162
uni048a
ҋ
1163
uni048b
Ҍ
1164
uni048c
ҍ
1165
uni048d
Ҏ
1166
uni048E
ҏ
1167
uni048F
Ґ
1168
afii10050
ґ
1169
afii10098
Ғ
1170
uni0492
ғ
1171
uni0493
Ҕ
1172
uni0494
ҕ
1173
uni0495
Җ
1174
uni0496
җ
1175
uni0497
Ҙ
1176
uni0498
ҙ
1177
uni0499
Қ
1178
uni049A
қ
1179
uni049B
Ҝ
1180
uni049c
ҝ
1181
uni049d
Ҟ
1182
uni049e
ҟ
1183
uni049f
Ҡ
1184
uni04a0
ҡ
1185
uni04a1
Ң
1186
uni04A2
ң
1187
uni04A3
Ҥ
1188
uni04a4
ҥ
1189
uni04a5
Ҧ
1190
uni04A6
ҧ
1191
pemiddlehookcyrillic
Ҩ
1192
uni04A8
ҩ
1193
uni04a9
Ҫ
1194
uni04aa
ҫ
1195
uni04ab
Ҭ
1196
uni04AC
ҭ
1197
uni04AD
Ү
1198
uni04AE
ү
1199
uni04AF
Ұ
1200
uni04B0
ұ
1201
uni04B1
Ҳ
1202
uni04B2
ҳ
1203
uni04B3
Ҵ
1204
uni04B4
ҵ
1205
uni04B5
Ҷ
1206
uni04B6
ҷ
1207
uni04B7
Ҹ
1208
uni04b8
ҹ
1209
uni04b9
Һ
1210
uni04BA
һ
1211
uni04BB
Ҽ
1212
Cheabkhasiancyrillic
ҽ
1213
cheabkhasiancyrillic
Ҿ
1214
Chedescenderabkhasiancyrillic
ҿ
1215
chedescenderabkhasiancyrillic
Ӏ
1216
uni04C0
Ӂ
1217
uni04C1
ӂ
1218
uni04C2
Ӄ
1219
uni04c3
ӄ
1220
uni04c4
Ӆ
1221
uni04c5
ӆ
1222
uni04c6
Ӈ
1223
uni04c7
ӈ
1224
uni04c8
Ӊ
1225
uni04c9
ӊ
1226
uni04ca
Ӌ
1227
uni04cb
ӌ
1228
uni04cc
Ӎ
1229
uni04cd
ӎ
1230
uni04ce
ӏ
1231
uni04cf
Ӑ
1232
uni04D0
ӑ
1233
uni04D1
Ӓ
1234
uni04D2
ӓ
1235
uni04D3
Ӕ
1236
uni04D4
ӕ
1237
uni04D5
Ӗ
1238
uni04D6
ӗ
1239
uni04D7
Ә
1240
uni04d8
ә
1241
afii10846
Ӛ
1242
uni04da
ӛ
1243
uni04DB
Ӝ
1244
uni04DC
ӝ
1245
uni04DD
Ӟ
1246
uni04DE
ӟ
1247
uni04DF
Ӡ
1248
Dzeabkhasiancyrillic
ӡ
1249
dzeabkhasiancyrillic
Ӣ
1250
uni04E2
ӣ
1251
uni04E3
Ӥ
1252
uni04E4
ӥ
1253
uni04E5
Ӧ
1254
uni04E6
ӧ
1255
uni04E7
Ө
1256
uni04E8
ө
1257
uni04E9
Ӫ
1258
uni04EA
ӫ
1259
uni04EB
Ӭ
1260
uni04EC
ӭ
1261
uni04ED
Ӯ
1262
uni04EE
ӯ
1263
uni04EF
Ӱ
1264
uni04F0
ӱ
1265
uni04F1
Ӳ
1266
uni04F2
ӳ
1267
uni04F3
Ӵ
1268
uni04F4
ӵ
1269
uni04F5
Ӷ
1270
uni04f6
ӷ
1271
uni04f7
Ӹ
1272
uni04F8
ӹ
1273
uni04F9
Ԑ
1296
uni0510
ԑ
1297
uni0511
Ԓ
1298
uni0512
ԓ
1299
uni0513
Ԛ
1306
uni051a
ԛ
1307
uni051b
Ԝ
1308
uni051c
ԝ
1309
uni051d
Ԟ
1310
uni051e
ԟ
1311
uni051f
ְ
1456
afii57799
ֱ
1457
afii57801
ֲ
1458
afii57800
ֳ
1459
afii57802
ִ
1460
hiriqhebrew
ֵ
1461
tserehebrew
ֶ
1462
segolhebrew
ַ
1463
patahhebrew
ָ
1464
qamatshebrew
ֹ
1465
holamhebrew
ֻ
1467
afii57796
ּ
1468
dageshhebrew
ֽ
1469
afii57839
־
1470
afii57645
ֿ
1471
rafehebrew
׀
1472
afii57842
ׁ
1473
shindothebrew
ׂ
1474
sindothebrew
׃
1475
sofpasuqhebrew
ׄ
1476
upperdothebrew
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
qofhebrew
ר
1512
reshhebrew
ש
1513
shinhebrew
ת
1514
tavhebrew
װ
1520
vavvavhebrew
ױ
1521
vavyodhebrew
ײ
1522
yodyodhebrew
׳
1523
gereshhebrew
״
1524
gershayimhebrew
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
Ḁ
7680
uni1E00
ḁ
7681
uni1E01
Ḃ
7682
uni1E02
ḃ
7683
uni1E03
Ḅ
7684
uni1E04
ḅ
7685
uni1E05
Ḇ
7686
uni1E06
ḇ
7687
uni1E07
Ḉ
7688
uni1E08
ḉ
7689
uni1E09
Ḋ
7690
uni1E0A
ḋ
7691
uni1E0B
Ḍ
7692
uni1E0C
ḍ
7693
uni1E0D
Ḏ
7694
uni1E0E
ḏ
7695
uni1E0F
Ḑ
7696
uni1E10
ḑ
7697
uni1E11
Ḓ
7698
uni1E12
ḓ
7699
uni1E13
Ḕ
7700
uni1E14
ḕ
7701
uni1E15
Ḗ
7702
uni1E16
ḗ
7703
uni1E17
Ḙ
7704
uni1E18
ḙ
7705
uni1E19
Ḛ
7706
uni1E1A
ḛ
7707
uni1E1B
Ḝ
7708
uni1E1C
ḝ
7709
uni1E1D
Ḟ
7710
uni1E1E
ḟ
7711
uni1E1F
Ḡ
7712
uni1E20
ḡ
7713
uni1E21
Ḣ
7714
uni1E22
ḣ
7715
uni1E23
Ḥ
7716
uni1E24
ḥ
7717
uni1E25
Ḧ
7718
uni1E26
ḧ
7719
uni1E27
Ḩ
7720
uni1E28
ḩ
7721
uni1E29
Ḫ
7722
uni1E2A
ḫ
7723
uni1E2B
Ḭ
7724
uni1E2C
ḭ
7725
uni1E2D
Ḯ
7726
uni1E2E
ḯ
7727
uni1E2F
Ḱ
7728
uni1E30
ḱ
7729
uni1E31
Ḳ
7730
uni1E32
ḳ
7731
uni1E33
Ḵ
7732
uni1E34
ḵ
7733
uni1E35
Ḷ
7734
uni1E36
ḷ
7735
uni1E37
Ḹ
7736
uni1E38
ḹ
7737
uni1E39
Ḻ
7738
uni1E3A
ḻ
7739
uni1E3B
Ḽ
7740
uni1E3C
ḽ
7741
uni1E3D
Ḿ
7742
uni1E3E
ḿ
7743
uni1E3F
Ṁ
7744
uni1E40
ṁ
7745
uni1E41
Ṃ
7746
uni1E42
ṃ
7747
uni1E43
Ṅ
7748
uni1E44
ṅ
7749
uni1E45
Ṇ
7750
uni1E46
ṇ
7751
uni1E47
Ṉ
7752
uni1E48
ṉ
7753
uni1E49
Ṋ
7754
uni1E4A
ṋ
7755
uni1E4B
Ṍ
7756
uni1E4C
ṍ
7757
uni1E4D
Ṏ
7758
uni1E4E
ṏ
7759
uni1E4F
Ṑ
7760
uni1E50
ṑ
7761
uni1E51
Ṓ
7762
uni1E52
ṓ
7763
uni1E53
Ṕ
7764
uni1E54
ṕ
7765
uni1E55
Ṗ
7766
uni1E56
ṗ
7767
uni1E57
Ṙ
7768
uni1E58
ṙ
7769
uni1E59
Ṛ
7770
uni1E5A
ṛ
7771
uni1E5B
Ṝ
7772
uni1E5C
ṝ
7773
uni1E5D
Ṟ
7774
uni1E5E
ṟ
7775
uni1E5F
Ṡ
7776
uni1E60
ṡ
7777
uni1E61
Ṣ
7778
uni1E62
ṣ
7779
uni1E63
Ṥ
7780
uni1E64
ṥ
7781
uni1E65
Ṧ
7782
uni1E66
ṧ
7783
uni1E67
Ṩ
7784
uni1E68
ṩ
7785
uni1E69
Ṫ
7786
uni1E6A
ṫ
7787
uni1E6B
Ṭ
7788
uni1E6C
ṭ
7789
uni1E6D
Ṯ
7790
uni1E6E
ṯ
7791
uni1E6F
Ṱ
7792
uni1E70
ṱ
7793
uni1E71
Ṳ
7794
uni1E72
ṳ
7795
uni1E73
Ṵ
7796
uni1E74
ṵ
7797
uni1E75
Ṷ
7798
uni1E76
ṷ
7799
uni1E77
Ṹ
7800
uni1E78
ṹ
7801
uni1E79
Ṻ
7802
uni1E7A
ṻ
7803
uni1E7B
Ṽ
7804
uni1E7C
ṽ
7805
uni1E7D
Ṿ
7806
uni1E7E
ṿ
7807
uni1E7F
Ẁ
7808
Wgrave
ẁ
7809
wgrave
Ẃ
7810
Wacute
ẃ
7811
wacute
Ẅ
7812
Wdieresis
ẅ
7813
wdieresis
Ẇ
7814
uni1E86
ẇ
7815
uni1E87
Ẉ
7816
uni1E88
ẉ
7817
uni1E89
Ẋ
7818
uni1E8A
ẋ
7819
uni1E8B
Ẍ
7820
uni1E8C
ẍ
7821
uni1E8D
Ẏ
7822
uni1E8E
ẏ
7823
uni1E8F
Ẑ
7824
uni1E90
ẑ
7825
uni1E91
Ẓ
7826
uni1E92
ẓ
7827
uni1E93
Ẕ
7828
uni1E94
ẕ
7829
uni1E95
ẖ
7830
uni1E96
ẗ
7831
uni1E97
ẘ
7832
uni1E98
ẙ
7833
uni1E99
ẚ
7834
uni1e9a
ẛ
7835
uni1E9B
Ạ
7840
uni1EA0
ạ
7841
uni1EA1
Ả
7842
uni1EA2
ả
7843
uni1EA3
Ấ
7844
uni1EA4
ấ
7845
uni1EA5
Ầ
7846
uni1EA6
ầ
7847
uni1EA7
Ẩ
7848
uni1EA8
ẩ
7849
uni1EA9
Ẫ
7850
uni1EAA
ẫ
7851
uni1EAB
Ậ
7852
uni1EAC
ậ
7853
uni1EAD
Ắ
7854
uni1EAE
ắ
7855
uni1EAF
Ằ
7856
uni1EB0
ằ
7857
uni1EB1
Ẳ
7858
uni1EB2
ẳ
7859
uni1EB3
Ẵ
7860
uni1EB4
ẵ
7861
uni1EB5
Ặ
7862
uni1EB6
ặ
7863
uni1EB7
Ẹ
7864
uni1EB8
ẹ
7865
uni1EB9
Ẻ
7866
uni1EBA
ẻ
7867
uni1EBB
Ẽ
7868
uni1EBC
ẽ
7869
uni1EBD
Ế
7870
uni1EBE
ế
7871
uni1EBF
Ề
7872
uni1EC0
ề
7873
uni1EC1
Ể
7874
uni1EC2
ể
7875
uni1EC3
Ễ
7876
uni1EC4
ễ
7877
uni1EC5
Ệ
7878
uni1EC6
ệ
7879
uni1EC7
Ỉ
7880
uni1EC8
ỉ
7881
uni1EC9
Ị
7882
uni1ECA
ị
7883
uni1ECB
Ọ
7884
uni1ECC
ọ
7885
uni1ECD
Ỏ
7886
uni1ECE
ỏ
7887
uni1ECF
Ố
7888
uni1ED0
ố
7889
uni1ED1
Ồ
7890
uni1ED2
ồ
7891
uni1ED3
Ổ
7892
uni1ED4
ổ
7893
uni1ED5
Ỗ
7894
uni1ED6
ỗ
7895
uni1ED7
Ộ
7896
uni1ED8
ộ
7897
uni1ED9
Ớ
7898
uni1EDA
ớ
7899
uni1EDB
Ờ
7900
uni1EDC
ờ
7901
uni1EDD
Ở
7902
uni1EDE
ở
7903
uni1EDF
Ỡ
7904
uni1EE0
ỡ
7905
uni1EE1
Ợ
7906
uni1EE2
ợ
7907
uni1EE3
Ụ
7908
uni1EE4
ụ
7909
uni1EE5
Ủ
7910
uni1EE6
ủ
7911
uni1EE7
Ứ
7912
uni1EE8
ứ
7913
uni1EE9
Ừ
7914
uni1EEA
ừ
7915
uni1EEB
Ử
7916
uni1EEC
ử
7917
uni1EED
Ữ
7918
uni1EEE
ữ
7919
uni1EEF
Ự
7920
uni1EF0
ự
7921
uni1EF1
Ỳ
7922
Ygrave
ỳ
7923
ygrave
Ỵ
7924
uni1EF4
ỵ
7925
uni1EF5
Ỷ
7926
uni1EF6
ỷ
7927
uni1EF7
Ỹ
7928
uni1EF8
ỹ
7929
uni1EF9
8192
enquad
8193
emquad
8194
enspace
8195
emspace
8196
uni2004
8197
uni2005
8198
uni2006
8199
uni2007
8200
uni2008
8201
thinspace
8202
uni200a
8203
uni200b
8204
uni200c
8205
uni200d
8206
uni200e
8207
uni200f
‐
8208
uni2010
‑
8209
uni2011
‒
8210
figuredash
–
8211
endash
—
8212
emdash
―
8213
afii00208
‖
8214
uni2016
‗
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
uni2024
‥
8229
uni2025
…
8230
ellipsis
‧
8231
uni2027
8232
uni2028
8233
uni2029
8234
uni202a
8235
uni202b
8236
uni202c
8237
uni202d
8238
uni202e
8239
uni202f
‰
8240
perthousand
‱
8241
uni2031
′
8242
minute
″
8243
second
‴
8244
uni2034
‵
8245
primereversed
‶
8246
uni2036
‷
8247
uni2037
‸
8248
uni2038
‹
8249
guilsinglleft
›
8250
guilsinglright
※
8251
uni203b
‼
8252
exclamdbl
‽
8253
uni203D
‾
8254
overline
‿
8255
uni203F
⁀
8256
uni2040
⁁
8257
uni2041
⁂
8258
uni2042
⁃
8259
uni2043
⁄
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
uni207A
⁻
8315
uni207B
⁼
8316
uni207C
⁽
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
uni208A
₋
8331
uni208B
₌
8332
uni208C
₍
8333
parenleftinferior
₎
8334
parenrightinferior
ₐ
8336
uni2090
ₑ
8337
uni2091
ₒ
8338
uni2092
ₓ
8339
uni2093
ₔ
8340
uni2094
₣
8355
franc
₤
8356
lira
₥
8357
uni20a5
₦
8358
uni20a6
₩
8361
uni20a9
₪
8362
afii57636
₫
8363
uni20ab
€
8364
Euro
₭
8365
uni20ad
₮
8366
uni20ae
₱
8369
uni20b1
₲
8370
uni20b2
₳
8371
uni20b3
₴
8372
uni20b4
₵
8373
uni20B5
₸
8376
uni20b8
₹
8377
indian_rupee
℀
8448
uni2100
℁
8449
uni2101
℃
8451
uni2103
℅
8453
uni2105
℆
8454
uni2106
ℇ
8455
uni2107
℉
8457
uni2109
ℎ
8462
planck
ℑ
8465
Ifraktur
ℒ
8466
uni2112
ℓ
8467
litre
№
8470
afii61352
℘
8472
weierstrass
ℜ
8476
Rfraktur
℠
8480
servicemark
℡
8481
uni2121
™
8482
trademark
Ω
8486
uni2126
℧
8487
uni2127
℩
8489
uni2129
K
8490
uni212A
Å
8491
uni212B
℮
8494
uni212e
Ⅎ
8498
uni2132
ℵ
8501
aleph
ℶ
8502
uni2136
ℷ
8503
uni2137
ℸ
8504
uni2138
℺
8506
uni213a
℻
8507
uni213b
⅁
8513
uni2141
⅂
8514
uni2142
⅃
8515
uni2143
⅄
8516
uni2144
⅋
8523
uni214b
⅍
8525
uni214d
ⅎ
8526
uni214e
⅓
8531
onethird
⅔
8532
twothirds
⅕
8533
uni2155
⅖
8534
uni2156
⅗
8535
uni2157
⅘
8536
uni2158
⅙
8537
uni2159
⅚
8538
uni215A
⅛
8539
oneeighth
⅜
8540
threeeighths
⅝
8541
fiveeighths
⅞
8542
seveneighths
⅟
8543
uni215F
←
8592
arrowleft
↑
8593
arrowup
→
8594
arrowright
↓
8595
arrowdown
↔
8596
arrowboth
↕
8597
uni2195
↖
8598
arrowupleft
↗
8599
arrowupright
↘
8600
arrowdownright
↙
8601
arrowdownleft
↤
8612
arrowbarleft
↥
8613
uni21a5
↦
8614
uni21a6
↧
8615
uni21a7
↹
8633
tableftright
↼
8636
harpoonleftbarbup
↽
8637
arrowleftbothalf
↾
8638
harpoonupright
↿
8639
harpoonupleft
⇀
8640
harpoonrightbarbup
⇁
8641
arrowrightbothalf
⇂
8642
harpoondownright
⇃
8643
harpoondownleft
⇄
8644
arrowrightoverleft
⇅
8645
updownarrows
⇆
8646
arrowleftoverright
⇇
8647
uni21c7
⇈
8648
dblarrowup
⇉
8649
uni21c9
⇊
8650
dblarrowdown
⇋
8651
harpoonleftright
⇌
8652
harpoonrightleft
⇐
8656
arrowdblleft
⇑
8657
uni21d1
⇒
8658
uni21d2
⇓
8659
uni21d3
⇔
8660
uni21d4
⇕
8661
uni21d5
∀
8704
universal
∁
8705
uni2201
∂
8706
partialdiff
∃
8707
existential
∄
8708
uni2204
∅
8709
emptyset
∆
8710
Delta.math
∇
8711
gradient
∈
8712
element
∉
8713
notelement
∊
8714
elementsmall
∋
8715
suchthat
∌
8716
notcontains
∍
8717
ownersmall
∎
8718
eop
∏
8719
product
∐
8720
coproduct
∑
8721
summation
−
8722
minus
∓
8723
minusplus
∔
8724
uni2214
∕
8725
divisionslash
∖
8726
uni2216
∗
8727
uni2217
∘
8728
ringoperator
∙
8729
bulletmath
√
8730
radical
∛
8731
cuberoot
∜
8732
fourthroot
∝
8733
proportional
∞
8734
infinity
∟
8735
orthogonal
∣
8739
divides
∥
8741
parallel
∧
8743
logicaland
∨
8744
logicalor
∩
8745
intersection
∪
8746
union
∫
8747
integral
∬
8748
integraldbl
∴
8756
therefore
∵
8757
because
∶
8758
ratio
∷
8759
proportion
∼
8764
similar
≈
8776
approxequal
≠
8800
notequal
≡
8801
equivalence
≤
8804
lessequal
≥
8805
greaterequal
⊂
8834
propersubset
⊃
8835
propersuperset
⊄
8836
notsubset
⊅
8837
notsuperset
⊆
8838
reflexsubset
⊇
8839
reflexsuperset
⊥
8869
perpendicular
⋂
8898
naryintersection
⋃
8899
naryunion
⌐
8976
revlogicalnot
〈
9001
angleleft
〉
9002
uni232a
␣
9251
blank
─
9472
SF100000
━
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
■
9632
filledbox
□
9633
H22073
▣
9635
uni25A3
▤
9636
uni25A4
▥
9637
uni25A5
▦
9638
uni25A6
▧
9639
uni25A7
▨
9640
uni25A8
▩
9641
uni25A9
▪
9642
H18543
▫
9643
H18551
▬
9644
filledrect
▭
9645
uni25AD
▮
9646
uni25AE
▯
9647
uni25AF
▰
9648
uni25B0
▱
9649
uni25B1
▲
9650
triagup
△
9651
uni25B3
▴
9652
uni25B4
▵
9653
uni25B5
▶
9654
uni25B6
▷
9655
uni25B7
▸
9656
uni25B8
▹
9657
uni25B9
►
9658
triagrt
▼
9660
triagdn
▽
9661
uni25BD
▾
9662
uni25BE
▿
9663
uni25BF
◀
9664
uni25C0
◁
9665
uni25C1
◂
9666
uni25C2
◃
9667
uni25C3
◄
9668
triaglf
◅
9669
uni25C5
◆
9670
uni25C6
◇
9671
uni25C7
◉
9673
uni25C9
◊
9674
lozenge
○
9675
circle
◍
9677
uni25CD
●
9679
H18533
◐
9680
uni25D0
◑
9681
uni25D1
◒
9682
uni25D2
◓
9683
uni25D3
◔
9684
uni25D4
◕
9685
uni25D5
◖
9686
uni25D6
◗
9687
uni25D7
◘
9688
invbullet
◙
9689
invcircle
◢
9698
uni25E2
◣
9699
uni25E3
◤
9700
uni25E4
◥
9701
uni25E5
◦
9702
openbullet
◧
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
☇
9735
uni2607
☈
9736
uni2608
☉
9737
uni2609
☰
9776
uni2630
☱
9777
uni2631
☲
9778
uni2632
☳
9779
uni2633
☴
9780
uni2634
☵
9781
uni2635
☶
9782
uni2636
☷
9783
uni2637
☹
9785
uni2639
☺
9786
smileface
☻
9787
invsmileface
♠
9824
spade
♡
9825
heartopen
♢
9826
diamondopen
♣
9827
club
♤
9828
spadesuitwhite
♥
9829
heart
♦
9830
diamond
♧
9831
clubsuitwhite
♩
9833
uni2669
♪
9834
musicalnote
♫
9835
musicalnotedbl
♬
9836
uni266C
♭
9837
uni266D
♮
9838
uni266E
♯
9839
uni266F
⸖
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
ff
64256
ff
fi
64257
fi
fl
64258
fl
יִ
64285
uniFB1D
ײַ
64287
yodyodpatahhebrew
ﬠ
64288
ayinaltonehebrew
שׁ
64298
shinshindothebrew
שׂ
64299
shinsindothebrew
שּׁ
64300
shindageshshindothebrew
שּׂ
64301
shindageshsindothebrew
אַ
64302
alefpatahhebrew
אָ
64303
alefqamatshebrew
אּ
64304
alefdageshhebrew
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
65529
unifff9
65530
unifffa
65531
unifffb

65532
unifffc
�
65533
uniFFFD
Range | Coverage | Percentage |
Alphabetic Presentation Forms | 39 / 80 | % |
Arrows | 38 / 112 | % |
Basic Latin | 95 / 128 | % |
Block Elements | 22 / 32 | % |
Box Drawing | 128 / 128 | % |
Combining Diacritical Marks | 112 / 112 | % |
Control Pictures | 1 / 64 | % |
Currency Symbols | 17 / 48 | % |
Cyrillic | 214 / 256 | % |
Cyrillic Supplement | 10 / 48 | % |
General Punctuation | 101 / 112 | % |
Geometric Shapes | 75 / 96 | % |
Georgian | 41 / 96 | % |
Greek and Coptic | 91 / 144 | % |
Hebrew | 52 / 112 | % |
IPA Extensions | 67 / 96 | % |
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 | 37 / 80 | % |
Mathematical Operators | 59 / 256 | % |
Miscellaneous Symbols | 29 / 256 | % |
Miscellaneous Technical | 3 / 256 | % |
Number Forms | 13 / 64 | % |
Spacing Modifier Letters | 80 / 80 | % |
Specials | 5 / 16 | % |
Superscripts and Subscripts | 34 / 48 | % |
Supplemental Punctuation | 15 / 128 | % |
Alphabetic Presentation Forms | 39 / 80 | % |
Arrows | 38 / 112 | % |
Basic Latin | 95 / 128 | % |
Block Elements | 22 / 32 | % |
Box Drawing | 128 / 128 | % |
Combining Diacritical Marks | 112 / 112 | % |
Control Pictures | 1 / 64 | % |
Currency Symbols | 17 / 48 | % |
Cyrillic | 214 / 256 | % |
Cyrillic Supplement | 10 / 48 | % |
General Punctuation | 101 / 112 | % |
Geometric Shapes | 75 / 96 | % |
Georgian | 41 / 96 | % |
Greek and Coptic | 91 / 144 | % |
Hebrew | 52 / 112 | % |
IPA Extensions | 67 / 96 | % |
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 | 37 / 80 | % |
Mathematical Operators | 59 / 256 | % |
Miscellaneous Symbols | 29 / 256 | % |
Miscellaneous Technical | 3 / 256 | % |
Number Forms | 13 / 64 | % |
Spacing Modifier Letters | 80 / 80 | % |
Specials | 5 / 16 | % |
Superscripts and Subscripts | 34 / 48 | % |
Supplemental Punctuation | 15 / 128 | % |
Alphabetic Presentation Forms | 39 / 80 | % |
Arrows | 38 / 112 | % |
Basic Latin | 95 / 128 | % |
Block Elements | 22 / 32 | % |
Box Drawing | 128 / 128 | % |
Combining Diacritical Marks | 112 / 112 | % |
Control Pictures | 1 / 64 | % |
Currency Symbols | 17 / 48 | % |
Cyrillic | 214 / 256 | % |
Cyrillic Supplement | 10 / 48 | % |
General Punctuation | 101 / 112 | % |
Geometric Shapes | 75 / 96 | % |
Georgian | 41 / 96 | % |
Greek and Coptic | 91 / 144 | % |
Hebrew | 52 / 112 | % |
IPA Extensions | 67 / 96 | % |
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 | 37 / 80 | % |
Mathematical Operators | 59 / 256 | % |
Miscellaneous Symbols | 29 / 256 | % |
Miscellaneous Technical | 3 / 256 | % |
Number Forms | 13 / 64 | % |
Spacing Modifier Letters | 80 / 80 | % |
Specials | 5 / 16 | % |
Superscripts and Subscripts | 34 / 48 | % |
Supplemental Punctuation | 15 / 128 | % |
Alphabetic Presentation Forms | 39 / 80 | % |
Arrows | 38 / 112 | % |
Basic Latin | 95 / 128 | % |
Block Elements | 22 / 32 | % |
Box Drawing | 128 / 128 | % |
Combining Diacritical Marks | 112 / 112 | % |
Control Pictures | 1 / 64 | % |
Currency Symbols | 17 / 48 | % |
Cyrillic | 214 / 256 | % |
Cyrillic Supplement | 10 / 48 | % |
General Punctuation | 101 / 112 | % |
Geometric Shapes | 75 / 96 | % |
Georgian | 41 / 96 | % |
Greek and Coptic | 91 / 144 | % |
Hebrew | 52 / 112 | % |
IPA Extensions | 67 / 96 | % |
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 | 37 / 80 | % |
Mathematical Operators | 59 / 256 | % |
Miscellaneous Symbols | 29 / 256 | % |
Miscellaneous Technical | 3 / 256 | % |
Number Forms | 13 / 64 | % |
Spacing Modifier Letters | 80 / 80 | % |
Specials | 5 / 16 | % |
Superscripts and Subscripts | 34 / 48 | % |
Supplemental Punctuation | 15 / 128 | % |
Alphabetic Presentation Forms | 39 / 80 | % |
Arrows | 38 / 112 | % |
Basic Latin | 95 / 128 | % |
Block Elements | 22 / 32 | % |
Box Drawing | 128 / 128 | % |
Combining Diacritical Marks | 112 / 112 | % |
Control Pictures | 1 / 64 | % |
Currency Symbols | 17 / 48 | % |
Cyrillic | 214 / 256 | % |
Cyrillic Supplement | 10 / 48 | % |
General Punctuation | 101 / 112 | % |
Geometric Shapes | 75 / 96 | % |
Georgian | 41 / 96 | % |
Greek and Coptic | 91 / 144 | % |
Hebrew | 52 / 112 | % |
IPA Extensions | 67 / 96 | % |
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 | 37 / 80 | % |
Mathematical Operators | 59 / 256 | % |
Miscellaneous Symbols | 29 / 256 | % |
Miscellaneous Technical | 3 / 256 | % |
Number Forms | 13 / 64 | % |
Spacing Modifier Letters | 80 / 80 | % |
Specials | 5 / 16 | % |
Superscripts and Subscripts | 34 / 48 | % |
Supplemental Punctuation | 15 / 128 | % |
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Other Font Attributes
Name | FreeMono |
Sub Family | Gras |
Unique ID | GNU: FreeMono Bold: 2012 |
Full Name | FreeMono Gras |
Copyright | Copyright 2002, 2003, 2005, 2008, 2009, 2010, 2012 GNU Freefont contributors. |
Version | Version 0412.2261 |
Postscript Name | FreeMonoBold |
Trademark | |
Manufacturer | GNU |
Designer | |
Vendor URL | https://savannah.gnu.org/projects/freefont/ |
License URL | http://www.gnu.org/copyleft/gpl.html |
Preferred Family | |
Preferred Subfamily | |