EBGaramond-Regular-lf-sc-lgr 0 255
'–' '' endash 0
'̯' '' uni032F 1
'' ''
'' ''
'' ''
'' ''
'ϛ' '' uni03DB 6
'ϛ' '' uni03DB 7
'ι' '' uni1FBE 8
'ᾼ' '' uni1FBC 9
'ῌ' '' uni1FCC 10
'ῼ' '' uni1FFC 11
'Α' '' Alpha 12
'Ϋ' '' Upsilondieresis 13
'α' '' alpha.sc 14
'ϋ' '' upsilondieresis.sc 15
'̖' '' uni0316 16
'̗' '' uni0317 17
'' ''
'ϙ' '' uni03D9 19
'̮' '' uni032E 20
'' ''
'' ''
'' ''
'€' '' Euro 24
'‰' '' perthousand 25
'ə' '' uni0259 26
'ϡ' '' uni03E1 27
'‘' '' quoteleft 28
'’' '' quoteright 29
'˘' '' breve 30
'¯' '' macron.sc 31
'῁' '' uni1FC1 32
'!' '' exclam.sc 33
'¨' '' dieresis.sc 34
'΅' '' dieresistonos 35
'῭' '' uni1FED 36
'%' '' percent.sc 37
'·' '' periodcentered.sc 38
'΄' '' tonos 39
'(' '' parenleft.sc 40
')' '' parenright.sc 41
'*' '' asterisk.sc 42
'+' '' plus.sc 43
',' '' comma.sc 44
'-' '' hyphen.sc 45
'.' '' period.sc 46
'/' '' slash.sc 47
'0' '' zero.lf 48
'1' '' one.lf 49
'2' '' two.lf 50
'3' '' three.lf 51
'4' '' four.lf 52
'5' '' five.lf 53
'6' '' six.lf 54
'7' '' seven.lf 55
'8' '' eight.lf 56
'9' '' nine.lf 57
':' '' colon.sc 58
'·' '' anoteleia 59
'῾' '' uni1FFE 60
'
' '' equal.sc 61
'᾿' '' uni1FBF 62
';' '' semicolon.sc 63
'῟' '' uni1FDF 64
'Α' '' Alpha 65
'Β' '' Beta 66
'῝' '' uni1FDD 67
'∆' '' uni2206 68
'Ε' '' Epsilon 69
'Φ' '' Phi 70
'Γ' '' Gamma 71
'Η' '' Eta 72
'Ι' '' Iota 73
'Θ' '' Theta 74
'Κ' '' Kappa 75
'Λ' '' Lambda 76
'Μ' '' Mu 77
'Ν' '' Nu 78
'Ο' '' Omicron 79
'Π' '' Pi 80
'Χ' '' Chi 81
'Ρ' '' Rho 82
'Σ' '' Sigma 83
'Τ' '' Tau 84
'Υ' '' Upsilon 85
'῞' '' uni1FDE 86
'Ω' '' uni2126 87
'Ξ' '' Xi 88
'Ψ' '' Psi 89
'Ζ' '' Zeta 90
'[' '' bracketleft.sc 91
'῏' '' uni1FCF 92
']' '' bracketright.sc 93
'῎' '' uni1FCE 94
'῍' '' uni1FCD 95
'`' '' uni1FEF 96
'α' '' alpha.sc 97
'β' '' beta.sc 98
'ς' '' uni03C2.sc 99
'δ' '' delta.sc 100
'ε' '' epsilon.sc 101
'ϕ' '' uni03D5 102
'γ' '' gamma.sc 103
'η' '' eta.sc 104
'ι' '' iota.sc 105
'θ' '' theta.sc 106
'κ' '' kappa.sc 107
'λ' '' lambda.sc 108
'µ' '' uni00B5 109
'ν' '' nu.sc 110
'ο' '' omicron.sc 111
'π' '' pi.sc 112
'χ' '' chi.sc 113
'ρ' '' rho.sc 114
'σ' '' sigma.sc 115
'τ' '' tau.sc 116
'υ' '' upsilon.sc 117
'‌' '' uni200C 118
'ω' '' omega.sc 119
'ξ' '' xi.sc 120
'ψ' '' psi.sc 121
'ζ' '' zeta.sc 122
'«' '' guillemotleft.sc 123
'ͺ' '' uni037A 124
'»' '' guillemotright.sc 125
'῀' '' uni1FC0 126
'—' '' emdash 127
'ὰ' '' uni1F70 128
'ἁ' '' uni1F01 129
'ἀ' '' uni1F00 130
'ἃ' '' uni1F03 131
'ᾲ' '' uni1FB2 132
'ᾁ' '' uni1F81 133
'ᾀ' '' uni1F80 134
'ᾃ' '' uni1F83 135
'ά' '' alphatonos.sc 136
'ἅ' '' uni1F05 137
'ἄ' '' uni1F04 138
'ἂ' '' uni1F02 139
'ᾴ' '' uni1FB4 140
'ᾅ' '' uni1F85 141
'ᾄ' '' uni1F84 142
'ᾂ' '' uni1F82 143
'ᾶ' '' uni1FB6 144
'ἇ' '' uni1F07 145
'ἆ' '' uni1F06 146
'ϝ' '' uni03DD 147
'ᾷ' '' uni1FB7 148
'ᾇ' '' uni1F87 149
'ᾆ' '' uni1F86 150
'Ό' '' Omicrontonos 151
'ὴ' '' uni1F74 152
'ἡ' '' uni1F21 153
'ἠ' '' uni1F20 154
'Ί' '' Iotatonos 155
'ῂ' '' uni1FC2 156
'ᾑ' '' uni1F91 157
'ᾐ' '' uni1F90 158
'Ή' '' Etatonos 159
'ή' '' etatonos.sc 160
'ἥ' '' uni1F25 161
'ἤ' '' uni1F24 162
'ἣ' '' uni1F23 163
'ῄ' '' uni1FC4 164
'ᾕ' '' uni1F95 165
'ᾔ' '' uni1F94 166
'ᾓ' '' uni1F93 167
'ῆ' '' uni1FC6 168
'ἧ' '' uni1F27 169
'ἦ' '' uni1F26 170
'ἢ' '' uni1F22 171
'ῇ' '' uni1FC7 172
'ᾗ' '' uni1F97 173
'ᾖ' '' uni1F96 174
'ᾒ' '' uni1F92 175
'ὼ' '' uni1F7C 176
'ὡ' '' uni1F61 177
'ὠ' '' uni1F60 178
'ὣ' '' uni1F63 179
'ῲ' '' uni1FF2 180
'ᾡ' '' uni1FA1 181
'ᾠ' '' uni1FA0 182
'ᾣ' '' uni1FA3 183
'ώ' '' omegatonos.sc 184
'ὥ' '' uni1F65 185
'ὤ' '' uni1F64 186
'ὢ' '' uni1F62 187
'ῴ' '' uni1FF4 188
'ᾥ' '' uni1FA5 189
'ᾤ' '' uni1FA4 190
'ᾢ' '' uni1FA2 191
'ῶ' '' uni1FF6 192
'ὧ' '' uni1F67 193
'ὦ' '' uni1F66 194
'Ϝ' '' uni03DC 195
'ῷ' '' uni1FF7 196
'ᾧ' '' uni1FA7 197
'ᾦ' '' uni1FA6 198
'Έ' '' Epsilontonos 199
'ὶ' '' uni1F76 200
'ἱ' '' uni1F31 201
'ἰ' '' uni1F30 202
'ἳ' '' uni1F33 203
'ὺ' '' uni1F7A 204
'ὑ' '' uni1F51 205
'ὐ' '' uni1F50 206
'ὓ' '' uni1F53 207
'ί' '' iotatonos.sc 208
'ἵ' '' uni1F35 209
'ἴ' '' uni1F34 210
'ἲ' '' uni1F32 211
'ύ' '' upsilontonos.sc 212
'ὕ' '' uni1F55 213
'ὔ' '' uni1F54 214
'ὒ' '' uni1F52 215
'ῖ' '' uni1FD6 216
'ἷ' '' uni1F37 217
'ἶ' '' uni1F36 218
'Ϊ' '' Iotadieresis 219
'ῦ' '' uni1FE6 220
'ὗ' '' uni1F57 221
'ὖ' '' uni1F56 222
'Ϋ' '' Upsilondieresis 223
'ὲ' '' uni1F72 224
'ἑ' '' uni1F11 225
'ἐ' '' uni1F10 226
'ἓ' '' uni1F13 227
'ὸ' '' uni1F78 228
'ὁ' '' uni1F41 229
'ὀ' '' uni1F40 230
'ὃ' '' uni1F43 231
'έ' '' epsilontonos.sc 232
'ἕ' '' uni1F15 233
'ἔ' '' uni1F14 234
'ἒ' '' uni1F12 235
'ό' '' omicrontonos.sc 236
'ὅ' '' uni1F45 237
'ὄ' '' uni1F44 238
'ὂ' '' uni1F42 239
'ϊ' '' iotadieresis.sc 240
'ῒ' '' uni1FD2 241
'ΐ' '' iotadieresistonos.sc 242
'ῗ' '' uni1FD7 243
'ϋ' '' upsilondieresis.sc 244
'ῢ' '' uni1FE2 245
'ΰ' '' upsilondieresistonos.sc 246
'ῧ' '' uni1FE7 247
'ᾳ' '' uni1FB3 248
'ῃ' '' uni1FC3 249
'ῳ' '' uni1FF3 250
'ῥ' '' uni1FE5 251
'ῤ' '' uni1FE4 252
'Ά' '' Alphatonos 253
'ʹ' '' uni0374 254
'͵' '' uni0375 255
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