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Shift-JIS (hex) Codepoint (hex) Codepoint (dec) UTF8 Hex Code UTF8 String Description Eng. Definition Pronunciation
 
Glyph Entry Key: 

"Top-level" is the first Hex digit of the desired chunk. "Next-level" is the second Hex digit. "Last-level" is the third.
Put "00" after that and you have the starting point in Hex; e.g.: 1C800 through 1C8FF if Top, Next, and Last are 1, C, and 8.
Characters in RED have been combined with another character because they're combining forms.
Unicode Hex
UTF-8 Hex
Shift-JIS Hex
Decimal Code
X
Top-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F Page/Subpage:
Next-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F ED1000 - ED1FFF (15,536,128 - 15,540,223)
Last-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F ED1200 - ED12FF (15,536,640 - 15,536,895)
Block Nav: 
Previous (0xED1100)

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Click on a character to copy it to the Unisearch Clipboard.
Click a character's Hex Codepoint (top row) to see its details.
Printer-Friendly Version

ED1200

None
�

ED1201

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ED1202

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ED1203

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ED1204

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ED1205

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ED1206

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ED1207

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ED1208

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ED1209

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ED120A

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ED120B

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ED120C

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ED120D

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ED120E

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ED120F

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ED1210

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ED1211

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ED1212

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ED1213

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ED1214

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ED1215

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ED1216

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ED1217

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ED1218

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ED1219

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ED121A

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ED121B

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ED121C

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ED121D

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ED121E

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ED121F

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ED1220

None
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ED1221

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ED1222

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ED1223

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ED1224

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ED1225

None
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ED1226

None
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ED1227

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ED1228

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ED1229

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ED122A

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ED122B

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ED122C

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ED122D

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ED122E

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ED122F

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ED1230

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ED1231

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ED1232

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ED1233

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ED1234

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ED1235

None
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ED1236

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ED1237

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ED1238

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ED1239

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ED123A

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ED123B

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ED123C

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ED123D

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ED123E

None
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ED123F

None
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ED1240

None
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ED1241

None
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ED1242

None
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ED1243

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ED1244

None
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ED1245

None
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ED1246

None
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ED1247

None
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ED1248

None
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ED1249

None
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ED124A

None
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ED124B

None
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ED124C

None
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ED124D

None
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ED124E

None
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ED124F

None
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ED1250

None
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ED1251

None
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ED1252

None
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ED1253

None
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ED1254

None
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ED1255

None
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ED1256

None
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ED1257

None
�

ED1258

None
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ED1259

None
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ED125A

None
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ED125B

None
�

ED125C

None
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ED125D

None
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ED125E

None
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ED125F

None
�

ED1260

None
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ED1261

None
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ED1262

None
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ED1263

None
�

ED1264

None
�

ED1265

None
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ED1266

None
�

ED1267

None
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ED1268

None
�

ED1269

None
�

ED126A

None
�

ED126B

None
�

ED126C

None
�

ED126D

None
�

ED126E

None
�

ED126F

None
�

ED1270

None
�

ED1271

None
�

ED1272

None
�

ED1273

None
�

ED1274

None
�

ED1275

None
�

ED1276

None
�

ED1277

None
�

ED1278

None
�

ED1279

None
�

ED127A

None
�

ED127B

None
�

ED127C

None
�

ED127D

None
�

ED127E

None
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ED127F

None
�

ED1280

None
�

ED1281

None
�

ED1282

None
�

ED1283

None
�

ED1284

None
�

ED1285

None
�

ED1286

None
�

ED1287

None
�

ED1288

None
�

ED1289

None
�

ED128A

None
�

ED128B

None
�

ED128C

None
�

ED128D

None
�

ED128E

None
�

ED128F

None
�

ED1290

None
�

ED1291

None
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ED1292

None
�

ED1293

None
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ED1294

None
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ED1295

None
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ED1296

None
�

ED1297

None
�

ED1298

None
�

ED1299

None
�

ED129A

None
�

ED129B

None
�

ED129C

None
�

ED129D

None
�

ED129E

None
�

ED129F

None
�

ED12A0

None
�

ED12A1

None
�

ED12A2

None
�

ED12A3

None
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ED12A4

None
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ED12A5

None
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ED12A6

None
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ED12A7

None
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ED12A8

None
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ED12A9

None
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ED12AA

None
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ED12AB

None
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ED12AC

None
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ED12AD

None
�

ED12AE

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ED12AF

None
�

ED12B0

None
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ED12B1

None
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ED12B2

None
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ED12B3

None
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ED12B4

None
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ED12B5

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ED12B6

None
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ED12B7

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ED12B8

None
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ED12B9

None
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ED12BA

None
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ED12BB

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ED12BC

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ED12BD

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ED12BE

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ED12BF

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ED12C0

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ED12C1

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ED12C2

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ED12C3

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ED12C4

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ED12C5

None
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ED12C6

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ED12C7

None
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ED12C8

None
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ED12C9

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ED12CA

None
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ED12CB

None
�

ED12CC

None
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ED12CD

None
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ED12CE

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ED12CF

None
�

ED12D0

None
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ED12D1

None
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ED12D2

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ED12D3

None
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ED12D4

None
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ED12D5

None
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ED12D6

None
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ED12D7

None
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ED12D8

None
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ED12D9

None
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ED12DA

None
�

ED12DB

None
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ED12DC

None
�

ED12DD

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�

ED12DE

None
�

ED12DF

None
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ED12E0

None
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ED12E1

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ED12E2

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ED12E3

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ED12E4

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�

ED12E5

None
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ED12E6

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ED12E7

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ED12E8

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ED12E9

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ED12EA

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ED12EB

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�

ED12EC

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�

ED12ED

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ED12EE

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ED12EF

None
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ED12F0

None
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ED12F1

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ED12F2

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ED12F3

None
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ED12F4

None
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ED12F5

None
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ED12F6

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ED12F7

None
�

ED12F8

None
�

ED12F9

None
�

ED12FA

None
�

ED12FB

None
�

ED12FC

None
�

ED12FD

None
�

ED12FE

None
�

ED12FF

None
�

Top-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F Page/Subpage:
Next-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F ED1000 - ED1FFF (15,536,128 - 15,540,223)
Last-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F ED1200 - ED12FF (15,536,640 - 15,536,895)
Block Nav: 
Previous (0xED1100)

(c)2005, Brett Baugh - but it's open source. (Brief Description | Source Code Distribution | Donations Now Gratefully Accepted)