Cuneiform (Unicode block)
Cuneiform | |
---|---|
Range |
U+12000..U+123FF (1024 code points) |
Plane | SMP |
Scripts | Cuneiform |
Major alphabets |
Sumerian Akkadian Elamite Hittite Hurrian |
Assigned | 921 code points |
Unused | 103 reserved code points |
Unicode version history | |
5.0 | 879 (+879) |
7.0 | 921 (+42) |
Note: [1] |
In Unicode, the Sumero-Akkadian Cuneiform script is covered in two blocks:
- U+12000โU+1237F Cuneiform
- U+12400โU+1247F Cuneiform Numbers and Punctuation
These blocks, in version 6.0, are in the Supplementary Multilingual Plane (SMP).
The sample glyphs in the chart file published by the Unicode Consortium[2] show the characters in their Classical Sumerian form (Early Dynastic period, mid 3rd millennium BCE). The characters as written during the 2nd and 1st millennia BCE, the era during which the vast majority of cuneiform texts were written, are considered font variants of the same characters.
The character set as published in version 5.2 has been criticized, mostly because of its treatment of a number of common characters as ligatures, omitting them from the encoding standard.
History
The final proposal for Unicode encoding of the script was submitted by two cuneiform scholars working with an experienced Unicode proposal writer in June 2004.[3] The base character inventory is derived from the list of Ur III signs compiled by the Cuneiform Digital Library Initiative of UCLA based on the inventories of Miguel Civil, Rykle Borger (2003), and Robert Englund. Rather than opting for a direct ordering by glyph shape and complexity, according to the numbering of an existing catalogue, the Unicode order of glyphs was based on the Latin alphabetic order of their 'main' Sumerian transliteration as a practical approximation.
Character inventory and ordering
Of the 907 signs listed by Borger (2003), some 200 have no encoding at a single codepoint. Conversely, a number of combinations considered reducible by Borger were assigned unique codepoints. These differences are due to the difficulty of establishing what represents a single character in cuneiform, and indeed most of Borger's items not encoded have straightforward etymological decomposition. There are still quite a number of universally recognized signs missing, and criticism has been voiced to the effect that the encoding "disregards an important part of the accumulated knowledge of generations of assyriologists about what actually function as single signs in normal texts, and are reflected in the traditional sign lists, most recently and comprehensively Borger's Mesopotamische Zeichenliste".[4] For example, there are signs written as ligatures of varying constituent signs, such as KURUM7 (Borger 2003 no. 729) that was written IGI.NรG in early times, but later IGI.ERIM. Since there is no codepoint for KURUM7, the sign must be expressed as either IGI.NรG (U+12146 U+1243C, ๐ ๐ผ) or IGI.ERIM (U+12146 U+1209F, ๐ ๐) depending on the shape of the glyph, in violation of the basic principle of Unicode to encode characters, not glyphs. While those signs can in principle still be added by a "Cuneiform Extended" range in the future, as has been done for a number of other scripts ("Latin Extended" etc.), their absence as of Unicode 7.0 means that the standard's usability for the encoding of actual texts is limited.
Rather than opting for an ordering by glyph shape and complexity, the Unicode order of characters is the Latin alphabet order of their "main" Sumerian transliteration (placing signs on ล -, transliterated as SH-, between SAR and SI). In most (but not all) cases, the "etymological" decomposition of originally complex signs ("ligatures") has been chosen, even if the sign's most familiar value is another. For example, U+12066 ๐ฆ dag kisim5 times lu plus mash2 is better known as AMAล , U+12258 ๐ ninda2 times ne is better known as รG, and U+1212F ๐ฏ hi times ash2 is better known as แธชAR or แธชUR.
List of signs
- See also list of cuneiform signs.
The following table allows matching of Borger's 1981 and 2003 numbering with Unicode characters [5] The "primary" transliteration column has the glyphs' Sumerian values as given by the official glyph name, slightly modified here for legibility by including traditional assyriological symbols such as "x" rather than "TIMES". The exact Unicode names can be unambiguously recovered by prefixing, "CUNEIFORM [NUMERIC] SIGN", replacing "TIMES" for "x", "PLUS" for "+" and "OVER" for "/", "ASTERISK" for "*", "H" for "แธช", "SH" for "ล ", and switching to uppercase.
Sumero-Akkadian Cuneiform
codepoint | "primary" transliteration | Borger (2003) | Borger (1981) | comments | |
๐ | U+12000 | A | 839 | 579 | |
๐ | U+12001 | A x A | 845 | 583 | EDURU |
๐ | U+12002 | A x BAD | 840 | 580 | AGAM |
๐ | U+12003 | A x GAN2 tenรป | |||
๐ | U+12004 | A x แธชA | 846 | 584; 587 | ZAแธช3 |
๐ | U+12005 | A x IGI | 844 | 581 | |
๐ | U+12006 | A x LAGAR gunรป | 843 | 582 | |
๐ | U+12007 | A x MUล | 842 | ||
๐ | U+12008 | A x SAG | 841 | 585 | |
๐ | U+12009 | A2 | 560 | 334 | ID |
๐ | U+1200A | AB | 223 | 128 | |
๐ | U+1200B | AB x Aล 2 | 227 | 128**,200a | |
๐ | U+1200C | AB x DUN3 gunรป | |||
๐ | U+1200D | AB x GAL | 228 | 194 | |
๐ | U+1200E | AB x GAN2 tenรป | 225 | 198 | |
๐ | U+1200F | AB x แธชA | 236 | 200 | NINA |
๐ | U+12010 | AB x IGI gunรป | 229 | 196 | |
๐ | U+12011 | AB x IMIN | 237 | ||
๐ | U+12012 | AB x LAGAB | 234 | ||
๐ | U+12013 | AB x ล Eล | 226 | 200c | |
๐ | U+12014 | AB x U + U + U | 232 | ||
๐ | U+12015 | AB gunรป | |||
๐ | U+12016 | AB2 | 672 | 420 | LID |
๐ | U+12017 | AB2 x BALAG | 676 | 422 | LILIZ |
๐ | U+12018 | AB2 x GAN2 tenรป | 674 | 423 | KIR6 |
๐ | U+12019 | AB2 x ME + EN | 679 | 426 | |
๐ | U+1201A | AB2 x ล A3 | 677 | 424 | LIBIล |
๐ | U+1201B | AB2 x TAK4 | 673 | 420,8 | |
๐ | U+1201C | AD | 258 | 145 | |
๐ | U+1201D | AK | 127 | 97 | AG |
๐ | U+1201E | AK x ERIN2 | 129 | 98 | ME3 |
๐ | U+1201F | AK x ล ITA + GIล | 128 | ||
๐ | U+12020 | AL | 474 | 298 | |
๐ก | U+12021 | AL x AL | 478 | ||
๐ข | U+12022 | AL x DIM2 | 480 | ||
๐ฃ | U+12023 | AL x GIล | 477 | 301 | |
๐ค | U+12024 | AL x แธชA | 482 | 305 | |
๐ฅ | U+12025 | AL x KAD3 | |||
๐ฆ | U+12026 | AL x KI | 481 | 303 | |
๐ง | U+12027 | AL x ล E | 348,479 | 205 | IL |
๐จ | U+12028 | AL x Uล | 476 | 300 | |
๐ฉ | U+12029 | ALAN | 573 | 358 | |
๐ช | U+1202A | aleph | 635 | 397 | late variant of Aแธช; HZL nr. 332 |
๐ซ | U+1202B | AMAR | 695 | 437 | ZUR |
๐ฌ | U+1202C | AMAR x ล E | 696 | 438 | SISKUR |
๐ญ | U+1202D | AN | 010 | 13 | |
๐ฎ | U+1202E | AN / AN | |||
๐ฏ | U+1202F | AN three times | |||
๐ฐ | U+12030 | AN + NAGA opposing AN + NAGA | |||
๐ฑ | U+12031 | AN + NAGA squared | |||
๐ฒ | U+12032 | ANล E | 353 | 208 | "donkey" |
๐ณ | U+12033 | APIN | 090 | 56 | |
๐ด | U+12034 | ARAD | 0018 | 50 | |
๐ต | U+12035 | ARAD x KUR | 0019 | 51 | |
๐ถ | U+12036 | ARKAB | 859v | NIG2.IB, ARGAB | |
๐ท | U+12037 | ASAL2 | |||
๐ธ | U+12038 | Aล | 001 | 001 | also DILI, DIDLI (plural) |
๐น | U+12039 | Aล ZIDA tenรป | 575 | 209 | DIล tenรป, GE23 |
๐บ | U+1203A | Aล KABA tenรป | 647? | ||
๐ป | U+1203B | Aล / Aล TUG2 / TUG2 TUG2 / TUG2 PAP | |||
๐ผ | U+1203C | Aล / Aล / Aล | 505 | 325* | Eล 16 |
๐ฝ | U+1203D | Aล / Aล / Aล crossing Aล / Aล / Aล | 649 | 364/5,5-6 | ล Uล UR2 |
๐พ | U+1203E | Aล 2 | 548 | 339 | |
๐ฟ | U+1203F | Aล GAB | 173 | 6 | |
๐ | U+12040 | BA | 014 | 005 | BA.BA.ZA = "porridge" |
๐ | U+12041 | BAD | 113 | 69 | |
๐ | U+12042 | BAG3 | 78 | ||
๐ | U+12043 | BAแธชAR2 | 309 | ||
๐ | U+12044 | BAL | 005 | 9 | |
๐ | U+12045 | BAL / BAL | |||
๐ | U+12046 | BALAG | 565 | 352 | DUB2 |
๐ | U+12047 | BAR | 121 | 74 | |
๐ | U+12048 | BARA2 | 554 | 344 | |
๐ | U+12049 | BI | 358 | 214 | |
๐ | U+1204A | BI x A | |||
๐ | U+1204B | BI x GAR | 361 | 214c | |
๐ | U+1204C | BI x IGI gunรป | |||
๐ | U+1204D | BU | 580 | 371 | GID2 |
๐ | U+1204E | BU / BU AB | 582 | ||
๐ | U+1204F | BU / BU UN | |||
๐ | U+12050 | BU crossing BU | 581 | ||
๐ | U+12051 | BULUG | 169 | 60 | |
๐ | U+12052 | BULUG / BULUG | |||
๐ | U+12053 | BUR | 559 | 349 | NIG2 gunรป |
๐ | U+12054 | BUR2 | 008 | ||
๐ | U+12055 | DA | 561 | 335 | |
๐ | U+12056 | DAG | 438 | 280 | PAR3 |
๐ | U+12057 | DAG KISIM5 x A + MAล | 461 | 294b | |
๐ | U+12058 | DAG KISIM5 x AMAR | 458 | 288 | |
๐ | U+12059 | DAG KISIM5 x BALAG | 457 | ||
๐ | U+1205A | DAG KISIM5 x BI | 447 | 288 | |
๐ | U+1205B | DAG KISIM5 x GA | 455 | 291 | UBUR |
๐ | U+1205C | DAG KISIM5 x GA + MAล | |||
๐ | U+1205D | DAG KISIM5 x GI | 444 | 284 | |
๐ | U+1205E | DAG KISIM5 x GIR2 | 440 | 281a; 294e; 432,1 | KIล I8 |
๐ | U+1205F | DAG KISIM5 x GUD | 452 | 289 | UTUL5 |
๐ | U+12060 | DAG KISIM5 x แธชA | 462 | 294d | |
๐ก | U+12061 | DAG KISIM5 x IR | 450 | UBUR3 | |
๐ข | U+12062 | DAG KISIM5 x IR + LU | 451 | UBUR4 | |
๐ฃ | U+12063 | DAG KISIM5 x KAK | 448 | 294f | |
๐ค | U+12064 | DAG KISIM5 x LA | 441 | 282 | |
๐ฅ | U+12065 | DAG KISIM5 x LU | 459 | UBUR2 | |
๐ฆ | U+12066 | DAG KISIM5 x LU + MAล 2 | 460 | 293; 294 | AMAล |
๐ง | U+12067 | DAG KISIM5 x LUM | 463 | 294a | |
๐จ | U+12068 | DAG KISIM5 x NE | 446 | 286 | |
๐ฉ | U+12069 | DAG KISIM5 x PAP + PAP | |||
๐ช | U+1206A | DAG KISIM5 x SI | 445 | 285 | |
๐ซ | U+1206B | DAG KISIM5 x TAK4 | 443 | 283 | |
๐ฌ | U+1206C | DAG KISIM5 x U2 + GIR2 | 453 | 290 | |
๐ญ | U+1206D | DAG KISIM5 x Uล | 449 | 287 | UTUA |
๐ฎ | U+1206E | DAM | 889 | 557 | |
๐ฏ | U+1206F | DAR | 183 | 114 | GUN3, แธชUR gunรป, SI gunรป |
๐ฐ | U+12070 | DARA3 | 166 | 100 | "ibex" |
๐ฑ | U+12071 | DARA4 | 817 | 540 | |
๐ฒ | U+12072 | DI | 736 | 457 | |
๐ณ | U+12073 | DIB | 813 | 537 | DAB |
๐ด | U+12074 | DIM | 167 | 94 | |
๐ต | U+12075 | DIM x ล E | 168 | 94 | MUN |
๐ถ | U+12076 | DIM2 | 686 | 440 | GIM |
๐ท | U+12077 | DIN | 119 | 465 | |
๐ธ | U+12078 | DIN KASKAL U gunรป DIล | |||
๐น | U+12079 | DIล | 748; 749 | 480 | NIGIDA |
๐บ | U+1207A | DU | 350 | 206 | RE6 |
๐ป | U+1207B | DU / DU | 350 | 206a | LAแธช4, RE7 |
๐ผ | U+1207C | DU gunรป | 351 | 201 | GIR6, SUแธชUล |
๐ฝ | U+1207D | DU ลกeลกig | 352 | 202 | GIR5, KAล 4 |
๐พ | U+1207E | DUB | 242 | 138 | |
๐ฟ | U+1207F | DUB x Eล 2 | |||
๐ | U+12080 | DUB2 | |||
๐ | U+12081 | DUG | 499 | 309 | BI x A |
๐ | U+12082 | DUGUD | 704 | 445 | |
๐ | U+12083 | DUแธช | 298 | 167 | GAB, DU8, TUแธช |
๐ | U+12084 | DUN | 744 | 467 | ล UL |
๐ | U+12085 | DUN3 | 836 | 595 | GรN, TรN |
๐ | U+12086 | DUN3 gunรป | |||
๐ | U+12087 | DUN3 gunรป gunรป | |||
๐ | U+12088 | DUN4 | 557 | 348 | DUL4, UR gunรป ลกeลกig, MIR ลกeลกig |
๐ | U+12089 | DUR2 | 808 | DURU2, DURUN, TUKUL, TUล | |
๐ | U+1208A | E | 498 | 308 | |
๐ | U+1208B | E x PAP | |||
๐ | U+1208C | E / E NUN / NUN | |||
๐ | U+1208D | E2 | 495 | 324 | |
๐ | U+1208E | E2 x A + แธชA + DA | |||
๐ | U+1208F | E2 x GAR | |||
๐ | U+12090 | E2 x MI | |||
๐ | U+12091 | E2 x SAL | |||
๐ | U+12092 | E2 x ล E | |||
๐ | U+12093 | E2 x U | |||
๐ | U+12094 | EDIN | 300 | 170 | |
๐ | U+12095 | EGIR | 356 | 209 | |
๐ | U+12096 | EL | 899 | 564 | SIKIL |
๐ | U+12097 | EN | 164 | 99 | |
๐ | U+12098 | EN x GAN2 | 165 | 54 | BURU14 |
๐ | U+12099 | EN x GAN2 tenรป | |||
๐ | U+1209A | EN x ME | 164lig2 | ||
๐ | U+1209B | EN crossing EN | |||
๐ | U+1209C | EN opposing EN | |||
๐ | U+1209D | EN squared | |||
๐ | U+1209E | EREN | 818 | 541 | |
๐ | U+1209F | ERIN2 | 612; 613 | 393 | ERIM, ZALAG2; PIRIG |
๐ | U+120A0 | Eล 2 | 810; 811 | 536 | ล E3, GI7, ZI3 |
๐ก | U+120A1 | EZEN | 271 | 152 | IZIN, KEล DA |
๐ข | U+120A2 | EZEN x A | 288 | ||
๐ฃ | U+120A3 | EZEN x A + LAL | 289 | 159 | SIL7 |
๐ค | U+120A4 | EZEN x A + LAL x LAL | 290 | 160 | ASILAL4 |
๐ฅ | U+120A5 | EZEN x AN | |||
๐ฆ | U+120A6 | EZEN x BAD | 275 | 152 | UG5 |
๐ง | U+120A7 | EZEN x DUN3 gunรป | 287 | 162 | |
๐จ | U+120A8 | EZEN x DUN3 gunรป gunรป | |||
๐ฉ | U+120A9 | EZEN x แธชA | 291 | 161 | |
๐ช | U+120AA | EZEN x แธชA gunรป | |||
๐ซ | U+120AB | EZEN x IGI gunรป | |||
๐ฌ | U+120AC | EZEN x KASKAL | 277 | ||
๐ญ | U+120AD | EZEN x KASKAL squared | |||
๐ฎ | U+120AE | EZEN x KU3 | 284 | 152 | |
๐ฏ | U+120AF | EZEN x LA | 274 | 152 | |
๐ฐ | U+120B0 | EZEN x LAL x LAL | |||
๐ฑ | U+120B1 | EZEN x LI | 273 | 153 | |
๐ฒ | U+120B2 | EZEN x LU | 286 | 157 | |
๐ณ | U+120B3 | EZEN x U2 | 279 | ||
๐ด | U+120B4 | EZEN x UD | 283 | ||
๐ต | U+120B5 | GA | 491 | 319 | |
๐ถ | U+120B6 | GA gunรป | 492 | ||
๐ท | U+120B7 | GA2 | 387 | 233 | |
๐ธ | U+120B8 | GA2 x A + DA + แธชA | 428 | 273 | |
๐น | U+120B9 | GA2 x A + แธชA | |||
๐บ | U+120BA | GA2 x A + IGI | 429 | 274 | |
๐ป | U+120BB | GA2 x AB2 tenรป + TAB | 423? | ||
๐ผ | U+120BC | GA2 x AN | 392 | 237 | AMA |
๐ฝ | U+120BD | GA2 x Aล | 389 | 234 | |
๐พ | U+120BE | GA2 x Aล 2 + GAL | 414 | 258 | |
๐ฟ | U+120BF | GA2 x BAD | 395 | 242 | |
๐ | U+120C0 | GA2 x BAR + RA | |||
๐ | U+120C1 | GA2 x BUR | |||
๐ | U+120C2 | GA2 x BUR + RA | 415 | 259 | |
๐ | U+120C3 | GA2 x DA | 416 | 416 | |
๐ | U+120C4 | GA2 x DI | 425 | 268 | |
๐ | U+120C5 | GA2 x DIM x ล E | 401 | 206 | |
๐ | U+120C6 | GA2 x DUB | 403 | 250 | |
๐ | U+120C7 | GA2 x EL | |||
๐ | U+120C8 | GA2 x EL + LA | 433 | 272 | |
๐ | U+120C9 | GA2 x EN | 399 | 247 | |
๐ | U+120CA | GA2 x EN x GAN2 tenรป | 400 | 239 | GA2 x BURU14 |
๐ | U+120CB | GA2 x GAN2 tenรป | 402 | 248 | |
๐ | U+120CC | GA2 x GAR | 431 | 278 | GALGA |
๐ | U+120CD | GA2 x GI | 396 | 243 | |
๐ | U+120CE | GA2 x GI4 | 412 | 256 | |
๐ | U+120CF | GA2 x GI4 + A | |||
๐ | U+120D0 | GA2 x GIR2 + SU | 391 | 236 | |
๐ | U+120D1 | GA2 x แธชA + LU + Eล 2 | 430 | 277 | |
๐ | U+120D2 | GA2 x แธชAL | |||
๐ | U+120D3 | GA2 x แธชAL + LA | 390 | 235 | |
๐ | U+120D4 | GA2 x แธชI + LI | 421 | 263 | |
๐ | U+120D5 | GA2 x แธชUB2 | 398 | ||
๐ | U+120D6 | GA2 x IGI gunรป | 417 | 260 | |
๐ | U+120D7 | GA2 x Iล + แธชU + Aล | 406 | 250i | |
๐ | U+120D8 | GA2 x KAK | 407 | 251 | |
๐ | U+120D9 | GA2 x KASKAL | 405 | 250d | |
๐ | U+120DA | GA2 x KID | 394 | 241 | |
๐ | U+120DB | GA2 x KID + LAL | 409 | 251 | |
๐ | U+120DC | GA2 x KU3 + AN | 426 | 269 | |
๐ | U+120DD | GA2 x LA | |||
๐ | U+120DE | GA2 x ME + EN | 427 | 270 | MEN |
๐ | U+120DF | GA2 x MI | 424 | 265 | ITIMA |
๐ | U+120E0 | GA2 x NUN | 397 | 244 | GANUN |
๐ก | U+120E1 | GA2 x NUN / NUN | 411 | 255 | UR3 |
๐ข | U+120E2 | GA2 x PA | 408 | 252; 257 | GAZI, SILA4 |
๐ฃ | U+120E3 | GA2 x SAL | 432 | 271 | ARแธชUล |
๐ค | U+120E4 | GA2 x SAR | 413 | 250b | |
๐ฅ | U+120E5 | GA2 x ล E | 418 | 261 | ESAG2 |
๐ฆ | U+120E6 | GA2 x ล E + TUR | 419 | 261a; 272a | |
๐ง | U+120E7 | GA2 x ล ID | 410 | 252 | |
๐จ | U+120E8 | GA2 x SUM | 404 | 250c | |
๐ฉ | U+120E9 | GA2 x TAK4 | 394 | ||
๐ช | U+120EA | GA2 x U | 422 | 264 | |
๐ซ | U+120EB | GA2 x UD | 420 | 262 | |
๐ฌ | U+120EC | GA2 x UD + DU | |||
๐ญ | U+120ED | GA2 / GA2 | |||
๐ฎ | U+120EE | GABA | 167 | ||
๐ฏ | U+120EF | GABA crossing GABA | |||
๐ฐ | U+120F0 | GAD | 157 | 90 | |
๐ฑ | U+120F1 | GAD / GAD GAR / GAR | |||
๐ฒ | U+120F2 | GAL | 553 | 343 | |
๐ณ | U+120F3 | GAL GAD / GAD GAR / GAR | |||
๐ด | U+120F4 | GALAM | 338 | 176k | SUKUD |
๐ต | U+120F5 | GAM | 576 | 362 | |
๐ถ | U+120F6 | GAN | 253 | 143 | KAN, แธชE2 |
๐ท | U+120F7 | GAN2 | 174 | 105I | |
๐ธ | U+120F8 | GAN2 tenรป | 175 | 105 | KAR2, ล E3 tenรป |
๐น | U+120F9 | GAN2 / GAN2 | 174v | ||
๐บ | U+120FA | GAN2 crossing GAN2 | 174v | ||
๐ป | U+120FB | GAR | 859 | 597 | NINDA, NIG2 |
๐ผ | U+120FC | GAR3 | 543 | 333 | |
๐ฝ | U+120FD | GAล AN | 562; 563 | 350 | U gunรป |
๐พ | U+120FE | GEล TIN | 212 | 210 | |
๐ฟ | U+120FF | GEล TIN x KUR | 213 | ||
๐ | U+12100 | GI | 141 | 85 | |
๐ | U+12101 | GI x E | |||
๐ | U+12102 | GI x U | |||
๐ | U+12103 | GI crossing GI | 105 | 67 | |
๐ | U+12104 | GI4 | 507 | 326 | |
๐ | U+12105 | GI4 / GI4 | 508 | 326a | GIGI |
๐ | U+12106 | GI4 crossing GI4 | 508 | 326a | GIGI |
๐ | U+12107 | GIDIM | 830 | 576 | |
๐ | U+12108 | GIR2 | 006 | 10 | |
๐ | U+12109 | GIR2 gunรป | 007 | 10 | |
๐ | U+1210A | GIR3 | 701 | 444 | PIRIG |
๐ | U+1210B | GIR3 x A + IGI | 703 | 421; 579,396 | |
๐ | U+1210C | GIR3 x GAN2 tenรป | 675 | 423 | GIRI16 |
๐ | U+1210D | GIR3 x IGI | |||
๐ | U+1210E | GIR3 x LU + IGI | 702 | 537,129 | |
๐ | U+1210F | GIR3 x PA | |||
๐ | U+12110 | GISAL | 376 | 226 | |
๐ | U+12111 | GIล | 469 | 296 | GEล |
๐ | U+12112 | GIล crossing GIล | 469v | ||
๐ | U+12113 | GIล x BAD | 471 | ||
๐ | U+12114 | GIล x TAK4 | |||
๐ | U+12115 | GIล tenรป | 470 | 296 | GUR17 |
๐ | U+12116 | GU | 891 | 559 | |
๐ | U+12117 | GU crossing GU | 892 | 569 | SUแธช3 |
๐ | U+12118 | GU2 | 176 | 106 | |
๐ | U+12119 | GU2 x KAK | 178 | ||
๐ | U+1211A | GU2 x KAK x IGI gunรป | |||
๐ | U+1211B | GU2 x NUN | |||
๐ | U+1211C | GU2 x SAL + TUG2 | |||
๐ | U+1211D | GU2 gunรป | 509 | 327 | USAN2 |
๐ | U+1211E | GUD | 472 | 297 | GU4 "cow" |
๐ | U+1211F | GUD x A + KUR | |||
๐ | U+12120 | GUD x KUR | 309 | ||
๐ก | U+12121 | GUD / GUD LUGAL | 572 | 357 | BIล EBA3 |
๐ข | U+12122 | GUL | 682 | 429 | SUN2 |
๐ฃ | U+12123 | GUM | 339 | 191 | KUM |
๐ค | U+12124 | GUM x ล E | 340 | 192 | GAZ, GAS |
๐ฅ | U+12125 | GUR | 180 | 111 | |
๐ฆ | U+12126 | GUR7 | 819 | 542 | |
๐ง | U+12127 | GURUN | 503 | 310 | |
๐จ | U+12128 | GURUล | 322 | ||
๐ฉ | U+12129 | แธชA | 856 | 589 | KU6 |
๐ช | U+1212A | แธชA tenรป | 857 | 590 | ZUBUD |
๐ซ | U+1212B | แธชA gunรป | 558 | 346 | GIR, PE |
๐ฌ | U+1212C | แธชAL | 003 | 002 | = Aล .Aล |
๐ญ | U+1212D | แธชI | 631 | 396 | DUG3 |
๐ฎ | U+1212E | แธชI x Aล | 634 | 405 | SUR3 |
๐ฏ | U+1212F | แธชI x Aล 2 | 644 | 401 | แธชAR, แธชUR |
๐ฐ | U+12130 | แธชI x BAD | 640; 595 | 406 | KAM |
๐ฑ | U+12131 | แธชI x DIล | 659 | 409e | ล AR2 x DIล |
๐ฒ | U+12132 | แธชI x GAD | 650 | 407 | ล AR2 x GAD |
๐ณ | U+12133 | แธชI x KIN | 660 | 410 | |
๐ด | U+12134 | แธชI x NUN | 636 | 398 | Aแธช, Uแธช |
๐ต | U+12135 | แธชI x ล E | 643 | 400 | BIR |
๐ถ | U+12136 | แธชI x U | 653; 688 | 409 | ล AR2 x U; DUBUR2 |
๐ท | U+12137 | แธชU | 132 | 78 | |
๐ธ | U+12138 | แธชUB2 | 149 | 88 | |
๐น | U+12139 | แธชUB2 x AN | |||
๐บ | U+1213A | แธชUB2 x แธชAL | |||
๐ป | U+1213B | แธชUB2 x KASKAL | |||
๐ผ | U+1213C | แธชUB2 x LIล | |||
๐ฝ | U+1213D | แธชUB2 x UD | 150 | ||
๐พ | U+1213E | แธชUL2 | 877 | 550 | |
๐ฟ | U+1213F | I | 252 | 142 | |
๐ | U+12140 | I A | |||
๐ | U+12141 | IB | 807 | 535 | |
๐ | U+12142 | IDIM | |||
๐ | U+12143 | IDIM / IDIM BUR | |||
๐ | U+12144 | IDIM / IDIM squared | |||
๐ | U+12145 | IG | 136 | 80 | |
๐ | U+12146 | IGI | 724 | 449 | ล I, LIM |
๐ | U+12147 | IGI DIB | 731 | 455 | U3 |
๐ | U+12148 | IGI RI | 726 | 451 | AR |
๐ | U+12149 | IGI / IGI ล IR / ล IR UD / UD | |||
๐ | U+1214A | IGI gunรป | 564 | 351 | SIG7 |
๐ | U+1214B | IL | 348 | 205 | |
๐ | U+1214C | IL x GAN2 tenรป | 349 | ||
๐ | U+1214D | IL2 | 493 | 320 | |
๐ | U+1214E | IM | 641 | 399 | |
๐ | U+1214F | IM x TAK4 | 642 | 399,51 | |
๐ | U+12150 | IM crossing IM | 641v | 399* | |
๐ | U+12151 | IM opposing IM | 641v | ||
๐ | U+12152 | IM squared | 641v | 399** | |
๐ | U+12153 | IMIN | 863 | 598c | |
๐ | U+12154 | IN | 261 | 148 | |
๐ | U+12155 | IR | 437 | 232 | GAG gunรป |
๐ | U+12156 | Iล | 357 | 212 | |
๐ | U+12157 | KA | 024 | 15 | |
๐ | U+12158 | KA x A | 064 | 35 | NAG |
๐ | U+12159 | KA x AD | |||
๐ | U+1215A | KA x AD + KU3 | 034 | 20 | |
๐ | U+1215B | KA x Aล 2 | 046 | ||
๐ | U+1215C | KA x BAD | |||
๐ | U+1215D | KA x BALAG | 047 | ||
๐ | U+1215E | KA x BAR | 030 | ||
๐ | U+1215F | KA x BI | |||
๐ | U+12160 | KA x ERIN2 | 053 | 29* | |
๐ ก | U+12161 | KA x Eล 2 | |||
๐ ข | U+12162 | KA x GA | 044 | ||
๐ ฃ | U+12163 | KA x GAL | |||
๐ ค | U+12164 | KA x GAN2 tenรป | 033 | 19 | PU3 |
๐ ฅ | U+12165 | KA x GAR | 065 | ||
๐ ฆ | U+12166 | KA x GAR + ล A3 + A | 066 | ||
๐ ง | U+12167 | KA x GI | |||
๐ จ | U+12168 | KA x GIR2 | 025 | ||
๐ ฉ | U+12169 | KA x GIล + SAR | |||
๐ ช | U+1216A | KA x GIล crossing GIล | |||
๐ ซ | U+1216B | KA x GU | 069 | 34 | |
๐ ฌ | U+1216C | KA x GUR7 | 063 | ||
๐ ญ | U+1216D | KA x IGI | 059 | ||
๐ ฎ | U+1216E | KA x IM | 054 | 30 | BUN2 |
๐ ฏ | U+1216F | KA x KAK | 038 | ||
๐ ฐ | U+12170 | KA x KI | 060 | ||
๐ ฑ | U+12171 | KA x KID | |||
๐ ฒ | U+12172 | KA x LI | 026 | 16 | |
๐ ณ | U+12173 | KA x LU | |||
๐ ด | U+12174 | KA x ME | 061 | 32 | EME |
๐ ต | U+12175 | KA x ME + DU | |||
๐ ถ | U+12176 | KA x ME + GI | |||
๐ ท | U+12177 | KA x ME + TE | |||
๐ ธ | U+12178 | KA x MI | 057 | ||
๐ น | U+12179 | KA x MI + NUNUZ | |||
๐ บ | U+1217A | KA x NE | 035 | ||
๐ ป | U+1217B | KA x NUN | 031 | 18 | NUNDUM |
๐ ผ | U+1217C | KA x PI | 052 | ||
๐ ฝ | U+1217D | KA x RU | 028 | ||
๐ พ | U+1217E | KA x SA | 032 | 18* | SU6 |
๐ ฟ | U+1217F | KA x SAR | 045 | ||
๐ | U+12180 | KA x ล A | 048 | ||
๐ | U+12181 | KA x ล E | 050 | ||
๐ | U+12182 | KA x ล ID | 042 | ||
๐ | U+12183 | KA x ล U | 049 033 | 19 26 | ล UDU2, PU2 |
๐ | U+12184 | KA x SIG | 068 | ||
๐ | U+12185 | KA x SUแธชUR | |||
๐ | U+12186 | KA x TAR | |||
๐ | U+12187 | KA x U | 056 | ||
๐ | U+12188 | KA x U2 | 043 | ||
๐ | U+12189 | KA x UD | 051 | ||
๐ | U+1218A | KA x UMUM x PA | |||
๐ | U+1218B | KA x Uล | 039 | ||
๐ | U+1218C | KA x ZI | |||
๐ | U+1218D | KA2 | 222 | 133 | |
๐ | U+1218E | KA2 crossing KA2 | |||
๐ | U+1218F | KAB | 148 | 88 | |
๐ | U+12190 | KAD2 | 108 | 63a | |
๐ | U+12191 | KAD3 | 109 | 63c | |
๐ | U+12192 | KAD4 | 568 | 354b | |
๐ | U+12193 | KAD5 | 569 | 354b | |
๐ | U+12194 | KAD5 / KAD5 | |||
๐ | U+12195 | KAK | 379 | 230 | GAG |
๐ | U+12196 | KAK x IGI gunรป | |||
๐ | U+12197 | KAL | 496 | 322 | |
๐ | U+12198 | KAL x BAD | 497 | 323 | ALAD |
๐ | U+12199 | KAL crossing KAL | |||
๐ | U+1219A | KAM2 | 595 | ||
๐ | U+1219B | KAM4 | 097 | ||
๐ | U+1219C | KASKAL | 302 | 166 | |
๐ | U+1219D | KASKAL LAGAB x U / LAGAB x U | 307v | ล UBTU6 | |
๐ | U+1219E | KASKAL / KASKAL LAGAB x U / LAGAB x U | 307v | ล UBTU7 | |
๐ | U+1219F | KEล 2 | 152 | ||
๐ | U+121A0 | KI | 737 | 461 | GAN from GANBA(market) |
๐ก | U+121A1 | KI x BAD | 738 | ||
๐ข | U+121A2 | KI x U | 740 | 462 | |
๐ฃ | U+121A3 | KI x UD | 739 | 463 | |
๐ค | U+121A4 | KID | 484 | 313 | LIL2, GE2, KE4 |
๐ฅ | U+121A5 | KIN | 815 | 538 | |
๐ฆ | U+121A6 | KISAL | 435 | 249 | |
๐ง | U+121A7 | KIล | 678 | 425 | |
๐จ | U+121A8 | KISIM5 | 687 | 404*,1 | |
๐ฉ | U+121A9 | KISIM5 / KISIM5 | 687v | ||
๐ช | U+121AA | KU | 808 | 536 | DUR2, TUKUL, TUล |
๐ซ | U+121AB | KU / แธชI x Aล 2 KU / แธชI x Aล 2 | |||
๐ฌ | U+121AC | KU3 | 745 | 468 | KUG |
๐ญ | U+121AD | KU4 | 087 | 58 | |
๐ฎ | U+121AE | KU4 variant form | |||
๐ฏ | U+121AF | KU7 | 171 | 110 | |
๐ฐ | U+121B0 | KUL | 117 | 72 | |
๐ฑ | U+121B1 | KUL gunรป | |||
๐ฒ | U+121B2 | KUN | 131 | 77 | |
๐ณ | U+121B3 | KUR | 578 | 366 | |
๐ด | U+121B4 | KUR opposing KUR | |||
๐ต | U+121B5 | KUล U2 | 896 | 562 | |
๐ถ | U+121B6 | KWU318 | |||
๐ท | U+121B7 | LA | 089 | 55 | |
๐ธ | U+121B8 | LAGAB | 755 | 483 | NIGIN2 |
๐น | U+121B9 | LAGAB x A | 795 | 522 | AMBAR, BUGIN, BUNIN, SUG |
๐บ | U+121BA | LAGAB x A + DA + แธชA | 797 | 523*; 524 | |
๐ป | U+121BB | LAGAB x A + GAR | 799 | 526 | |
๐ผ | U+121BC | LAGAB x A + LAL | 798 | ||
๐ฝ | U+121BD | LAGAB x AL | 773 | 498 | |
๐พ | U+121BE | LAGAB x AN | 758 | ||
๐ฟ | U+121BF | LAGAB x Aล ZIDA tenรป | 778 | 486,1; 504 | |
๐ | U+121C0 | LAGAB x BAD | 760 | 486 | GIGIR |
๐ | U+121C1 | LAGAB x BI | 769 | 496 | |
๐ | U+121C2 | LAGAB x DAR | 765 | 489 | |
๐ | U+121C3 | LAGAB x EN | 764 | ||
๐ | U+121C4 | LAGAB x GA | 775 | ||
๐ | U+121C5 | LAGAB x GAR | 801 | 528 | |
๐ | U+121C6 | LAGAB x GUD | 772 | 493 | |
๐ | U+121C7 | LAGAB x GUD + GUD | 766 | 494 | |
๐ | U+121C8 | LAGAB x แธชA | 800 | 527 | |
๐ | U+121C9 | LAGAB x แธชAL | 756 | 484 | ENGUR |
๐ | U+121CA | LAGAB x แธชI x NUN | 784 | 509 | |
๐ | U+121CB | LAGAB x IGI gunรป | |||
๐ | U+121CC | LAGAB x IM | 785 | 510 | |
๐ | U+121CD | LAGAB x IM + แธชA | |||
๐ | U+121CE | LAGAB x IM + LU | |||
๐ | U+121CF | LAGAB x KI | 789 | 514 | |
๐ | U+121D0 | LAGAB x KIN | 794 | 519 | |
๐ | U+121D1 | LAGAB x KU3 | 790 | 513; 506 | GARIM |
๐ | U+121D2 | LAGAB x KUL | 761 | ||
๐ | U+121D3 | LAGAB x KUL + แธชI + A | 762 | ||
๐ | U+121D4 | LAGAB x LAGAB | 804 | 529 | NIGIN |
๐ | U+121D5 | LAGAB x LIล | 782 | 486,1; 503 | |
๐ | U+121D6 | LAGAB x LU | 793 | 518 | |
๐ | U+121D7 | LAGAB x LUL | 777 | 502 | |
๐ | U+121D8 | LAGAB x ME | 791 | 516 | |
๐ | U+121D9 | LAGAB x ME + EN | 792 | 517 | |
๐ | U+121DA | LAGAB x MUล | 780 | 507 | |
๐ | U+121DB | LAGAB x NE | 768 | 495 | UDUB |
๐ | U+121DC | LAGAB x ล E + SUM | 779 | 491,6; 492 | |
๐ | U+121DD | LAGAB x ล ITA + GIล + ERIN2 | |||
๐ | U+121DE | LAGAB x ล ITA + GIล tenรป | |||
๐ | U+121DF | LAGAB x ล U2 | 802 | 520 | |
๐ | U+121E0 | LAGAB x ล U2 + ล U2 | 803 | 521 | |
๐ก | U+121E1 | LAGAB x SUM | 767 | 491 | ZAR |
๐ข | U+121E2 | LAGAB x TAG | |||
๐ฃ | U+121E3 | LAGAB x TAK4 | 759 | 485 | |
๐ค | U+121E4 | LAGAB x TE + A + SU + NA | |||
๐ฅ | U+121E5 | LAGAB x U | 786 | 511 | GรGIR "wain"; Pร, TรL "source, fount" |
๐ฆ | U+121E6 | LAGAB x U + A | 787 | 512 | |
๐ง | U+121E7 | LAGAB x U + U + U | 788 | 515 | BUL |
๐จ | U+121E8 | LAGAB x U2 + Aล | 774 | 499 | |
๐ฉ | U+121E9 | LAGAB x UD | 783 | 505 | |
๐ช | U+121EA | LAGAB x Uล | 770 | ||
๐ซ | U+121EB | LAGAB squared | 805 | 530 | |
๐ฌ | U+121EC | LAGAR | 719 | 458 | HZL nr. 186 |
๐ญ | U+121ED | LAGAR x ล E | 722 | 460 | SU7 |
๐ฎ | U+121EE | LAGAR x ล E + SUM | 723 | ||
๐ฏ | U+121EF | LAGAR gunรป | 721 | 459 | DU6 |
๐ฐ | U+121F0 | LAGAR gunรป / LAGAR gunรป ล E | 721v | ||
๐ฑ | U+121F1 | LAแธชล U | |||
๐ฒ | U+121F2 | LAL | 750 | 481 | LA2 |
๐ณ | U+121F3 | LAL x LAL | 751 | 482 | LAL>2 |
๐ด | U+121F4 | LAM | 693 | 435 | BA from GANBA(market) |
๐ต | U+121F5 | LAM x KUR | 694 | 436 | |
๐ถ | U+121F6 | LAM x KUR + RU | 694v | 436,4 | |
๐ท | U+121F7 | LI | 085 | 59 | |
๐ธ | U+121F8 | LIL | 544 | 336 | |
๐น | U+121F9 | LIMMU2 | 215 | 124 | |
๐บ | U+121FA | LIล | 591 | 377 | DILIM2 |
๐ป | U+121FB | LU | 812 | 537 | UDU |
๐ผ | U+121FC | LU x BAD | 814 | 537,65c; 537* | AD3 |
๐ฝ | U+121FD | LU2 | 514 | 330 | "man" |
๐พ | U+121FE | LU2 x AL | 523 | ||
๐ฟ | U+121FF | LU2 x BAD | 517 | ||
๐ | U+12200 | LU2 x Eล 2 | |||
๐ | U+12201 | LU2 x Eล 2 tenรป | |||
๐ | U+12202 | LU2 x GAN2 tenรป | 521 | ||
๐ | U+12203 | LU2 x แธชI x BAD | |||
๐ | U+12204 | LU2 x IM | 526 | ||
๐ | U+12205 | LU2 x KAD2 | 519 | ||
๐ | U+12206 | LU2 x KAD3 | |||
๐ | U+12207 | LU2 x KAD3 + Aล | |||
๐ | U+12208 | LU2 x KI | 527 | ||
๐ | U+12209 | LU2 x LA + Aล | |||
๐ | U+1220A | LU2 x LAGAB | 528 | ||
๐ | U+1220B | LU2 x ME + EN | |||
๐ | U+1220C | LU2 x NE | 522 | ||
๐ | U+1220D | LU2 x NU | |||
๐ | U+1220E | LU2 x SI + Aล | |||
๐ | U+1220F | LU2 x SIK2 + BU | 533 | ||
๐ | U+12210 | LU2 x TUG2 | 530 | AZLAG7 | |
๐ | U+12211 | LU2 tenรป | 515 | ||
๐ | U+12212 | LU2 crossing LU2 | |||
๐ | U+12213 | LU2 opposing LU2 | |||
๐ | U+12214 | LU2 squared | |||
๐ | U+12215 | LU2 ลกeลกig | 516; 534 | 330 | |
๐ | U+12216 | LU3 | 555 | 345 | GUG2, ล E3 gunรป |
๐ | U+12217 | LUGAL | 266 | 151 | |
๐ | U+12218 | LUGAL / LUGAL | 266v | DADRUM? | |
๐ | U+12219 | LUGAL opposing LUGAL | 266v | unattested | |
๐ | U+1221A | LUGAL ลกeลกig | |||
๐ | U+1221B | LUแธช | 494 | 321 | |
๐ | U+1221C | LUL | 570 | 355 | NAR |
๐ | U+1221D | LUM | 900 | 565 | แธชUM |
๐ | U+1221E | LUM / LUM | 902 | 565a; 566a | |
๐ | U+1221F | LUM / LUM GAR / GAR | 904 | 566b | LUGUD3 |
๐ | U+12220 | MA | 552 | 342 | |
๐ก | U+12221 | MA x TAK4 | |||
๐ข | U+12222 | MA gunรป | 270 | 146 | แธชASแธชUR |
๐ฃ | U+12223 | MA2 | 201 | 122 | |
๐ค | U+12224 | MAแธช | 091 | 57 | |
๐ฅ | U+12225 | MAR | 483 | 307 | |
๐ฆ | U+12226 | MAล | 120 | 74 | |
๐ง | U+12227 | MAล 2 | 130 | 76 | |
๐จ | U+12228 | ME | 753 | 532 | |
๐ฉ | U+12229 | MES | 486 | 533 | RID |
๐ช | U+1222A | MI | 681 | 427 | |
๐ซ | U+1222B | MIN | 825 | 570 | |
๐ฌ | U+1222C | MU | 098 | 61 | ฤU10 |
๐ญ | U+1222D | MU / MU | 301 | 169 | TAแธช, DAแธช |
๐ฎ | U+1222E | MUG | 012 | 003 | oakum |
๐ฏ | U+1222F | MUG gunรป | 0013 | 4 | ZADIM |
๐ฐ | U+12230 | MUNSUB | 820 | 543 | MUNล UB |
๐ฑ | U+12231 | MURGU2 | 567 | ||
๐ฒ | U+12232 | MUล | 585 | 374 | |
๐ณ | U+12233 | MUล x A | |||
๐ด | U+12234 | MUล x KUR | |||
๐ต | U+12235 | MUล x ZA | |||
๐ถ | U+12236 | MUล / MUล | 586 | RI8 | |
๐ท | U+12237 | MUล / MUล x A + NA | |||
๐ธ | U+12238 | MUล crossing MUล | |||
๐น | U+12239 | MUล 3 | 153 | 103 | INANNA, INNIN |
๐บ | U+1223A | MUล 3 x A | 154 | ||
๐ป | U+1223B | MUล 3 x A + DI | 155 | ||
๐ผ | U+1223C | MUล 3 x DI | |||
๐ฝ | U+1223D | MUล 3 gunรป | |||
๐พ | U+1223E | NA | 110 | 70 | |
๐ฟ | U+1223F | NA2 | 689 | 431 | NU2 |
๐ | U+12240 | NAGA | 293 | ||
๐ | U+12241 | NAGA inverted | |||
๐ | U+12242 | NAGA x ล U tenรป | 294 | ||
๐ | U+12243 | NAGA opposing NAGA | |||
๐ | U+12244 | NAGAR | 893 | 560 | |
๐ | U+12245 | NAM NUTILLU | |||
๐ | U+12246 | NAM | 134 | 79 | |
๐ | U+12247 | NAM2 | |||
๐ | U+12248 | NE | 313 | 172 | |
๐ | U+12249 | NE x A | 315 | ||
๐ | U+1224A | NE x UD | 314 | ||
๐ | U+1224B | NE ลกeลกig | 312 | 173 | BIL2 |
๐ | U+1224C | NI | 380 | 231 | |
๐ | U+1224D | NI x E | |||
๐ | U+1224E | NI2 | 641 | 399 | |
๐ | U+1224F | NIM | 690 | 433 | NUM |
๐ | U+12250 | NIM x GAN2 tenรป | 691 | 434 | |
๐ | U+12251 | NIM x GAR + GAN2 tenรป | 692 | 434a | |
๐ | U+12252 | NINDA2 | 316 | 176 | |
๐ | U+12253 | NINDA2 x AN | 320 | ||
๐ | U+12254 | NINDA2 x Aล | 317 | 176,12; 177,2 | |
๐ | U+12255 | NINDA2 x Aล + Aล | 316 | 177,3 | |
๐ | U+12256 | NINDA2 x GUD | 327 | 187,6 | |
๐ | U+12257 | NINDA2 x ME + GAN2 tenรป | |||
๐ | U+12258 | NINDA2 x NE | 326 | 183 | รG "darling", RE |
๐ | U+12259 | NINDA2 x NUN | 324 | 181 | AZU |
๐ | U+1225A | NINDA2 x ล E | 333v3 | ||
๐ | U+1225B | NINDA2 x ล E + A AN | 333 | ล AM2 | |
๐ | U+1225C | NINDA2 x ล E + Aล | 331 | ||
๐ | U+1225D | NINDA2 x ล E + Aล + Aล | 332 | ||
๐ | U+1225E | NINDA2 x U2 + Aล | 330 | ||
๐ | U+1225F | NINDA2 x Uล | |||
๐ | U+12260 | NISAG | 545 | 337 | MURU2, MURUB4, ITI gunรป |
๐ก | U+12261 | NU | 112 | 75 | |
๐ข | U+12262 | NU11 | 115 | 71 | ล IR |
๐ฃ | U+12263 | NUN | 143 | 87 | |
๐ค | U+12264 | NUN LAGAR x GAR | |||
๐ฅ | U+12265 | NUN LAGAR x MAล | |||
๐ฆ | U+12266 | NUN LAGAR x SAL | |||
๐ง | U+12267 | NUN LAGAR x SAL / NUN LAGAR x SAL | |||
๐จ | U+12268 | NUN LAGAR x Uล | |||
๐ฉ | U+12269 | NUN tenรป | 144 | 87 | |
๐ช | U+1226A | NUN / NUN | 502 | 325 | NIR |
๐ซ | U+1226B | NUN crossing NUN | 107 | 63d | |
๐ฌ | U+1226C | NUN crossing NUN LAGAR / LAGAR | |||
๐ญ | U+1226D | NUNUZ | 614 | 394 | |
๐ฎ | U+1226E | NUNUZ AB2 x Aล GAB | 619 | 394c,e | USAN3 |
๐ฏ | U+1226F | NUNUZ AB2 x BI | 621 | 394d | MUD3 |
๐ฐ | U+12270 | NUNUZ AB2 x DUG | 625 | ||
๐ฑ | U+12271 | NUNUZ AB2 x GUD | 623 | ||
๐ฒ | U+12272 | NUNUZ AB2 x IGI gunรป | 627 | ||
๐ณ | U+12273 | NUNUZ AB2 x KAD3 | 618 | ||
๐ด | U+12274 | NUNUZ AB2 x LA | 616 | 394b | LAแธชTAN |
๐ต | U+12275 | NUNUZ AB2 x NE | 620 | ||
๐ถ | U+12276 | NUNUZ AB2 x SILA3 | 617 | 394b' | LAแธชTAN2 |
๐ท | U+12277 | NUNUZ AB2 x U2 | (624) | ||
๐ธ | U+12278 | NUNUZ KISIM5 x BI | 621 | 394d | MUD3 |
๐น | U+12279 | NUNUZ KISIM5 x BI U | 622 | MUD3.U | |
๐บ | U+1227A | PA | 464 | 295 | GIDRU "staff, sceptre", UGULA "overseer", GARZA "office" |
๐ป | U+1227B | PAD | 746 | 469 | ล UK |
๐ผ | U+1227C | PAN | 685 | 439 | |
๐ฝ | U+1227D | PAP | 092 | 60 | PAB, KUR2 |
๐พ | U+1227E | PEล 2 | 741; 882 | 346 | |
๐ฟ | U+1227F | PI | 598 | 383 | |
๐ | U+12280 | PI x A | 598v | HZL nr. 326 | |
๐ | U+12281 | PI x AB | 598v | HZL nr. 318 | |
๐ | U+12282 | PI x BI | 598v | HZL nr. 320 | |
๐ | U+12283 | PI x BU | 598v | HZL nr. 324 | |
๐ | U+12284 | PI x E | 598v | HZL nr. 322 | |
๐ | U+12285 | PI x I | 598v | HZL nr. 319 | |
๐ | U+12286 | PI x IB | 598v | HZL nr. 325 | |
๐ | U+12287 | PI x U | 598v | HZL nr. 323 | |
๐ | U+12288 | PI x U2 | 598v | HZL nr. 321 | |
๐ | U+12289 | PI crossing PI | 598v | 383,3 | |
๐ | U+1228A | PIRIG | 444 | ||
๐ | U+1228B | PIRIG x KAL | 295 | ||
๐ | U+1228C | PIRIG x UD | 296 | 130 | UG |
๐ | U+1228D | PIRIG x ZA | 297 | ||
๐ | U+1228E | PIRIG opposing PIRIG | |||
๐ | U+1228F | RA | 511 | 328 | |
๐ | U+12290 | RAB | 262 | 149 | |
๐ | U+12291 | RI | 142 | 86 | |
๐ | U+12292 | RU | 111 | 48 | |
๐ | U+12293 | SA | 172 | 104 | |
๐ | U+12294 | SAG NUTILLU | |||
๐ | U+12295 | SAG | 184 | 115 | |
๐ | U+12296 | SAG x A | 197 | ||
๐ | U+12297 | SAG x DU | 187 | ||
๐ | U+12298 | SAG x DUB | |||
๐ | U+12299 | SAG x แธชA | 198 | ||
๐ | U+1229A | SAG x KAK | 188 | ||
๐ | U+1229B | SAG x KUR | |||
๐ | U+1229C | SAG x LUM | 200 | ||
๐ | U+1229D | SAG x MI | 195 | ||
๐ | U+1229E | SAG x NUN | 185 | ||
๐ | U+1229F | SAG x SAL | 199 | ||
๐ | U+122A0 | SAG x ล ID | 191 | ||
๐ก | U+122A1 | SAG x TAB | |||
๐ข | U+122A2 | SAG x U2 | 192 | ||
๐ฃ | U+122A3 | SAG x UB | 193 | ||
๐ค | U+122A4 | SAG x UM | 186 | ||
๐ฅ | U+122A5 | SAG x UR | 196 | ||
๐ฆ | U+122A6 | SAG x Uล | 190 | ||
๐ง | U+122A7 | SAG / SAG | |||
๐จ | U+122A8 | SAG gunรป | 512 | 329 | DUL3 |
๐ฉ | U+122A9 | SAL | 883 | 554 | MUNUS |
๐ช | U+122AA | SAL LAGAB x Aล 2 | |||
๐ซ | U+122AB | SANGA2 | 314 | ||
๐ฌ | U+122AC | SAR | 541 | 152 | |
๐ญ | U+122AD | ล A | 566 | 353 | |
๐ฎ | U+122AE | ล A3 | 599 | 384 | ล AG4 |
๐ฏ | U+122AF | ล A3 x A | 608 | 390 | PEล 4 |
๐ฐ | U+122B0 | ล A3 x BAD | 600 | ||
๐ฑ | U+122B1 | ล A3 x GIล | 603 | ||
๐ฒ | U+122B2 | ล A3 x NE | 602 | 385 | |
๐ณ | U+122B3 | ล A3 x ล U2 | 609 | 389 | |
๐ด | U+122B4 | ล A3 x TUR | 601 | ||
๐ต | U+122B5 | ล A3 x U | 605 | ||
๐ถ | U+122B6 | ล A3 x U + A | 606 | 388 | BIR6 |
๐ท | U+122B7 | ล A6 | |||
๐ธ | U+122B8 | ล AB6 | 295k | ||
๐น | U+122B9 | ล AR2 | 632; 633 | 396 | TI2 |
๐บ | U+122BA | ล E | 579 | 367 | |
๐ป | U+122BB | ล E แธชU | |||
๐ผ | U+122BC | ล E / ล E GAD / GAD GAR / GAR | |||
๐ฝ | U+122BD | ล E / ล E TAB / TAB GAR / GAR | |||
๐พ | U+122BE | ล EG9 | 878 | 551 | |
๐ฟ | U+122BF | ล EN | 017 | 008 | = SU x A, ALAL, PISAN3, DUR10 |
๐ | U+122C0 | ล Eล | 535 | 331 | URI3 |
๐ | U+122C1 | ล Eล 2 | 821 | 544 | |
๐ | U+122C2 | ล Eล LAM | 100 | 65 | |
๐ | U+122C3 | ล ID | 485 | 314 | LAG |
๐ | U+122C4 | ล ID x A | 489 | 317 | UMBISAG2 |
๐ | U+122C5 | ล ID x IM | 487 | 317a | |
๐ | U+122C6 | ล IM | 362 | 215 | |
๐ | U+122C7 | ล IM x A | 372 | ||
๐ | U+122C8 | ล IM x BAL | 363 | 216,3; 217 | |
๐ | U+122C9 | ล IM x BULUG | 367 | 218,2 | |
๐ | U+122CA | ล IM x DIN | 366 | 221 | |
๐ | U+122CB | ล IM x GAR | 373 | 225 | |
๐ | U+122CC | ล IM x IGI | 371 | ||
๐ | U+122CD | ล IM x IGI gunรป | 368 | 219* | |
๐ | U+122CE | ล IM x KUล U2 | 375 | 223 | |
๐ | U+122CF | ล IM x LUL | 369 | ||
๐ | U+122D0 | ล IM x MUG | 365 | 216 | |
๐ | U+122D1 | ล IM x SAL | 374 | 222 | |
๐ | U+122D2 | ล INIG | 93 | ||
๐ | U+122D3 | ล IR | 115 | 71 | |
๐ | U+122D4 | ล IR tenรป | 116 | ||
๐ | U+122D5 | ล IR / ล IR BUR / BUR | |||
๐ | U+122D6 | ล ITA | 388 | 233,22 | "GA2" |
๐ | U+122D7 | ล U | 567 | 354 | |
๐ | U+122D8 | ล U / inverted ล U | |||
๐ | U+122D9 | ล U2 | 869 | 545 | |
๐ | U+122DA | ล UBUR | 0022 | 53 | |
๐ | U+122DB | SI | 181 | 112 | |
๐ | U+122DC | SI gunรป | 182 | 113 | SU4 |
๐ | U+122DD | SIG | 881 | 592 | |
๐ | U+122DE | SIG4 | 905; 906 | 567 | MURGU; HZL nr. 311 |
๐ | U+122DF | SIG4 / SIG4 ล U2 | 907 | 568 | |
๐ | U+122E0 | SIK2 | 816 | 539 | SIG2, SIKI |
๐ก | U+122E1 | SILA3 | 099 | 62 | |
๐ข | U+122E2 | SU | 016 | 007 | also KUล "skin, hide" |
๐ฃ | U+122E3 | SU / SU | |||
๐ค | U+122E4 | SUD | 584 | 373 | BU gunรป |
๐ฅ | U+122E5 | SUD2 | 139 | ||
๐ฆ | U+122E6 | SUแธชUR | 646 | 403 | |
๐ง | U+122E7 | SUM | 292 | 164 | |
๐จ | U+122E8 | SUMAล | 323 | 182 | |
๐ฉ | U+122E9 | SUR | 151 | 101 | |
๐ช | U+122EA | SUR9 | 205 | 122d | |
๐ซ | U+122EB | TA | 248 | 139 | |
๐ฌ | U+122EC | TA* | 248v | ||
๐ญ | U+122ED | TA x แธชI | 250 | ||
๐ฎ | U+122EE | TA x MI | 251 | ||
๐ฏ | U+122EF | TA gunรป | |||
๐ฐ | U+122F0 | TAB | 209 | 124 | |
๐ฑ | U+122F1 | TAB / TAB NI / NI DIล / DIล | |||
๐ฒ | U+122F2 | TAB squared | |||
๐ณ | U+122F3 | TAG | 221 | 126 | |
๐ด | U+122F4 | TAG x BI | |||
๐ต | U+122F5 | TAG x GUD | |||
๐ถ | U+122F6 | TAG x ล E | |||
๐ท | U+122F7 | TAG x ล U | |||
๐ธ | U+122F8 | TAG x TUG2 | |||
๐น | U+122F9 | TAG x UD | |||
๐บ | U+122FA | TAK4 | 106 | 63 | KID2 |
๐ป | U+122FB | TAR | 009 | 12 | |
๐ผ | U+122FC | TE | 589 | 376 | |
๐ฝ | U+122FD | TE gunรป | 088 | 58 | URU5, GUR8 |
๐พ | U+122FE | TI | 118 | 73 | |
๐ฟ | U+122FF | TI tenรป | |||
๐ | U+12300 | TIL | 114 | 69 | = BAD U+12041 |
๐ | U+12301 | TIR | 587 | 375 | |
๐ | U+12302 | TIR x TAK4 | |||
๐ | U+12303 | TIR / TIR | 587v | NINNI5 | |
๐ | U+12304 | TIR / TIR GAD / GAD GAR / GAR | 588 | 375,46a-b | |
๐ | U+12305 | TU | 086 | 58 | DU2 |
๐ | U+12306 | TUG2 | 809 | 536 | NAM2 |
๐ | U+12307 | TUK | 827 | 574 | TUG |
๐ | U+12308 | TUM | 354 | 207 | |
๐ | U+12309 | TUR | 255 | 144 | |
๐ | U+1230A | TUR / TUR ZA / ZA | |||
๐ | U+1230B | U | 661 | 411 | BUR3 |
๐ | U+1230C | U GUD | |||
๐ | U+1230D | U U U | 711 | 472 | Eล , "30" |
๐ | U+1230E | U / U PA / PA GAR / GAR | |||
๐ | U+1230F | U / U SUR / SUR | |||
๐ | U+12310 | U / U U reversed / U reversed | 713 | 474 | MAล GI, BARGI |
๐ | U+12311 | U2 | 490 | 318 | |
๐ | U+12312 | UB | 504 | 306 | |
๐ | U+12313 | UD | 596 | 381 | BABBAR |
๐ | U+12314 | UD KUล U2 | 611 | 392 | Uแธช2 |
๐ | U+12315 | UD x BAD | |||
๐ | U+12316 | UD x MI | 597 | 382 | ITIMA2 |
๐ | U+12317 | UD x U + U + U | |||
๐ | U+12318 | UD x U + U + U gunรป | |||
๐ | U+12319 | UD gunรป | 542 | 337* | uncertain |
๐ | U+1231A | UD ลกeลกig | 0020 | 52 | ITI, UD x Eล |
๐ | U+1231B | UD ลกeลกig x BAD | |||
๐ | U+1231C | UDUG | 833 | 577; 578 | |
๐ | U+1231D | UM | 238 | 134 | |
๐ | U+1231E | UM x LAGAB | |||
๐ | U+1231F | UM x ME + DA | 241 | ||
๐ | U+12320 | UM x ล A3 | |||
๐ก | U+12321 | UM x U | 239 | ||
๐ข | U+12322 | UMBIN | 92b | ||
๐ฃ | U+12323 | UMUM | |||
๐ค | U+12324 | UMUM x KASKAL | |||
๐ฅ | U+12325 | UMUM x PA | |||
๐ฆ | U+12326 | UN | 501 | 312 | UG3, UKU3 "man" |
๐ง | U+12327 | UN gunรป | |||
๐จ | U+12328 | UR | 828 | 575 | |
๐ฉ | U+12329 | UR crossing UR | 828v | 575a | |
๐ช | U+1232A | UR ลกeลกig | 829 | reconstruction | |
๐ซ | U+1232B | UR2 | 341 | 203 | |
๐ฌ | U+1232C | UR2 x A + แธชA | 346 | ||
๐ญ | U+1232D | UR2 x A + NA | |||
๐ฎ | U+1232E | UR2 x AL | 343 | ||
๐ฏ | U+1232F | UR2 x แธชA | 347 | 185,5 | |
๐ฐ | U+12330 | UR2 x NUN | 342 | 204 | |
๐ฑ | U+12331 | UR2 x U2 | 344 | ||
๐ฒ | U+12332 | UR2 x U2 + Aล | 345 | 185 | |
๐ณ | U+12333 | UR2 x U2 + BI | |||
๐ด | U+12334 | UR4 | 835 | 594 | |
๐ต | U+12335 | URI | 574 | 359 | BUR/BUR |
๐ถ | U+12336 | URI3 | |||
๐ท | U+12337 | URU | 071 | 38 | Ri2 |
๐ธ | U+12338 | URU x A | 081 | ||
๐น | U+12339 | URU x Aล GAB | |||
๐บ | U+1233A | URU x BAR | 073 | 40 | UKKIN |
๐ป | U+1233B | URU x DUN | |||
๐ผ | U+1233C | URU x GA | 076 | ||
๐ฝ | U+1233D | URU x GAL | |||
๐พ | U+1233E | URU x GAN2 tenรป | 074 | ||
๐ฟ | U+1233F | URU x GAR | 083 | ||
๐ | U+12340 | URU x GU | 084 | ||
๐ | U+12341 | URU x แธชA | 082 | ||
๐ | U+12342 | URU x IGI | 079 | ||
๐ | U+12343 | URU x IM | |||
๐ | U+12344 | URU x Iล | |||
๐ | U+12345 | URU x KI | |||
๐ | U+12346 | URU x LUM | |||
๐ | U+12347 | URU x MIN | 080 | ||
๐ | U+12348 | URU x PA | |||
๐ | U+12349 | URU x ล E | |||
๐ | U+1234A | URU x SIG4 | |||
๐ | U+1234B | URU x TU | 072 | ||
๐ | U+1234C | URU x U + GUD | |||
๐ | U+1234D | URU x UD | 077 | ||
๐ | U+1234E | URU x URUDA | 075 | 41 | BANล UR |
๐ | U+1234F | URUDA | 230 | 132 | URUDU |
๐ | U+12350 | URUDA x U | 230 | ||
๐ | U+12351 | Uล | 381 | 211 | NITA |
๐ | U+12352 | Uล x A | 384 | 211a | |
๐ | U+12353 | Uล x KU | 383 | ||
๐ | U+12354 | Uล x KUR | |||
๐ | U+12355 | Uล x TAK4 | 382 | 51* | |
๐ | U+12356 | Uล X | 583 | 372 | UZ, US, Uล |
๐ | U+12357 | Uล 2 | 69 | ||
๐ | U+12358 | Uล UMX | |||
๐ | U+12359 | UTUKI | |||
๐ | U+1235A | UZ3 | 203 | 122b | |
๐ | U+1235B | UZ3 x KASKAL | 204 | 122c | |
๐ | U+1235C | UZU | 311 | 171 | |
๐ | U+1235D | ZA | 851 | 586 | |
๐ | U+1235E | ZA tenรป | 854 | 379; 380 | AS4, ERIM tenรป |
๐ | U+1235F | ZA squared x KUR | 855 | 531; 588 | |
๐ | U+12360 | ZAG | 540 | 332 | |
๐ก | U+12361 | ZAMX | |||
๐ข | U+12362 | ZE2 | 259 | 147 | ZI2, AB x PA |
๐ฃ | U+12363 | ZI | 140 | 84 | |
๐ค | U+12364 | ZI / ZI | 101 | 66 | |
๐ฅ | U+12365 | ZI3 | 536 | ||
๐ฆ | U+12366 | ZIB | 628 | 395 | |
๐ง | U+12367 | ZIB KABA tenรป | |||
๐จ | U+12368 | ZIG | 336 | 190 | ZIK, NINDA x Eล |
๐ฉ | U+12369 | ZIZ2 | 339 | ||
๐ช | U+1236A | ZU | 015 | 006 | |
๐ซ | U+1236B | ZU5 | |||
๐ฌ | U+1236C | ZU5 x A | |||
๐ญ | U+1236D | ZUBUR | 648 | 364/5,2-3 | |
๐ฎ | U+1236E | ZUM | 884 | 555 | |
๐ฏ | U+1236F | KAP ELAMITE | |||
๐ฐ | U+12370 | AB x NUN | |||
๐ฑ | U+12371 | AB2 x A | |||
๐ฒ | U+12372 | AMAR x KUG | |||
๐ณ | U+12373 | DAG KISIM5 x U2 + MAล | |||
๐ด | U+12374 | DAG3 | |||
๐ต | U+12375 | DIล + ล U | |||
๐ถ | U+12376 | DUB x ล E | |||
๐ท | U+12377 | EZEN x GUD | |||
๐ธ | U+12378 | EZEN x ล E | |||
๐น | U+12379 | GA2 x AN + KAK + A | |||
๐บ | U+1237A | GA2 x Aล 2 | |||
๐ป | U+1237B | GE22 | |||
๐ผ | U+1237C | GIG | |||
๐ฝ | U+1237D | แธชUล | |||
๐พ | U+1237E | KA x ANล E | |||
๐ฟ | U+1237F | KA x Aล 3 | |||
๐ | U+12380 | KA x GIล | |||
๐ | U+12381 | KA x GUD | |||
๐ | U+12382 | KA x แธชI x Aล 2 | |||
๐ | U+12383 | KA x LUM | |||
๐ | U+12384 | KA x PA | |||
๐ | U+12385 | KA x ล UL | |||
๐ | U+12386 | KA x TU | |||
๐ | U+12387 | KA x UR2 | |||
๐ | U+12388 | LAGAB x GI | |||
๐ | U+12389 | LU2 ล Eล IG x BAD | |||
๐ | U+1238A | LU2 x Eล 2 + LAL | |||
๐ | U+1238B | LU2 x ล U | |||
๐ | U+1238C | MEล | |||
๐ | U+1238D | MUล 3 x ZA | |||
๐ | U+1238E | NA4 | |||
๐ | U+1238F | NIN | |||
๐ | U+12390 | NIN9 | |||
๐ | U+12391 | NINDA2 x BAL | |||
๐ | U+12392 | NINDA2 x GI | |||
๐ | U+12393 | NU11 rotated 90ยฐ | |||
๐ | U+12394 | PEล 2* | |||
๐ | U+12395 | PIR2 | |||
๐ | U+12396 | SAG x IGI gunรป | |||
๐ | U+12397 | TI2 | |||
๐ | U+12398 | UM x ME | |||
๐ | U+12399 | U U | |||
Charts
Sumero-Akkadian Cuneiform script was added to the Unicode Standard in July, 2006 with the release of version 5.0.
Cuneiform
The Unicode block for Sumero-Akkadian Cuneiform is U+12000โU+123FF:
Cuneiform[1][2] Official Unicode Consortium code chart (PDF) | ||||||||||||||||
0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | A | B | C | D | E | F | |
U+1200x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1201x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1202x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1203x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1204x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1205x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1206x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1207x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1208x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1209x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+120Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+120Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+120Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+120Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+120Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+120Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1210x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1211x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1212x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1213x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1214x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1215x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1216x | ๐ | ๐ ก | ๐ ข | ๐ ฃ | ๐ ค | ๐ ฅ | ๐ ฆ | ๐ ง | ๐ จ | ๐ ฉ | ๐ ช | ๐ ซ | ๐ ฌ | ๐ ญ | ๐ ฎ | ๐ ฏ |
U+1217x | ๐ ฐ | ๐ ฑ | ๐ ฒ | ๐ ณ | ๐ ด | ๐ ต | ๐ ถ | ๐ ท | ๐ ธ | ๐ น | ๐ บ | ๐ ป | ๐ ผ | ๐ ฝ | ๐ พ | ๐ ฟ |
U+1218x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1219x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+121Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+121Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+121Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+121Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+121Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+121Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1220x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1221x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1222x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1223x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1224x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1225x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1226x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1227x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1228x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1229x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+122Ax | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+122Bx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+122Cx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+122Dx | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+122Ex | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+122Fx | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1230x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1231x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1232x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1233x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1234x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1235x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1236x | ๐ | ๐ก | ๐ข | ๐ฃ | ๐ค | ๐ฅ | ๐ฆ | ๐ง | ๐จ | ๐ฉ | ๐ช | ๐ซ | ๐ฌ | ๐ญ | ๐ฎ | ๐ฏ |
U+1237x | ๐ฐ | ๐ฑ | ๐ฒ | ๐ณ | ๐ด | ๐ต | ๐ถ | ๐ท | ๐ธ | ๐น | ๐บ | ๐ป | ๐ผ | ๐ฝ | ๐พ | ๐ฟ |
U+1238x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ |
U+1239x | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | ๐ | |||||||
U+123Ax | ||||||||||||||||
U+123Bx | ||||||||||||||||
U+123Cx | ||||||||||||||||
U+123Dx | ||||||||||||||||
U+123Ex | ||||||||||||||||
U+123Fx | ||||||||||||||||
Notes |
See also
References
- Rylke Borger, Assyrisch-Babylonische Zeichenliste, 2nd ed., Neukirchen-Vluyn (1981)
- Rylke Borger, Mesopotamisches Zeichenlexikon, Mรผnster (2003). *Michael Everson, Karljรผrgen Feuerherm, Steve Tinney, "Final proposal to encode the Cuneiform script in the SMP of the UCS", ISO/IEC JTC1/SC2/WG2 N2786 (2004).
- โ "Unicode character database". The Unicode Standard. Retrieved 22 March 2013.
- โ Cuneiform Unicode.org chart (PDF)
- โ Unicode cuneiform
- โ L. Anderson, June 2004
- โ (after Anderson's sign list)
External links
- cuneiformsigns.org by Lloyd Anderson
- Cuneiform Unicode.org chart (PDF)
- Cuneiform Numbers and Punctuation Unicode.org chart (PDF)
Font packages
- Akkadian (reproduces the Sumerian (3rd millennium BC) glyphs given in the Unicode (reference chart), by George Douros.
- FreeIdgSerif (branched off FreeSerif), encodes some 390 Old Assyrian (2nd millennium BC) glyphs used in Hittite cuneiform. (German)