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Shift-JIS (hex) Codepoint (hex) Codepoint (dec) UTF8 Hex Code UTF8 String Description Eng. Definition Pronunciation
 
Glyph Entry Key: 

"Top-level" is the first Hex digit of the desired chunk. "Next-level" is the second Hex digit. "Last-level" is the third.
Put "00" after that and you have the starting point in Hex; e.g.: 1C800 through 1C8FF if Top, Next, and Last are 1, C, and 8.
Characters in RED have been combined with another character because they're combining forms.
Unicode Hex
UTF-8 Hex
Shift-JIS Hex
Decimal Code
X
Top-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F Page/Subpage:
Next-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F C6000 - C6FFF (811,008 - 815,103)
Last-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F C6500 - C65FF (812,288 - 812,543)
Block Nav: 
Previous (0xC6400) | Next (0xC6600)

This page contains no Unicode-defined character blocks.

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Click a character's Hex Codepoint (top row) to see its details.
Printer-Friendly Version

C6500
F3869480
None
󆔀

C6501
F3869481
None
󆔁

C6502
F3869482
None
󆔂

C6503
F3869483
None
󆔃

C6504
F3869484
None
󆔄

C6505
F3869485
None
󆔅

C6506
F3869486
None
󆔆

C6507
F3869487
None
󆔇

C6508
F3869488
None
󆔈

C6509
F3869489
None
󆔉

C650A
F386948A
None
󆔊

C650B
F386948B
None
󆔋

C650C
F386948C
None
󆔌

C650D
F386948D
None
󆔍

C650E
F386948E
None
󆔎

C650F
F386948F
None
󆔏

C6510
F3869490
None
󆔐

C6511
F3869491
None
󆔑

C6512
F3869492
None
󆔒

C6513
F3869493
None
󆔓

C6514
F3869494
None
󆔔

C6515
F3869495
None
󆔕

C6516
F3869496
None
󆔖

C6517
F3869497
None
󆔗

C6518
F3869498
None
󆔘

C6519
F3869499
None
󆔙

C651A
F386949A
None
󆔚

C651B
F386949B
None
󆔛

C651C
F386949C
None
󆔜

C651D
F386949D
None
󆔝

C651E
F386949E
None
󆔞

C651F
F386949F
None
󆔟

C6520
F38694A0
None
󆔠

C6521
F38694A1
None
󆔡

C6522
F38694A2
None
󆔢

C6523
F38694A3
None
󆔣

C6524
F38694A4
None
󆔤

C6525
F38694A5
None
󆔥

C6526
F38694A6
None
󆔦

C6527
F38694A7
None
󆔧

C6528
F38694A8
None
󆔨

C6529
F38694A9
None
󆔩

C652A
F38694AA
None
󆔪

C652B
F38694AB
None
󆔫

C652C
F38694AC
None
󆔬

C652D
F38694AD
None
󆔭

C652E
F38694AE
None
󆔮

C652F
F38694AF
None
󆔯

C6530
F38694B0
None
󆔰

C6531
F38694B1
None
󆔱

C6532
F38694B2
None
󆔲

C6533
F38694B3
None
󆔳

C6534
F38694B4
None
󆔴

C6535
F38694B5
None
󆔵

C6536
F38694B6
None
󆔶

C6537
F38694B7
None
󆔷

C6538
F38694B8
None
󆔸

C6539
F38694B9
None
󆔹

C653A
F38694BA
None
󆔺

C653B
F38694BB
None
󆔻

C653C
F38694BC
None
󆔼

C653D
F38694BD
None
󆔽

C653E
F38694BE
None
󆔾

C653F
F38694BF
None
󆔿

C6540
F3869580
None
󆕀

C6541
F3869581
None
󆕁

C6542
F3869582
None
󆕂

C6543
F3869583
None
󆕃

C6544
F3869584
None
󆕄

C6545
F3869585
None
󆕅

C6546
F3869586
None
󆕆

C6547
F3869587
None
󆕇

C6548
F3869588
None
󆕈

C6549
F3869589
None
󆕉

C654A
F386958A
None
󆕊

C654B
F386958B
None
󆕋

C654C
F386958C
None
󆕌

C654D
F386958D
None
󆕍

C654E
F386958E
None
󆕎

C654F
F386958F
None
󆕏

C6550
F3869590
None
󆕐

C6551
F3869591
None
󆕑

C6552
F3869592
None
󆕒

C6553
F3869593
None
󆕓

C6554
F3869594
None
󆕔

C6555
F3869595
None
󆕕

C6556
F3869596
None
󆕖

C6557
F3869597
None
󆕗

C6558
F3869598
None
󆕘

C6559
F3869599
None
󆕙

C655A
F386959A
None
󆕚

C655B
F386959B
None
󆕛

C655C
F386959C
None
󆕜

C655D
F386959D
None
󆕝

C655E
F386959E
None
󆕞

C655F
F386959F
None
󆕟

C6560
F38695A0
None
󆕠

C6561
F38695A1
None
󆕡

C6562
F38695A2
None
󆕢

C6563
F38695A3
None
󆕣

C6564
F38695A4
None
󆕤

C6565
F38695A5
None
󆕥

C6566
F38695A6
None
󆕦

C6567
F38695A7
None
󆕧

C6568
F38695A8
None
󆕨

C6569
F38695A9
None
󆕩

C656A
F38695AA
None
󆕪

C656B
F38695AB
None
󆕫

C656C
F38695AC
None
󆕬

C656D
F38695AD
None
󆕭

C656E
F38695AE
None
󆕮

C656F
F38695AF
None
󆕯

C6570
F38695B0
None
󆕰

C6571
F38695B1
None
󆕱

C6572
F38695B2
None
󆕲

C6573
F38695B3
None
󆕳

C6574
F38695B4
None
󆕴

C6575
F38695B5
None
󆕵

C6576
F38695B6
None
󆕶

C6577
F38695B7
None
󆕷

C6578
F38695B8
None
󆕸

C6579
F38695B9
None
󆕹

C657A
F38695BA
None
󆕺

C657B
F38695BB
None
󆕻

C657C
F38695BC
None
󆕼

C657D
F38695BD
None
󆕽

C657E
F38695BE
None
󆕾

C657F
F38695BF
None
󆕿

C6580
F3869680
None
󆖀

C6581
F3869681
None
󆖁

C6582
F3869682
None
󆖂

C6583
F3869683
None
󆖃

C6584
F3869684
None
󆖄

C6585
F3869685
None
󆖅

C6586
F3869686
None
󆖆

C6587
F3869687
None
󆖇

C6588
F3869688
None
󆖈

C6589
F3869689
None
󆖉

C658A
F386968A
None
󆖊

C658B
F386968B
None
󆖋

C658C
F386968C
None
󆖌

C658D
F386968D
None
󆖍

C658E
F386968E
None
󆖎

C658F
F386968F
None
󆖏

C6590
F3869690
None
󆖐

C6591
F3869691
None
󆖑

C6592
F3869692
None
󆖒

C6593
F3869693
None
󆖓

C6594
F3869694
None
󆖔

C6595
F3869695
None
󆖕

C6596
F3869696
None
󆖖

C6597
F3869697
None
󆖗

C6598
F3869698
None
󆖘

C6599
F3869699
None
󆖙

C659A
F386969A
None
󆖚

C659B
F386969B
None
󆖛

C659C
F386969C
None
󆖜

C659D
F386969D
None
󆖝

C659E
F386969E
None
󆖞

C659F
F386969F
None
󆖟

C65A0
F38696A0
None
󆖠

C65A1
F38696A1
None
󆖡

C65A2
F38696A2
None
󆖢

C65A3
F38696A3
None
󆖣

C65A4
F38696A4
None
󆖤

C65A5
F38696A5
None
󆖥

C65A6
F38696A6
None
󆖦

C65A7
F38696A7
None
󆖧

C65A8
F38696A8
None
󆖨

C65A9
F38696A9
None
󆖩

C65AA
F38696AA
None
󆖪

C65AB
F38696AB
None
󆖫

C65AC
F38696AC
None
󆖬

C65AD
F38696AD
None
󆖭

C65AE
F38696AE
None
󆖮

C65AF
F38696AF
None
󆖯

C65B0
F38696B0
None
󆖰

C65B1
F38696B1
None
󆖱

C65B2
F38696B2
None
󆖲

C65B3
F38696B3
None
󆖳

C65B4
F38696B4
None
󆖴

C65B5
F38696B5
None
󆖵

C65B6
F38696B6
None
󆖶

C65B7
F38696B7
None
󆖷

C65B8
F38696B8
None
󆖸

C65B9
F38696B9
None
󆖹

C65BA
F38696BA
None
󆖺

C65BB
F38696BB
None
󆖻

C65BC
F38696BC
None
󆖼

C65BD
F38696BD
None
󆖽

C65BE
F38696BE
None
󆖾

C65BF
F38696BF
None
󆖿

C65C0
F3869780
None
󆗀

C65C1
F3869781
None
󆗁

C65C2
F3869782
None
󆗂

C65C3
F3869783
None
󆗃

C65C4
F3869784
None
󆗄

C65C5
F3869785
None
󆗅

C65C6
F3869786
None
󆗆

C65C7
F3869787
None
󆗇

C65C8
F3869788
None
󆗈

C65C9
F3869789
None
󆗉

C65CA
F386978A
None
󆗊

C65CB
F386978B
None
󆗋

C65CC
F386978C
None
󆗌

C65CD
F386978D
None
󆗍

C65CE
F386978E
None
󆗎

C65CF
F386978F
None
󆗏

C65D0
F3869790
None
󆗐

C65D1
F3869791
None
󆗑

C65D2
F3869792
None
󆗒

C65D3
F3869793
None
󆗓

C65D4
F3869794
None
󆗔

C65D5
F3869795
None
󆗕

C65D6
F3869796
None
󆗖

C65D7
F3869797
None
󆗗

C65D8
F3869798
None
󆗘

C65D9
F3869799
None
󆗙

C65DA
F386979A
None
󆗚

C65DB
F386979B
None
󆗛

C65DC
F386979C
None
󆗜

C65DD
F386979D
None
󆗝

C65DE
F386979E
None
󆗞

C65DF
F386979F
None
󆗟

C65E0
F38697A0
None
󆗠

C65E1
F38697A1
None
󆗡

C65E2
F38697A2
None
󆗢

C65E3
F38697A3
None
󆗣

C65E4
F38697A4
None
󆗤

C65E5
F38697A5
None
󆗥

C65E6
F38697A6
None
󆗦

C65E7
F38697A7
None
󆗧

C65E8
F38697A8
None
󆗨

C65E9
F38697A9
None
󆗩

C65EA
F38697AA
None
󆗪

C65EB
F38697AB
None
󆗫

C65EC
F38697AC
None
󆗬

C65ED
F38697AD
None
󆗭

C65EE
F38697AE
None
󆗮

C65EF
F38697AF
None
󆗯

C65F0
F38697B0
None
󆗰

C65F1
F38697B1
None
󆗱

C65F2
F38697B2
None
󆗲

C65F3
F38697B3
None
󆗳

C65F4
F38697B4
None
󆗴

C65F5
F38697B5
None
󆗵

C65F6
F38697B6
None
󆗶

C65F7
F38697B7
None
󆗷

C65F8
F38697B8
None
󆗸

C65F9
F38697B9
None
󆗹

C65FA
F38697BA
None
󆗺

C65FB
F38697BB
None
󆗻

C65FC
F38697BC
None
󆗼

C65FD
F38697BD
None
󆗽

C65FE
F38697BE
None
󆗾

C65FF
F38697BF
None
󆗿

Top-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F Page/Subpage:
Next-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F C6000 - C6FFF (811,008 - 815,103)
Last-level: 
0 1 2 3 4 5 6 7 8 9 A B C D E F C6500 - C65FF (812,288 - 812,543)
Block Nav: 
Previous (0xC6400) | Next (0xC6600)

(c)2005, Brett Baugh - but it's open source. (Brief Description | Source Code Distribution)