Talk:Cuneiform (Unicode block)
Concordance
I am trying to do this concordance in order to be able to generate Unicode fonts from legacy fonts that are organized by Borger number. However, the concordance as derived from Anderson's sign list seems to be wrong (unless Borger has completely overthrown his scheme in the 2003 edition): B001=ASH is ok. B002 = HAL = ASH.ASH is ok. But B003 = HAL seems mistaken, since already B002 = HAL, and B003 = MUG. B005 = BA, not BAL. BAL is actually B009, and encoded at 12044, not 12045. For this reason, the concordance should be considered broken, and should probably be redone manually (or maybe updated once cuneiformsigns.org is updated?) dab (แ) 12:28, 13 October 2006 (UTC)
| Borger | Unicode | transliteration |
| B001 | U+12039 ๐น ASH ZIDA TENU | ASH |
| B002 | U+12380 ๐ | ASH + ASH |
| B003 | U+1212D ๐ญ HI | HAL |
| B004 | U+12381 ๐ | ESH6 |
| B005 | U+12045 ๐ BAL / BAL | BAL |
| B006 | U+1210A ๐ GIR3 | GIR2 |
| B007 | U+1210B ๐ GIR3 x A + IGI | GIR2 gunu |
| B008 | U+12056 ๐ DAG | BUR2 |
| B009 | U+122FE ๐พ TI | TAR |
| B010 | U+1202E ๐ฎ AN / AN | AN |
| B012 | U+12235 ๐ต MUSH x ZA | MUG |
| B013 | U+12362 ๐ข ZE2 | ZADIM |
| B014 | U+12042 ๐ BAG3 | BA |
| B015 | U+1236D ๐ญ ZUBUR | ZU |
| B016 | U+122E5 ๐ฅ SUD2 | SU |
| B016a | U+122E6 ๐ฆ SUHUR | (SU paired) .A |
| B017 | U+122C4 ๐ SHID x A | SHEN |
| B019 | U+12036 ๐ถ ARKAB | IR3 x KUR |
| B020 | U+1231A ๐ UD SHESHIG | UD x (U.U.U) fused |
| B024 | U+12158 ๐ KA x A | KA |
| B025 | U+1216B ๐ ซ KA x GU | KA x GIR2 |
| B026 | U+12175 ๐ ต KA x ME + DU | KA x LI |
| B028 | U+12180 ๐ KA x SHA | KA x RU |
| B029 | U+1215D ๐ KA x BALAG | KA x BAD or KA x USH2 |
| B030 | U+1215F ๐ KA x BI | KA x BAR or KA x MASH |
| B032 | U+12181 ๐ KA x SHE | KA with beard, later KA x SA |
| B033 | U+12166 ๐ ฆ KA x GAR + SHA3 + A | KA x SHE3 <? *SAG x SHE3 |
| B034 | U+1215B ๐ KA x ASH2 | KA x (AD.KUG) |
| B035 | U+1217D ๐ ฝ KA x RU | KA x NE |
| B037 | U+12173 ๐ ณ KA x LU | KA x KIB |
| B038 | U+12171 ๐ ฑ KA x KID | KA x KAK |
| B039 | U+1218E ๐ KA2 CROSSING KA2 | KA x USH |
| B042 | U+12185 ๐ KA x SUHUR | KA x SHID |
| B043 | U+1218B ๐ KA x USH | KA x U2 |
| B044 | U+12164 ๐ ค KA x GAN2 TENU | KA x GA |
| B045 | U+12182 ๐ KA x SHID | KA x SAR |
| B046 | U+1215C ๐ KA x BAD | KA x ASH2 |
| B047 | U+1215E ๐ KA x BAR | KA x BALAG |
| B048 | U+12183 ๐ KA x SHU | KA x SHA |
| B049 | U+12186 ๐ KA x TAR | KA x SHU |
| B050 | U+12184 ๐ KA x SIG | KA x SHE |
| B051 | U+1218C ๐ KA x ZI | KA x UD |
| B052 | U+1217F ๐ ฟ KA x SAR | KA x PI |
| B053 | U+12162 ๐ ข KA x GA | KA x ZALAG |
| B054 | U+12170 ๐ ฐ KA x KI | KA x IM |
| B056 | U+1218A ๐ KA x UMUM x PA | KA x U |
| B057 | U+1217C ๐ ผ KA x PI | KA x MI |
| B059 | U+1216F ๐ ฏ KA x KAK | KA x IGI |
| B060 | U+12172 ๐ ฒ KA x LI | KA x KI |
| B061 | U+12177 ๐ ท KA x ME + TE | KA x ME |
| B062 | U+12163 ๐ ฃ KA x GAL | KA x SHE3 |
| B063 | U+1216E ๐ ฎ KA x IM | KA x GUR7 |
| B064 | U+12159 ๐ KA x AD | KA x A |
| B065 | U+12167 ๐ ง KA x GI | KA x GAR |
| B066 | U+12168 ๐ จ KA x GIR2 | KA x (GAR SHA3 A) |
| B068 | U+12187 ๐ KA x U | KA x SIG |
| B069 | U+1216D ๐ ญ KA x IGI | KA x GU |
| B071 | U+12337 ๐ท URU | URU |
| B072 | U+1234B ๐ URU x TU | URU x TU |
| B074 | U+1233E ๐พ URU x GAN2 TENU | URU x GAN2 TENU |
| B075 | U+1234F ๐ URUDA | URU x URUDU |
| B076 | U+1233C ๐ผ URU x GA | URU x GA |
| B077 | U+1234E ๐ URU x URUDA | URU x UD |
| B078 | U+1234D ๐ URU x UD | URU x UL |
| B079 | U+12342 ๐ URU x IGI | URU x IGI |
| B080 | U+12347 ๐ URU x MIN | URU x MIN |
| B081 | U+12338 ๐ธ URU x A | URU x A |
| B082 | U+12341 ๐ URU x HA | URU x HA |
| B083 | U+1233F ๐ฟ URU x GAR | URU x GAR |
| B084 | U+12340 ๐ URU x GU | URU x GU |
| B085 | U+121FE ๐พ LU2 x AL | LI |
| B086 | U+121AF ๐ฏ KU7 | SHU x SHE |
| B087 | U+121B0 ๐ฐ KUL | SHU paired facing x SHE |
| B088 | U+12300 ๐ TIL | TE GUNU (GUR8) |
| B089 | U+121B9 ๐น LAGAB x A | LA |
| B090 | U+12034 ๐ด ARAD | APIN |
| B091 | U+1222B ๐ซ MIN | MAH |
| B097 | U+1219E ๐ KASKAL / KASKAL LAGAB x U / LAGAB x U | KAM4 |
| B098 | U+12233 ๐ณ MUSH x A | MU |
| B099 | U+122E4 ๐ค SUD | SILA3 |
| B100 | U+122C7 ๐ SHIM x A | SHESHLAM |
| B101 | U+12367 ๐ง ZIB KABA TENU | ZI paired or crossing |
| B105 | U+12104 ๐ GI4 | GI crossing |
| B106 | U+122FD ๐ฝ TE GUNU | TAK4 |
| B108 | U+12193 ๐ KAD5 | KAD2 or SHU tenu |
| B109 | U+12194 ๐ KAD5 / KAD5 | KAD3 or SHU tenu |
| B110 | U+12242 ๐ NAGA x SHU TENU | NA |
| B111 | U+12296 ๐ SAG x A | RU |
| B112 | U+12264 ๐ค NUN LAGAR x GAR | NU |
| B113 | U+12043 ๐ BAHAR2 | BAD |
| B114 | U+12303 ๐ TIR / TIR | TIL |
| B115 | U+122D7 ๐ SHU | SHIR |
| B117 | U+121B2 ๐ฒ KUN | KUL |
| B118 | U+12301 ๐ TIR | TI |
| B119 | U+12079 ๐น DISH | DIN |
| B120 | U+1222D ๐ญ MU / MU | MASH |
| B121 | U+12048 ๐ BARA2 | BAR |
| B122 | U+123CF ๐ | BAN2 |
| B127 | U+1201D ๐ AK | AG |
| B129 | U+1201E ๐ AK x ERIN2 | AG x ERIM |
| B130 | U+1222E ๐ฎ MUG | MASH2 |
| B131 | U+121B4 ๐ด KUR OPPOSING KUR | KUN |
| B132 | U+12139 ๐น HUB2 x AN | HU |
| B134 | U+12249 ๐ NE x A | HU falling marks |
| B136 | U+12147 ๐ IGI DIB | IG |
| B139 | U+122E8 ๐จ SUMASH | SUD2 |
| B140 | U+12366 ๐ฆ ZIB | ZI |
| B141 | U+12101 ๐ GI x E | GI |
| B142 | U+12295 ๐ SAG | RI |
| B144v | U+1226C ๐ฌ NUN CROSSING NUN LAGAR / LAGAR | NUN.tenu |
| B145a | U+1226F ๐ฏ NUNUZ AB2 x BI | TUR3 crossing |
| B146 | U+12268 ๐จ NUN LAGAR x USH | TUR3 x BAR |
| B147 | U+12269 ๐ฉ NUN TENU | TUR3 x SAL |
| B147a | U+1226A ๐ช NUN / NUN | (TUR3 x SAL) paired |
| B148 | U+12192 ๐ KAD4 | KAB |
| B149 | U+1213A ๐บ HUB2 x HAL | HUB2 |
| B150 | U+1213F ๐ฟ I | HUB2 x UD |
| B151 | U+122EC ๐ฌ TA ASTERISK | SUR |
| B153 | U+1223D ๐ฝ MUSH3 GUNU | MUSH3 |
| B154 | U+1223E ๐พ NA | MUSH3 x A |
| B155 | U+1223F ๐ฟ NA2 | (MUSH3 x A) x DI |
| B157 | U+120F1 ๐ฑ GAD / GAD GAR / GAR | GAD |
| B164 | U+12099 ๐ EN x GAN2 TENU | EN |
| B164c | U+1209D ๐ EN SQUARED | EN crossing |
| B164lig2 | U+1209C ๐ EN OPPOSING EN | EN x ME |
| B166 | U+12072 ๐ฒ DI | DARA3, DAR3 |
| B167 | U+12076 ๐ถ DIM2 | DIM |
| B169 | U+12053 ๐ BUR | BULUG |
| B169a | U+12054 ๐ BUR2 | BULUG paired |
| B171 | U+121B1 ๐ฑ KUL GUNU | KU7 |
| B172 | U+12298 ๐ SAG x DUB | SA |
| B173 | U+12041 ๐ BAD | ASHGAB |
| B174 | U+120F8 ๐ธ GAN2 TENU | GAN2 |
| B174a | U+120FA ๐บ GAN2 CROSSING GAN2 | GAN2 paired |
| B176 | U+1211A ๐ GU2 x KAK x IGI GUNU | GU2 |
| B177 | U+1211F ๐ GUD x A + KUR | GU2 GUNU |
| B178 | U+1211B ๐ GU2 x NUN | GU2 x KAK |
| B180 | U+12126 ๐ฆ GUR7 | GUR |
| B181 | U+122DE ๐ SIG4 | SI |
| B182 | U+122DF ๐ SIG4 / SIG4 SHU2 | SI gunu |
| B183v | U+12071 ๐ฑ DARA4 | DAR |
| B184 | U+1229A ๐ SAG x KAK | SAG |
| B185 | U+122A3 ๐ฃ SAG x UB | SAG x NUN |
| B186 | U+122A9 ๐ฉ SAL | SAG x UM |
| B187 | U+1229C ๐ SAG x LUM | SAG x DU |
| B188 | U+1229F ๐ SAG x SAL | SAG x KAK |
| B190 | U+122AB ๐ซ SANGA2 | SAG x USH |
| B191 | U+122A5 ๐ฅ SAG x UR | SAG x SHID |
| B192 | U+122A7 ๐ง SAG / SAG | SAG x U2 |
| B193 | U+122A8 ๐จ SAG GUNU | SAG x UB |
| B195 | U+122A2 ๐ข SAG x U2 | SAG x MI |
| B196 | U+122AA ๐ช SAL LAGAB x ASH2 | SAG x UR |
| B197 | U+1229B ๐ SAG x KUR | SAG x A |
| B198 | U+1229E ๐ SAG x NUN | SAG x HA |
| B199 | U+122A4 ๐ค SAG x UM | SAG x SAL |
| B200 | U+122A1 ๐ก SAG x TAB | SAG x LUM |
| B201 | U+1222A ๐ช MI | MA2 |
| B203 | U+1235B ๐ UZ3 x KASKAL | UDU with TEATS |
| B204 | U+1235C ๐ UZU | (UDU with TEATS) x KASKAL |
| B209 | U+122F2 ๐ฒ TAB SQUARED | TAB |
| B210 | U+123BB ๐ป | THREE variant ESH21 |
| B212 | U+120FF ๐ฟ GESHTIN x KUR | GESHTIN |
| B213 | U+12100 ๐ GI | GESHTIN x KUR |
| B215 | U+12200 ๐ LU2 x ESH2 | LIMMU2 |
| B216 | U+12383 ๐ | IA7 |
| B217 | U+12384 ๐ | ASH4 |
| B218 | U+12385 ๐ | IMIN2 |
| B219 | U+12386 ๐ | USSU2 |
| B220 | U+12387 ๐ | ILIMMU2 |
| B221 | U+122F5 ๐ต TAG x GUD | TAG |
| B223 | U+1200A ๐ AB | AB |
| B225 | U+1200E ๐ AB x GAN2 TENU | AB x GAN2 <tenu> |
| B226 | U+12013 ๐ AB x SHESH | AB x SHESH |
| B227 | U+1200B ๐ AB x ASH2 | AB x ASH2 |
| B229 | U+12010 ๐ AB x IGI GUNU | AB x IGI energetic |
| B230 | U+12351 ๐ USH | URUDA x U |
| B232 | U+12014 ๐ AB x U + U + U | AB x (U.U.U) |
| B234 | U+12012 ๐ AB x LAGAB | AB x LAGAB |
| B235 | U+1200C ๐ AB x DUN3 GUNU | AB x GIN2 |
| B237 | U+12011 ๐ AB x IMIN | AB x IMIN |
| B238 | U+12320 ๐ UM x SHA3 | UM |
| B239 | U+12324 ๐ค UMUM x KASKAL | UM x U |
| B241 | U+12322 ๐ข UMBIN | (UM x ME) x DA |
| B242 | U+12080 ๐ DUB2 | DUB |
| B246 | U+12030 ๐ฐ AN + NAGA OPPOSING AN + NAGA | NAB |
| B247 | U+12032 ๐ฒ ANSHE | MUL |
| B248 | U+122ED ๐ญ TA x HI | TA |
| B248v | U+122EE ๐ฎ TA x MI | TA ASTERISK |
| B249 | U+122F1 ๐ฑ TAB / TAB NI / NI DISH / DISH | TA-gunu |
| B250 | U+122EF ๐ฏ TA GUNU | TA x HI |
| B251 | U+122F0 ๐ฐ TAB | TA x MI |
| B252 | U+12141 ๐ IB | I |
| B255 | U+1230C ๐ U GUD | TUR |
| B257 | U+1230D ๐ U U U | (TUR.ZA) paired |
| B258 | U+1201C ๐ AD | AD |
| B259 | U+12365 ๐ฅ ZI3 | (AB x PA ? >) ZE2 |
| B260 | U+12142 ๐ IDIM | IA |
| B261 | U+12155 ๐ IR | IN |
| B264 | U+12221 ๐ก MA x TAK4 | RAB.GAM earlier LUGAL sheshig |
| B266 | U+1221E ๐ LUM / LUM | LUGAL |
| B268 | U+12220 ๐ MA | LUGAL opposed |
| B270 | U+12233 ๐ณ MUSH x A | MA crossbars |
| B271 | U+120A3 ๐ฃ EZEN x A + LAL | EZEN |
| B273 | U+120B3 ๐ณ EZEN x U2 | EZEN x LI |
| B274 | U+120B1 ๐ฑ EZEN x LI | EZEN x LA |
| B275 | U+120A8 ๐จ EZEN x DUN3 GUNU GUNU | EZEN x BAD |
| B277 | U+120AE ๐ฎ EZEN x KU3 | EZEN x KASKAL |
| B279 | U+120B5 ๐ต GA | EZEN x U2 |
| B281 | U+120AD ๐ญ EZEN x KASKAL SQUARED | EZEN x IGI energetic |
| B283 | U+120B6 ๐ถ GA GUNU | EZEN x UD |
| B284 | U+120B0 ๐ฐ EZEN x LAL x LAL | EZEN x KUG |
| B285 | U+120B2 ๐ฒ EZEN x LU | EZEN x LAL2 |
| B286 | U+120B4 ๐ด EZEN x UD | EZEN x LU |
| B287 | U+120A9 ๐ฉ EZEN x HA | EZEN x DUN3 |
| B288 | U+120A4 ๐ค EZEN x A + LAL x LAL | EZEN x A |
| B289 | U+120A5 ๐ฅ EZEN x AN | EZEN x (A.LAL) or EZEN x (LAL x A) |
| B290 | U+120A6 ๐ฆ EZEN x BAD | EZEN x (A.LAL2) |
| B291 | U+120AB ๐ซ EZEN x IGI GUNU | EZEN x HA |
| B292 | U+122EA ๐ช SUR9 | SUM |
| B293 | U+12244 ๐ NAGAR | NAGA |
| B294 | U+12245 ๐ NAM NUTILLU | NAGA x SHU TENU |
| B295 | U+1228F ๐ RA | PIRIG x KAL |
| B296 | U+12290 ๐ RAB | PIRIG x UD or older x SU ? |
| B297 | U+12291 ๐ RI | PIRIG x ZA |
| B298v2 | U+120EF ๐ฏ GABA CROSSING GABA | GAB |
| B300 | U+12096 ๐ EL | EDIN x SHE3 variant ? |
| B301 | U+12234 ๐ด MUSH x KUR | MU paired |
| B302 | U+1219F ๐ KESH2 | KASKAL |
| B309 | U+12122 ๐ข GUL | GUD x KUR |
| B310 | U+12121 ๐ก GUD / GUD LUGAL | (GUD x KUR) x A |
| B311 | U+1235D ๐ ZA | UZU |
| B312 | U+1224E ๐ NI2 | GIBIL |
| B313 | U+1224B ๐ NE SHESHIG | NE |
| B314 | U+1224D ๐ NI x E | NE x UD |
| B315 | U+1224C ๐ NI | NE x A |
| B316 | U+12255 ๐ NINDA2 x ASH + ASH | NINDA2 |
| B317 | U+12257 ๐ NINDA2 x ME + GAN2 TENU | NINDA2 + ASH |
| B320 | U+12256 ๐ NINDA2 x GUD | NINDA2 x AN |
| B323 | U+122EB ๐ซ TA | SUMASH |
| B326 | U+1225B ๐ NINDA2 x SHE + A AN | NINDA2 x NE |
| B327 | U+12259 ๐ NINDA2 x NUN | NINDA2 x GUD |
| B330 | U+12261 ๐ก NU | (NINDA2 x U2) + ASH |
| B331 | U+1225F ๐ NINDA2 x USH | (NINDA2 x SHE) + ASH |
| B332 | U+12260 ๐ NISAG | (NINDA2 x SHE) + NUMBER TWO |
| B333v3 | U+1225D ๐ NINDA2 x SHE + ASH + ASH | NINDA2 x SHE |
| B336 | U+1236B ๐ซ ZU5 | ZIK |
| B339 | U+12124 ๐ค GUM x SHE | GUM |
| B340 | U+12125 ๐ฅ GUR | GUM x SHE |
| B341 | U+1232D ๐ญ UR2 x A + NA | UR2 |
| B344 | U+12331 ๐ฑ UR2 x U2 | UR2 x U2 |
| B345 | U+12332 ๐ฒ UR2 x U2 + ASH | UR2 x (U2.ASH) |
| B346 | U+1232E ๐ฎ UR2 x AL | UR2 x (A.HA) |
| B347 | U+1232F ๐ฏ UR2 x HA | UR2 x HA |
| B348 | U+1214C ๐ IL x GAN2 TENU | IL |
| B349 | U+1214D ๐ IL2 | IL x SHE3 |
| B350 | U+1207C ๐ผ DU GUNU | DU |
| B350a | U+1207D ๐ฝ DU SHESHIG | DU paired |
| B351 | U+1207E ๐พ DUB | DU gunu |
| B352 | U+1207F ๐ฟ DUB x ESH2 | DU sheshig |
| B353 | U+12033 ๐ณ APIN | ANSHE |
| B354 | U+1230B ๐ U | TUM |
| B356 | U+12097 ๐ EN | EGIR |
| B357 | U+12157 ๐ KA | ISH |
| B358 | U+1204A ๐ BI x A | BI |
| B360 | U+1204D ๐ BU | BI x (IGI energetic) |
| B361 | U+1204C ๐ BI x IGI GUNU | BI x GAR |
| B362 | U+122CB ๐ SHIM x GAR | SHIM |
| B363 | U+122CD ๐ SHIM x IGI GUNU | SHIM x BAL |
| B365 | U+122D4 ๐ SHIR TENU | SHIM x MUG |
| B366 | U+122CF ๐ SHIM x LUL | SHIM x DIN |
| B367 | U+122CE ๐ SHIM x KUSHU2 | SHIM x BULUG |
| B368 | U+122D2 ๐ SHINIG | SHIM x (IGI energetic) |
| B369 | U+122D3 ๐ SHIR | SHIM x LUL |
| B371 | U+122D1 ๐ SHIM x SAL | SHIM x IGI |
| B372 | U+122CC ๐ SHIM x IGI | SHIM x A |
| B373 | U+122D0 ๐ SHIM x MUG | SHIM x GAR |
| B374 | U+122D5 ๐ SHIR / SHIR BUR / BUR | SHIM x SAL |
| B376 | U+12112 ๐ GISH CROSSING GISH | GISAL |
| B378 | U+121A5 ๐ฅ KIN | KIB |
| B379 | U+12198 ๐ KAL x BAD | KAK |
| B380 | U+1224F ๐ NIM | NI |
| B381 | U+12352 ๐ USH x A | USH |
| B382 | U+12356 ๐ USHX | USH x TAK4 |
| B383 | U+12354 ๐ USH x KUR | USH x KU |
| B384 | U+12353 ๐ USH x KU | USH x A |
| B387 | U+120B9 ๐น GA2 x A + HA | GA2 |
| B389 | U+120BF ๐ฟ GA2 x BAD | GA2 x ASH |
| B390 | U+120D5 ๐ GA2 x HUB2 | GA2 x (HAL.LA) |
| B391 | U+120D2 ๐ GA2 x HAL | GA2 x (GIR2.SU) |
| B392 | U+120BE ๐พ GA2 x ASH2 + GAL | GA2 x AN |
| B394 | U+120EA ๐ช GA2 x U | GA2 x TAK4 |
| B395 | U+120C1 ๐ GA2 x BUR | GA2 x BAD |
| B396 | U+120CF ๐ GA2 x GI4 + A | GA2 x GI |
| B397 | U+120E1 ๐ก GA2 x NUN / NUN | GA2 x NUN |
| B398 | U+120D7 ๐ GA2 x ISH + HU + ASH | GA2 x HUB2 |
| B399 | U+120CB ๐ GA2 x GAN2 TENU | GA2 x EN (phonetic P.S.) |
| B401 | U+120C7 ๐ GA2 x EL | GA2 x (DIM x SHE / DIM gunรฟ) |
| B402 | U+120CD ๐ GA2 x GI | GA2 x (GAN2 tenรฟ) |
| B403 | U+120C8 ๐ GA2 x EL + LA | GA2 x DUB |
| B404 | U+120E9 ๐ฉ GA2 x TAK4 | GA2 x SUM |
| B405 | U+120DB ๐ GA2 x KID + LAL | GA2 x KASKAL |
| B406 | U+120D9 ๐ GA2 x KASKAL | GA2 x (ISH.HU.ASH) |
| B407 | U+120DA ๐ GA2 x KID | GA2 x KAK |
| B408 | U+120E3 ๐ฃ GA2 x SAL | GA2 x PA |
| B409 | U+120DD ๐ GA2 x LA | GA2 x (KID.LAL) |
| B410 | U+120E8 ๐จ GA2 x SUM | GA2 x SHID |
| B411 | U+120E2 ๐ข GA2 x PA | GA2 x (NUN paired) |
| B412 | U+120D0 ๐ GA2 x GIR2 + SU | GA2 x GI4 |
| B413 | U+120E5 ๐ฅ GA2 x SHE | GA2 x SAR |
| B414 | U+120C0 ๐ GA2 x BAR + RA | (GA2 x ASH2) x GAL |
| B415 | U+120C4 ๐ GA2 x DI | GA2 x (BUR.RA) |
| B416 | U+120C5 ๐ GA2 x DIM x SHE | GA2 x DA |
| B417 | U+120D8 ๐ GA2 x KAK | GA2 x IGI energetic |
| B418 | U+120E6 ๐ฆ GA2 x SHE + TUR | GA2 x SHE |
| B419 | U+120E7 ๐ง GA2 x SHID | GA2 x (SHE.TUR) |
| B420 | U+120EC ๐ฌ GA2 x UD + DU | GA2 x UD |
| B421 | U+120D6 ๐ GA2 x IGI GUNU | GA2 x (HI.LI) |
| B422 | U+120EB ๐ซ GA2 x UD | GA2 x U |
| B424 | U+120E0 ๐ GA2 x NUN | GA2 x MI |
| B425 | U+120C6 ๐ GA2 x DUB | GA2 x DI |
| B426 | U+120DE ๐ GA2 x ME + EN | GA2 x (KUG.AN) |
| B427 | U+120DF ๐ GA2 x MI | GA2 x (ME.EN) |
| B428 | U+120BA ๐บ GA2 x A + IGI | (GA2 x (A.HA)) x DA |
| B429 | U+120BC ๐ผ GA2 x AN | GA2 x (A.IGI) |
| B430 | U+120D3 ๐ GA2 x HAL + LA | GA2 x (HA.LU.SHE3) |
| B432 | U+120E4 ๐ค GA2 x SAR | GA2 x SAL |
| B433 | U+120CA ๐ GA2 x EN x GAN2 TENU | GA2 x (EL.LA) |
| B437 | U+12156 ๐ ISH | IR |
| B438 | U+12058 ๐ DAG KISIM5 x AMAR | DAG |
| B440 | U+12060 ๐ DAG KISIM5 x HA | UTUA2 x GIR2 |
| B441 | U+12066 ๐ฆ DAG KISIM5 x LU + MASH2 | UTUA2 x LA |
| B442 | U+1206B ๐ซ DAG KISIM5 x TAK4 | UTUA2 x BULUG3 |
| B443 | U+1206D ๐ญ DAG KISIM5 x USH | UTUA2 x TAK4 |
| B444 | U+1205F ๐ DAG KISIM5 x GUD | UTUA2 x GI |
| B445 | U+1206C ๐ฌ DAG KISIM5 x U2 + GIR2 | UTUA2 x SI |
| B446 | U+1206A ๐ช DAG KISIM5 x SI | UTUA2 x NE |
| B447 | U+1205C ๐ DAG KISIM5 x GA + MASH | UTUA2 x BI |
| B448 | U+12065 ๐ฅ DAG KISIM5 x LU | UTUA2 x KAK |
| B449 | U+1206F ๐ฏ DAR | UTUA2 x USH |
| B450 | U+12063 ๐ฃ DAG KISIM5 x KAK | UTUA2 x IR |
| B451 | U+12064 ๐ค DAG KISIM5 x LA | UTUA2 x (IR + LU) |
| B452 | U+12061 ๐ก DAG KISIM5 x IR | UTUA2 x GUD |
| B453 | U+1206E ๐ฎ DAM | UTUA2 x (U2.GIR2) |
| B454 | U+1205E ๐ DAG KISIM5 x GIR2 | UTUA2 x (GA.BAR) |
| B455 | U+1205D ๐ DAG KISIM5 x GI | UTUA2 x GA |
| B457 | U+1205B ๐ DAG KISIM5 x GA | UTUA2 x BALAG |
| B458 | U+1205A ๐ DAG KISIM5 x BI | UTUA2 x AMAR |
| B459 | U+12067 ๐ง DAG KISIM5 x LUM | UTUA2 x LU |
| B461 | U+12059 ๐ DAG KISIM5 x BALAG | UTUA2 x (A.MASH) |
| B462 | U+12062 ๐ข DAG KISIM5 x IR + LU | UTUA2 x HA |
| B463 | U+12069 ๐ฉ DAG KISIM5 x PAP + PAP | UTUA2 x LUM |
| B464 | U+1227D ๐ฝ PAP | PA |
| B465 | U+123D0 ๐ | BANMIN |
| B469 | U+12113 ๐ GISH x BAD | GISH |
| B470 | U+12117 ๐ GU CROSSING GU | GISH TENU |
| B471 | U+12115 ๐ GISH TENU | GISH x BAD |
| B472 | U+12120 ๐ GUD x KUR | GUD |
| B474 | U+12021 ๐ก AL x AL | AL |
| B476 | U+12028 ๐จ AL x USH | AL x USH |
| B477 | U+12023 ๐ฃ AL x GISH | AL x GISH |
| B479 | U+12027 ๐ง AL x SHE | AL x SHE |
| B480 | U+12022 ๐ข AL x DIM2 | AL x DIM2 |
| B481 | U+12026 ๐ฆ AL x KI | AL x KI |
| B482 | U+12024 ๐ค AL x HA | AL x HA |
| B483 | U+1222C ๐ฌ MU | MAR |
| B485 | U+122C8 ๐ SHIM x BAL | SHID, SANGA, UMBISAG |
| B486 | U+12230 ๐ฐ MUNSUB | MES |
| B487 | U+122CA ๐ SHIM x DIN | SHID x IM |
| B489 | U+122C9 ๐ SHIM x BULUG | SHID x A |
| B490 | U+12314 ๐ UD KUSHU2 | U2 |
| B493 | U+1214E ๐ IM | IL2 |
| B494 | U+12222 ๐ข MA GUNU | LUH |
| B495 | U+1208F ๐ E2 x GAR | E2 |
| B496 | U+1219A ๐ KAM2 | KAL |
| B497 | U+1219B ๐ KAM4 | KAL x BAD |
| B498 | U+1208B ๐ E x PAP | E |
| B499 | U+12083 ๐ DUH | DUG |
| B500 | U+12328 ๐จ UR | UN |
| B501 | U+12328 ๐จ UR | UN |
| B502 | U+1226D ๐ญ NUNUZ | NUN paired fused |
| B504 | U+12315 ๐ UD x BAD | UB |
| B505 | U+123BA ๐บ | THREE variant ESH16 |
| B506 | U+123BD ๐ฝ | FOUR variant LIMMU4 |
| B507 | U+12105 ๐ GI4 / GI4 | GI4 |
| B508 | U+12107 ๐ GIDIM | GI4 crossing |
| B511 | U+12293 ๐ SA | RA |
| B513 | U+12142 ๐ IDIM | IA9; I |
| B514 | U+12204 ๐ LU2 x IM | LU2 |
| B514a | U+1221A ๐ LUGAL SHESHIG | LU2 opposed |
| B515 | U+12218 ๐ LUGAL / LUGAL | LU2 TENU |
| B516 | U+1221C ๐ LUL | LU.sheshshig |
| B517 | U+12206 ๐ LU2 x KAD3 | LU2 x BAD |
| B521 | U+12209 ๐ LU2 x LA + ASH | LU2 x GAN2 tenu |
| B522 | U+12213 ๐ LU2 OPPOSING LU2 | LU2 x NE |
| B523 | U+12205 ๐ LU2 x KAD2 | LU2 x AL |
| B526 | U+1220B ๐ LU2 x ME + EN | LU2 x IM |
| B527 | U+1220F ๐ LU2 x SIK2 + BU | LU2 x KI |
| B528 | U+12211 ๐ LU2 TENU | LU2 x LAGAB |
| B530 | U+12217 ๐ LUGAL | LU2 x TUG2 |
| B531 | U+12208 ๐ LU2 x KI | LU2 x SHE3 TENU |
| B533 | U+12216 ๐ LU3 | LU2 x (SIG2.BU) |
| B536 | U+123C0 ๐ | SIX variant ASH9 |
| B537 | U+123C1 ๐ | SEVEN variant IMIN3 |
| B538 | U+123C5 ๐ | EIGHT variant USSU3 |
| B539 | U+123C7 ๐ | NINE variant ILIMMU3 |
| B540 | U+12363 ๐ฃ ZI | ZAG |
| B541 | U+122B1 ๐ฑ SHA3 x GISH | SAR |
| B543 | U+120FD ๐ฝ GASHAN | GAR3 |
| B544 | U+121FF ๐ฟ LU2 x BAD | LIL ? |
| B545 | U+1231B ๐ UD SHESHIG x BAD | MURUB4, NISAG |
| B546 | U+12263 ๐ฃ NUN | NISAG |
| B547 | U+12326 ๐ฆ UN | UMUM sheshig, UMUM x KASKAL |
| B548 | U+12040 ๐ BA | ASH2 |
| B549 | U+123D1 ๐ | BANESH |
| B552 | U+12227 ๐ง MASH2 | MA |
| B553 | U+120F3 ๐ณ GAL GAD / GAD GAR / GAR | GAL |
| B554 | U+12049 ๐ BI | BARA2 |
| B555 | U+1221D ๐ LUM | LU3 |
| B558 | U+1212C ๐ฌ HAL | HA gunu |
| B559 | U+12055 ๐ DA | BUR |
| B560 | U+12009 ๐ A2 | DA x SHE |
| B561 | U+12057 ๐ DAG KISIM5 x A + MASH | DA |
| B565 | U+12047 ๐ BAR | BALAG |
| B566 | U+122B2 ๐ฒ SHA3 x NE | SHA |
| B567 | U+122DA ๐ SHUBUR | SHU |
| B568 | U+12195 ๐ KAK | KAD4 |
| B569 | U+12196 ๐ KAK x IGI GUNU | KAD5 |
| B570 | U+12223 ๐ฃ MA2 | LUL |
| B571 | U+122BC ๐ผ SHE / SHE GAD / GAD GAR / GAR | (NUN paired) with ?? above |
| B573 | U+123DC ๐ | KINGUSILI |
| B576 | U+120F6 ๐ถ GAN | GAM |
| B577 | U+123F3 ๐ณ | ILIMMU4 |
| B578 | U+121B5 ๐ต KUSHU2 | KUR |
| B578a | U+121B6 ๐ถ KWU318 | KUR opposed |
| B580 | U+1204E ๐ BU / BU AB | BU |
| B581 | U+12051 ๐ BULUG | ?? (BU paired (??)) as part of signs |
| B582 | U+1204F ๐ BU / BU UN | (BU paired) + AB |
| B584 | U+12052 ๐ BULUG / BULUG | BU gunu |
| B585 | U+12238 ๐ธ MUSH CROSSING MUSH | MUSH |
| B586 | U+1223C ๐ผ MUSH3 x DI | MUSH paired or crossing |
| B587 | U+12304 ๐ TIR / TIR GAD / GAD GAR / GAR | TIR |
| B587a | U+12306 ๐ TUG2 | TIR paired |
| B588 | U+12307 ๐ TUK | TIR paired . KINDA |
| B588v | U+122C1 ๐ SHESH2 | SHE.GAD.GAR paired |
| B588v2 | U+122C2 ๐ SHESHLAM | GAR w SHE. TAB before paired |
| B588v3 | U+12311 ๐ U2 | ((SHU4 x PA) .GAR) paired |
| B589 | U+122FF ๐ฟ TI TENU | TE |
| B591 | U+12201 ๐ LU2 x ESH2 TENU | LISH |
| B593 | U+123CA ๐ | TAB tenu ? |
| B594 | U+123E2 ๐ข | OLD ASSYRIAN ONE QUARTER |
| B596 | U+12316 ๐ UD x MI | UD |
| B597 | U+12319 ๐ UD GUNU | UD x MI |
| B598 | U+12283 ๐ PI x BU | PI |
| B599 | U+122B3 ๐ณ SHA3 x SHU2 | SHA3 |
| B600 | U+122B5 ๐ต SHA3 x U | SHA3 x BAD |
| B601 | U+122B9 ๐น SHAR2 | SHA3 x TUR |
| B602 | U+122B7 ๐ท SHA6 | SHA3 x NE |
| B603 | U+122B6 ๐ถ SHA3 x U + A | SHA3 x GISH |
| B605 | U+122BA ๐บ SHE | SHA3 x U |
| B606 | U+122BB ๐ป SHE HU | (SHA3 x U) A |
| B608 | U+122B4 ๐ด SHA3 x TUR | SHA3 x A |
| B609 | U+122B8 ๐ธ SHAB6 | SHA3 x SHU2 |
| B611 | U+12317 ๐ UD x U + U + U | UH3 with UD above |
| B612 | U+120A1 ๐ก EZEN | ERIM |
| B614 | U+12270 ๐ฐ NUNUZ AB2 x DUG | NUNUZ |
| B616 | U+12277 ๐ท NUNUZ AB2 x U2 | HUBUR x LA |
| B618 | U+12276 ๐ถ NUNUZ AB2 x SILA3 | HUBUR x KAD3 |
| B619 | U+12271 ๐ฑ NUNUZ AB2 x GUD | HUBUR x ASHGAB |
| B620 | U+12278 ๐ธ NUNUZ KISIM5 x BI | HUBUR x NE |
| B621 | U+12272 ๐ฒ NUNUZ AB2 x IGI GUNU | HUBUR x BI |
| B623 | U+12274 ๐ด NUNUZ AB2 x LA | HUBUR x GUD |
| B625 | U+12273 ๐ณ NUNUZ AB2 x KAD3 | HUBUR x DUG |
| B627 | U+12275 ๐ต NUNUZ AB2 x NE | HUBUR x IGI energetic |
| B628v | U+12369 ๐ฉ ZIZ2 | ZIB variant |
| B630 | U+123E1 ๐ก | OLD ASSYRIAN ONE SIXTH |
| B631 | U+1212E ๐ฎ HI x ASH | HI |
| B632 | U+122BE ๐พ SHEG9 | SHAR2 |
| B634 | U+1212F ๐ฏ HI x ASH2 | HI x ASH |
| B635 | U+1202B ๐ซ AMAR | ALEPH |
| B641 | U+12251 ๐ NIM x GAR + GAN2 TENU | NI2 |
| B641b | U+12151 ๐ IM OPPOSING IM | NI2 crossing |
| B642 | U+12150 ๐ IM CROSSING IM | IM x TAK4 |
| B643 | U+12137 ๐ท HU | HI x SHE |
| B644 | U+12130 ๐ฐ HI x BAD | HI x ASH2 |
| B646 | U+122E9 ๐ฉ SUR | SUHUR |
| B648 | U+12370 ๐ฐ | ZUBUR |
| B649 | U+1203F ๐ฟ ASHGAB | THREE ASH crossing |
| B650 | U+12134 ๐ด HI x NUN | HI x GAD |
| B651 | U+123B2 ๐ฒ | (SHAR2 x GAL) x DISH |
| B652 | U+123B3 ๐ณ | (SHAR2 x GAL) x MIN |
| B655 | U+123AD ๐ญ | ? SHAR2 x MAN |
| B656 | U+123AE ๐ฎ | ? SHAR2 x ESH |
| B657 | U+123B0 ๐ฐ | ? SHAR2 x NIMIN |
| B658 | U+123B1 ๐ฑ | ? SHAR2 x NINNU |
| B659 | U+12133 ๐ณ HI x KIN | HI x DISH |
| B660 | U+12135 ๐ต HI x SHE | HI x KIN |
| B661 | U+1230E ๐ U / U PA / PA GAR / GAR | U |
| B672 | U+12016 ๐ AB2 | AB2 |
| B673 | U+1201B ๐ AB2 x TAK4 | AB2 x TAK4 |
| B674 | U+1201B ๐ AB2 x TAK4 | AB2 x GAN2 (GIR3 x GAN2) |
| B674v | U+12018 ๐ AB2 x GAN2 TENU | AB2 x KAR2 |
| B676 | U+12017 ๐ AB2 x BALAG | AB2 x BALAG |
| B677 | U+1201A ๐ AB2 x SHA3 | AB2 x SHA3, AB2.SHA3 |
| B678 | U+121A9 ๐ฉ KISIM5 / KISIM5 | ANSHE with mane |
| B679 | U+12019 ๐ AB2 x ME + EN | AB2 x (ME.EN) |
| B681 | U+12231 ๐ฑ MURGU2 | MI |
| B685 | U+1227F ๐ฟ PI | PAN |
| B686 | U+12078 ๐ธ DIN KASKAL U GUNU DISH | DIM2 |
| B689 | U+12243 ๐ NAGA OPPOSING NAGA | NA2 |
| B690 | U+12252 ๐ NINDA2 | NIM |
| B691 | U+12253 ๐ NINDA2 x AN | NIM x SHE3 (> NIM x GAN2) |
| B692 | U+12254 ๐ NINDA2 x ASH | (NIM x SHE3) x GAR |
| B693 | U+121FB ๐ป LU | LAM |
| B694 | U+121FC ๐ผ LU x BAD | LAM x KUR |
| B695 | U+1202C ๐ฌ AMAR x SHE | AMAR |
| B696 | U+1202D ๐ญ AN | AMAR x SHE |
| B698 | U+1230F ๐ U / U SUR / SUR | SHU4 x GUD |
| B701c | U+12292 ๐ RU | PIRIG opposed |
| B702 | U+12110 ๐ GISAL | (GIR3 x IGI) x LU |
| B703 | U+1210D ๐ GIR3 x IGI | GIR3 x (A.IGI) |
| B704 | U+12084 ๐ DUN | DUGUD |
| B705 | U+12109 ๐ GIR2 GUNU | GIG |
| B712v | U+1238F ๐ | NIMIN variant |
| B713 | U+12313 ๐ UD | MASHGI |
| B714 | U+12390 ๐ | NINNU |
| B715 | U+12391 ๐ | U GROUP OF SIX |
| B716 | U+12392 ๐ | U GROUP OF SEVEN |
| B717 | U+12393 ๐ | U GROUP OF EIGHT |
| B718 | U+12394 ๐ | U GROUP OF NINE |
| B719 | U+121ED ๐ญ LAGAR x SHE | LAGAR |
| B721 | U+121F0 ๐ฐ LAGAR GUNU / LAGAR GUNU SHE | DU6 |
| B722 | U+121EE ๐ฎ LAGAR x SHE + SUM | LAGAR x SHE |
| B723 | U+121EF ๐ฏ LAGAR GUNU | LAGAR x (SHE.SUM) |
| B724 | U+12148 ๐ IGI RI | IGI |
| B731 | U+12149 ๐ IGI / IGI SHIR / SHIR UD / UD | IGI x DIB |
| B736 | U+12074 ๐ด DIM | DI |
| B737 | U+121A1 ๐ก KI x BAD | KI |
| B738 | U+121A2 ๐ข KI x U | KI x BAD |
| B739 | U+121A4 ๐ค KID | KI x UD |
| B740 | U+121A3 ๐ฃ KI x UD | KI x U |
| B744 | U+12085 ๐ DUN3 | SHAH2 |
| B745 | U+121AE ๐ฎ KU4 VARIANT FORM | KUG |
| B746 | U+1227E ๐พ PESH2 | SHU4 x GAR |
| B748 | U+1207B ๐ป DU / DU | DISH |
| B750 | U+121F3 ๐ณ LAL x LAL | LAL |
| B751 | U+121F4 ๐ด LAM | LAL2 |
| B751v | U+121F8 ๐ธ LIL | LAL2 x NI |
| B753 | U+1222F ๐ฏ MUG GUNU | ME |
| B758 | U+121C0 ๐ LAGAB x BAD | LAGAB x AN |
| B759 | U+121E5 ๐ฅ LAGAB x U | LAGAB x TAK4 |
| B760 | U+121C2 ๐ LAGAB x DAR | LAGAB x BAD |
| B761 | U+121D4 ๐ LAGAB x LAGAB | LAGAB x KUL |
| B762 | U+121D5 ๐ LAGAB x LISH | LAGAB x (KUL.HI.A) |
| B764 | U+121C5 ๐ LAGAB x GAR | LAGAB x EN |
| B765 | U+121C4 ๐ LAGAB x GA | LAGAB x DAR |
| B766 | U+121C9 ๐ LAGAB x HAL | LAGAB x (GUD paired) |
| B767 | U+121E3 ๐ฃ LAGAB x TAK4 | LAGAB x SUM |
| B768 | U+121DD ๐ LAGAB x SHITA + GISH + ERIN2 | LAGAB x NE |
| B769 | U+121C3 ๐ LAGAB x EN | LAGAB x BI |
| B770 | U+121EB ๐ซ LAGAB SQUARED | LAGAB x USH |
| B772 | U+121C8 ๐ LAGAB x HA | LAGAB x GUD |
| B773 | U+121BF ๐ฟ LAGAB x ASH ZIDA TENU | LAGAB x AL |
| B775 | U+121C6 ๐ LAGAB x GUD | LAGAB x GA |
| B776v | U+121CD ๐ LAGAB x IM + HA | LAGAB x IGI energetic |
| B777 | U+121D9 ๐ LAGAB x ME + EN | LAGAB x LUL |
| B778 | U+121C1 ๐ LAGAB x BI | LAGAB x GE23 |
| B779 | U+121DE ๐ LAGAB x SHITA + GISH TENU | LAGAB x (SHE.SUM) |
| B780 | U+121DC ๐ LAGAB x SHE + SUM | LAGAB x MUSH |
| B783 | U+121EA ๐ช LAGAB x USH | LAGAB x UD |
| B785 | U+121CE ๐ LAGAB x IM + LU | LAGAB x IM |
| B787 | U+121E7 ๐ง LAGAB x U + U + U | (LAGAB x U) x A |
| B788 | U+121E8 ๐จ LAGAB x U2 + ASH | LAGAB x (U.U.U) |
| B789 | U+121D1 ๐ LAGAB x KU3 | LAGAB x KI |
| B790 | U+121D3 ๐ LAGAB x KUL + HI + A | LAGAB x KUG |
| B791 | U+121DA ๐ LAGAB x MUSH | LAGAB x ME |
| B792 | U+121DB ๐ LAGAB x NE | LAGAB x (EN x ME) |
| B793 | U+121D8 ๐ LAGAB x ME | LAGAB x LU |
| B794 | U+121D2 ๐ LAGAB x KUL | LAGAB x KIN |
| B795 | U+121BB ๐ป LAGAB x A + GAR | LAGAB x A |
| B797 | U+121BC ๐ผ LAGAB x A + LAL | LAGAB x (A.DA.HA) |
| B798 | U+121BE ๐พ LAGAB x AN | LAGAB x (A.LAL) |
| B799 | U+121BD ๐ฝ LAGAB x AL | LAGAB x (A.GAR) |
| B800 | U+121CA ๐ LAGAB x HI x NUN | LAGAB x HA |
| B801 | U+121C7 ๐ LAGAB x GUD + GUD | LAGAB x GAR |
| B802 | U+121E1 ๐ก LAGAB x SUM | LAGAB x SHU2 |
| B803 | U+121E2 ๐ข LAGAB x TAG | LAGAB x SIG |
| B805 | U+121EC ๐ฌ LAGAR | LAGAB squared |
| B807 | U+12143 ๐ IDIM / IDIM BUR | IB |
| B808 | U+121AC ๐ฌ KU3 | KU |
| B809 | U+12309 ๐ TUR | TUG2 |
| B810 | U+120A2 ๐ข EZEN x A | SHE3 |
| B812 | U+12202 ๐ LU2 x GAN2 TENU | UDU |
| B813 | U+12075 ๐ต DIM x SHE | LAGAB x PA |
| B815 | U+121A7 ๐ง KISH | KIN |
| B816 | U+122E3 ๐ฃ SU / SU | SIG2 |
| B817 | U+12073 ๐ณ DIB | SIG2 falling |
| B818 | U+120A0 ๐ ESH2 | EREN |
| B819 | U+12127 ๐ง GURUN | GUR7 |
| B821 | U+122C6 ๐ SHIM | SHESH2 |
| B825 | U+12232 ๐ฒ MUSH | MIN |
| B826 | U+123DA ๐ U+123DD ๐ |
SHUSHANA and variants |
| B827 | U+1230A ๐ TUR / TUR ZA / ZA | TUK |
| B828 | U+1232A ๐ช UR SHESHIG | UR |
| B829 | U+1232C ๐ฌ UR2 x A + HA | UR sheshig |
| B830 | U+12108 ๐ GIR2 | GIDIM |
| B832 | U+123DB ๐ U+123DE ๐ |
SHANABI and variants |
| B833 | U+1231F ๐ UM x ME + DA | UDUG |
| B834 | U+12388 ๐ | ESH5 |
| B835 | U+12334 ๐ด UR4 | UR4 |
| B839 | U+12000 ๐ A | A |
| B840 | U+12002 ๐ A x BAD | A x BAD |
| B841 | U+12008 ๐ A x SAG | A x SAG |
| B842 | U+12007 ๐ A x MUSH | A x MUSH |
| B843 | U+12006 ๐ A x LAGAR GUNU | A x DU6 |
| B844 | U+12005 ๐ A x IGI | A x IGI |
| B845 | U+12001 ๐ A x A | A x A |
| B846 | U+12004 ๐ A x HA | A x HA |
| B850 | U+123D7 ๐ | NIESH |
| B851 | U+1235E ๐ ZA TENU | ZA |
| B852 | U+12389 ๐ | LIMMU5 |
| B854 | U+1235F ๐ ZA SQUARED x KUR | ZA TENU |
| B855 | U+12360 ๐ ZAG | ZA SQUARED x KUR |
| B856 | U+1212A ๐ช HA TENU | HA |
| B857 | U+1212B ๐ซ HA GUNU | HA tenu |
| B859 | U+120FC ๐ผ GAR3 | GAR |
| B860 | U+123BC ๐ผ | FOUR variant LIMMU |
| B861 | U+1238A ๐ | IA2 |
| B862 | U+1238B ๐ | ASH3 |
| B863 | U+1238C ๐ | IMIN FOUR BY THREE |
| B864 | U+1238D ๐ | USSU variant |
| B865 | U+123C9 ๐ | NINE variant ILIMMU A |
| B866 | U+123C2 ๐ | SEVEN variant IMIN A |
| B867 | U+123C4 ๐ | EIGHT variant USSU |
| B868 | U+123C6 ๐ | NINE variant ILIMMU |
| B869 | U+122DC ๐ SI GUNU | SHU2 |
| B873 | U+122C3 ๐ SHID | SHEG9 |
| B877 | U+12140 ๐ I A | SHU2 x KISAL |
| B882 | U+12282 ๐ PI x BI | PESH2 |
| B883 | U+122AE ๐ฎ SHA3 | SAL |
| B884 | U+12371 ๐ฑ | SAL x "comb" |
| B885 | U+122AF ๐ฏ SHA3 x A | SAL x (LAGAB x ASH2 (<"comb")) |
| B889 | U+12070 ๐ฐ DARA3 | DAM |
| B892 | U+12119 ๐ GU2 x KAK | GU paired or crossing |
| B893 | U+12247 ๐ NAM2 | NAGAR |
| B896 | U+121B7 ๐ท LA | UH3 |
| B899 | U+12098 ๐ EN x GAN2 | SAL x SI (or X > SI) |
| B902 | U+12225 ๐ฅ MAR | LUM paired |
| B904 | U+12226 ๐ฆ MASH | (LUM.GAR) paired |
| B907 | U+122E2 ๐ข SU | (SIG4 paired).SHU2 |