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Collation Chart for Cyrillic
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 á
00E1Secondary weight distinction A
0041Tertiary weight distinction 𝑎
1044EEquivalent at all weight levels Expansion dz
01F3Primary weight distinction dž
01C6Secondary weight distinction Dz
01F2Tertiary weight distinction ʣ
02A3Equivalent at all weight levels Contraction, No Expansion ো
09C7 09BEPrimary weight distinction Contraction and Expansion เก
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.
а 0430ⷶ 2DF6А 0410𞀰 1E030𞁑 1E051ӑ 04D1Ӑ 04D0ӓ 04D3Ӓ 04D2ә 04D9Ә 04D8𞁋 1E04Bӛ 04DBӚ 04DAӕ 04D5Ӕ 04D4б 0431ⷠ 2DE0Б 0411𞀱 1E031𞁒 1E052в 0432ᲀ 1C80ⷡ 2DE1В 0412𞀲 1E032𞁓 1E053г 0433ⷢ 2DE2Г 0413𞀳 1E033𞁔 1E054ѓ 0453Ѓ 0403𞁧 1E067ґ 0491Ґ 0490ғ 0493Ғ 0492ӻ 04FBӺ 04FAҕ 0495Ҕ 0494ӷ 04F7Ӷ 04F6д 0434ᲁ 1C81ⷣ 2DE3Д 0414𞀴 1E034𞁕 1E055ԁ 0501Ԁ 0500ꚁ A681Ꚁ A680ђ 0452Ђ 0402ꙣ A663Ꙣ A662ԃ 0503Ԃ 0502ҙ 0499Ҙ 0498е 0435ⷷ 2DF7Е 0415𞀵 1E035𞁖 1E056ѐ 0450Ѐ 0400ӗ 04D7Ӗ 04D6ё 0451Ё 0401є 0454ꙴ A674Є 0404ж 0436ⷤ 2DE4Ж 0416𞀶 1E036𞁗 1E057ӂ 04C2Ӂ 04C1ӝ 04DDӜ 04DCԫ 052BԪ 052Aꚅ A685Ꚅ A684җ 0497Җ 0496з 0437ⷥ 2DE5З 0417𞀷 1E037𞁘 1E058ӟ 04DFӞ 04DEꙁ A641Ꙁ A640ԅ 0505Ԅ 0504ԑ 0511Ԑ 0510ꙃ A643Ꙃ A642ѕ 0455Ѕ 0405𞁩 1E069ꙅ A645Ꙅ A644ӡ 04E1Ӡ 04E0ꚉ A689Ꚉ A688𞁊 1E04Aԇ 0507Ԇ 0506ꚃ A683Ꚃ A682и 0438ꙵ A675И 0418𞀸 1E038𞁙 1E059ѝ 045DЍ 040Dӥ 04E5Ӥ 04E4ӣ 04E3Ӣ 04E2ҋ 048BҊ 048Aі 0456𞂏 1E08FІ 0406𞁌 1E04C𞁨 1E068ї 0457ꙶ A676Ї 0407ꙇ A647Ꙇ A646й 0439й 0438 0306Й 0419Й 0418 0306ј 0458Ј 0408𞁍 1E04Dꙉ A649ⷸ 2DF8Ꙉ A648к 043Aⷦ 2DE6К 041A𞀹 1E039𞁚 1E05Aќ 045CЌ 040Cқ 049BҚ 049Aӄ 04C4Ӄ 04C3ҡ 04A1Ҡ 04A0ҟ 049FҞ 049Eҝ 049DҜ 049Cԟ 051FԞ 051Eԛ 051BԚ 051Aл 043Bⷧ 2DE7Л 041B𞀺 1E03A𞁛 1E05Bᴫ 1D2Bӆ 04C6Ӆ 04C5ԯ 052FԮ 052Eԓ 0513Ԓ 0512ԡ 0521Ԡ 0520љ 0459Љ 0409ꙥ A665Ꙥ A664ԉ 0509Ԉ 0508ԕ 0515Ԕ 0514м 043Cⷨ 2DE8М 041C𞀻 1E03Bӎ 04CEӍ 04CDꙧ A667Ꙧ A666н 043Dⷩ 2DE9Н 041Dᵸ 1D78ԩ 0529Ԩ 0528ӊ 04CAӉ 04C9ң 04A3Ң 04A2ӈ 04C8Ӈ 04C7ԣ 0523Ԣ 0522ҥ 04A5Ҥ 04A4њ 045AЊ 040Aԋ 050BԊ 050Aо 043Eᲂ 1C82ⷪ 2DEAꙩ A669ꙫ A66Bꙭ A66Dꙮ A66Eꚙ A699ꚛ A69BО 041EꙨ A668Ꙫ A66AꙬ A66CꚘ A698Ꚛ A69A𞀼 1E03C𞁜 1E05Cӧ 04E7Ӧ 04E6ө 04E9Ө 04E8𞁎 1E04Eӫ 04EBӪ 04EAп 043Fⷫ 2DEBП 041F𞀽 1E03D𞁝 1E05Dԥ 0525Ԥ 0524ҧ 04A7Ҧ 04A6ҁ 0481Ҁ 0480р 0440ⷬ 2DECР 0420𞀾 1E03Eҏ 048FҎ 048Eԗ 0517Ԗ 0516с 0441ᲃ 1C83ⷭ 2DEDС 0421𞀿 1E03F𞁞 1E05Eⷵ 2DF5ԍ 050DԌ 050Cҫ 04ABҪ 04AA𞁫 1E06Bт 0442ᲄ 1C84ᲅ 1C85ⷮ 2DEEТ 0422𞁀 1E040ꚍ A68DꚌ A68C 1C8A 1C89ԏ 050FԎ 050Eҭ 04ADҬ 04ACꚋ A68BꚊ A68Aћ 045BЋ 040Bу 0443ꙷ A677У 0423𞁁 1E041𞁟 1E05Fў 045EЎ 040Eӱ 04F1Ӱ 04F0ӳ 04F3Ӳ 04F2ӯ 04EFӮ 04EEү 04AFҮ 04AE𞁏 1E04Fұ 04B1Ұ 04B0𞁭 1E06Dꙋ A64Bᲈ 1C88ⷹ 2DF9Ꙋ A64Aѹ 0479Ѹ 0478ф 0444ꚞ A69EФ 0424𞁂 1E042𞁠 1E060х 0445ⷯ 2DEFХ 0425𞁃 1E043𞁡 1E061ӽ 04FDӼ 04FCӿ 04FFӾ 04FEҳ 04B3Ҳ 04B2һ 04BBҺ 04BAԧ 0527Ԧ 0526ꚕ A695Ꚕ A694ѡ 0461ꙻ A67BѠ 0460ѿ 047FѾ 047Eꙍ A64DꙌ A64Cѽ 047DѼ 047Cѻ 047BѺ 047Aц 0446ⷰ 2DF0Ц 0426𞁄 1E044𞁢 1E062ꙡ A661Ꙡ A660ꚏ A68FꚎ A68Eҵ 04B5Ҵ 04B4ꚑ A691Ꚑ A690ч 0447ⷱ 2DF1Ч 0427𞁅 1E045𞁣 1E063ӵ 04F5Ӵ 04F4ԭ 052DԬ 052Cꚓ A693Ꚓ A692ҷ 04B7Ҷ 04B6ӌ 04CCӋ 04CBҹ 04B9Ҹ 04B8ꚇ A687Ꚇ A686ҽ 04BDҼ 04BCҿ 04BFҾ 04BEџ 045FЏ 040F𞁪 1E06Aш 0448ⷲ 2DF2Ш 0428𞁆 1E046𞁤 1E064ꚗ A697Ꚗ A696щ 0449ⷳ 2DF3Щ 0429ꙏ A64FꙎ A64Eꙿ A67Fъ 044Aᲆ 1C86ꙸ A678Ъ 042Aꚜ A69C𞁥 1E065ꙑ A651Ꙑ A650𞁬 1E06Cы 044Bꙹ A679Ы 042B𞁇 1E047𞁦 1E066ӹ 04F9Ӹ 04F8ь 044Cꙺ A67AЬ 042Cꚝ A69Dҍ 048DҌ 048Cѣ 0463ᲇ 1C87ⷺ 2DFAѢ 0462ꙓ A653Ꙓ A652э 044DЭ 042D𞁈 1E048ӭ 04EDӬ 04ECю 044Eⷻ 2DFBЮ 042E𞁉 1E049ꙕ A655Ꙕ A654ꙗ A657ⷼ 2DFCꙖ A656я 044FЯ 042Fԙ 0519Ԙ 0518ѥ 0465ꚟ A69FѤ 0464ѧ 0467ⷽ 2DFDѦ 0466ꙙ A659Ꙙ A658ѫ 046Bⷾ 2DFEѪ 046Aꙛ A65BꙚ A65Aѩ 0469Ѩ 0468ꙝ A65DꙜ A65Cѭ 046Dⷿ 2DFFѬ 046Cѯ 046FѮ 046Eѱ 0471Ѱ 0470ѳ 0473ⷴ 2DF4Ѳ 0472ѵ 0475Ѵ 0474ѷ 0477Ѷ 0476ꙟ A65FꙞ A65Eҩ 04A9Ҩ 04A8ԝ 051DԜ 051Cӏ 04CFӀ 04C0𞁐 1E050Generated for: Unicode 18.0.0
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