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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[edit | edit source]Romanization | 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 | ๐ฝ๐ต * |
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 | ๐จ๐ * |
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 | ๐ธ๐ * |
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 |
SU11 | ๐ |
SU13 | ๐ |
SUB | ๐ ข |
SUB6 | ๐ณ |
SUD | ๐ค |
SUD2 | ๐ฅ |
SUD4 | ๐ |
SUEN | ๐๐ช * |
SUG | ๐น |
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 | ๐ญ๐๐ท * |
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
[edit | edit source]Codepoint | "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
[edit | edit source]Once 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
[edit | edit source]codepoint | 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 |