Abyssinica SIL Regular

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Abyssinica SIL Regular

by Victor Gaultney and Lorna Priest , 987 Glyphs, Uploaded Date: Dec 18, 2014

This font supports 495 Ethiopic characters and over 240 Latin characters from the Unicode 6.0 standard, as well as over 125 Private Use Area (PUA) characters. In total, 987 glyphs are included. This font supports various advanced typographic capabilities using the Graphite and OpenType font technologies. Auto placement of diacritics (one level only) on Ethiopic syllables only (not on Latin characters) Kerning of almost 200 pairs of Ethiopic syllables Stylistic Sets or Graphite features These capabilities are available in any application that supports the Graphite technology. They are also available via the OpenType technology, though this requires applications that provide a sufficient level of support for OpenType features. Currently, the only applications that adequately support the Stylistic Sets are Word 2010 and InDesign CS4+.

Abyssinica SIL Regular Preview
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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Unicode map of font Abyssinica SIL Regular

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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
NoBreakSpace
¡
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
uni00AD
®
174
registered
¯
175
macron
°
176
degree
±
177
plusminus
²
178
twosuperior
³
179
threesuperior
´
180
acute
µ
181
mu

182
paragraph
·
183
periodcentered
¸
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
germandbls
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
ı
305
dotlessi
Œ
338
OE
œ
339
oe
Š
352
Scaron
š
353
scaron
Ÿ
376
Ydieresis
Ž
381
Zcaron
ž
382
zcaron
ƒ
402
florin
ˆ
710
circumflex
ˇ
711
caron
˘
728
breve
˙
729
dotaccent
˚
730
ring
˛
731
ogonek
˜
732
tilde
˝
733
hungarumlaut
̀
768
gravecomb
́
769
acutecomb
̂
770
uni0302
̃
771
tildecomb
̄
772
uni0304
̇
775
uni0307
̈
776
uni0308
̋
779
uni030B
̌
780
uni030C
̏
783
uni030F
π
960
pi

4608
uni1200

4609
uni1201

4610
uni1202

4611
uni1203

4612
uni1204

4613
uni1205

4614
uni1206

4615
uni1207

4616
uni1208

4617
uni1209

4618
uni120A

4619
uni120B

4620
uni120C

4621
uni120D

4622
uni120E

4623
uni120F

4624
uni1210

4625
uni1211

4626
uni1212

4627
uni1213

4628
uni1214

4629
uni1215

4630
uni1216

4631
uni1217

4632
uni1218

4633
uni1219

4634
uni121A

4635
uni121B

4636
uni121C

4637
uni121D

4638
uni121E

4639
uni121F

4640
uni1220

4641
uni1221

4642
uni1222

4643
uni1223

4644
uni1224

4645
uni1225

4646
uni1226

4647
uni1227

4648
uni1228

4649
uni1229

4650
uni122A

4651
uni122B

4652
uni122C

4653
uni122D

4654
uni122E

4655
uni122F

4656
uni1230

4657
uni1231

4658
uni1232

4659
uni1233

4660
uni1234

4661
uni1235

4662
uni1236

4663
uni1237

4664
uni1238

4665
uni1239

4666
uni123A

4667
uni123B

4668
uni123C

4669
uni123D

4670
uni123E

4671
uni123F

4672
uni1240

4673
uni1241

4674
uni1242

4675
uni1243

4676
uni1244

4677
uni1245

4678
uni1246

4679
uni1247

4680
uni1248

4682
uni124A

4683
uni124B

4684
uni124C

4685
uni124D

4688
uni1250

4689
uni1251

4690
uni1252

4691
uni1253

4692
uni1254

4693
uni1255

4694
uni1256

4696
uni1258

4698
uni125A

4699
uni125B

4700
uni125C

4701
uni125D

4704
uni1260

4705
uni1261

4706
uni1262

4707
uni1263

4708
uni1264

4709
uni1265

4710
uni1266

4711
uni1267

4712
uni1268

4713
uni1269

4714
uni126A

4715
uni126B

4716
uni126C

4717
uni126D

4718
uni126E

4719
uni126F

4720
uni1270

4721
uni1271

4722
uni1272

4723
uni1273

4724
uni1274

4725
uni1275

4726
uni1276

4727
uni1277

4728
uni1278

4729
uni1279

4730
uni127A

4731
uni127B

4732
uni127C

4733
uni127D

4734
uni127E

4735
uni127F

4736
uni1280

4737
uni1281

4738
uni1282

4739
uni1283

4740
uni1284

4741
uni1285

4742
uni1286

4743
uni1287

4744
uni1288

4746
uni128A

4747
uni128B

4748
uni128C

4749
uni128D

4752
uni1290

4753
uni1291

4754
uni1292

4755
uni1293

4756
uni1294

4757
uni1295

4758
uni1296

4759
uni1297

4760
uni1298

4761
uni1299

4762
uni129A

4763
uni129B

4764
uni129C

4765
uni129D

4766
uni129E

4767
uni129F

4768
uni12A0

4769
uni12A1

4770
uni12A2

4771
uni12A3

4772
uni12A4

4773
uni12A5

4774
uni12A6

4775
uni12A7

4776
uni12A8

4777
uni12A9

4778
uni12AA

4779
uni12AB

4780
uni12AC

4781
uni12AD

4782
uni12AE

4783
uni12AF

4784
uni12B0

4786
uni12B2

4787
uni12B3

4788
uni12B4

4789
uni12B5

4792
uni12B8

4793
uni12B9

4794
uni12BA

4795
uni12BB

4796
uni12BC

4797
uni12BD

4798
uni12BE

4800
uni12C0

4802
uni12C2

4803
uni12C3

4804
uni12C4

4805
uni12C5

4808
uni12C8

4809
uni12C9

4810
uni12CA

4811
uni12CB

4812
uni12CC

4813
uni12CD

4814
uni12CE

4815
uni12CF

4816
uni12D0

4817
uni12D1

4818
uni12D2

4819
uni12D3

4820
uni12D4

4821
uni12D5

4822
uni12D6

4824
uni12D8

4825
uni12D9

4826
uni12DA

4827
uni12DB

4828
uni12DC

4829
uni12DD

4830
uni12DE

4831
uni12DF

4832
uni12E0

4833
uni12E1

4834
uni12E2

4835
uni12E3

4836
uni12E4

4837
uni12E5

4838
uni12E6

4839
uni12E7

4840
uni12E8

4841
uni12E9

4842
uni12EA

4843
uni12EB

4844
uni12EC

4845
uni12ED

4846
uni12EE

4847
uni12EF

4848
uni12F0

4849
uni12F1

4850
uni12F2

4851
uni12F3

4852
uni12F4

4853
uni12F5

4854
uni12F6

4855
uni12F7

4856
uni12F8

4857
uni12F9

4858
uni12FA

4859
uni12FB

4860
uni12FC

4861
uni12FD

4862
uni12FE

4863
uni12FF

4864
uni1300

4865
uni1301

4866
uni1302

4867
uni1303

4868
uni1304

4869
uni1305

4870
uni1306

4871
uni1307

4872
uni1308

4873
uni1309

4874
uni130A

4875
uni130B

4876
uni130C

4877
uni130D

4878
uni130E

4879
uni130F

4880
uni1310

4882
uni1312

4883
uni1313

4884
uni1314

4885
uni1315

4888
uni1318

4889
uni1319

4890
uni131A

4891
uni131B

4892
uni131C

4893
uni131D

4894
uni131E

4895
uni131F

4896
uni1320

4897
uni1321

4898
uni1322

4899
uni1323

4900
uni1324

4901
uni1325

4902
uni1326

4903
uni1327

4904
uni1328

4905
uni1329

4906
uni132A

4907
uni132B

4908
uni132C

4909
uni132D

4910
uni132E

4911
uni132F

4912
uni1330

4913
uni1331

4914
uni1332

4915
uni1333

4916
uni1334

4917
uni1335

4918
uni1336

4919
uni1337

4920
uni1338

4921
uni1339

4922
uni133A

4923
uni133B

4924
uni133C

4925
uni133D

4926
uni133E

4927
uni133F

4928
uni1340

4929
uni1341

4930
uni1342

4931
uni1343

4932
uni1344

4933
uni1345

4934
uni1346

4935
uni1347

4936
uni1348

4937
uni1349

4938
uni134A

4939
uni134B

4940
uni134C

4941
uni134D

4942
uni134E

4943
uni134F

4944
uni1350

4945
uni1351

4946
uni1352

4947
uni1353

4948
uni1354

4949
uni1355

4950
uni1356

4951
uni1357

4952
uni1358

4953
uni1359

4954
uni135A

4957
uni135D

4958
uni135E

4959
uni135F

4960
uni1360

4961
uni1361

4962
uni1362

4963
uni1363

4964
uni1364

4965
uni1365

4966
uni1366

4967
uni1367

4968
uni1368

4969
uni1369

4970
uni136A

4971
uni136B

4972
uni136C

4973
uni136D

4974
uni136E

4975
uni136F

4976
uni1370

4977
uni1371

4978
uni1372

4979
uni1373

4980
uni1374

4981
uni1375

4982
uni1376

4983
uni1377

4984
uni1378

4985
uni1379

4986
uni137A

4987
uni137B

4988
uni137C

4992
uni1380

4993
uni1381

4994
uni1382

4995
uni1383

4996
uni1384

4997
uni1385

4998
uni1386

4999
uni1387

5000
uni1388

5001
uni1389

5002
uni138A

5003
uni138B

5004
uni138C

5005
uni138D

5006
uni138E

5007
uni138F

5008
uni1390

5009
uni1391

5010
uni1392

5011
uni1393

5012
uni1394

5013
uni1395

5014
uni1396

5015
uni1397

5016
uni1398

5017
uni1399
 
8192
uni2000

8193
uni2001

8194
uni2002

8195
uni2003

8196
uni2004

8197
uni2005

8198
uni2006

8199
uni2007

8200
uni2008

8201
uni2009

8202
uni200A

8203
uni200B

8204
uni200C

8205
uni200D

8206
uni200E

8207
uni200F

8208
uni2010

8209
uni2011

8210
figuredash

8211
endash

8212
emdash

8213
uni2015

8216
quoteleft

8217
quoteright

8218
quotesinglbase

8220
quotedblleft

8221
quotedblright

8222
quotedblbase

8224
dagger

8225
daggerdbl

8226
bullet

8230
ellipsis

8231
uni2027

8232
uni2028

8233
uni2029

8234
uni202A

8235
uni202B

8236
uni202C

8237
uni202D

8238
uni202E

8239
uni202F

8240
perthousand

8249
guilsinglleft

8250
guilsinglright

8251
uni203B

8260
fraction

8288
uni2060

8304
zerosuperior

8308
foursuperior

8309
fivesuperior

8310
sixsuperior

8311
sevensuperior

8312
eightsuperior

8313
ninesuperior

8364
Euro

8482
uni2122

8486
Omega

8706
partialdiff

8709
emptyset

8710
Delta

8719
product

8721
summation

8729
uni2219

8730
radical

8734
infinity

8747
integral

8776
approxequal

8800
notequal

8804
lessequal

8805
greaterequal

9676
uni25CC

10003
uni2713

11648
uni2D80

11649
uni2D81

11650
uni2D82

11651
uni2D83

11652
uni2D84

11653
uni2D85

11654
uni2D86

11655
uni2D87

11656
uni2D88

11657
uni2D89

11658
uni2D8A

11659
uni2D8B

11660
uni2D8C

11661
uni2D8D

11662
uni2D8E

11663
uni2D8F

11664
uni2D90

11665
uni2D91

11666
uni2D92

11667
uni2D93

11668
uni2D94

11669
uni2D95

11670
uni2D96

11680
uni2DA0

11681
uni2DA1

11682
uni2DA2

11683
uni2DA3

11684
uni2DA4

11685
uni2DA5

11686
uni2DA6

11688
uni2DA8

11689
uni2DA9

11690
uni2DAA

11691
uni2DAB

11692
uni2DAC

11693
uni2DAD

11694
uni2DAE

11696
uni2DB0

11697
uni2DB1

11698
uni2DB2

11699
uni2DB3

11700
uni2DB4

11701
uni2DB5

11702
uni2DB6

11704
uni2DB8

11705
uni2DB9

11706
uni2DBA

11707
uni2DBB

11708
uni2DBC

11709
uni2DBD

11710
uni2DBE

11712
uni2DC0

11713
uni2DC1

11714
uni2DC2

11715
uni2DC3

11716
uni2DC4

11717
uni2DC5

11718
uni2DC6

11720
uni2DC8

11721
uni2DC9

11722
uni2DCA

11723
uni2DCB

11724
uni2DCC

11725
uni2DCD

11726
uni2DCE

11728
uni2DD0

11729
uni2DD1

11730
uni2DD2

11731
uni2DD3

11732
uni2DD4

11733
uni2DD5

11734
uni2DD6

11736
uni2DD8

11737
uni2DD9

11738
uni2DDA

11739
uni2DDB

11740
uni2DDC

11741
uni2DDD

11742
uni2DDE

43777
uniAB01

43778
uniAB02

43779
uniAB03

43780
uniAB04

43781
uniAB05

43782
uniAB06

43785
uniAB09

43786
uniAB0A

43787
uniAB0B

43788
uniAB0C

43789
uniAB0D

43790
uniAB0E

43793
uniAB11

43794
uniAB12

43795
uniAB13

43796
uniAB14

43797
uniAB15

43798
uniAB16

43808
uniAB20

43809
uniAB21

43810
uniAB22

43811
uniAB23

43812
uniAB24

43813
uniAB25

43814
uniAB26

43816
uniAB28

43817
uniAB29

43818
uniAB2A

43819
uniAB2B

43820
uniAB2C

43821
uniAB2D

43822
uniAB2E

57377
uni1383.sebLes

57385
uni1387.sebLes

57393
uni138B.sebLes

57401
uni138F.sebLes

57408
uni124D.seb2

57409
uni12B5.seb2

57410
uni12C5.seb2

57411
uni1315.seb2

57448
uniE068

57449
uniE069

57450
uniE06A

57451
uniE06B

57452
uniE06C

57453
uniE06D

57454
uniE06E

57456
uniE070

57457
uniE071

57458
uniE072

57856
uni1288.seb1

57858
uni128A.seb1

57859
uni128B.seb1

57860
uni128C.seb1

57861
uni128D.seb1

57879
uniE217

57895
uniE227

57904
uniE230

57935
uniE24F

57943
uniE257

57951
uniE25F

57967
uniE26F

58000
uni1298.gumuz

58001
uni1299.gumuz

58002
uni129A.gumuz

58003
uni129B.gumuz

58004
uni129C.gumuz

58005
uni129D.gumuz

58006
uni129E.gumuz

58024
uniE2A8

58025
uniE2A9

58026
uniE2AA

58027
uniE2AB

58028
uniE2AC

58029
uniE2AD

58030
uniE2AE

58039
uniE2B7

58047
uniE2BF

58071
uniE2D7

58072
uniE2D8

58087
uniE2E7

58104
uniE2F8

58131
uni1313.seb0

58136
uni1318.alt1

58137
uni1319.alt1

58138
uni131A.alt1

58139
uni131B.alt1

58140
uni131C.alt1

58141
uni131D.alt1

58142
uni131E.alt1

58143
uni1287.alt3

58175
uniE33F

58179
uni133F.oldstyle

58191
uniE34F

58224
uniE370

58225
uniE371

58226
uniE372

58227
uniE373

58228
uniE374

58229
uniE375

58230
uniE376

58234
uniE37A

58235
uniE37B

58236
uniE37C

58237
uniE37D

58238
uniE37E

58239
uniE37F

58240
uni12F8.oromo

58241
uni12F9.oromo

58242
uni12FA.oromo

58243
uni12FB.oromo

58244
uni12FC.oromo

58245
uni12FD.oromo

58246
uni12FE.oromo

58368
uni1297.oldstyle

58369
uni1313.oldstyle

58370
uni12E5.oldstyle

58371
uni12C3.oldstyle

58372
uni131F.type

58373
uni138A.trad

58374
uniE406

58376
uni1362.alt2

58384
uni1381.seb3

58385
uni124A.seb3

58386
uni1385.seb3

58387
uni12B2.seb3

58388
uni1312.seb3

58389
uni138D.seb3

58390
uni12C2.seb3

58512
uni134F.oldstyle

58513
uniE491

58514
uni129F.gumuz

58515
uniE493

58516
uniE494

58518
uniE496

58520
uni1381.sebLes

58521
uni1383.seb4

58522
uniE49A

58524
uniE49C

58525
uniE49D

58526
uniE49E

58624
uniE500

58625
uniE501

58626
uniE502

58632
uniE508

58633
uniE509

58634
uniE50A

58639
uniE50F

58640
uniE510

58641
uniE511

58642
uniE512

58643
uniE513

58644
uniE514

58645
uniE515

58646
uniE516

58647
uniE517

58648
uniE518

58649
uniE519

58650
uniE51A

58651
uniE51B

58652
uniE51C

58653
uniE51D

58654
uniE51E

58655
uniE51F

58656
uniE520

58657
uniE521

58658
uniE522

58664
uniE528

58665
uniE529

64257
fi

64258
fl

65024
uniFE00

65025
uniFE01

65026
uniFE02

65027
uniFE03

65028
uniFE04

65029
uniFE05

65030
uniFE06

65031
uniFE07

65032
uniFE08

65033
uniFE09

65034
uniFE0A

65035
uniFE0B

65036
uniFE0C

65037
uniFE0D

65038
uniFE0E

65039
uniFE0F

65279
uniFEFF

65532
uniFFFC

65533
uniFFFD
RangeCoveragePercentage
Alphabetic Presentation Forms 2 / 80 %
Arabic Presentation Forms-B 1 / 144 %
Basic Latin 95 / 128 %
Combining Diacritical Marks 10 / 112 %
Currency Symbols 1 / 48 %
Dingbats 1 / 192 %
Ethiopic 358 / 384 %
Ethiopic Extended 79 / 96 %
Ethiopic Extended-A 32 / 48 %
Ethiopic Supplement 26 / 32 %
General Punctuation 47 / 112 %
Geometric Shapes 1 / 96 %
Greek and Coptic 1 / 144 %
Latin Extended-A 8 / 128 %
Latin Extended-B 1 / 208 %
Latin-1 Supplement 96 / 128 %
Letterlike Symbols 2 / 80 %
Mathematical Operators 13 / 256 %
Private Use Area 137 / 6400 %
Spacing Modifier Letters 8 / 80 %
Specials 2 / 16 %
Superscripts and Subscripts 7 / 48 %
Variation Selectors 16 / 16 %

If you want to use this font in your website, add the following line to the header section of the page.

         <link rel="stylesheet" media="screen" href="https://everythingfonts.com/font/face/s7Q6os__TbQ5I05jbUAtaweF" type="text/css"/>
       

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Once you include the above line you can use the font in your style elements, like this...

            p {
                font-family: 'AbyssinicaSILR';
                font-size: 1.2 em;
                color: #333;
            }
       
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This Font Software is Copyright (c) 2000-2010, SIL International (http://scripts.sil.org/) with Reserved Font Names "Abyssinica" and "SIL".

This Font Software is licensed under the SIL Open Font License, Version 1.1. This license is copied below, and is also available with a FAQ at: http://scripts.sil.org/OFL


-----------------------------------------------------------
SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007
-----------------------------------------------------------

PREAMBLE
The goals of the Open Font License (OFL) are to stimulate worldwide development of collaborative font projects, to support the font creation efforts of academic and linguistic communities, and to provide a free and open framework in which fonts may be shared and improved in partnership with others.

The OFL allows the licensed fonts to be used, studied, modified and redistributed freely as long as they are not sold by themselves. The fonts, including any derivative works, can be bundled, embedded, redistributed and/or sold with any software provided that any reserved names are not used by derivative works. The fonts and derivatives, however, cannot be released under any other type of license. The requirement for fonts to remain under this license does not apply to any document created using the fonts or their derivatives.

DEFINITIONS
"Font Software" refers to the set of files released by the Copyright Holder(s) under this license and clearly marked as such. This may include source files, build scripts and documentation.

"Reserved Font Name" refers to any names specified as such after the copyright statement(s).

"Original Version" refers to the collection of Font Software components as distributed by the Copyright Holder(s).

"Modified Version" refers to any derivative made by adding to, deleting, or substituting -- in part or in whole -- any of the components of the Original Version, by changing formats or by porting the Font Software to a new environment.

"Author" refers to any designer, engineer, programmer, technical writer or other person who contributed to the Font Software.

PERMISSION & CONDITIONS
Permission is hereby granted, free of charge, to any person obtaining a copy of the Font Software, to use, study, copy, merge, embed, modify, redistribute, and sell modified and unmodified copies of the Font Software, subject to the following conditions:

1) Neither the Font Software nor any of its individual components, in Original or Modified Versions, may be sold by itself.

2) Original or Modified Versions of the Font Software may be bundled, redistributed and/or sold with any software, provided that each copy contains the above copyright notice and this license. These can be included either as stand-alone text files, human-readable headers or in the appropriate machine-readable metadata fields within text or binary files as long as those fields can be easily viewed by the user.

3) No Modified Version of the Font Software may use the Reserved Font Name(s) unless explicit written permission is granted by the corresponding Copyright Holder. This restriction only applies to the primary font name as presented to the users.

4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font Software shall not be used to promote, endorse or advertise any Modified Version, except to acknowledge the contribution(s) of the Copyright Holder(s) and the Author(s) or with their explicit written permission.

5) The Font Software, modified or unmodified, in part or in whole, must be distributed entirely under this license, and must not be distributed under any other license. The requirement for fonts to remain under this license does not apply to any document created using the Font Software.

TERMINATION
This license becomes null and void if any of the above conditions are not met.

DISCLAIMER
THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM OTHER DEALINGS IN THE FONT SOFTWARE.

Other Font Attributes

NameAbyssinica SIL
Sub FamilyRegular
Unique IDSILInternational: Abyssinica SIL: 2010
Full NameAbyssinica SIL
CopyrightCopyright (c) 2000-2010 by SIL International. All rights reserved.
VersionVersion 1.200
Postscript NameAbyssinicaSIL
TrademarkAbyssinica SIL is a trademark of SIL International.
ManufacturerSIL International
DesignerVictor Gaultney and Lorna Priest
Vendor URLhttp://scripts.sil.org
License URLhttp://scripts.sil.org/OFL
Preferred Family
Preferred Subfamily

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