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Collation Chart for Cuneiform
Expand Here for Explanation and Key
This page provides a collation chart. It presents information about the DUCET table of the Unicode Collation Algorithm (UCA), visualized so as to highlight the distinctions between primary, secondary, and tertiary weights supplied in the DUCET.
Each primary distinction is presented by starting a new row in the table. Characters differing only by secondary or tertiary weights, and those otherwise equivalent at all levels of the weighting, are displayed in continuation cells in the same row with the character initiating the row for the primary distinction.
To prevent rows from becoming unnecessarily long for display, the rows are wrapped in the table, with the wrapped rows using an initial blank cell to show the wrapping by a visual indentation.
Each cell is shaded to indicate the strength of the difference between that character and the previous character in the chart. The background colors are explained in the following key:
No Expansion a
0061Primary weight distinction รก
00E1Secondary weight distinction A
0041Tertiary weight distinction ๐
1044EEquivalent at all weight levels Expansion วณ
01F3Primary weight distinction ว
01C6Secondary weight distinction วฒ
01F2Tertiary weight distinction สฃ
02A3Equivalent at all weight levels Contraction, No Expansion เงเฆพ
09C7 09BEPrimary weight distinction Contraction and Expansion เนเธ
0E40 0E01Primary weight distinction Highlighting shown for "No Expansions" refers to characters whose collation weight contains a single primary weight. "Expansions" refer to characters whose collation weight expands to two or more primary weights. That is typically the case for characters that have a compatibility decomposition into a sequence of letters. In some cases more than one character may be entered in the cell. This indicates the collation weighting involves a contraction in the DUCET.
Hovering over a table cell in the table will show the character name and its associated collation weights. When there is a sequence of character names, those are separated by commas. The weights are shown in square brackets, with the lists of primary, secondary, and tertiary weights each separated by a vertical bar: |. An asterisk associated with a weight value indicates that that weight is treated as a variable for collation. The table is ordered using the shifted option from UCA, which means that variable weights have a lower priority than the non-variable weights. See the UCA documentation for more explanation.
๐ 12000๐ 12001๐ 12002๐ 12003๐ 12004๐ 12005๐ 12006๐ 12007๐ 12008๐ 12009๐ 1200A๐ 1200B๐ 1200C๐ 1200D๐ 1200E๐ 1200F๐ 12010๐ 12011๐ 12012๐ 12013๐ 12014๐ 12015๐ 12016๐ 12017๐ 12018๐ 12019๐ 1201A๐ 1201B๐ 1201C๐ 1201D๐ 1201E๐ 1201F๐ 12020๐ก 12021๐ข 12022๐ฃ 12023๐ค 12024๐ฅ 12025๐ฆ 12026๐ง 12027๐จ 12028๐ฉ 12029๐ช 1202A๐ซ 1202B๐ฌ 1202C๐ญ 1202D๐ฎ 1202E๐ฏ 1202F๐ฐ 12030๐ฑ 12031๐ฒ 12032๐ณ 12033๐ด 12034๐ต 12035๐ถ 12036๐ท 12037๐บ 1203A๐ป 1203B๐ผ 1203C๐ฝ 1203D๐พ 1203E๐ฟ 1203F๐ 12040๐ 12041๐ 12042๐ 12043๐ 12044๐ 12045๐ 12046๐ 12047๐ 12048๐ 12049๐ 1204A๐ 1204B๐ 1204C๐ 1204D๐ 1204E๐ 1204F๐ 12050๐ 12051๐ 12052๐ 12053๐ 12054๐ 12055๐ 12056๐ 12057๐ 12058๐ 12059๐ 1205A๐ 1205B๐ 1205C๐ 1205D๐ 1205E๐ 1205F๐ 12060๐ก 12061๐ข 12062๐ฃ 12063๐ค 12064๐ฅ 12065๐ฆ 12066๐ง 12067๐จ 12068๐ฉ 12069๐ช 1206A๐ซ 1206B๐ฌ 1206C๐ญ 1206D๐ฎ 1206E๐ฏ 1206F๐ฐ 12070๐ฑ 12071๐ฒ 12072๐ณ 12073๐ด 12074๐ต 12075๐ถ 12076๐ท 12077๐ธ 12078๐บ 1207A๐ป 1207B๐ผ 1207C๐ฝ 1207D๐พ 1207E๐ฟ 1207F๐ 12080๐ 12081๐ 12082๐ 12083๐ 12084๐ 12085๐ 12086๐ 12087๐ 12088๐ 12089๐ 1208A๐ 1208B๐ 1208C๐ 1208D๐ 1208E๐ 1208F๐ 12090๐ 12091๐ 12092๐ 12093๐ 12094๐ 12095๐ 12096๐ 12097๐ 12098๐ 12099๐ 1209A๐ 1209B๐ 1209C๐ 1209D๐ 1209E๐ 1209F๐ 120A0๐ก 120A1๐ข 120A2๐ฃ 120A3๐ค 120A4๐ฅ 120A5๐ฆ 120A6๐ง 120A7๐จ 120A8๐ฉ 120A9๐ช 120AA๐ซ 120AB๐ฌ 120AC๐ญ 120AD๐ฎ 120AE๐ฏ 120AF๐ฐ 120B0๐ฑ 120B1๐ฒ 120B2๐ณ 120B3๐ด 120B4๐ต 120B5๐ถ 120B6๐ท 120B7๐ธ 120B8๐น 120B9๐บ 120BA๐ป 120BB๐ผ 120BC๐ฝ 120BD๐พ 120BE๐ฟ 120BF๐ 120C0๐ 120C1๐ 120C2๐ 120C3๐ 120C4๐ 120C5๐ 120C6๐ 120C7๐ 120C8๐ 120C9๐ 120CA๐ 120CB๐ 120CC๐ 120CD๐ 120CE๐ 120CF๐ 120D0๐ 120D1๐ 120D2๐ 120D3๐ 120D4๐ 120D5๐ 120D6๐ 120D7๐ 120D8๐ 120D9๐ 120DA๐ 120DB๐ 120DC๐ 120DD๐ 120DE๐ 120DF๐ 120E0๐ก 120E1๐ข 120E2๐ฃ 120E3๐ค 120E4๐ฅ 120E5๐ฆ 120E6๐ง 120E7๐จ 120E8๐ฉ 120E9๐ช 120EA๐ซ 120EB๐ฌ 120EC๐ญ 120ED๐ฎ 120EE๐ฏ 120EF๐ฐ 120F0๐ฑ 120F1๐ฒ 120F2๐ณ 120F3๐ด 120F4๐ต 120F5๐ถ 120F6๐ท 120F7๐ธ 120F8๐น 120F9๐บ 120FA๐ป 120FB๐ผ 120FC๐ฝ 120FD๐พ 120FE๐ฟ 120FF๐ 12100๐ 12101๐ 12102๐ 12103๐ 12104๐ 12105๐ 12106๐ 12107๐ 12108๐ 12109๐ 1210A๐ 1210B๐ 1210C๐ 1210D๐ 1210E๐ 1210F๐ 12110๐ 12111๐ 12112๐ 12113๐ 12114๐ 12115๐ 12116๐ 12117๐ 12118๐ 12119๐ 1211A๐ 1211B๐ 1211C๐ 1211D๐ 1211E๐ 1211F๐ 12120๐ก 12121๐ข 12122๐ฃ 12123๐ค 12124๐ฅ 12125๐ฆ 12126๐ง 12127๐จ 12128๐ฉ 12129๐ช 1212A๐ซ 1212B๐ฌ 1212C๐ญ 1212D๐ฎ 1212E๐ฏ 1212F๐ฐ 12130๐ฑ 12131๐ฒ 12132๐ณ 12133๐ด 12134๐ต 12135๐ถ 12136๐ท 12137๐ธ 12138๐น 12139๐บ 1213A๐ป 1213B๐ผ 1213C๐ฝ 1213D๐พ 1213E๐ฟ 1213F๐ 12140๐ 12141๐ 12142๐ 12143๐ 12144๐ 12145๐ 12146๐ 12147๐ 12148๐ 12149๐ 1214A๐ 1214B๐ 1214C๐ 1214D๐ 1214E๐ 1214F๐ 12150๐ 12151๐ 12152๐ 12153๐ 12154๐ 12155๐ 12156๐ 12157๐ 12158๐ 12159๐ 1215A๐ 1215B๐ 1215C๐ 1215D๐ 1215E๐ 1215F๐ 12160๐ ก 12161๐ ข 12162๐ ฃ 12163๐ ค 12164๐ ฅ 12165๐ ฆ 12166๐ ง 12167๐ จ 12168๐ ฉ 12169๐ ช 1216A๐ ซ 1216B๐ ฌ 1216C๐ ญ 1216D๐ ฎ 1216E๐ ฏ 1216F๐ ฐ 12170๐ ฑ 12171๐ ฒ 12172๐ ณ 12173๐ ด 12174๐ ต 12175๐ ถ 12176๐ ท 12177๐ ธ 12178๐ น 12179๐ บ 1217A๐ ป 1217B๐ ผ 1217C๐ ฝ 1217D๐ พ 1217E๐ ฟ 1217F๐ 12180๐ 12181๐ 12182๐ 12183๐ 12184๐ 12185๐ 12186๐ 12187๐ 12188๐ 12189๐ 1218A๐ 1218B๐ 1218C๐ 1218D๐ 1218E๐ 1218F๐ 12190๐ 12191๐ 12192๐ 12193๐ 12194๐ 12195๐ 12196๐ 12197๐ 12198๐ 12199๐ 1219A๐ 1219B๐ 1219C๐ 1219D๐ 1219E๐ 1219F๐ 121A0๐ก 121A1๐ข 121A2๐ฃ 121A3๐ค 121A4๐ฅ 121A5๐ฆ 121A6๐ง 121A7๐จ 121A8๐ฉ 121A9๐ช 121AA๐ซ 121AB๐ฌ 121AC๐ญ 121AD๐ฎ 121AE๐ฏ 121AF๐ฐ 121B0๐ฑ 121B1๐ฒ 121B2๐ณ 121B3๐ด 121B4๐ต 121B5๐ถ 121B6๐ท 121B7๐ธ 121B8๐น 121B9๐บ 121BA๐ป 121BB๐ผ 121BC๐ฝ 121BD๐พ 121BE๐ฟ 121BF๐ 121C0๐ 121C1๐ 121C2๐ 121C3๐ 121C4๐ 121C5๐ 121C6๐ 121C7๐ 121C8๐ 121C9๐ 121CA๐ 121CB๐ 121CC๐ 121CD๐ 121CE๐ 121CF๐ 121D0๐ 121D1๐ 121D2๐ 121D3๐ 121D4๐ 121D5๐ 121D6๐ 121D7๐ 121D8๐ 121D9๐ 121DA๐ 121DB๐ 121DC๐ 121DD๐ 121DE๐ 121DF๐ 121E0๐ก 121E1๐ข 121E2๐ฃ 121E3๐ค 121E4๐ฅ 121E5๐ฆ 121E6๐ง 121E7๐จ 121E8๐ฉ 121E9๐ช 121EA๐ซ 121EB๐ฌ 121EC๐ญ 121ED๐ฎ 121EE๐ฏ 121EF๐ฐ 121F0๐ฑ 121F1๐ฒ 121F2๐ณ 121F3๐ด 121F4๐ต 121F5๐ถ 121F6๐ท 121F7๐ธ 121F8๐น 121F9๐บ 121FA๐ป 121FB๐ผ 121FC๐ฝ 121FD๐พ 121FE๐ฟ 121FF๐ 12200๐ 12201๐ 12202๐ 12203๐ 12204๐ 12205๐ 12206๐ 12207๐ 12208๐ 12209๐ 1220A๐ 1220B๐ 1220C๐ 1220D๐ 1220E๐ 1220F๐ 12210๐ 12211๐ 12212๐ 12213๐ 12214๐ 12215๐ 12216๐ 12217๐ 12218๐ 12219๐ 1221A๐ 1221B๐ 1221C๐ 1221D๐ 1221E๐ 1221F๐ 12220๐ก 12221๐ข 12222๐ฃ 12223๐ค 12224๐ฅ 12225๐ง 12227๐จ 12228๐ฉ 12229๐ช 1222A๐ฌ 1222C๐ญ 1222D๐ฎ 1222E๐ฏ 1222F๐ฐ 12230๐ฑ 12231๐ฒ 12232๐ณ 12233๐ด 12234๐ต 12235๐ถ 12236๐ท 12237๐ธ 12238๐น 12239๐บ 1223A๐ป 1223B๐ผ 1223C๐ฝ 1223D๐พ 1223E๐ฟ 1223F๐ 12240๐ 12241๐ 12242๐ 12243๐ 12244๐ 12245๐ 12246๐ 12247๐ 12248๐ 12249๐ 1224A๐ 1224B๐ 1224C๐ 1224D๐ 1224E๐ 1224F๐ 12250๐ 12251๐ 12252๐ 12253๐ 12254๐ 12255๐ 12256๐ 12257๐ 12258๐ 12259๐ 1225A๐ 1225B๐ 1225C๐ 1225D๐ 1225E๐ 1225F๐ 12260๐ก 12261๐ข 12262๐ 122D4๐ 122D5๐ฃ 12263๐ค 12264๐ฅ 12265๐ฆ 12266๐ง 12267๐จ 12268๐ฉ 12269๐ช 1226A๐ซ 1226B๐ฌ 1226C๐ญ 1226D๐ฎ 1226E๐ฏ 1226F๐ฐ 12270๐ฑ 12271๐ฒ 12272๐ณ 12273๐ด 12274๐ต 12275๐ถ 12276๐ท 12277๐ธ 12278๐น 12279๐บ 1227A๐ป 1227B๐ผ 1227C๐ฝ 1227D๐พ 1227E๐ฟ 1227F๐ 12280๐ 12281๐ 12282๐ 12283๐ 12284๐ 12285๐ 12286๐ 12287๐ 12288๐ 12289๐ 1228A๐ 1228B๐ 1228C๐ 1228D๐ 1228E๐ 1228F๐ 12290๐ 12291๐ 12292๐ 12293๐ 12294๐ 12295๐ 12296๐ 12297๐ 12298๐ 12299๐ 1229A๐ 1229B๐ 1229C๐ 1229D๐ 1229E๐ 1229F๐ 122A0๐ก 122A1๐ข 122A2๐ฃ 122A3๐ค 122A4๐ฅ 122A5๐ฆ 122A6๐ง 122A7๐จ 122A8๐ฉ 122A9๐ช 122AA๐ซ 122AB๐ฌ 122AC๐ญ 122AD๐ฎ 122AE๐ฏ 122AF๐ฐ 122B0๐ฑ 122B1๐ฒ 122B2๐ณ 122B3๐ด 122B4๐ต 122B5๐ถ 122B6๐ท 122B7๐ธ 122B8๐น 122B9๐บ 122BA๐ป 122BB๐ผ 122BC๐ฝ 122BD๐พ 122BE๐ฟ 122BF๐ 122C0๐ 122C1๐ 122C2๐ 122C3๐ 122C4๐ 122C5๐ 122C6๐ 122C7๐ 122C8๐ 122C9๐ 122CA๐ 122CB๐ 122CC๐ 122CD๐ 122CE๐ 122CF๐ 122D0๐ 122D1๐ 122D2๐ 122D3๐ 122D6๐ 122D7๐ 122D8๐ 122D9๐ 122DA๐ 122DB๐ 122DC๐ 122DD๐ 122DE๐ 122DF๐ 122E0๐ก 122E1๐ข 122E2๐ฃ 122E3๐ค 122E4๐ฅ 122E5๐ฆ 122E6๐ง 122E7๐จ 122E8๐ฉ 122E9๐ช 122EA๐ซ 122EB๐ฌ 122EC๐ญ 122ED๐ฎ 122EE๐ฏ 122EF๐ฐ 122F0๐ฑ 122F1๐ฒ 122F2๐ณ 122F3๐ด 122F4๐ต 122F5๐ถ 122F6๐ท 122F7๐ธ 122F8๐น 122F9๐บ 122FA๐ป 122FB๐ผ 122FC๐ฝ 122FD๐พ 122FE๐ฟ 122FF๐ 12300๐ 12301๐ 12302๐ 12303๐ 12304๐ 12305๐ 12306๐ 12307๐ 12308๐ 12309๐ 1230A๐ 1230C๐ 1230E๐ 1230F๐ 12310๐ 12311๐ 12312๐ 12313๐ 12314๐ 12315๐ 12316๐ 12317๐ 12318๐ 12319๐ 1231A๐ 1231B๐ 1231C๐ 1231D๐ 1231E๐ 1231F๐ 12320๐ก 12321๐ข 12322๐ฃ 12323๐ค 12324๐ฅ 12325๐ฆ 12326๐ง 12327๐จ 12328๐ฉ 12329๐ช 1232A๐ซ 1232B๐ฌ 1232C๐ญ 1232D๐ฎ 1232E๐ฏ 1232F๐ฐ 12330๐ฑ 12331๐ฒ 12332๐ณ 12333๐ด 12334๐ต 12335๐ถ 12336๐ท 12337๐ธ 12338๐น 12339๐บ 1233A๐ป 1233B๐ผ 1233C๐ฝ 1233D๐พ 1233E๐ฟ 1233F๐ 12340๐ 12341๐ 12342๐ 12343๐ 12344๐ 12345๐ 12346๐ 12347๐ 12348๐ 12349๐ 1234A๐ 1234B๐ 1234C๐ 1234D๐ 1234E๐ 1234F๐ 12350๐ 12351๐ 12352๐ 12353๐ 12354๐ 12355๐ 12356๐ 12357๐ 12358๐ 12359๐ 1235A๐ 1235B๐ 1235C๐ 1235D๐ 1235E๐ 1235F๐ 12360๐ก 12361๐ข 12362๐ฃ 12363๐ค 12364๐ฅ 12365๐ฆ 12366๐ง 12367๐จ 12368๐ฉ 12369๐ช 1236A๐ซ 1236B๐ฌ 1236C๐ญ 1236D๐ฎ 1236E๐ฏ 1236F๐ฐ 12370๐ฑ 12371๐ฒ 12372๐ณ 12373๐ด 12374๐ต 12375๐ถ 12376๐ท 12377๐ธ 12378๐น 12379๐บ 1237A๐ป 1237B๐ผ 1237C๐ฝ 1237D๐พ 1237E๐ฟ 1237F๐ 12380๐ 12381๐ 12382๐ 12383๐ 12384๐ 12385๐ 12386๐ 12387๐ 12388๐ 12389๐ 1238A๐ 1238B๐ 1238C๐ 1238D๐ 1238E๐ 1238F๐ 12390๐ 12391๐ 12392๐ 12393๐ 12394๐ 12395๐ 12396๐ 12397๐ 12398๐ 12480๐ 12481๐ 12482๐ 12483๐ 12484๐ 12485๐ 12486๐ 12487๐ 12488๐ 12489๐ 1248A๐ 1248B๐ 1248C๐ 1248D๐ 1248E๐ 1248F๐ 12490๐ 12491๐ 12492๐ 12493๐ 12494๐ 12495๐ 12496๐ 12497๐ 12498๐ 12499๐ 1249A๐ 1249B๐ 1249C๐ 1249D๐ 1249E๐ 1249F๐ 124A0๐ก 124A1๐ข 124A2๐ฃ 124A3๐ค 124A4๐ฅ 124A5๐ฆ 124A6๐ง 124A7๐จ 124A8๐ฉ 124A9๐ช 124AA๐ซ 124AB๐ฌ 124AC๐ญ 124AD๐ฎ 124AE๐ฏ 124AF๐ฐ 124B0๐ฑ 124B1๐ฒ 124B2๐ณ 124B3๐ด 124B4๐ต 124B5๐ถ 124B6๐ท 124B7๐ธ 124B8๐น 124B9๐บ 124BA๐ป 124BB๐ผ 124BC๐ฝ 124BD๐พ 124BE๐ฟ 124BF๐ 124C0๐ 124C1๐ 124C2๐ 124C3๐ 124C4๐ 124C5๐ 124C6๐ 124C7๐ 124C8๐ 124C9๐ 124CA๐ 124CB๐ 124CC๐ 124CD๐ 124CE๐ 124CF๐ 124D0๐ 124D1๐ 124D2๐ 124D3๐ 124D4๐ 124D5๐ 124D6๐ 124D7๐ 124D8๐ 124D9๐ 124DA๐ 124DB๐ 124DC๐ 124DD๐ 124DE๐ 124DF๐ 124E0๐ก 124E1๐ข 124E2๐ฃ 124E3๐ค 124E4๐ฅ 124E5๐ฆ 124E6๐ง 124E7๐จ 124E8๐ฉ 124E9๐ช 124EA๐ซ 124EB๐ฌ 124EC๐ญ 124ED๐ฎ 124EE๐ฏ 124EF๐ฐ 124F0๐ฑ 124F1๐ฒ 124F2๐ณ 124F3๐ด 124F4๐ต 124F5๐ถ 124F6๐ท 124F7๐ธ 124F8๐น 124F9๐บ 124FA๐ป 124FB๐ผ 124FC๐ฝ 124FD๐พ 124FE๐ฟ 124FF๐ 12500๐ 12501๐ 12502๐ 12503๐ 12504๐ 12505๐ 12506๐ 12507๐ 12508๐ 12509๐ 1250A๐ 1250B๐ 1250C๐ 1250D๐ 1250E๐ 1250F๐ 12510๐ 12511๐ 12512๐ 12513๐ 12514๐ 12515๐ 12516๐ 12517๐ 12518๐ 12519๐ 1251A๐ 1251B๐ 1251C๐ 1251D๐ 1251E๐ 1251F๐ 12520๐ก 12521๐ข 12522๐ฃ 12523๐ค 12524๐ฅ 12525๐ฆ 12526๐ง 12527๐จ 12528๐ฉ 12529๐ช 1252A๐ซ 1252B๐ฌ 1252C๐ญ 1252D๐ฎ 1252E๐ฏ 1252F๐ฐ 12530๐ฑ 12531๐ฒ 12532๐ณ 12533๐ด 12534๐ต 12535๐ถ 12536๐ท 12537๐ธ 12538๐น 12539๐บ 1253A๐ป 1253B๐ผ 1253C๐ฝ 1253D๐พ 1253E๐ฟ 1253F๐ 12540๐ 12541๐ 12542๐ 12543Generated for: Unicode 18.0.0
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