Egyptian Hieroglyph Format Controls
Egyptian ideograms may have more than one element. The section Egyptian-hieroglyphs presents glyphs separately. In order to make a full ideogram, you can use editing symbols from this block. They define the way in which elements are located towards each other in a square. For example, in order to create a cowboy, let's take a man's figure đ , add a horse đ down via U+13430, and spruce it up with feathers đ above to the right via U+13434. Segment restrictions allow to unite elements in groups and put them together.
TulajdonsĂĄgok
HatĂłtĂĄvolsĂĄg | 13430–1345F |
Karakterek | 48 |
Karakterek ListĂĄja
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asztalos
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13430đ°
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13431đ±
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Jel beillesztĂ©s vezĂ©rlĆk
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13432đČ
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13433đł
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13434đŽ
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13435đ”
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Jelentkezzen a halmozĂĄs ellenĆrzĂ©se
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13436đ¶
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A szegmensek körének szétvålasztåsa
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13437đ·
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13438đž
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Sign insertion controls
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13439đč
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1343Ađș
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1343Bđ»
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Enclosure controls
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1343CđŒ
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1343Dđœ
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1343EđŸ
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1343Fđż
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Mirror control
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13440đ
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Blank and lost signs
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13441đ
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13442đ
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13443đ
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13444đ
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13445đ
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13446đ
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Damage modifiers
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13447đ
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13448đ
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13449đ
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1344Ađ
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1344Bđ
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1344Cđ
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1344Dđ
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1344Eđ
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1344Fđ
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13450đ
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13451đ
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13452đ
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13453đ
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13454đ
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13455đ
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13456
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13457
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13458
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13459
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1345A
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1345B
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1345C
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1345D
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1345E
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1345F
Karakterek TĂĄblĂĄzata
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đ°13430
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đ±13431
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đČ13432
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đł13433
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đŽ13434
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đ”13435
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đ¶13436
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đ·13437
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đž13438
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đč13439
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đș1343A
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đ»1343B
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đŒ1343C
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đœ1343D
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đŸ1343E
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đż1343F
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đ13440
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đ13441
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đ13442
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đ13443
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đ13444
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đ13445
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đ13446
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đ13447
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đ13448
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đ13449
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đ1344A
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đ1344B
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đ1344C
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đ1344D
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đ1344E
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đ1344F
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đ13450
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đ13451
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đ13452
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đ13453
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đ13454
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đ13455
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13456
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13457
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13458
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13459
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1345A
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1345B
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1345C
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1345D
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1345E
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1345F
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0: Alap többnyelvƱ lap
-
Latin (alap)0000–007F
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Latin-1 kiegĂ©szĂtĆ karakterek0080–00FF
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BĆvĂtett Latin (A)0100–017F
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BĆvĂtett Latin (B)0180–024F
-
IPA kiterjesztĂ©sek0250–02AF
-
Fonetikus jelek02B0–02FF
-
KombinĂĄlt diakritikus jelek0300–036F
-
Görög Ă©s Kopt0370–03FF
-
Cirill0400–04FF
-
Cirill kiegĂ©szĂtĆ karakterek0500–052F
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ĂrmĂ©ny0530–058F
-
HĂ©ber0590–05FF
-
Arab0600–06FF
-
SzĂr0700–074F
-
Arab kiegĂ©szĂtĆ karakterek0750–077F
-
Thaana0780–07BF
-
Nko07C0–07FF
-
SzamaritĂĄn0800–083F
-
Mandaic0840–085F
-
Syriac Supplement0860–086F
-
Arabic Extended-B0870–089F
-
Kiterjesztett Arab (A)08A0–08FF
-
DĂ©vanĂĄgari0900–097F
-
BengĂĄli0980–09FF
-
Gurmukhi0A00–0A7F
-
Gudzsarati0A80–0AFF
-
Orija0B00–0B7F
-
Tamil0B80–0BFF
-
Telugu0C00–0C7F
-
Kannada0C80–0CFF
-
Malayalam0D00–0D7F
-
Sinhala0D80–0DFF
-
Thai0E00–0E7F
-
Lao0E80–0EFF
-
Tibeti0F00–0FFF
-
Burmai1000–109F
-
GrĂșz10A0–10FF
-
Hangul Jamo1100–11FF
-
EtiĂłp1200–137F
-
EtiĂłp kiegĂ©szĂtĆ karakterek1380–139F
-
Cseroki13A0–13FF
-
EgyszerƱsĂtett kanadai bennszĂŒlött jelek1400–167F
-
Ogham1680–169F
-
Runic16A0–16FF
-
Tagalog1700–171F
-
HanunĂło1720–173F
-
Buhid1740–175F
-
Tagbanwa1760–177F
-
Khmer1780–17FF
-
Mongol1800–18AF
-
EgyszerƱsĂtett kanadai bennszĂŒlött jelek kiegĂ©szĂtĂ©se18B0–18FF
-
Limbu1900–194F
-
Tai Le1950–197F
-
Ăj Tai LĂŒ1980–19DF
-
Khmer szimbĂłlumok19E0–19FF
-
BuginĂ©z1A00–1A1F
-
Tai Tham1A20–1AAF
-
KombinĂĄlt, kiegĂ©szĂtett diakritikus jelek1AB0–1AFF
-
BalinĂ©z1B00–1B7F
-
SzudĂĄn1B80–1BBF
-
Batak1BC0–1BFF
-
Lepcha1C00–1C4F
-
Ol Chiki1C50–1C7F
-
Cyrillic Extended C1C80–1C8F
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Georgian Extended1C90–1CBF
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BĆvĂtett SzudĂĄn1CC0–1CCF
-
KiegĂ©szĂtett Vedik1CD0–1CFF
-
Fonetikus kiegĂ©szĂtĂ©sek1D00–1D7F
-
Fonetikus bĆvĂtĂ©sek kiegĂ©szĂtĂ©sei1D80–1DBF
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KombinĂĄlt diakritikus jelek kiegĂ©szĂtĂ©se1DC0–1DFF
-
Latin bĆvĂtĂ©sek kiegĂ©szĂtĂ©sei1E00–1EFF
-
BĆvĂtett Görög1F00–1FFF
-
ĂltalĂĄnos elvĂĄlasztĂł jelek2000–206F
-
AlsĂł- Ă©s felsĆindexek2070–209F
-
PĂ©nzjelek20A0–20CF
-
KombinĂĄlt diakritikus jelek szimbĂłlumokhoz20D0–20FF
-
BetƱszerƱ szimbĂłlumok2100–214F
-
SzĂĄm formĂĄtumok2150–218F
-
Nyilak2190–21FF
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Matematikai mƱveleti jelek2200–22FF
-
Vegyes technikai jelek2300–23FF
-
IrĂĄnyĂtĂł kĂ©pek2400–243F
-
OCR karakterek2440–245F
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Enclosed Alphanumerics2460–24FF
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Rajzdobozok2500–257F
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Blokk szimbĂłlumok2580–259F
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Geometrikus alakzatok25A0–25FF
-
Vegyes szimbĂłlumok2600–26FF
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Dingbats2700–27BF
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Vegyes matematikai szimbĂłlumok (A)27C0–27EF
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Nyilak kiegĂ©szĂtĂ©s (A)27F0–27FF
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Braille jelek2800–28FF
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Nyilak kiegĂ©szĂtĂ©s (B)2900–297F
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Vegyes matematikai szimbĂłlumok (B)2980–29FF
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KiegĂ©szĂtĆ matematikai mƱveleti jelek2A00–2AFF
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Vegyes szimbĂłlumok Ă©s nyilak2B00–2BFF
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Glagolita2C00–2C5F
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KiegĂ©szĂtett Latin (C)2C60–2C7F
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Kopt2C80–2CFF
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GrĂșz kiegĂ©szĂtĂ©sek2D00–2D2F
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Tifinagh2D30–2D7F
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BĆvĂtett EtiĂłp2D80–2DDF
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KiegĂ©szĂtett Cirill (A)2DE0–2DFF
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ElvĂĄlasztĂł jelek kiegĂ©szĂtĂ©sei2E00–2E7F
-
CJK gyökök kiegĂ©szĂtĂ©s2E80–2EFF
-
Kangxi gyökök2F00–2FDF
-
Ideografikus leĂrĂł karakterek2FF0–2FFF
-
CJK szimbĂłlumok Ă©s elvĂĄlasztĂłk3000–303F
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Hiragana3040–309F
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Katakana30A0–30FF
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Bopomofo3100–312F
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Hangul Compatibility Jamo3130–318F
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Kanbun3190–319F
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BĆvĂtett Bopomofo31A0–31BF
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CJK ecsetvonĂĄsok31C0–31EF
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Katakana fonetikus bĆvĂtĂ©sek31F0–31FF
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Enclosed CJK Letters and Months3200–32FF
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CJK-kompatibilis3300–33FF
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CJK egyszerƱsĂtett szĂłkĂ©p bĆvĂtĂ©s (A)3400–4DBF
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Yijing hexagram szimbĂłlumok4DC0–4DFF
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CJK egyszerƱsĂtett szĂłkĂ©pek4E00–9FFF
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Ji jelekA000–A48F
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Ji gyökökA490–A4CF
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LisuA4D0–A4FF
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VaiA500–A63F
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KiegĂ©szĂtett Cirill (B)A640–A69F
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BamumA6A0–A6FF
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HangmĂłdosĂtĂł betƱkA700–A71F
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KiegĂ©szĂtett Latin (D)A720–A7FF
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Syloti NagriA800–A82F
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Indiai szĂĄmkarakterekA830–A83F
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Phags-paA840–A87F
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SaurashtraA880–A8DF
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KiegĂ©szĂtett DevanagariA8E0–A8FF
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Kayah LiA900–A92F
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RejangA930–A95F
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KiegĂ©szĂtett Hangul Jamo (A)A960–A97F
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JavaneseA980–A9DF
-
KiegĂ©szĂtett Myanmar (B)A9E0–A9FF
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ChamAA00–AA5F
-
KiegĂ©szĂtett Mynmar (A)AA60–AA7F
-
Tai VietAA80–AADF
-
Meetei Mayek kiegĂ©szĂtĂ©seiAAE0–AAFF
-
KiegĂ©szĂtett EtiĂłp (A)AB00–AB2F
-
KiegĂ©szĂtett Latin (E)AB30–AB6F
-
Cherokee SupplementAB70–ABBF
-
Meetei MayekABC0–ABFF
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Hangul jelekAC00–D7AF
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KiegĂ©szĂtett Hangul Jamo (B)D7B0–D7FF
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Magas pĂłtlĂłkD800–DB7F
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Magas privĂĄt hasznĂĄlatĂș pĂłtlĂłkDB80–DBFF
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Alacsony pĂłtlĂłkDC00–DFFF
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SajĂĄt cĂ©lra fenntartottE000–F8FF
-
CJK kompatibilis szĂłkĂ©pekF900–FAFF
-
Alfabetikus megjelenĂtĂ©si formĂĄkFB00–FB4F
-
Arab prezentĂĄciĂłs formĂĄk (A)FB50–FDFF
-
KijelölĂ©s vĂĄltozatokFE00–FE0F
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FĂŒggĆleges formĂĄkFE10–FE1F
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KombinĂĄlt fĂ©l-jelzĆkFE20–FE2F
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CJK-kompatibilis formĂĄkFE30–FE4F
-
Kisebb forma vĂĄltozatokFE50–FE6F
-
Arab prezentĂĄciĂłs formĂĄk (B)FE70–FEFF
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FĂ©lszĂ©lessĂ©gƱ Ă©s teljes szĂ©lessĂ©gƱ formĂĄkFF00–FFEF
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SpeciĂĄlis jelekFFF0–FFFF
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-
1: KiegĂ©szĂtĆ többnyelvƱ lap
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LineĂĄris B-ĂrĂĄs jelei10000–1007F
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LineĂĄris B-ĂrĂĄs ideogramjai10080–100FF
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Ăgei szĂĄmok10100–1013F
-
Ćsi görög szĂĄmok10140–1018F
-
Ćsi szimbĂłlumok10190–101CF
-
Phaistos Disc101D0–101FF
-
Lycian10280–1029F
-
Carian102A0–102DF
-
Kopt szĂĄmok102E0–102FF
-
RĂ©gi Olasz10300–1032F
-
GĂłtikus10330–1034F
-
RĂ©gi Perm-i10350–1037F
-
Ugar10380–1039F
-
RĂ©gi Perzsai103A0–103DF
-
Deseret10400–1044F
-
Shavian10450–1047F
-
Osmanya10480–104AF
-
Osage104B0–104FF
-
Elbasan10500–1052F
-
KaukĂĄzusi AlbĂĄn10530–1056F
-
Vithkuqi10570–105BF
-
Todhri105C0–105FF
-
LineĂĄris A10600–1077F
-
Latin Extended-F10780–107BF
-
Ciprusi jelek10800–1083F
-
Imperial Aramaic10840–1085F
-
Palmyrene10860–1087F
-
Nabataean10880–108AF
-
Hatran108E0–108FF
-
FĆnĂciai10900–1091F
-
Lydian10920–1093F
-
Meroitic HieroglifĂĄk10980–1099F
-
Meroitic KurzĂv109A0–109FF
-
Kharoshthi10A00–10A5F
-
RĂ©gi DĂ©l-Arab10A60–10A7F
-
RĂ©gi Ăszak-Arabian10A80–10A9F
-
Manichaean10AC0–10AFF
-
Avestan10B00–10B3F
-
Inscriptional Parthian10B40–10B5F
-
Inscriptional Pahlavi10B60–10B7F
-
Psalter Pahlavi10B80–10BAF
-
RĂ©gi Török10C00–10C4F
-
Old Hungarian10C80–10CFF
-
Hanifi Rohingya10D00–10D3F
-
Garay10D40–10D8F
-
Rumi szĂĄmjegyek10E60–10E7F
-
Yezidi10E80–10EBF
-
Arabic Extended-C10EC0–10EFF
-
Old Sogdian10F00–10F2F
-
Sogdian10F30–10F6F
-
Old Uyghur10F70–10FAF
-
Chorasmian10FB0–10FDF
-
Elymaic10FE0–10FFF
-
Brahmi11000–1107F
-
Kaithi11080–110CF
-
Sora Sompeng110D0–110FF
-
Chakma11100–1114F
-
Mahajani11150–1117F
-
Sharada11180–111DF
-
Sinhala Arhaikus szĂĄmok111E0–111FF
-
Khojki11200–1124F
-
Multani11280–112AF
-
Khudawadi112B0–112FF
-
Grantha11300–1137F
-
Tulu-Tigalari11380–113FF
-
Newa11400–1147F
-
Tirhuta11480–114DF
-
Siddham11580–115FF
-
Modi11600–1165F
-
Mongolian Supplement11660–1167F
-
Takri11680–116CF
-
Mianmar Kiterjesztett-C116D0–116FF
-
Ahom11700–1174F
-
Dogra11800–1184F
-
Warang Citi118A0–118FF
-
Dives Akuru11900–1195F
-
Nandinagari119A0–119FF
-
Zanabazar Square11A00–11A4F
-
Soyombo11A50–11AAF
-
Unified Canadian Aboriginal Syllabics Extended-A11AB0–11ABF
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Pau Cin Hau11AC0–11AFF
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Devanagari Extended-A11B00–11B5F
-
Sunuwar11BC0–11BFF
-
Bhaiksuki11C00–11C6F
-
Marchen11C70–11CBF
-
Masaram Gondi11D00–11D5F
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Gunjala Gondi11D60–11DAF
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Makasar11EE0–11EFF
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Kawi11F00–11F5F
-
Lisu Supplement11FB0–11FBF
-
Tamil Supplement11FC0–11FFF
-
Cuneiform12000–123FF
-
Cuneiform szĂĄmok Ă©s ĂrĂĄsjelek12400–1247F
-
Early Dynastic Cuneiform12480–1254F
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Cypro-Minoan12F90–12FFF
-
Egyiptomi HieroglifĂĄk13000–1342F
-
Egyptian Hieroglyph Format Controls13430–1345F
-
Egyiptomi HieroglifĂĄk Kiterjesztett-A13460–143FF
-
Anatolian Hieroglyphs14400–1467F
-
Gurung Khema16100–1613F
-
KiegĂ©szĂtett Bamum16800–16A3F
-
Mro16A40–16A6F
-
Tangsa16A70–16ACF
-
Bassa Vah16AD0–16AFF
-
Pahawh Hmong16B00–16B8F
-
Kirat Rai16D40–16D7F
-
Medefaidrin16E40–16E9F
-
Miao16F00–16F9F
-
Ideographic Symbols and Punctuation16FE0–16FFF
-
Tangut17000–187FF
-
Tangut Components18800–18AFF
-
Khitan Small Script18B00–18CFF
-
Tangut Supplement18D00–18D7F
-
Kana Extended-B1AFF0–1AFFF
-
KiegĂ©szĂtett Kana1B000–1B0FF
-
Kana Extended-A1B100–1B12F
-
Small Kana Extension1B130–1B16F
-
Nushu1B170–1B2FF
-
Duployan1BC00–1BC9F
-
Shorthand FormĂĄtumirĂĄnyĂtĂĄs1BCA0–1BCAF
-
ĂröksĂ©g SzĂĄmĂtĂĄstechnikai KiegĂ©szĂtĂ©se SzimbĂłlumai1CC00–1CEBF
-
Znamenny Musical Notation1CF00–1CFCF
-
Byzantine zenei szimbĂłlumok1D000–1D0FF
-
Zenei szimbĂłlumok1D100–1D1FF
-
Ăgörög zenei szimbĂłlumok1D200–1D24F
-
Kaktovik Numerals1D2C0–1D2DF
-
Mayan Numerals1D2E0–1D2FF
-
Tai Xuan Jing szimbĂłlumok1D300–1D35F
-
SzĂĄmolĂłrĂșd szĂĄmai1D360–1D37F
-
Matematikai alfanumerikus szimbĂłlumok1D400–1D7FF
-
Sutton SignWriting1D800–1DAAF
-
Latin Extended-G1DF00–1DFFF
-
Glagolitic Supplement1E000–1E02F
-
Cyrillic Extended-D1E030–1E08F
-
Nyiakeng Puachue Hmong1E100–1E14F
-
Toto1E290–1E2BF
-
Wancho1E2C0–1E2FF
-
Nag Mundari1E4D0–1E4FF
-
Ol Onal1E5D0–1E5FF
-
Ethiopic Extended-B1E7E0–1E7FF
-
Mende Kikakui1E800–1E8DF
-
Adlam1E900–1E95F
-
Indic Siyaq Numbers1EC70–1ECBF
-
Ottoman Siyaq Numbers1ED00–1ED4F
-
Arab matematekai alfabetikus szimbĂłlumok1EE00–1EEFF
-
Mahjong-kövek1F000–1F02F
-
DominĂłkövek1F030–1F09F
-
JĂĄtĂ©kkĂĄrtyĂĄk1F0A0–1F0FF
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ZĂĄrt alfanumerikus kiegĂ©szĂtĂ©s1F100–1F1FF
-
ZĂĄrt ideografikus kiegĂ©szĂtĂ©s1F200–1F2FF
-
EgyĂ©b szimbĂłlumok Ă©s piktogramok1F300–1F5FF
-
Hangulatjelek (Emoji)1F600–1F64F
-
DĂszĂtĆ Dingbats1F650–1F67F
-
KözlekedĂ©s- Ă©s tĂ©rkĂ©pszimbĂłlumok1F680–1F6FF
-
AlkĂmiai szimbĂłlumok1F700–1F77F
-
KiegĂ©szĂtett geometriai alakzatok1F780–1F7FF
-
KiegĂ©szĂtett nyilak (C)1F800–1F8FF
-
Supplemental Symbols and Pictographs1F900–1F9FF
-
Chess Symbols1FA00–1FA6F
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Symbols and Pictographs Extended-A1FA70–1FAFF
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Symbols for Legacy Computing1FB00–1FBFF
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2: KiegĂ©szĂtĆ lap a szĂłkĂ©p lapokhoz
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CJK Unified Ideographs Extension B20000–2A6DF
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CJK Unified Ideographs Extension C2A700–2B73F
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CJK Unified Ideographs Extension D2B740–2B81F
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CJK Unified Ideographs Extension E2B820–2CEAF
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CJK Unified Ideographs Extension F2CEB0–2EBEF
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CJK Unified Ideographs Extension I2EBF0–2EE5F
-
CJK Compatibility Ideographs Supplement2F800–2FA1F
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3: Harmadlagos ideogrĂĄfiai lap
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4-13: nem hasznĂĄlt
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14: KiegĂ©szĂtĆ lap a speciĂĄlis felhasznĂĄlĂĄsĂș laphoz
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15: KiegĂ©szĂtĆ terĂŒlet magĂĄnhasznĂĄlatra â A
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15: KiegĂ©szĂtĆ terĂŒlet magĂĄnhasznĂĄlatra â B
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Nem talĂĄlhatĂł semmi
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