Sumerian/List
< Sumerian
Here is a list of Sumerian Cuneiform. It contains a list of all Sumerian Cuneiform added to Unicode, as well as combinations of characters and diverse transliterations, as they appear in the texts.
Note: If you cannot see the three characters below spaced with hyphens, you may not be able to see some of the characters (or components of characters) on this page. ๐ - ๐ฐ - ๐
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editRomanization | Cuneiform |
---|---|
A | ๐ |
A' | ๐ด |
A2 | ๐ |
A12 | ๐ |
AB | ๐ |
AB2 | ๐ |
ABA | ๐ |
ABBA | ๐ |
ABBA2 | ๐ |
ABBUNUNNU | ๐๐ท๐ญ๐ฃ * |
ABGAL | ๐ฃ๐จ * |
ABGAL2 | ๐ฃ๐จ๐ ค * |
ABLAL | ๐ผ |
ABLAL3 | ๐ฆ |
ABNI2 | ๐ ๐ * |
ABRIG | ๐ฃ๐จ๐บ * |
ABRIG2 | ๐๐ฃ๐จ๐บ * |
ABSIN | ๐ ๐ธ๐ธ * |
ABSIN3 | ๐ณ |
ABUL | ๐๐ฒ * |
ABULA | ๐๐ฒ * |
ABZU | ๐ช๐ * |
ABZUX | ๐ค |
AD | ๐ |
AD2 | ๐ |
AD3 | ๐ผ |
AD4 | ๐ |
AD5 | ๐๐ * |
AD6 | ๐ฟ |
ADX | ๐ |
ADX | ๐ |
ADX | ๐๐ฝ * |
ADX | ๐ฝ๐ตย ย ย * |
ADAB | ๐๐ฃ * |
ADAMA | ๐๐ช * |
ADAMIN | ๐ |
ADAMIN2 | ๐ |
ADAMIN3 | ๐ |
ADAMIN4 | ๐ซ |
ADAMIN5 | ๐ |
ADAMINX | ๐ |
ADAMINX | ๐ฝ๐ฝ * |
ADDA | ๐ฟ |
ADDA2 | ๐ผ |
ADDAX | LU2 gunรป Uล 2 |
ADDIR | ๐๐บ๐๐ป๐๐ * |
ADDIRX | ๐๐ป๐ * |
ADDIRX | ๐บ๐๐๐ * |
ADDIRX | ๐บ๐๐๐๐ป * |
ADDIRX | A LAK589 SI |
ADDIRX | LAK589 A SI |
ADDIRX | LAK589 PAD SI |
ADDIRX | LAK589 SI |
ADDIRX | LAK589 SI A |
ADDIRX | LAK590 SI |
ADKIN | ๐ ๐ด * |
ADKINX | ๐ |
AG | ๐ |
AG2 | ๐ |
AGA | ๐ |
AGA3 | ๐ |
AGAM | ๐ |
AGAR2 | ๐ |
AGAR3 | ๐ป |
AGAR4 | ๐ |
AGARGARA | ๐ฉ |
AGARIN | ๐ |
AGARIN2 | ๐ |
AGARIN3 | ๐ผ๐ * |
AGARIN4 | ๐ผ๐ * |
AGARIN5 | ๐ผ๐ * |
AGARINX | ๐ |
AGARINX | ๐ |
AGRIG | ๐ ๐พ * |
AGRUN | ๐๐ฃ * |
Aฤ2 | ๐ |
AฤA3 | ๐ |
AฤAR5 | ๐ |
AฤAR6 | ๐ ๐ * |
AฤARIN | ๐ |
AฤARIN2 | ๐ |
AฤARIN3 | ๐ผ๐ * |
AฤARIN4 | ๐ผ๐ * |
AฤARIN5 | ๐ผ๐ * |
AฤARINX | ๐ |
AฤARINX | ๐ |
AฤRIG | ๐ ๐พ * |
Aแธช | ๐ด |
Aแธช3 | ๐ |
Aแธช6 | ๐ |
AK | ๐ |
AKA3 | ๐ |
AKAN | ๐ |
AKKAN3 | ๐ |
AKKIL | ๐ฐ๐บ๐ * |
AKKIL2 | ๐๐ค * |
AKKILX | ๐๐ช * |
AKKILX | ๐ฐ๐บ๐๐ * |
AKTUM | ๐๐ข * |
AKTUM2 | ๐ข๐ * |
AL | ๐ |
ALAD | ๐ |
ALAD2 | ๐ |
ALAL | ๐ |
ALAL3 | ๐ |
ALAL4 | ๐บ |
ALAN | ๐ฉ |
ALGAMEล | ๐๐ฉ๐ธ * |
ALIM | ๐ |
ALLA | ๐ |
ALURAX | ๐ |
AM | ๐ |
AM3 | ๐๐ญ * |
AM6 | ๐ญ |
AMA | ๐ผ |
AMA5 | ๐ฃ |
AMAGI | ๐ป |
AMAGI2 | ๐๐น๐ฒ * |
AMAGI3 | ๐๐น๐ฒ * |
AMAGIX | ๐๐น๐๐ฒ * |
AMALU | ๐ผ๐ญ๐น * |
AMALUG | ๐ผ๐น * |
AMAN | ๐ฝ๐ฝ * |
AMAR | ๐ซ |
AMAล | ๐ฆ |
AMBAR | ๐น |
AMRA | ๐๐ฃ๐ * |
AMUล | ๐ |
AN | ๐ญ |
ANล E | ๐ฒ |
ANZALUB | ๐ฎ๐ * |
ANZU2 | ๐ญ๐ ๐ช * |
ANZUD | ๐ญ๐ ๐ * |
ANZUD2 | ๐ญ๐ ๐ช * |
AP | ๐ |
APIN | ๐ณ |
AR | ๐ |
AR2 | ๐ฑ |
AR3 | ๐ฏ |
ARX | ๐ธ |
ARA | ๐ญ |
ARA3 | ๐ฏ |
ARAD | ๐ด |
ARAD2 | ๐ต |
ARAแธช3 | ๐ฅ |
ARAแธช4 | ๐๐๐๐ * |
ARAแธชX | ๐๐๐ * |
ARALI | ๐๐ณ๐ช * |
ARALIX | ๐ฝ |
ARATTA | ๐ถ |
ARATTAX | ๐ด๐ณ๐๐ * |
ARGAB | ๐ถ |
ARแธชUล | ๐ฃ |
ARแธชUล 2 | ๐ฆ |
ARI2 | ๐ |
ARINA | ๐ธ๐๐พ * |
ARINAX | ๐ฟ๐๐พ * |
ARINAX | ๐๐พ * |
ARINAX | ๐ซ๐ * |
ARKAB | ๐ป๐ * |
ARKAB2 | ๐ถ |
ARKABX | ๐ถ๐ * |
AS | ๐ |
AS4 | ๐ |
ASAL2 | ๐๐ ๐ฎ๐บ * |
ASALX | ๐ท |
ASALX | ๐๐ * |
ASALX | ๐๐ ๐ฎ๐๐ป * |
ASALX | ๐๐ ๐ช * |
ASIL | ๐ฐ |
ASIL3 | ๐ข |
ASILX | ๐ก |
ASILA | ๐ฐ |
ASILA3 | ๐ข |
ASILAX | ๐ฌ |
ASILAL | ๐ฐ |
ASILAL3 | ๐ข |
ASILAL4 | ๐ค |
ASLUMX | ๐๐ * |
Aล | ๐ธ |
Aล 2 | ๐พ |
Aล 3 | ๐ |
Aล 5 | ๐ ๐ด๐ฆ * |
Aล AG | ๐ท |
Aล GAB | ๐ฟ |
Aล GABGALX | ๐ฒ๐ฟ * |
Aล KI | ๐ค๐ธ * |
Aล KUD | ๐พ๐ฝ * |
Aล KUD2 | ๐พ๐น * |
Aล LUG | ๐๐๐๐ * |
Aล NAN | ๐บ |
Aล NAN2 | ๐บ๐ * |
Aล ล A2 | ๐ฐ๐บ * |
Aล TA | ๐ฐ๐บ * |
Aล TE | ๐๐๐ค * |
Aล TE2 | ๐น |
AT | ๐ |
AU | ๐๐บ๐๐ป๐๐ * |
AYA | ๐๐ * |
AYA2 | ๐ |
AYA4 | ๐น |
AYAYAX | ๐๐๐ * |
AZ | ๐ |
AZADX | ๐๐๐ * |
AZAG | ๐ฌ๐ญ * |
AZLAG | ๐๐ * |
AZLAG3 | ๐๐๐ฟ๐ผ๐๐บ * |
AZLAG4 | ๐๐๐ผ๐๐บ * |
AZLAG5 | ๐๐๐ฟ๐ผ๐ * |
AZLAG7 | ๐ |
AZLAGGALX | ๐ฒ๐๐๐ผ๐๐บ * |
AZU | ๐ฌ |
AZUGNA | ๐ฏ๐ * |
BA | ๐ |
BA4 | ๐ท |
BA13 | ๐จ |
BABBAR | ๐ |
BABBAR2 | ๐๐ * |
BAD | ๐ |
BAD3 | ๐ฆ |
BAG3 | ๐ |
BAแธชAR2 | ๐ |
BAL | ๐ |
BALA | ๐ |
BALAG | ๐ |
BAN3 | ๐ |
BANDA3 | ๐ |
BANล UR | ๐ |
BAPPIR | ๐ |
BAR | ๐ |
BAR2 | ๐ |
BAR7 | ๐ |
BARA2 | ๐ |
BARGI | ๐ |
BAZBAZX | ๐ป |
BE | ๐ |
BE2 | ๐ |
BE3 | ๐ |
BE7 | ๐ |
BI | ๐ |
BI2 | ๐ |
BIL | ๐ |
BIL2 | ๐ |
BIR | ๐ต |
BIR4 | ๐ |
BIR5 | ๐ |
BIR6 | ๐ถ |
BIล EBA3 | ๐ก |
BU | ๐ |
BUGIN | ๐น |
BUL | ๐ง |
BULUG | ๐ |
BUN2 | ๐ ฎ |
BUNIN | ๐น |
BUR | ๐ |
BUR2 | ๐ |
BUR3 | ๐ |
BUR10 | ๐ง |
BUR12 | ๐ |
BURANUN | ๐๐๐ฃ * |
BURANUNX | ๐๐ฃ * |
BURANUNA | ๐๐๐ฃ * |
BURU4 | ๐ข๐ * |
BURU14 | ๐ |
DA | ๐ |
DA2 | ๐ซ |
DA3 | ๐ |
DAB | ๐ณ |
DAB5 | ๐ช |
DAB6 | ๐ |
DADAG | ๐๐ * |
DAG | ๐ |
DAG3 | ๐ด |
DAGRIM | ๐ |
DAแธช | ๐ญ |
DAL | ๐ |
DALLA | ๐ฆ๐๐ผ * |
DAM | ๐ฎ |
DAN3 | ๐ฉ |
DAN4 | ๐ |
DAR | ๐ฏ |
DAR3 | ๐ฐ |
DARA3 | ๐ฐ |
DARA4 | ๐ฑ |
DE2 | ๐ค |
DE3 | ๐ |
DE6 | ๐บ |
DI | ๐ฒ |
DI4 | ๐ |
DIB | ๐ณ |
DID | ๐ |
DIDLI | ๐ |
DIG | ๐ |
DIฤIR | ๐ญ |
DILI | ๐ธ |
DILIM2 | ๐บ |
DILMUN | ๐๐ * |
DIM | ๐ด |
DIM2 | ๐ถ |
DIN | ๐ท |
DIR | ๐๐ * |
DIล | ๐น |
DU | ๐บ |
DU2 | ๐ |
DU3 | ๐ |
DU5 | ๐ |
DU6 | ๐ฏ |
DU7 | ๐ |
DU8 | ๐ |
DU11 | ๐ |
DU12 | ๐ |
DU17 | ๐ |
DUB | ๐พ |
DUB2 | ๐ |
DUB3 | ๐ญ |
DUBUR2 | ๐ถ |
DUG | ๐ |
DUG3 | ๐ญ |
DUG4 | ๐ |
DUGUD | ๐ |
DUแธช | ๐ |
DUL | ๐๐ * |
DUL3 | ๐จ |
DUL7 | ๐ |
DULX | ๐จ๐ย ย ย ย * |
DUMU | ๐ |
DUN | ๐ |
DUN3 | ๐ |
DUR | ๐ |
DUR2 | ๐ |
DUR3 | ๐ฒ๐ด * |
DUR7 | ๐ |
DUR10 | ๐ฟ |
DURU2 | ๐ช |
DURU5 | ๐ |
DURUN | ๐ |
DURUNX | ๐ช๐ช * |
DUSU2 | ๐ฒ๐ ๐ * |
E | ๐ |
E2 | ๐ |
E3 | ๐๐บ * |
E4 | ๐ |
EA | ๐ |
ED | ๐ |
ED2 | ๐๐บ * |
ED3 | ๐ฏ๐บ * |
EDEN | ๐ |
EDIMX | ๐ |
EDIN | ๐ |
EDURU | ๐ |
EGARA | ๐ |
EGIR | ๐ |
EGIR2 | ๐ |
EGIR5 | ๐ |
EGIR6 | ๐ฑ |
Eฤ3 | ๐ |
EฤER | ๐ |
EฤIR | ๐ |
EฤIR5 | ๐ |
EฤIR6 | ๐ฑ |
Eแธช | ๐ด |
Eแธช3 | ๐ช๐ช * |
EL | ๐ |
EM | ๐ |
EM3 | ๐ |
EMX | ๐๐ญ * |
EME | ๐ ด |
EME4 | ๐ผ |
EME5 | ๐ฉ๐ธ * |
EMEDA | ๐๐จ * |
EMEDU | ๐ผ๐ * |
EMEDU2 | ๐ผ๐๐ * |
EN | ๐ |
EN3 | ๐ท |
EN6 | ๐ |
EN8 | ๐ญ |
ENEGIR | ๐ |
ENEGIR3 | ๐๐ถ๐ผ * |
ENGAR | ๐ณ |
ENGUR | ๐ |
ENKAR | ๐ |
ENMEN | ๐ |
ER | ๐ |
ER2 | ๐๐ * |
EREM | ๐ |
EREN | ๐ |
EREN2 | ๐ |
ERI | ๐ท |
ERIM | ๐ |
ERIM2 | ๐๐ * |
ERIM3 | ๐ฟ |
ERIN | ๐ |
ERIN2 | ๐ |
ERINX | ๐ถ |
ERINA8 | ๐ท |
ERINA8 | ๐ธ๐๐พ * |
ES | ๐ |
ES2 | ๐ |
ESAG2 | ๐ฅ |
ESI | ๐ |
Eล | ๐ |
Eล 2 | ๐ |
Eล 3 | ๐ |
Eล 4 | ๐น |
Eล 16 | ๐ผ |
Eล E2 | ๐ |
Eล EMEN | ๐ ๐๐๐ฒ * |
Eล EMEN2 | ๐ ๐๐๐ฒ๐ญ๐น * |
Eล GAR | ๐พ๐ผ * |
Eล TUB | ๐ |
ET | ๐ |
EZEN | ๐ก |
EZIM2 | ๐บ๐ * |
EZINA2 | ๐บ๐ * |
EZINA3 | ๐ |
GA | ๐ต |
GA14 | ๐ |
GA2 | ๐ท |
GAB | ๐ฎ |
GABA | ๐ฎ |
GAD | ๐ฐ |
GADA | ๐ฐ |
GAG | ๐ |
GAL | ๐ฒ |
GAL2 | ๐ |
GAL4 | ๐ฉ |
GAL5 | ๐ผ |
GALA | ๐๐ช * |
GALAM | ๐ด |
GALGA | ๐ |
GAM | ๐ต |
GAM3 | ๐ฝ๐ฟ * |
GAN | ๐ถ |
GAN2 | ๐ท |
GANA2 | ๐ท |
GANBA | ๐ ๐ด * |
GANUN | ๐ |
GAR | ๐ป |
GAR3 | ๐ผ |
GAR5 | ๐ |
GAR8 | ๐ |
GARADIN9 | ๐ |
GARADINX | ๐ฑ |
GARIM | ๐ |
GAล AM | ๐ฃ๐จ๐ณ * |
GAล AN | ๐ฝ |
GAZ | ๐ค |
GAZI | ๐ข |
GE | ๐ |
GE2 | ๐ค |
GE6 | ๐ช |
GE22 | ๐บ |
GE23 | ๐น |
GEL | ๐ |
GEME2 | ๐ฉ๐ณ * |
GEN6 | ๐ |
GENNA | ๐๐น * |
GEล | ๐ |
GEล ล IM | ๐๐ * |
GEล TIN | ๐พ |
GI | ๐ |
GI2 | ๐ค |
GI4 | ๐ |
GI5 | ๐ |
GI6 | ๐ช |
GI7 | ๐ |
GI16 | ๐ |
GI17 | ๐ผ |
GIB | ๐ |
GIBIL | ๐ |
GIBIL2 | ๐๐พ * |
GIBIL4 | ๐ |
GID2 | ๐ |
GIDIM | ๐ |
GIG | ๐ผ |
GIG2 | ๐ช |
GIGAM | ๐ |
GIGGI | ๐ช |
GIGI | ๐ |
GIGIR | ๐ |
GIGIR2 | ๐ฅ |
GIGIRX | ๐ธ๐ย ย ย * |
GIL | ๐ |
GILGAMEล | ๐๐๐ฆ * |
GILGAMEล 2 | ๐๐๐ต๐ฉ * |
GILIM | ๐ |
GIM | ๐ถ |
GIN | ๐บ |
GIN2 | ๐ |
GIN3 | ๐ณ |
GIN4 | ๐ค๐ธ * |
GIN6 | ๐ |
GIN7 | ๐ถ |
GIR | ๐ซ |
GIR2 | ๐ |
GIR3 | ๐ |
GIR4 | ๐๐ * |
GIR5 | ๐ฝ |
GIR6 | ๐ผ |
GIR10 | ๐ |
GIR15 | ๐ |
GIRABA | ๐๐ซ * |
GIRI16 | ๐ |
GIRI17 | ๐ |
GISAL | ๐ |
GIล | ๐ |
GU | ๐ |
GU2 | ๐ |
GU3 | ๐ |
GU4 | ๐ |
GU7 | ๐ ฅ |
GUB | ๐บ |
GUB2 | ๐ท |
GUD | ๐ |
GUD3 | ๐๐ ๐ง๐ต * |
GUG | ๐๐ข * |
GUG2 | ๐ |
GUL | ๐ข |
GUM | ๐ฃ |
GUN3 | ๐ฏ |
GUR | ๐ฅ |
GUR2 | ๐ต |
GUR4 | ๐ธ |
GUR5 | ๐ |
GUR7 | ๐ฆ |
GUR8 | ๐ฝ |
GUR10 | ๐ฅ |
GUR11 | ๐ต |
GUR17 | ๐ |
GURU5 | ๐ |
GURU6 | ๐ธ |
GURU7 | ๐ฆ |
GURUD | ๐ฉ๐ * |
GURUD2 | ๐ฝ๐ * |
GURUM | ๐ต |
GURUN | Uล 2 squared (four opposing ๐ forming a square in the middle) |
GURUล | ๐จ |
GURUล 3 | ๐ |
ฤA2 | ๐ท |
ฤAL2 | ๐ |
ฤAR | ๐ป |
ฤARIN | ๐ |
ฤARZA | ๐บ๐ญ * |
ฤARZA2 | ๐บ๐ * |
ฤE26 | ๐ท |
ฤEN | ๐บ |
ฤEล HAล HUR | ๐๐ข * |
ฤEล ล IM | ๐๐ * |
ฤEล TIN | ๐พ |
ฤEล TUG3 | ๐๐ฟ๐ * |
ฤI6 | ๐ช |
ฤI25 | ๐ |
ฤIDLAM | ๐ฉ๐๐ฎ * |
ฤIDLAM2 | ๐๐ฎ * |
ฤIDLAM3 | ๐๐ฉ๐ฎ * |
ฤIDRU | ๐บ |
ฤIR2 | ๐ |
ฤIRI3 | ๐ |
ฤISSU | ๐๐ช * |
ฤIล | ๐ |
ฤIล GAL | ๐ |
ฤIล KIM | ๐ ๐พ * |
ฤIล NIMBAR | ๐ท |
ฤIZZAL | ๐๐๐ฟ๐๐ฃ * |
ฤU10 | ๐ฌ |
ฤURUล | ๐ |
แธชA | ๐ฉ |
แธชABRUD | ๐ข |
แธชAD2 | ๐ |
แธชAL | ๐ฌ |
แธชAR | ๐ฏ |
แธชARUB | ๐ฌ |
แธชASแธชUR | ๐ข |
แธชAล | ๐ป |
แธชAล 2 | ๐จ |
แธชAล 4 | ๐ฎ |
แธชE2 | ๐ถ |
แธชI | ๐ญ |
แธชIRINX | ๐ถ |
แธชU | ๐ท |
แธชUB | ๐ฝ |
แธชUB2 | ๐ธ |
แธชUD2 | ๐ |
แธชUฤ | ๐ |
แธชUL | ๐ ๐จ * |
แธชUL2 | ๐พ |
แธชULU | ๐ ๐จ * |
แธชULUแธช | ๐ |
แธชUM | ๐ |
แธชUR | ๐ฏ |
แธชUล | ๐ญ๐ * |
แธชUล (LAK240) | ๐ฝ |
I | ๐ฟ |
I3 | ๐ |
IA | ๐ |
IA3 | ๐ |
IB | ๐ |
IB2 | ๐ |
ID | ๐ |
ID2 | ๐๐ * |
IDIGNA | ๐ฆ๐๐ผ * |
IDIM | ๐ |
IG | ๐ |
IGI | ๐ |
IGIล TU | ๐ ๐บ * |
Iฤ3 | ๐ |
Iแธช | ๐ด |
IL | ๐ |
IL2 | ๐ |
IL3 | ๐ญ |
IM | ๐ |
IM2 | ๐ฝ |
IMIN | ๐ |
IMMA3 | ๐ |
IMMAX | ๐ |
IMMAL | ๐ฅ |
IN | ๐ |
INANA | ๐น |
INANNA | ๐น |
INIM | ๐ |
INNIN | ๐น |
IQ | ๐ |
IR | ๐ |
IR3 | ๐ด |
IR11 | ๐ต |
IRI | ๐ท |
IRI12 | ๐ |
IS3 | ๐ |
ISIMU3 | ๐๐ * |
ISIMUD4 | ๐ฝ๐ ๐ฃ๐จ * |
ISIMUDX | ๐ฝ๐ฃ๐จ๐ก * |
ISIN2 | ๐ |
Iล | ๐ |
Iล IB | ๐จ |
Iล IN | ๐บ๐บ * |
Iล KUR | ๐ |
IT | ๐ |
ITI | ๐ |
ITI7 | ๐๐ญ๐๐ * |
ITID | ๐ |
ITIMA | ๐ |
ITIMA2 | ๐ |
Iแนฌ | ๐ |
IZ | ๐ |
IZI | ๐ |
IZIN | ๐ก |
KA | ๐ |
KA2 | ๐ |
KA3 | ๐ต |
KA5 | ๐ |
KAB | ๐ |
KAD2 | ๐ |
KAD3 | ๐ |
KAD4 | ๐ |
KAD5 | ๐ |
KAK | ๐ |
KAL | ๐ |
KALAG | ๐ |
KALAM | ๐ฆ |
KAM | ๐ฐ |
KAM2 | ๐ |
KAM4 | ๐ |
KAN | ๐ถ |
KAN4 | ๐ |
KAR | ๐ผ๐ * |
KAR2 | ๐ธ |
KARKARA | ๐ |
KASKAL | ๐ |
KAล 4 | ๐ฝ |
KE | ๐ |
KE2 | ๐ |
KE4 | ๐ค |
KEล 2 | ๐ |
KEล 3 | ๐๐ญ๐ฒ * |
KEล DA | ๐ก |
KI | ๐ |
KI2 | ๐ |
KIBIR2 | ๐๐พ * |
KID | ๐ค |
KID2 | ๐บ |
KIฤ2 | ๐ฅ |
KIM3 | ๐ |
KIN | ๐ฅ |
KINDA | ๐ฑ |
KINDAGAL2 | ๐ฒ๐ต * |
KINGAL | ๐ฒ๐บ * |
KIR4 | ๐ |
KIR6 | ๐ |
KIRI6 | ๐ฌ |
KISAL | ๐ฆ |
KISIM5 | ๐จ |
KISLAแธช | ๐ ๐ * |
KIล | ๐ง |
KIล I6 | ๐พ |
KIล I8 | ๐ |
KIล I16 | ๐๐ * |
KIล I17 | ๐ |
KU | ๐ช |
KU3 | ๐ฌ |
KU4 | ๐ญ |
KU5 | ๐ป |
KU6 | ๐ฉ |
KU7 | ๐ฏ |
KUD | ๐ป |
KUG | ๐ฌ |
KUL | ๐ฐ |
KUM | ๐ฃ |
KUM2 | ๐ |
KUN | ๐ฒ |
KUN4 | ๐ฟ๐ป * |
KUP4 | ๐ค |
KUR | ๐ณ |
KUR2 | ๐ฝ |
KURKU2 | ๐ ๐ญ๐๐ * |
KURUM7 | ๐ ๐ * |
KUล | ๐ข |
KUล 2 | ๐จ |
KUล 3 | ๐ |
KUล U | ๐๐ * |
KUล U2 | ๐ต |
KUล U4 | ๐จ |
KUล UM4 | ๐๐ * |
LA | ๐ท |
LA2 | ๐ฒ |
LAG | ๐ |
LAGAB | ๐ธ |
LAGAR | ๐ฌ |
LAGAR3 | ๐ฉ๐ธ * |
LAGAล | ๐ข๐๐ท * |
LAแธช4 | ๐ป |
LAแธชล U | ๐ฑ |
LAแธชTAN | ๐ด |
LAแธชTAN2 | ๐ถ |
LAL | ๐ฒ |
LAL3 | ๐ญ |
LAM | ๐ด |
LAM2 | ๐ |
LAMMA | ๐ |
LE | ๐ท |
LE2 | ๐ |
LEM4 | ๐ |
LI | ๐ท |
LI2 | ๐ |
LI9 | ๐ |
LIB | ๐ |
LIBIR | ๐ ๐ * |
LIBIล | ๐ |
LID | ๐ |
LID2 | ๐ |
LIGIMA | ๐ ๐๐ * |
LIL | ๐ธ |
LIL2 | ๐ค |
LILIZ | ๐ |
LIM | ๐ |
LIMMU2 | ๐น |
LIล | ๐บ |
LU | ๐ป |
LU2 | ๐ฝ |
LU3 | ๐ |
LUB | ๐ |
LUG | ๐ป |
LUGAL | ๐ |
LUGUD3 | ๐ |
LUแธช | ๐ |
LUL | ๐ |
LUM | ๐ |
LUNGA3 | ๐ |
MA | ๐ |
MA2 | ๐ฃ |
MA3 | ๐ท |
MAแธช | ๐ค |
MAR | ๐ฅ |
MAล | ๐ฆ |
MAล 2 | ๐ง |
MAล 3 | ๐ฆ๐บ * |
MAล GI | ๐ |
ME | ๐จ |
ME3 | ๐ |
MEN | ๐ |
MEN2 | ๐จ |
MES | ๐ฉ |
MEล | ๐ |
MI | ๐ช |
MI2 | ๐ฉ |
MIN | ๐ซ |
MIN3 | ๐๐ * |
MITUM2 | ๐ช๐ * |
MU | ๐ฌ |
MU2 | ๐ฌ |
MUD | ๐ท๐ญ * |
MUD3 | ๐ฏ |
MUDX | (LAK449) |
MUG | ๐ฎ |
MUL | ๐ฏ |
MUN | ๐ต |
MUNSUB | ๐ฐ |
MUNล UB | ๐ฐ |
MUNU4 | ๐ฝ๐บ๐ฝ * |
MUNUS | ๐ฉ |
MUR | ๐ฏ |
MURGU | ๐ |
MURGU2 | ๐ฑ |
MURU2 | ๐ |
MURU9 | ๐ ๐ * |
MURUB4 | ๐ |
MUSSA | ๐ฉ๐๐ฒ * |
MUล | ๐ฒ |
MUล 2 | ๐ฝ |
MUล 3 | ๐น |
MUล EN | ๐ท |
MUล TUG2 | ๐ฌ๐๐๐ฟ * |
NA | ๐พ |
NA2 | ๐ฟ |
NA4 | ๐ |
NAG | ๐ |
NAGA | ๐ |
NAGAR | ๐ |
NAGGA | ๐ญ๐พ * |
NAGGAX | ๐ญ |
NAฤ | ๐ |
NAฤA | ๐ |
NAฤA3 | ๐ค |
NAฤA4 | ๐ฃ |
NAM | ๐ |
NAM2 | ๐ |
NAMMA | ๐ |
NANNA | ๐๐ * |
NANล E | ๐ |
NAR | ๐ |
NE | ๐ |
NE2 | ๐ |
NI | ๐ |
NI2 | ๐ |
NI3 | ๐ป |
NI5 | ๐ |
NIDBA2 | ๐ป๐น * |
NIG | ๐ฉ๐จ * |
NIG2 | ๐ป |
NIGA | ๐บ |
NIGIN | ๐ |
NIGIN2 | ๐ธ |
NIฤ2 | ๐ป |
NIฤIN2 | ๐ธ |
NIM | ๐ |
NIN | ๐ |
NIN9 | ๐ |
NINA | ๐ |
NINDA | ๐ป |
NINDA2 | ๐ |
NINNA2 | ๐ง |
NINNI5 | ๐ |
NIR | ๐ช |
NIR3 | ๐๐ * |
NISAG | ๐ |
NITA | ๐ |
NITAแธช2 | ๐ด |
NITALAM4 | ๐ฉ๐ * |
NU | ๐ก |
NU2 | ๐ฟ |
NU11 | ๐ข |
NU12 | ๐ป |
NUD | ๐ฟ |
NUM | ๐ |
NUM2 | ๐ |
NUMUN | ๐ฐ |
NUMUN2 | ๐ค๐ธ * |
NUMUN3 | ๐ด |
NUN | ๐ฃ |
NUNDUM | ๐ ป |
NUNUZ | ๐ญ |
PA | ๐บ |
PA5 | ๐ฝ๐ * |
PAB | ๐ฝ |
PAD | ๐ป |
PAD3 | ๐ ๐ * |
PALIL | ๐ ๐บ * |
PAN | ๐ผ |
PAP | ๐ฝ |
PAR3 | ๐ |
PE | ๐ซ |
PEL | ๐ |
PEL2 | ๐ |
PEล 2 | ๐พ |
PEล 3 | ๐ |
PEล 4 | ๐ฏ |
PEล 6 | ๐ |
PEล 13 | ๐ด |
PI | ๐ฟ |
PI4 | ๐ |
PIL | ๐ |
PIR2 | ๐ |
PIRIG | ๐ |
PIRIฤ | ๐ |
PIRIฤ2 | ๐ |
PIRIฤ3 | ๐ |
PISAฤ | ๐ท |
PISAฤ3 | ๐ |
PISAN3 | ๐ฟ |
PU | ๐ |
PU2 | ๐ฅ |
PU3 | ๐ ค |
QA | ๐ก |
QA2 | ๐ต |
QAR | ๐ผ |
QI2 | ๐ |
QI4 | ๐ |
QUM | ๐ฃ |
RA | ๐ |
RA2 | ๐บ |
RAB | ๐ |
RAK | ๐ฉ |
RE | ๐ |
RE2 | ๐ท |
RE6 | ๐บ |
RE7 | ๐ป |
RI | ๐ |
RI2 | ๐ท |
RI8 | ๐ถ |
RIB | ๐ |
RID | ๐ฉ |
RIG2 | ๐ฎ |
RIM4 | ๐ฝ |
RIN | ๐ธ |
RU | ๐ |
RU6 | ๐ |
RU12 | ๐ |
SA | ๐ |
SA2 | ๐ฒ |
SA6 | ๐ท |
SA11 | ๐ |
SA12 | ๐ |
SAG | ๐ |
SAG3 | ๐บ |
SAG9 | ๐ท |
SAGA11 | ๐ฅ |
SAGล U | ๐๐ * |
SAฤ | ๐ |
SAฤล U | ๐๐ * |
SAแธชARX | ๐ |
SAL | ๐ฉ |
SAL4 | ๐ก |
SAMANX | ๐ ๐๐ ๐ฃ๐ ๐ * |
SANGA2 | ๐ซ |
SAR | ๐ฌ |
SE2 | ๐ฃ |
SE3 | ๐ง |
SE12 | ๐ |
SED | ๐ป |
SI | ๐ |
SI2 | ๐ฃ |
SI11 | ๐ |
SI19 | ๐ |
SI23 | ๐ข |
SIG | ๐ |
SIG2 | ๐ |
SIG3 | ๐บ |
SIG4 | ๐ |
SIG7 | ๐ |
SIG9 | ๐ |
SIG10 | ๐ง |
SIG17 | ๐ |
SIK | ๐ |
SIK2 | ๐ |
SIKI | ๐ |
SIKIL | ๐ |
SIL7 | ๐ฃ |
SILA | ๐ป |
SILA3 | ๐ก |
SILA4 | ๐ข |
SILIG | ๐ |
SIM | ๐ |
SIMX | ๐ผ |
SIMUG | ๐ฃ |
SIN2 | ๐ |
SIPAD | ๐บ๐ป * |
SIR2 | ๐ |
SIRARA | ๐ |
SIRARA2 | ๐๐ฃ๐๐ * |
SIRARA6 | ๐๐ฃ๐๐ ๐ณ * |
SIRSIR | ๐ |
SIS | ๐ |
SISKUR | ๐ฌ |
SU | ๐ข |
SU3 | ๐ค |
SU4 | ๐ |
SU6 | ๐ พ |
SU7 | ๐ญ |
SU8 | ๐ป |
SU11 | ๐ |
SU13 | ๐ |
SUB | ๐ ข |
SUB2 | ๐ป |
SUB6 | ๐ณ |
SUD | ๐ค |
SUD2 | ๐ฅ |
SUD4 | ๐ |
SUEN | ๐๐ช * |
SUG | ๐น |
SUG2 | ๐ป |
SUG4 | ๐ค |
SUแธช3 | ๐ |
SUแธชUB3 | ๐๐น * |
SUแธชUB4 | ๐๐ฒ๐ * |
SUแธชUB5 | ๐๐ต * |
SUแธชUBX | ๐ฏ๐ * |
SUแธชUR | ๐ฆ |
SUแธชUล | ๐ผ |
SUKKAL | ๐ |
SUKUD | ๐ด |
SUM | ๐ง |
SUM2 | ๐ฎ |
SUMAล | ๐จ |
SUMUNX | ๐ |
SUMUR | ๐จ |
SUMUR2 | ๐ฆ |
SUMUR3 | ๐ฐ |
SUN2 | ๐ข |
SUN5 | ๐ |
SUN7 | ๐ |
SUR | ๐ฉ |
SUR2 | ๐จ |
SUR3 | ๐ฎ |
SUR9 | ๐ช |
SUR12 | ๐ญ |
SURUNGAL | ๐๐ฃ * |
SUSBU2 | ๐ฝ |
SUSBU3 | ๐น๐ * |
SUล 2 | ๐ |
ล A | ๐ญ |
ล A3 | ๐ฎ |
ล A4 | ๐บ |
ล A6 | ๐ท |
ล AB6 | ๐ธ |
ล ABRA | ๐บ๐ * |
ล AG4 | ๐ฎ |
ล AGAN | ๐๐ถ * |
ล AฤAN | ๐๐ถ * |
ล AK | ๐ |
ล AKAN | ๐๐ถ * |
ล AKIR | ๐ |
ล ALAMBI | ๐ฎ |
ล AM2 | ๐ |
ล AR | ๐ฌ |
ล AR2 | ๐น |
ล ARX | ๐ |
ล ARA2 | ๐ |
ล E | ๐บ |
ล E3 | ๐ |
ล E10 | ๐ช |
ล E22 | ๐ |
ล EX | ๐ |
ล EX | ๐๐ * |
ล ED6 | ๐ช |
ล EG5 | ๐ |
ล EG9 | ๐พ |
ล EG11 | ๐ |
ล EGX | ๐ |
ล Eฤ3 | ๐๐ญ * |
ล Eฤ6 | ๐ |
ล EM3 | ๐ |
ล EM5 | ๐ |
ล EMBI | ๐ |
ล EMBULUGX | ๐ |
ล EN | ๐ฟ |
ล ENNU | ๐๐จ๐๐ฌ * |
ล ER7 | ๐ช |
ล ER11 | ๐๐ * |
ล Eล | ๐ |
ล Eล 2 | ๐ |
ล Eล 4 | ๐ |
ล Eล LAM | ๐ |
ล I | ๐ |
ล ID | ๐ |
ล IKA | ๐ท |
ล IM | ๐ |
ล IN | ๐ฟ |
ล INX | ๐ |
ล INIG | ๐ |
ล IRPURLA | ๐ข๐๐ท |
ล IR | ๐ |
ล ITA | ๐ |
ล ITA3 | ๐ฅ |
ล ITA4 | ๐๐ค * |
ล U | ๐ |
ล U2 | ๐ |
ล U4 | ๐ |
ล UB | ๐ |
ล UBA | ๐๐ฝ * |
ล UBTU6 | ๐ |
ล UBTU7 | ๐ |
ล UBTUM3 | ๐๐ธ * |
ล UBUR | ๐ |
ล UDX | ๐ |
ล UDU2 | ๐ |
ล UDUL2 | ๐๐ * |
ล UDUM | ๐ |
ล UแธชUBX | ๐๐ญ * |
ล UK | ๐ป |
ล UL | ๐ |
ล UM | ๐ณ |
ล UM2 | ๐ง |
ล Uล 2 | ๐ |
ล Uล UR2 | ๐ฝ |
ล UTUM | ๐๐พ๐๐๐ * |
แนขI2 | ๐ฃ |
TA | ๐ซ |
TAB | ๐ฐ |
TAG | ๐ณ |
TAแธช | ๐ญ |
TAK4 | ๐บ |
TAL | ๐ |
TAL2 | ๐ฟ |
TAR | ๐ป |
TAR2 | ๐ฏ |
TE | ๐ผ |
TE8 | ๐ |
TER | ๐ |
TI | ๐พ |
TI2 | ๐ |
TIBIR | ๐ณ |
TIDNIM | ๐ |
TIDNUM | ๐ |
TIGI2 | ๐๐ * |
TIL | ๐ |
TIR | ๐ |
TIRU | ๐ฒ๐ผ * |
TU | ๐ |
TU5 | ๐๐ * |
TU11 | ๐ธ |
TU15 | ๐ |
TU17 | ๐๐๐ * |
TUBAX | ๐ |
TUD | ๐ |
TUG | ๐ |
TUG2 | ๐ |
TUGX | (LAK483) |
TUแธช | ๐ |
TUK | ๐ |
TUKU | ๐ |
TUKU4 | ๐ง |
TUKU5 | ๐ณ |
TUKUL | ๐ช |
TUKUM | ๐๐๐๐ป๐๐ฒ * |
TUKUR | ๐ธ |
TUKUR2 | ๐ |
TUKUR3 | ๐ |
TUM | ๐ |
TUM2 | ๐บ |
TUM3 | ๐ |
TUM9 | ๐ |
TUM12 | ๐ |
TUMU | ๐ |
TUN3 | ๐ |
TUR | ๐ |
TUR3 | ๐ฃ๐ฌ * |
TUR8 | ๐ |
TUล | ๐ช |
TUล E | ๐๐บ * |
U | ๐ |
U2 | ๐ |
U3 | ๐ |
U4 | ๐ |
U5 | ๐ท๐ * |
U6 | ๐ ๐ * |
U8 | ๐ |
U11 | ๐ท |
U18 | ๐ |
U19 | ๐ท |
UB | ๐ |
UB2 | ๐ |
UBARA | ๐ฌ |
UBUR | ๐ |
UBUR2 | ๐ฅ |
UBUR3 | ๐ก |
UBUR4 | ๐ข |
UD | ๐ |
UD5 | ๐ |
UDU | ๐ป |
UDUB | ๐ |
UDUG | ๐ |
UG | ๐ |
UG5 | ๐ฆ |
UGAX | ๐๐ * |
UGARX | ๐ |
UGNIM | ๐ ๐ข๐ป๐ ๐ป * |
UGU | ๐๐ * |
UGULA | ๐บ |
UGUR2 | ๐ |
Uฤ3 | ๐ฆ |
Uแธช | ๐ด |
Uแธช2 | ๐ |
Uแธช3 | ๐ต |
UKKIN | ๐บ |
UKU3 | ๐ฆ |
UKUR3 | ๐ณ๐บ * |
UL | ๐ |
ULU3 | ๐ |
ULUล IN3 | ๐พ๐ญ * |
UM | ๐ |
UMAแธช | ๐ฆ |
UMBIN | ๐ข |
UMBISAฤ | ๐ |
UMBISAฤ2 | ๐ |
UMMUX | ๐๐ฒ๐ * |
UMMUD | ๐๐๐ฒ * |
UMUM | ๐ฃ |
UMUN2 | ๐ฃ |
UMUN3 | ๐ด |
UN | ๐ฆ |
UN4 | ๐ฌ |
UNKEN | ๐บ |
UNU2 | ๐ผ๐ * |
UNU6 | ๐ผ๐ * |
UNUG | ๐ |
UQ | ๐ |
UR | ๐จ |
UR2 | ๐ซ |
UR3 | ๐ก |
UR4 | ๐ด |
UR5 | ๐ฏ |
UR11 | ๐ณ |
URI | ๐ต |
URI3 | ๐ถ |
URI4 | ๐ |
URIN | ๐ถ |
URU | ๐ท |
URU3 | ๐ถ |
URU4 | ๐ณ |
URU5 | ๐ฝ |
URU17 | ๐ |
URUD | ๐ |
URUDA | ๐ |
URUDU | ๐ |
US | ๐ป |
US2 | ๐ |
USAGX | ๐ญ๐๐ทย ย ย ย ย * |
USAN2 | ๐ |
USAN3 | ๐ฎ |
USANX | ๐ |
Uล | ๐ |
Uล 2 | ๐ |
Uล 8 | ๐ณ |
Uล 11 | ๐ |
Uล X | ๐ |
Uล UMX | ๐ |
UT | ๐ |
UTTU | ๐ธ |
UTUA | ๐ญ |
UTUA2 | ๐ฆ |
UTUKI | ๐ |
UTUL5 | ๐ |
UTUL10 | ๐๐ป * |
UZ | ๐ป |
UZ3 | ๐ |
UZU | ๐ |
UZUGX | ๐ ๐ * |
WA | ๐ฟ |
WE | ๐ฟ |
WI | ๐ฟ |
ZA | ๐ |
ZA3 | ๐ |
ZABALAM | ๐๐ฝ๐ * |
ZABAR | ๐๐ ๐ * |
ZADIM | ๐ฏ |
ZAG | ๐ |
ZAแธช | ๐ |
ZAแธช3 | ๐ |
ZAK | ๐ |
ZAL | ๐ |
ZALAG2 | ๐ |
ZAMX | ๐ก |
ZAMUG | ๐พ |
ZAR | ๐ก |
ZAR2 | ๐ |
ZE | ๐ฃ |
ZE2 | ๐ข |
ZI | ๐ฃ |
ZI2 | ๐ข |
ZI3 | ๐ฅ |
ZI8 | ๐ |
ZIB | ๐ฆ |
ZIB2 | ๐จ |
ZID | ๐ฃ |
ZIG | ๐จ |
ZIG3 | ๐ฃ |
ZIK | ๐จ |
ZIL | ๐ฃ |
ZIL2 | ๐ณ |
ZIMBIR | ๐๐๐ฃ * |
ZIZ2 | ๐ฉ |
ZU | ๐ช |
ZU2 | ๐ |
ZU5 | ๐ซ |
ZUB | ๐ฝ๐ฟ * |
ZUBI | ๐ฝ๐ฟ * |
ZUBUD | ๐ช |
ZUBUR | ๐ญ |
ZUแธช | ๐ |
ZULUMแธชI | ๐ ๐ค * |
ZUM | ๐ฎ |
ZUR | ๐ซ |
*Note that these cuneiform have not been added to Unicode, so cuneiform parts have been modified to graphically represent the corresponding cuneiform.
Sumero-Akkadian Cuneiform
editCodepoint | "Primary" name | Borger (2003) |
Borger (1981) |
Transliterations and Comments | |
---|---|---|---|---|---|
๐ | U+12000 | A | 839 | 579 | A, AYA2, DURU5, E4, EA |
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 | AMUล | |
๐ | U+12008 | A x SAG | 841 | 585 | |
๐ | U+12009 | A2 | 560 | 334 | A2, ED, ET, ID, IT, Iแนฌ, TE8 |
๐ | U+1200A | AB | 223 | 128 | AB, ABA, ABBA, AP, Eล 3, IRI12, IS3 |
๐ | U+1200B | AB x Aล 2 | 227 | 128**,200a | |
๐ | U+1200C | AB x DUN3 gunรป | AGARIN, AฤARIN | ||
๐ | U+1200D | AB x GAL | 228 | 194 | |
๐ | U+1200E | AB x GAN2 tenรป | 225 | 198 | AGARIN2, AฤARIN2, ล EM5 |
๐ | U+1200F | AB x แธชA | 236 | 200 | AGARINX, AฤARINX, NANล E, NINA, SIRARA |
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 | UNUG | ||
๐ | U+12016 | AB2 | 672 | 420 | AB2, 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 , ล EM3 |
๐ | U+1201B | AB2 x TAK4 | 673 | 420,8 | |
๐ | U+1201C | AD | 258 | 145 | AD, AT |
๐ | U+1201D | AK | 127 | 97 | AG, AK, ล A5 |
๐ | U+1201E | AK x ERIN2 | 129 | 98 | ME3 |
๐ | U+1201F | AK x ล ITA + GIล | 128 | ||
๐ | U+12020 | AL | 474 | 298 | AL |
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 | |
๐จ | U+12028 | AL x Uล | 476 | 300 | |
๐ฉ | U+12029 | ALAN | 573 | 358 | ALAN |
๐ช | U+1202A | aleph | 635 | 397 | late variant of Aแธช; โแธชI x Aล ; HZL nr. 332 |
๐ซ | U+1202B | AMAR | 695 | 437 | AMAR, ZUR |
๐ฌ | U+1202C | AMAR x ล E | 696 | 438 | SISKUR |
๐ญ | U+1202D | AN | 010 | 13 | AM6, AN, DIฤIR, IL3, NAGGAX |
๐ฎ | U+1202E | AN / AN | |||
๐ฏ | U+1202F | AN three times | MUL | ||
๐ฐ | U+12030 | AN + NAGA opposing AN + NAGA | |||
๐ฑ | U+12031 | AN + NAGA squared | |||
๐ฒ | U+12032 | ANล E | 353 | 208 | ANล E "donkey" |
๐ณ | U+12033 | APIN | 090 | 56 | ABSIN3, APIN, ENGAR, UR11, URU4, Uล 8 |
๐ด | U+12034 | ARAD | 0018 | 50 | ARAD, IR3, NITAแธช2 |
๐ต | U+12035 | ARAD x KUR | 0019 | 51 | ARAD2, IR11 |
๐ถ | U+12036 | ARKAB | 859v | NIG2.IB, ARGAB, ARKAB2; โGAD | |
๐ท | U+12037 | ASAL2 | ASALX | ||
๐ธ | U+12038 | Aล | 001 | 001 | Aล , DILI, DIDLI (plural) |
๐น | U+12039 | Aล ZIDA tenรป | 575 | 209 | DIล tenรป, GE23 |
๐บ | U+1203A | Aล KABA tenรป | 647? | GE22 | |
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 | Aล 2 |
๐ฟ | U+1203F | Aล GAB | 173 | 6 | Aล GAB |
๐ | U+12040 | BA | 014 | 005 | BA |
๐ | U+12041 | BAD | 113 | 69 | BA9, BAD, BE; โUล 2 |
๐ | U+12042 | BAG3 | 78 | BAG3 | |
๐ | U+12043 | BAแธชAR2 | 309 | ALURAX, BAแธชAR2 | |
๐ | U+12044 | BAL | 005 | 9 | BAL |
๐ | U+12045 | BAL / BAL | |||
๐ | U+12046 | BALAG | 565 | 352 | BALAG |
๐ | U+12047 | BAR | 121 | 74 | BAR |
๐ | U+12048 | BARA2 | 554 | 344 | BAR2, BARA2 |
๐ | U+12049 | BI | 358 | 214 | BE2, BI |
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 | BU, BUR12, DUR7, GID2, KIM3, PU, SIR2, SU13, SUD4, TUR8 |
๐ | U+1204E | BU / BU AB | 582 | SIRSIR | |
๐ | U+1204F | BU / BU UN | |||
๐ | U+12050 | BU crossing BU | 581 | ||
๐ | U+12051 | BULUG | 169 | 60 | BULUG |
๐ | U+12052 | BULUG / BULUG | |||
๐ | U+12053 | BUR | 559 | 349 | BUR, NIG2 gunรป |
๐ | U+12054 | BUR2 | 008 | BUR2, SUN5 | |
๐ | U+12055 | DA | 561 | 335 | DA |
๐ | U+12056 | DAG | 438 | 280 | DAG, 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 | AKAN, 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 , UTUA2 |
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 | แธชARUB |
๐ญ | U+1206D | DAG KISIM5 x Uล | 449 | 287 | UTUA |
๐ฎ | U+1206E | DAM | 889 | 557 | DAM |
๐ฏ | U+1206F | DAR | 183 | 114 | DAR, GUN3, แธชUR gunรป, SI gunรป, TAR2 |
๐ฐ | U+12070 | DARA3 | 166 | 100 | DAR3, DARA3 "ibex" |
๐ฑ | U+12071 | DARA4 | 817 | 540 | DARA4 |
๐ฒ | U+12072 | DI | 736 | 457 | DI, SA2 |
๐ณ | U+12073 | DIB | 813 | 537 | DAB, DIB |
๐ด | U+12074 | DIM | 167 | 94 | DIM |
๐ต | U+12075 | DIM x ล E | 168 | 94 | MUN |
๐ถ | U+12076 | DIM2 | 686 | 440 | DIM2, GIM, GIN7 |
๐ท | U+12077 | DIN | 119 | 465 | DIN |
๐ธ | U+12078 | DIN KASKAL U gunรป DIล | |||
๐น | U+12079 | DIล | 748; 749 | 480 | DIล , Eล 4 |
๐บ | U+1207A | DU | 350 | 206 | DE6, DU, GUB, ฤEN, GIN, RA2, RE6, ล A4, TUM2 |
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, IM2, KAล 4, RIM4 |
๐พ | U+1207E | DUB | 242 | 138 | DUB, ZAMUG |
๐ฟ | U+1207F | DUB x Eล 2 | |||
๐ | U+12080 | DUB2 | DUB2 | ||
๐ | U+12081 | DUG | 499 | 309 | BI x A, DUG |
๐ | U+12082 | DUGUD | 704 | 445 | DUGUD, ฤI25 |
๐ | U+12083 | DUแธช | 298 | 167 | DU8, DUแธช, TUแธช; โGABA |
๐ | U+12084 | DUN | 744 | 467 | DUN, ล UL |
๐ | U+12085 | DUN3 | 836 | 595 | DUN3, TUN3, DU5 |
๐ | U+12086 | DUN3 gunรป | AGA3, AฤA3, GIN2 | ||
๐ | U+12087 | DUN3 gunรป gunรป | AGA | ||
๐ | U+12088 | DUN4 | 557 | 348 | DUL4, DUN4, UR gunรป ลกeลกig, MIR ลกeลกig |
๐ | U+12089 | DUR2 | 808 | DUR2, DURUN; โKU | |
๐ | U+1208A | E | 498 | 308 | E |
๐ | U+1208B | E x PAP | |||
๐ | U+1208C | E / E NUN / NUN | |||
๐ | U+1208D | E2 | 495 | 324 | E2, SA DIล |
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 | BIR4, EDEN, EDIMX, EDIN, RU6 |
๐ | U+12095 | EGIR | 356 | 209 | EGIR, EฤER, EฤIR |
๐ | U+12096 | EL | 899 | 564 | EL, SAL SI, SIKIL |
๐ | U+12097 | EN | 164 | 99 | EN, RU12 |
๐ | U+12098 | EN x GAN2 | 165 | 54 | |
๐ | U+12099 | EN x GAN2 tenรป | BURU14, ENKAR | ||
๐ | U+1209A | EN x ME | 164lig2 | ||
๐ | U+1209B | EN crossing EN | ADAMIN5 | ||
๐ | U+1209C | EN opposing EN | ADAMINX | ||
๐ | U+1209D | EN squared | |||
๐ | U+1209E | EREN | 818 | 541 | EREN, ERIN, ล E22, ล Eล 4 |
๐ | U+1209F | ERIN2 | 612; 613 | 393 | EREM, EREN2, ERIM, ERIN2, ZALAG2 |
๐ | U+120A0 | Eล 2 | 810; 811 | 536 | EGIR2, Eล 2, Eล E2, GIR15, แธชUฤ, SUMUNX, ล E3, GI7, UB2; โZI3 |
๐ก | U+120A1 | EZEN | 271 | 152 | ASILX, EZEN, IZIN, KEล DA |
๐ข | U+120A2 | EZEN x A | 288 | ASIL3, ASILA3, ASILAL3 | |
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 | BAD3, 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 | ASILAX, UBARA, UN4 | |
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 | ASIL, ASILA, ASILAL | ||
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 | GA, GUR11, KA3, QA2 |
๐ถ | U+120B6 | GA gunรป | 492 | ||
๐ท | U+120B7 | GA2 | 387 | 233 | BA4, GA2, ฤA2, ฤE26, MA3, PISAฤ |
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, EME4 |
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 | DAN4 |
๐ | U+120CC | GA2 x GAR | 431 | 278 | EGARA, 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 | AMA5, ARแธชUล |
๐ค | U+120E4 | GA2 x SAR | 413 | 250b | |
๐ฅ | U+120E5 | GA2 x ล E | 418 | 261 | ARAแธช3, 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 | DAN3 | |
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 | GAB, GABA; โDUแธช | |
๐ฏ | U+120EF | GABA crossing GABA | |||
๐ฐ | U+120F0 | GAD | 157 | 90 | GAD, GADA; โARKAB2 |
๐ฑ | U+120F1 | GAD / GAD GAR / GAR | GARADINX, KINDA | ||
๐ฒ | U+120F2 | GAL | 553 | 343 | GAL |
๐ณ | U+120F3 | GAL GAD / GAD GAR / GAR | |||
๐ด | U+120F4 | GALAM | 338 | 176k | GALAM, SUKUD |
๐ต | U+120F5 | GAM | 576 | 362 | GAM, GUR2, GURUM |
๐ถ | U+120F6 | GAN | 253 | 143 | GAN, KAN, แธชE2 |
๐ท | U+120F7 | GAN2 | 174 | 105I | Aล AG, GAN2, GANA2 |
๐ธ | U+120F8 | GAN2 tenรป | 175 | 105 | GURU6, KAR2, ล E3 tenรป |
๐น | U+120F9 | GAN2 / GAN2 | 174v | ||
๐บ | U+120FA | GAN2 crossing GAN2 | 174v | ALAL4 | |
๐ป | U+120FB | GAR | 859 | 597 | GAR, ฤAR, NINDA, NI3, NIG2, NIฤ2 |
๐ผ | U+120FC | GAR3 | 543 | 333 | GAR3, QAR |
๐ฝ | U+120FD | GAล AN | 562; 563 | 350 | GAล AN, U gunรป |
๐พ | U+120FE | GEล TIN | 212 | 210 | GEล TIN, ฤEล TIN |
๐ฟ | U+120FF | GEล TIN x KUR | 213 | ||
๐ | U+12100 | GI | 141 | 85 | GE, GI, GEN6, GIN6, KE2, KI2, SIG17 |
๐ | U+12101 | GI x E | |||
๐ | U+12102 | GI x U | |||
๐ | U+12103 | GI crossing GI | 105 | 67 | GEL, GI16, GIB, GIL, GILIM |
๐ | U+12104 | GI4 | 507 | 326 | GI4, QI4 |
๐ | U+12105 | GI4 / GI4 | 508 | 326a | GIGI |
๐ | U+12106 | GI4 crossing GI4 | 508 | 326a | |
๐ | U+12107 | GIDIM | 830 | 576 | GIDIM |
๐ | U+12108 | GIR2 | 006 | 10 | GIR2, ฤIR2 |
๐ | U+12109 | GIR2 gunรป | 007 | 10 | AD2, KIล I17 |
๐ | U+1210A | GIR3 | 701 | 444 | GIR3, ฤIRI3 |
๐ | U+1210B | GIR3 x A + IGI | 703 | 421; 579,396 | ALIM |
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 | GISAL |
๐ | U+12111 | GIล | 469 | 296 | GEล , GIล , ฤIล , IZ |
๐ | U+12112 | GIล crossing GIล | 469v | ADAMIN3, ALAL3 | |
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 | GU |
๐ | U+12117 | GU crossing GU | 892 | 569 | SUแธช3 |
๐ | U+12118 | GU2 | 176 | 106 | GU2 |
๐ | U+12119 | GU2 x KAK | 178 | DUR, USANX | |
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", Eล TUB |
๐ | U+1211F | GUD x A + KUR | |||
๐ | U+12120 | GUD x KUR | 309 | AM | |
๐ก | U+12121 | GUD / GUD LUGAL | 572 | 357 | BIล EBA3 |
๐ข | U+12122 | GUL | 682 | 429 | GUL, SI23, SUN2 |
๐ฃ | U+12123 | GUM | 339 | 191 | GUM, KUM, NAฤA4, QUM |
๐ค | U+12124 | GUM x ล E | 340 | 192 | GAZ, NAฤA3 |
๐ฅ | U+12125 | GUR | 180 | 111 | GUR |
๐ฆ | U+12126 | GUR7 | 819 | 542 | GUR7, GURU7 |
๐ง | U+12127 | GURUN | 503 | 310 | |
๐จ | U+12128 | GURUล | 322 | GURUล | |
๐ฉ | U+12129 | แธชA | 856 | 589 | แธชA, KU6 |
๐ช | U+1212A | แธชA tenรป | 857 | 590 | ZUBUD |
๐ซ | U+1212B | แธชA gunรป | 558 | 346 | GIR, PE |
๐ฌ | U+1212C | แธชAL | 003 | 002 | แธชAL |
๐ญ | U+1212D | แธชI | 631 | 396 | DUB3, DUG3, แธชI, ล AR2 |
๐ฎ | U+1212E | แธชI x Aล | 634 | 405 | SUR3; โaleph |
๐ฏ | U+1212F | แธชI x Aล 2 | 644 | 401 | AR3, ARA3, แธชAR, แธชUR, MUR, UR5 |
๐ฐ | U+12130 | แธชI x BAD | 640; 595 | 406 | KAM |
๐ฑ | U+12131 | แธชI x DIล | 659 | 409e | AR2, 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 | A', Aแธช, Eแธช, Iแธช, NUMUN3, Uแธช, UMUN3 |
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 | แธชU, MUล EN, U11 |
๐ธ | U+12138 | แธชUB2 | 149 | 88 | แธชUB2, TU11 |
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 | แธชUB | |
๐พ | U+1213E | แธชUL2 | 877 | 550 | แธชUL2 |
๐ฟ | U+1213F | I | 252 | 142 | I |
๐ | U+12140 | I A | IA | ||
๐ | U+12141 | IB | 807 | 535 | ARKABX, IB |
๐ | U+12142 | IDIM | ARI2, IDIM, URI4, Aล opposing Aล | ||
๐ | U+12143 | IDIM / IDIM BUR | |||
๐ | U+12144 | IDIM / IDIM squared | |||
๐ | U+12145 | IG | 136 | 80 | GAL2, ฤAL2, IG, IQ |
๐ | U+12146 | IGI | 724 | 449 | IGI, LIM, ล I |
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 | AGAR4, IMMA3, SE12, SIG7, ล EX, UGARX, UGUR2 |
๐ | U+1214B | IL | 348 | 205 | IL |
๐ | U+1214C | IL x GAN2 tenรป | 349 | ||
๐ | U+1214D | IL2 | 493 | 320 | IL2 |
๐ | U+1214E | IM | 641 | 399 | DID, EM, ENEGIR, IM, Iล KUR, KARKARA, TU15, TUM9, TUMU |
๐ | U+1214F | IM x TAK4 | 642 | 399,51 | |
๐ | U+12150 | IM crossing IM | 641v | 399* | AฤAR5, NI2 crossing NI2 |
๐ | U+12151 | IM opposing IM | 641v | NI2 opposing NI2 | |
๐ | U+12152 | IM squared | 641v | 399** | NI2 squared |
๐ | U+12153 | IMIN | 863 | 598c | IMIN |
๐ | U+12154 | IN | 261 | 148 | EN6, IN, ISIN2 |
๐ | U+12155 | IR | 437 | 232 | ER, IR, GAG gunรป |
๐ | U+12156 | Iล | 357 | 212 | Iล |
๐ | U+12157 | KA | 024 | 15 | DU11, DUG4, GA14, GIRI17, GU3, INIM, KA, KIR4, PI4, ล UDX, SU11, ZU2, ZUแธช |
๐ | U+12158 | KA x A | 064 | 35 | NAG, NAฤ |
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 | Uล 11 | ||
๐ | U+1215D | KA x BALAG | 047 | ล EG11 | |
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 | SUB | |
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 | GU7 | |
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 | TUKUR2 | |
๐ | U+12182 | KA x ล ID | 042 | ||
๐ | U+12183 | KA x ล U | 049 033 |
19 26 |
ล UDU2 |
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 | TUKUR3 | |
๐ | U+12189 | KA x UD | 051 | ENMEN, SI19 | |
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 | E2 ลกeลกig, KA2, KAN4 |
๐ | U+1218E | KA2 crossing KA2 | |||
๐ | U+1218F | KAB | 148 | 88 | KAB |
๐ | U+12190 | KAD2 | 108 | 63a | KAD2 |
๐ | U+12191 | KAD3 | 109 | 63c | KAD3 |
๐ | U+12192 | KAD4 | 568 | 354b | KAD4 |
๐ | U+12193 | KAD5 | 569 | 354b | KAD5, PEล 6 |
๐ | U+12194 | KAD5 / KAD5 | |||
๐ | U+12195 | KAK | 379 | 230 | DA3, DU3, GAG, KAK |
๐ | U+12196 | KAK x IGI gunรป | |||
๐ | U+12197 | KAL | 496 | 322 | ALAD2, ESI, ฤURUล , KAL, KALAG, LAMMA, RIB, SUN7, ZI8 |
๐ | U+12198 | KAL x BAD | 497 | 323 | ALAD |
๐ | U+12199 | KAL crossing KAL | |||
๐ | U+1219A | KAM2 | 595 | KAM2 | |
๐ | U+1219B | KAM4 | 097 | KAM4 | |
๐ | U+1219C | KASKAL | 302 | 166 | KASKAL |
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 | KEล 2 | |
๐ | U+121A0 | KI | 737 | 461 | GI5, KI, QI2 |
๐ก | U+121A1 | KI x BAD | 738 | ||
๐ข | U+121A2 | KI x U | 740 | 462 | แธชABRUD |
๐ฃ | U+121A3 | KI x UD | 739 | 463 | |
๐ค | U+121A4 | KID | 484 | 313 | KID, LIL2, GE2, GI2, KE4, KUP4 |
๐ฅ | U+121A5 | KIN | 815 | 538 | GUR10, KIฤ2, KIN, SAGA11 |
๐ฆ | U+121A6 | KISAL | 435 | 249 | KISAL |
๐ง | U+121A7 | KIล | 678 | 425 | KIล |
๐จ | U+121A8 | KISIM5 | 687 | 404*,1 | KISIM5 |
๐ฉ | U+121A9 | KISIM5 / KISIM5 | 687v | ||
๐ช | U+121AA | KU | 808 | 536 | DAB5, DURU2, KU, ล E10, ล ED6, TUKUL, TUล ; โDUR2 |
๐ซ | U+121AB | KU / แธชI x Aล 2 KU / แธชI x Aล 2 | |||
๐ฌ | U+121AC | KU3 | 745 | 468 | KU3, KUG |
๐ญ | U+121AD | KU4 | 087 | 58 | KU4, ล E ล U |
๐ฎ | U+121AE | KU4 variant form | |||
๐ฏ | U+121AF | KU7 | 171 | 110 | KU7 |
๐ฐ | U+121B0 | KUL | 117 | 72 | KUL, NUMUN |
๐ฑ | U+121B1 | KUL gunรป | |||
๐ฒ | U+121B2 | KUN | 131 | 77 | KUN |
๐ณ | U+121B3 | KUR | 578 | 366 | GIN3, KUR |
๐ด | U+121B4 | KUR opposing KUR | |||
๐ต | U+121B5 | KUล U2 | 896 | 562 | KUล U2, Uแธช3 |
๐ถ | U+121B6 | KWU318 | แธชIRINX | ||
๐ท | U+121B7 | LA | 089 | 55 | LA, ล IKA |
๐ธ | U+121B8 | LAGAB | 755 | 483 | GUR4, LAGAB, NIGIN2, NIฤIN2, RIN, TUKUR |
๐น | U+121B9 | LAGAB x A | 795 | 522 | AMBAR, Aล TE2, AYA4, BUGIN, BUNIN, SUG |
๐บ | U+121BA | LAGAB x A + DA + แธชA | 797 | 523*; 524 | |
๐ป | U+121BB | LAGAB x A + GAR | 799 | 526 | AGAR3 |
๐ผ | U+121BC | LAGAB x A + LAL | 798 | ABLAL | |
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 | ล URUM3 |
๐ | U+121C7 | LAGAB x GUD + GUD | 766 | 494 | U8 |
๐ | U+121C8 | LAGAB x แธชA | 800 | 527 | |
๐ | U+121C9 | LAGAB x แธชAL | 756 | 484 | AGARINX, AฤARINX, ENGUR, NAMMA |
๐ | U+121CA | LAGAB x แธชI x NUN | 784 | 509 | |
๐ | U+121CB | LAGAB x IGI gunรป | AGAR2, IMMAX, ล ARA2 | ||
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 | DAGRIM, GARIM, ฤARIN |
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 | AKKAN3 |
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 | BUL5, 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 | BU4, GIGIR2 "wain"; PU2, TUL2 "source, fount" |
๐ฆ | U+121E6 | LAGAB x U + A | 787 | 512 | ABLAL3, UMAแธช |
๐ง | U+121E7 | LAGAB x U + U + U | 788 | 515 | BUL, BUR10, NINNA2, TUKU4 |
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 | LAGAR, HZL nr. 186 |
๐ญ | U+121ED | LAGAR x ล E | 722 | 460 | SU7, SUR12 |
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 | LAแธชล U | ||
๐ฒ | U+121F2 | LAL | 750 | 481 | LA2, LAL |
๐ณ | U+121F3 | LAL x LAL | 751 | 482 | LAL>2 |
๐ด | U+121F4 | LAM | 693 | 435 | LAM |
๐ต | U+121F5 | LAM x KUR | 694 | 436 | |
๐ถ | U+121F6 | LAM x KUR + RU | 694v | 436,4 | ARATTA |
๐ท | U+121F7 | LI | 085 | 59 | EN3, GUB2, LE, LI, ล E ล A |
๐ธ | U+121F8 | LIL | 544 | 336 | LIL |
๐น | U+121F9 | LIMMU2 | 215 | 124 | LIMMU2 |
๐บ | U+121FA | LIล | 591 | 377 | DILIM2, LIล |
๐ป | U+121FB | LU | 812 | 537 | LU, LUG, NU12, UDU |
๐ผ | U+121FC | LU x BAD | 814 | 537,65c; 537* | AD3, ADDA2 |
๐ฝ | U+121FD | LU2 | 514 | 330 | LU2 "man" |
๐พ | U+121FE | LU2 x AL | 523 | ||
๐ฟ | U+121FF | LU2 x BAD | 517 | AD6, ADDA | |
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 | ADAMIN, GIGAM | ||
๐ | U+12214 | LU2 squared | |||
๐ | U+12215 | LU2 ลกeลกig | 516; 534 | 330 | ADX |
๐ | U+12216 | LU3 | 555 | 345 | GAR5, GUG2, LU3, ล E3 gunรป |
๐ | U+12217 | LUGAL | 266 | 151 | LUGAL |
๐ | U+12218 | LUGAL / LUGAL | 266v | ADAMIN2 | |
๐ | U+12219 | LUGAL opposing LUGAL | 266v | unattested | |
๐ | U+1221A | LUGAL ลกeลกig | |||
๐ | U+1221B | LUแธช | 494 | 321 | แธชULUแธช, LUแธช, SUKKAL |
๐ | U+1221C | LUL | 570 | 355 | KA5, LIB, LUB, LUL, NAR |
๐ | U+1221D | LUM | 900 | 565 | EGIR5, EฤIR5, แธชUM, LUM, NUM2 |
๐ | U+1221E | LUM / LUM | 902 | 565a; 566a | |
๐ | U+1221F | LUM / LUM GAR / GAR | 904 | 566b | LUGUD3 |
๐ | U+12220 | MA | 552 | 342 | MA, PEล 3 |
๐ก | U+12221 | MA x TAK4 | |||
๐ข | U+12222 | MA gunรป | 270 | 146 | แธชASแธชUR |
๐ฃ | U+12223 | MA2 | 201 | 122 | MA2 |
๐ค | U+12224 | MAแธช | 091 | 57 | MAแธช |
๐ฅ | U+12225 | MAR | 483 | 307 | GIล ME, MAR |
๐ฆ | U+12226 | MAล | 120 | 74 | MAล |
๐ง | U+12227 | MAล 2 | 130 | 76 | MAล 2 |
๐จ | U+12228 | ME | 753 | 532 | BA13, Iล IB, ME, MEN2 |
๐ฉ | U+12229 | MES | 486 | 533 | MES, RID |
๐ช | U+1222A | MI | 681 | 427 | GE6, GI6, GIGGI, ฤI6, MI |
๐ซ | U+1222B | MIN | 825 | 570 | MIN |
๐ฌ | U+1222C | MU | 098 | 61 | ฤU10, MU |
๐ญ | U+1222D | MU / MU | 301 | 169 | TAแธช, DAแธช |
๐ฎ | U+1222E | MUG | 012 | 003 | MUG oakum |
๐ฏ | U+1222F | MUG gunรป | 0013 | 4 | ZADIM |
๐ฐ | U+12230 | MUNSUB | 820 | 543 | MUNSUB, MUNล UB, SUMUR3 |
๐ฑ | U+12231 | MURGU2 | 567 | MURGU2 | |
๐ฒ | U+12232 | MUล | 585 | 374 | MUล |
๐ณ | U+12233 | MUล x A | |||
๐ด | U+12234 | MUล x KUR | |||
๐ต | U+12235 | MUล x ZA | |||
๐ถ | U+12236 | MUล / MUล | 586 | ERINX, RI8 | |
๐ท | U+12237 | MUล / MUล x A + NA | ERINA8 | ||
๐ธ | U+12238 | MUล crossing MUล | |||
๐น | U+12239 | MUล 3 | 153 | 103 | INANA, INANNA, INNIN, MUล 3 |
๐บ | U+1223A | MUล 3 x A | 154 | ||
๐ป | U+1223B | MUล 3 x A + DI | 155 | AMAGI, SED | |
๐ผ | U+1223C | MUล 3 x DI | |||
๐ฝ | U+1223D | MUล 3 gunรป | MUล 2, SUSBU2 | ||
๐พ | U+1223E | NA | 110 | 70 | NA |
๐ฟ | U+1223F | NA2 | 689 | 431 | NA2, NU2, NUD |
๐ | U+12240 | NAGA | 293 | NAGA, NAฤA | |
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 | ALLA, NAGAR |
๐ | U+12245 | NAM NUTILLU | |||
๐ | U+12246 | NAM | 134 | 79 | BIR5, NAM, SIM, SIN2 |
๐ | U+12247 | NAM2 | NAM2, โTUG2 | ||
๐ | U+12248 | NE | 313 | 172 | BAR7, BE7, BI2, BIL, DE3, DU17, GIBIL4, GIR10, IZI, KUM2, LAM2, LEM4, LI9, NE, NI5, PEL, PIL, SAแธชARX, ล ARX, ล Eฤ6, ZAแธช |
๐ | U+12249 | NE x A | 315 | ||
๐ | U+1224A | NE x UD | 314 | ||
๐ | U+1224B | NE ลกeลกig | 312 | 173 | BIL2, GIBIL, PEL2 |
๐ | U+1224C | NI | 380 | 231 | BE3, DIG, I3, IA3, LE2, LI2, LID2, NE2, NI, SUล 2, ZAL, ZAR2 |
๐ | U+1224D | NI x E | |||
๐ | U+1224E | NI2 | 641 | 399 | NI2 |
๐ | U+1224F | NIM | 690 | 433 | NIM, NUM |
๐ | U+12250 | NIM x GAN2 tenรป | 691 | 434 | TUM3 |
๐ | U+12251 | NIM x GAR + GAN2 tenรป | 692 | 434a | |
๐ | U+12252 | NINDA2 | 316 | 176 | NINDA2 |
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 | AG2, Aฤ2, Eฤ3, EM3, Iฤ3 |
๐ | U+12259 | NINDA2 x NUN | 324 | 181 | |
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, NISAG, ITI gunรป |
๐ก | U+12261 | NU | 112 | 75 | NU |
๐ข | U+12262 | NU11 | 115 | 71 | NU11 |
๐ฃ | U+12263 | NUN | 143 | 87 | NUN, SIL2, ZIL |
๐ค | U+12264 | NUN LAGAR x GAR | |||
๐ฅ | U+12265 | NUN LAGAR x MAล | IMMAL | ||
๐ฆ | U+12266 | NUN LAGAR x SAL | ARแธชUล 2 | ||
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 | AGARGARA |
๐ช | U+1226A | NUN / NUN | 502 | 325 | NIR, ล ER7 |
๐ซ | U+1226B | NUN crossing NUN | 107 | 63d | ADAMIN4 |
๐ฌ | U+1226C | NUN crossing NUN LAGAR / LAGAR | |||
๐ญ | U+1226D | NUNUZ | 614 | 394 | NUNUZ |
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 | |
๐น | U+12279 | NUNUZ KISIM5 x BI U | 622 | ||
๐บ | U+1227A | PA | 464 | 295 | ฤIDRU "staff, sceptre", PA, SAG3, SIG3, UGULA "overseer" |
๐ป | U+1227B | PAD | 746 | 469 | PAD, ล UK, U GAR |
๐ผ | U+1227C | PAN | 685 | 439 | PAN |
๐ฝ | U+1227D | PAP | 092 | 60 | PAB, PAP, KUR2 |
๐พ | U+1227E | PEล 2 | 741; 882 | 346 | PEล 2 |
๐ฟ | U+1227F | PI | 598 | 383 | PI, TAL2, WA, WE, WI |
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 | PIRIG, PIRIฤ | |
๐ | U+1228B | PIRIG x KAL | 295 | ||
๐ | U+1228C | PIRIG x UD | 296 | 130 | PIRIฤ3, UG, UQ |
๐ | U+1228D | PIRIG x ZA | 297 | AS, AZ | |
๐ | U+1228E | PIRIG opposing PIRIG | TIDNIM, TIDNUM | ||
๐ | U+1228F | RA | 511 | 328 | RA |
๐ | U+12290 | RAB | 262 | 149 | RAB |
๐ | U+12291 | RI | 142 | 86 | DAL, RE, RI, TAL |
๐ | U+12292 | RU | 111 | 48 | RU, ล UB |
๐ | U+12293 | SA | 172 | 104 | SA |
๐ | U+12294 | SAG NUTILLU | |||
๐ | U+12295 | SAG | 184 | 115 | DUL7, SA12, SAG, SAฤ, ล AK |
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, KUล 2, KUล U4, SUMUR, SUR2 |
๐ฉ | U+122A9 | SAL | 883 | 554 | GAL4, MI2, MUNUS, RAK, SAL |
๐ช | U+122AA | SAL LAGAB x Aล 2 | |||
๐ซ | U+122AB | SANGA2 | 314 | LAK175, SANGA2 | |
๐ฌ | U+122AC | SAR | 541 | 152 | KIRI6, MU2, SAR |
๐ญ | U+122AD | ล A | 566 | 353 | ARA, EN8, ล A |
๐ฎ | U+122AE | ล A3 | 599 | 384 | ล A3, ล AG4, ล ALAMBI |
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 | PEล 13 | |
๐ต | U+122B5 | ล A3 x U | 605 | ||
๐ถ | U+122B6 | ล A3 x U + A | 606 | 388 | BIR6 |
๐ท | U+122B7 | ล A6 | ฤIล NIMBAR, SA6, SAG9, ล A6 | ||
๐ธ | U+122B8 | ล AB6 | 295k | ล AB6 | |
๐น | U+122B9 | ล AR2 | 632; 633 | 396 | |
๐บ | U+122BA | ล E | 579 | 367 | Aล NAN2, NIGA, ล E |
๐ป | U+122BB | ล E แธชU | BAZBAZX, US, UZ | ||
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 | KIล I6, ล EG9 |
๐ฟ | U+122BF | ล EN | 017 | 008 | PISAN3, DUR10, ล EN, ล IN |
๐ | U+122C0 | ล Eล | 535 | 331 | SIS, ล Eล |
๐ | U+122C1 | ล Eล 2 | 821 | 544 | ADKINX, ล Eล 2 |
๐ | U+122C2 | ล Eล LAM | 100 | 65 | ล Eล LAM |
๐ | U+122C3 | ล ID | 485 | 314 | AKA3, LAG, ล ID, ล UDUM, UMBISAฤ |
๐ | U+122C4 | ล ID x A | 489 | 317 | ALAL, PISAฤ3, UMBISAฤ2 |
๐ | U+122C5 | ล ID x IM | 487 | 317a | |
๐ | U+122C6 | ล IM | 362 | 215 | ล IM |
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 | BAPPIR, LUNGA3, ล INX |
๐ | U+122CC | ล IM x IGI | 371 | ||
๐ | U+122CD | ล IM x IGI gunรป | 368 | 219* | ล EMBI |
๐ | U+122CE | ล IM x KUล U2 | 375 | 223 | ล EMBULUGX |
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 | ล INIG | |
๐ | U+122D3 | ล IR | 115 | 71 | ล IR |
๐ | U+122D4 | ล IR tenรป | 116 | ||
๐ | U+122D5 | ล IR / ล IR BUR / BUR | |||
๐ | U+122D6 | ล ITA | 388 | 233,22 | ล ITA |
๐ | U+122D7 | ล U | 567 | 354 | ล U |
๐ | U+122D8 | ล U / inverted ล U | |||
๐ | U+122D9 | ล U2 | 869 | 545 | ล U2, ล Uล 2 |
๐ | U+122DA | ล UBUR | 0022 | 53 | ล UBUR |
๐ | U+122DB | SI | 181 | 112 | SI, SIG9 |
๐ | U+122DC | SI gunรป | 182 | 113 | SA11, SU4 |
๐ | U+122DD | SIG | 881 | 592 | SIG, SIK |
๐ | U+122DE | SIG4 | 905; 906 | 567 | GAR8, MURGU, SIG4; HZL nr. 311 |
๐ | U+122DF | SIG4 / SIG4 ล U2 | 907 | 568 | |
๐ | U+122E0 | SIK2 | 816 | 539 | SIG2, SIK2, SIKI |
๐ก | U+122E1 | SILA3 | 099 | 62 | QA, SAL4, SILA3 |
๐ข | U+122E2 | SU | 016 | 007 | KUล "skin, hide", SU |
๐ฃ | U+122E3 | SU / SU | |||
๐ค | U+122E4 | SUD | 584 | 373 | BU gunรป, SU3, SUD, SUG4 |
๐ฅ | U+122E5 | SUD2 | 139 | SUD2, ล ITA3 | |
๐ฆ | U+122E6 | SUแธชUR | 646 | 403 | SUแธชUR, SUMUR2 |
๐ง | U+122E7 | SUM | 292 | 164 | SE3, SIG10, SUM, ล UM2 |
๐จ | U+122E8 | SUMAล | 323 | 182 | SUMAล |
๐ฉ | U+122E9 | SUR | 151 | 101 | SUR |
๐ช | U+122EA | SUR9 | 205 | 122d | SUR9 |
๐ซ | U+122EB | TA | 248 | 139 | DA2, TA |
๐ฌ | U+122EC | TA* | 248v | ||
๐ญ | U+122ED | TA x แธชI | 250 | LAL3 | |
๐ฎ | U+122EE | TA x MI | 251 | ||
๐ฏ | U+122EF | TA gunรป | |||
๐ฐ | U+122F0 | TAB | 209 | 124 | TAB |
๐ฑ | U+122F1 | TAB / TAB NI / NI DIล / DIล | |||
๐ฒ | U+122F2 | TAB squared | |||
๐ณ | U+122F3 | TAG | 221 | 126 | SUB6, ล UM, TAG, TIBIR, TUKU5, ZIL2 |
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 | UTTU | ||
๐น | U+122F9 | TAG x UD | |||
๐บ | U+122FA | TAK4 | 106 | 63 | AZAD2, KID2, TAK4 |
๐ป | U+122FB | TAR | 009 | 12 | HAล , KU5, KUD, SILA, TAR |
๐ผ | U+122FC | TE | 589 | 376 | GAL5, TE |
๐ฝ | U+122FD | TE gunรป | 088 | 58 | URU5, GUR8 |
๐พ | U+122FE | TI | 118 | 73 | TI |
๐ฟ | U+122FF | TI tenรป | |||
๐ | U+12300 | TIL | 114 | 69 | TIL, = BAD U+12041 |
๐ | U+12301 | TIR | 587 | 375 | EZINA3, ล E NUN / NUN, TER, TIR |
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, TU, TUD, TUM12 |
๐ | U+12306 | TUG2 | 809 | 536 | AZLAG2, TUBAX, TUG2; โNAM2 |
๐ | U+12307 | TUK | 827 | 574 | DU12, TUG, TUK, TUKU |
๐ | U+12308 | TUM | 354 | 207 | IB2, EGIR4, TUM |
๐ | U+12309 | TUR | 255 | 144 | BAN3, BANDA3, DI4, DUMU, TUR |
๐ | U+1230A | TUR / TUR ZA / ZA | |||
๐ | U+1230B | U | 661 | 411 | BUR3, ล U4, U |
๐ | U+1230C | U GUD | DU7, UL | ||
๐ | U+1230D | U U U | 711 | 472 | ES2, Eล , "30" |
๐ | U+1230E | U / U PA / PA GAR / GAR | |||
๐ | U+1230F | U / U SUR / SUR | GARADIN9 | ||
๐ | U+12310 | U / U U reversed / U reversed | 713 | 474 | MAล GI, BARGI |
๐ | U+12311 | U2 | 490 | 318 | KUล 3, U2 |
๐ | U+12312 | UB | 504 | 306 | UB |
๐ | U+12313 | UD | 596 | 381 | A12, Aแธช3, BABBAR, แธชAD2, แธชUD2, PIRIฤ2, U4, UD, UT |
๐ | U+12314 | UD KUล U2 | 611 | 392 | Aแธช6, Uแธช2 |
๐ | U+12315 | UD x BAD | |||
๐ | U+12316 | UD x MI | 597 | 382 | ITIMA2 |
๐ | U+12317 | UD x U + U + U | ITID | ||
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 | UDUG |
๐ | U+1231D | UM | 238 | 134 | UM |
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 | UMBIN | |
๐ฃ | U+12323 | UMUM | SIMUG, UMUM, UMUN2 | ||
๐ค | U+12324 | UMUM x KASKAL | ABZUX, DE2 | ||
๐ฅ | U+12325 | UMUM x PA | |||
๐ฆ | U+12326 | UN | 501 | 312 | KALAM, Uฤ3, UKU3 "man", UN |
๐ง | U+12327 | UN gunรป | |||
๐จ | U+12328 | UR | 828 | 575 | UR |
๐ฉ | U+12329 | UR crossing UR | 828v | 575a | |
๐ช | U+1232A | UR ลกeลกig | 829 | reconstruction | |
๐ซ | U+1232B | UR2 | 341 | 203 | UR2 |
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 | UR4 |
๐ต | U+12335 | URI | 574 | 359 | BUR/BUR, URI |
๐ถ | U+12336 | URI3 | URIN, URI3, URU3 | ||
๐ท | U+12337 | URU | 071 | 38 | ERI, IRI, RE2, RI2, U19, URU |
๐ธ | U+12338 | URU x A | 081 | ARX | |
๐น | U+12339 | URU x Aล GAB | |||
๐บ | U+1233A | URU x BAR | 073 | 40 | UKKIN, UNKEN |
๐ป | U+1233B | URU x DUN | |||
๐ผ | U+1233C | URU x GA | 076 | ||
๐ฝ | U+1233D | URU x GAL | ARALIX | ||
๐พ | U+1233E | URU x GAN2 tenรป | 074 | ||
๐ฟ | U+1233F | URU x GAR | 083 | ERIM3 | |
๐ | U+12340 | URU x GU | 084 | GUR5, GURU5, GURUล 3, ล AKIR, ล EGX | |
๐ | U+12341 | URU x แธชA | 082 | ||
๐ | U+12342 | URU x IGI | 079 | SILIG | |
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 | ฤIล GAL, U18, ULU3, URU17 | |
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 | ล EG5 | |
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 | DAB6, URUD, URUDA, URUDU |
๐ | U+12350 | URUDA x U | 230 | ||
๐ | U+12351 | Uล | 381 | 211 | NITA, US2, Uล |
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 | LAK672, Uล X |
๐ | U+12357 | Uล 2 | 69 | Uล 2, โBAD | |
๐ | U+12358 | Uล UMX | Uล UMX | ||
๐ | U+12359 | UTUKI | UTUKI | ||
๐ | U+1235A | UZ3 | 203 | 122b | UD5, UZ3 |
๐ | U+1235B | UZ3 x KASKAL | 204 | 122c | |
๐ | U+1235C | UZU | 311 | 171 | UZU |
๐ | U+1235D | ZA | 851 | 586 | ZA |
๐ | U+1235E | ZA tenรป | 854 | 379; 380 | AD4, AS4, ERIM tenรป |
๐ | U+1235F | ZA squared x KUR | 855 | 531; 588 | |
๐ | U+12360 | ZAG | 540 | 332 | ZA3, ZAG, ZAK |
๐ก | U+12361 | ZAMX | ZAMX | ||
๐ข | U+12362 | ZE2 | 259 | 147 | ZE2, ZI2, AB x PA |
๐ฃ | U+12363 | ZI | 140 | 84 | SE2, SI2, แนขI2, ZE, ZI, ZID, ZIG3 |
๐ค | U+12364 | ZI / ZI | 101 | 66 | |
๐ฅ | U+12365 | ZI3 | 536 | ZI3, ZID2; โEล 2 | |
๐ฆ | U+12366 | ZIB | 628 | 395 | ZIB |
๐ง | U+12367 | ZIB KABA tenรป | |||
๐จ | U+12368 | ZIG | 336 | 190 | แธชAล 2, NINDA2 x U + U + U, ZIB2, ZIG, ZIK, |
๐ฉ | U+12369 | ZIZ2 | 339 | ZIZ2 | |
๐ช | U+1236A | ZU | 015 | 006 | ZU |
๐ซ | U+1236B | ZU5 | ZU5 | ||
๐ฌ | U+1236C | ZU5 x A | AZU | ||
๐ญ | U+1236D | ZUBUR | 648 | 364/5,2-3 | ZUBUR |
๐ฎ | U+1236E | ZUM | 884 | 555 | แธชAล 4, RIG2, SUM2, ZUM |
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 | 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 | GI17, GIG, MI NUNUZ, SIMX | ||
๐ฝ | U+1237D | แธชUล | แธชUล (LAK240) | ||
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 ลกeลกig x BAD | ADX | ||
๐ | U+1238A | LU2 x Eล 2 + LAL | |||
๐ | U+1238B | LU2 x ล U | |||
๐ | U+1238C | MEล | MEล | ||
๐ | U+1238D | MUล 3 x ZA | |||
๐ | U+1238E | NA4 | NA4, NI UD | ||
๐ | U+1238F | NIN | E5, EREล , NIN, SAL TUG2 | ||
๐ | U+12390 | NIN9 | NIN9, SAL KU | ||
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 | PIR2 | ||
๐ | U+12396 | SAG x IGI gunรป | |||
๐ | U+12397 | TI2 | TI2 | ||
๐ | U+12398 | UM x ME | |||
๐ | U+12399 | U U | MIN3 |
Combinations and Cuneiform not yet added to Unicode
editOnce again, note that these cuneiform have not been added to Unicode, so cuneiform parts have been modified to graphically represent the corresponding cuneiform.
Numbers and Punctuation
editcodepoint | name | Borger (2003) |
Borger (1981) |
comments | |
๐ | U+12400 | two Aล | 002 | 2 | 2, = U+1212C |
๐ | U+12401 | three Aล | 004 | 3, Eล 6 | |
๐ | U+12402 | four Aล | 215 | 124,42 | 4, LIMMU2, LIMM2, TAB.TAB |
๐ | U+12403 | five Aล | 216 | 5, IA7, TAB.TAB.Aล | |
๐ | U+12404 | six Aล | 217 | 6, Aล 4, TAB.TAB.TAB | |
๐ | U+12405 | seven Aล | 218 | 7, IMIN2, TAB.TAB.TAB.Aล | |
๐ | U+12406 | eight Aล | 219 | 8, USSU2, TAB.TAB.TAB.TAB | |
๐ | U+12407 | nine Aล | 220 | 9, ILIMMU2, TAB.TAB.TAB.TAB.Aล | |
๐ | U+12408 | three DIล | 834 | 593 | 180, Eล 5 |
๐ | U+12409 | four DIล | 851; 852; 853 | 316 | 240, ZA, LIMMU5, NIGIDALIMMU, = U+1235D |
๐ | U+1240A | five DIล | 861 | 598a | 300, IA2 |
๐ | U+1240B | six DIล | 862 | 598b | 360, Aล 3 |
๐ | U+1240C | seven DIล | 863 | 598c | 420 |
๐ | U+1240D | eight DIล | 864 | 598d | 480 |
๐ | U+1240E | nine DIล | 540 | ||
๐ | U+1240F | four U | 713 | 474 | 40, NIMIN |
๐ | U+12410 | five U | 714 | 475 | 50, NINNU |
๐ | U+12411 | six U | 715 | 476 | 60 |
๐ | U+12412 | seven U | 716 | 477 | 70 |
๐ | U+12413 | eight U | 717 | 478 | 80 |
๐ | U+12414 | nine U | 718 | 479 | 90 |
๐ | U+12415 | one GEล 2 | |||
๐ | U+12416 | two GEล 2 | |||
๐ | U+12417 | three GEล 2 | |||
๐ | U+12418 | four GEล 2 | |||
๐ | U+12419 | five GEล 2 | |||
๐ | U+1241A | six GEล 2 | |||
๐ | U+1241B | seven GEล 2 | |||
๐ | U+1241C | eight GEล 2 | |||
๐ | U+1241D | nine GEล 2 | |||
๐ | U+1241E | one GEล U | 824 | 534 | GEล 2.U; 600 or 70 |
๐ | U+1241F | two GEล U | 1200 or 80 | ||
๐ | U+12420 | three GEล U | 1800 or 90 | ||
๐ก | U+12421 | four GEล U | 2400 or 100 | ||
๐ข | U+12422 | five GEล U | 3000 or 110 | ||
๐ฃ | U+12423 | two ล AR2 | |||
๐ค | U+12424 | three ล AR2 | |||
๐ฅ | U+12425 | three ล AR2 variant form | |||
๐ฆ | U+12426 | four ล AR2 | |||
๐ง | U+12427 | five ล AR2 | |||
๐จ | U+12428 | six ล AR2 | |||
๐ฉ | U+12429 | seven ล AR2 | |||
๐ช | U+1242A | eight ล AR2 | |||
๐ซ | U+1242B | nine ล AR2 | |||
๐ฌ | U+1242C | one ล ARU | 653 | 409 | 36,000 |
๐ญ | U+1242D | two ล ARU | 72,000 | ||
๐ฎ | U+1242E | three ล ARU | 108,000 | ||
๐ฏ | U+1242F | three ล ARU variant form | 108,000 | ||
๐ฐ | U+12430 | four ล ARU | 144,000 | ||
๐ฑ | U+12431 | five ล ARU | 180,000 | ||
๐ฒ | U+12432 | ล AR2 x GAL.DIล | 651 | 408 | 216,000 |
๐ณ | U+12433 | ล AR2 x GAL.MIN | 652 | 408 | 432,000 |
๐ด | U+12434 | one BURU | 662 | 350,8 | U gunรป |
๐ต | U+12435 | two BURU | |||
๐ถ | U+12436 | three BURU | |||
๐ท | U+12437 | three BURU variant form | |||
๐ธ | U+12438 | four BURU | |||
๐น | U+12439 | five BURU | |||
๐บ | U+1243A | Eล 16 | 505 | 3, = U+1203C | |
๐ป | U+1243B | Eล 21 | 210 | 3 | |
๐ผ | U+1243C | LIMMU | 859; 860 | 4, NIG2, GAR, NINDA | |
๐ฝ | U+1243D | LIMMU4 | 506 | 4 | |
๐พ | U+1243E | ||||
๐ฟ | U+1243F | ||||
๐ | U+12440 | Aล 9 | 536 | 6, Eล 16.Eล 16 | |
๐ | U+12441 | IMIN3 | 537 | 7, UMUN9 | |
๐ | U+12442 | IMIN | 863 | 7 | |
๐ | U+12443 | IMIN variant form | 866 | 7 | |
๐ | U+12444 | USSU | 867 | 8 | |
๐ | U+12445 | USSU3 | 538 | 8 | |
๐ | U+12446 | ILIMMU | 868 | 9 | |
๐ | U+12447 | ILIMMU3 | 539 | 9, Eล 16.Eล 16.Eล 16 | |
๐ | U+12448 | ILIMMU4 | 577 | 9 | |
๐ | U+12449 | DIล / DIล / DIล | 865v | 9 | |
๐ | U+1244A | two Aล tenรป | 593 | ||
๐ | U+1244B | three Aล tenรป | 629 | ||
๐ | U+1244C | four Aล tenรป | 854 | 379; 380 | ZA tenรป, ERIM tenรป |
๐ | U+1244D | five Aล tenรป | |||
๐ | U+1244E | six Aล tenรป | |||
๐ | U+1244F | one BAN2 | 122 | = U+12047 | |
๐ | U+12450 | two BAN2 | |||
๐ | U+12451 | three BAN2 | |||
๐ | U+12452 | four BAN2 | |||
๐ | U+12453 | four BAN2 variant form | |||
๐ | U+12454 | five BAN2 | |||
๐ | U+12455 | five BAN2 variant form | |||
๐ | U+12456 | NIGIDAMIN | 847, 848 | ||
๐ | U+12457 | NIGIDAEล | 850 | ||
๐ | U+12458 | one Eล E3 | = U+12041, U+12300 | ||
๐ | U+12459 | two Eล E3 | = U+12049 | ||
๐ | U+1245A | one third | 826 | 571 | ล Uล ANA |
๐ | U+1245B | two thirds | 832 | 572 | |
๐ | U+1245C | five sixths | 838 | 573 | KINGUSILA |
๐ | U+1245D | one third variant form | |||
๐ | U+1245E | two thirds variant form | |||
๐ | U+1245F | one eighth | |||
๐ | U+12460 | one quarter | |||
๐ก | U+12461 | Old Assyrian one sixth | 630 | Kรผltepe only | |
๐ข | U+12462 | Old Assyrian one quarter | |||
๐ฐ | U+12470 | Old Assyrian word divider | |||
๐ฑ | U+12471 | vertical colon | 592 | ||
๐ฒ | U+12472 | diagonal colon | 592 | ||
๐ณ | U+12473 | diagonal tricolon |