Note: You're viewing a locale that does not have verified data . ICU will support this with inherited information, but that information is not verified to be correct. [Kalaallisut (Togo)]
Please do not file bugs against this locale.
(inherited) This page shows the localization data for the locale listed at left. This Locale contains data for this language, as well as conventions for this particular region.
Exemplar Characters
Rules
[a b c d e f g h i j k l m n o p q r s t u v w x y z æ ø å]
Set
abcdefghijklmnopqrstuvwxyzåæø
Day
Formatting
# Narrow Names (inherited from Short Names) Short Names Long Names
0 sap sapaat
1 ata ataasinngorneq
2 mar marlunngorneq
3 pin pingasunngorneq
4 sis sisamanngorneq
5 tal tallimanngorneq
6 arf arfininngorneq
Stand-alone
# Narrow Names (inherited from Formatting type) Short Names Long Names
0 sap sapaat
1 ata ataasinngorneq
2 mar marlunngorneq
3 pin pingasunngorneq
4 sis sisamanngorneq
5 tal tallimanngorneq
6 arf arfininngorneq
Month
Formatting
# Narrow Names (inherited from Short Names) Short Names Long Names
0 jan januaarip
1 febr februaarip
2 mar marsip
3 apr apriilip
4 maj maajip
5 jun juunip
6 jul juulip
7 aug aggustip
8 sept septembarip
9 okt oktobarip
10 nov novembarip
11 dec decembarip
Stand-alone
# Narrow Names (inherited from Formatting type) Short Names Long Names
0 jan januaari
1 febr februaari
2 mar marsi
3 apr apriili
4 maj maaji
5 jun juuni
6 jul juuli
7 aug aggusti
8 sept septembari
9 okt oktobari
10 nov novembari
11 dec decembari
eras
(cumulative data from parent not shown)
# Narrow Names Short Names Long Names
0 BCE BCE BCE
1 CE CE CE
Date & Time Patterns
0 Full Time HH.mm.ss zzzz 08.52.09 GMT
1 Long Time HH.mm.ss z 08.52.09 UTC
2 Medium Time HH.mm.ss 08.52.09
3 Short Time HH.mm 08.52
4 Full Date y MMMM d, EEEE 2024 maajip 13, ataasinngorneq
5 Long Date y MMMM d 2024 maajip 13
6 Medium Date y MMM d 2024 maj 13
7 Short Date y-MM-dd 2024-05-13
8 Date-Time pattern. {0} = time, {1} = date {1} {0} 2024-05-13 08.52
Numbers : Western Digits
Decimal Pattern #,##0.###
1.234,56
Currency Pattern ¤#,##0;¤-#,##0
F CFA 1.235
Percent Pattern #,##0 %
123.456 %
Scientific Pattern #E0
1,23456E3
NumberPatterns4 %spellout-numbering-year:
0: =%spellout-numbering=;
x.x: =0.0=;
%spellout-numbering:
0: =%spellout-cardinal=;
%%numbertimes:
1: ataaseq;
2: marlunnik;
3: pingasunik;
4: sisamanik;
5: tallimanik;
6: arfinilinnik;
7: arfineq-marlunnik;
8: arfineq-pingasunik;
9: arfineq-sisamanik;
10: qulinik;
11: aqqanilinik;
12: aqqaneq-marlunnik;
13: aqqaneq-pingasunik;
14: aqqaneq-sisamanik;
15: aqqaneq-tallimanik;
16: arfersanilinnik;
17: arfersaneq-marlunnik;
18: arfersaneq-pingasunik;
19: arfersaneq-sisamanik;
20: <%%numbertimes< qulillit;
21: <%%numbertimes< qulillit >%%numbertimes>;
100: uutritit;
101: uutritit >%%numbertimes>;
200: <%%numbertimes< uutritillit;
201: <%%numbertimes< uutritillit >%%numbertimes>;
%spellout-cardinal:
0: nuulu;
1: ataaseq;
2: marluk;
3: pingasut;
4: sisamat;
5: tallimat;
6: arfinillit;
7: arfineq-marluk;
8: arfineq-pingasut;
9: arfineq-sisamat;
10: qulit;
11: aqqanilit;
12: aqqaneq-marluk;
13: aqqaneq-pingasut;
14: aqqaneq-sisamat;
15: aqqaneq-tallimat;
16: arfersanillit;
17: arfersaneq-marluk;
18: arfersaneq-pingasut;
19: arfersaneq-sisamat;
20: <%%numbertimes< qulillit;
21: <%%numbertimes< qulillit >%spellout-cardinal>;
100: uutritit;
101: uutritit >%spellout-cardinal>;
200: <%%numbertimes< uutritillit;
201: <%%numbertimes< uutritillit >%spellout-cardinal>;
1000: tuusintit;
1001: tuusintit >%spellout-cardinal>;
2000: <%%numbertimes< tuusintillit;
2001: <%%numbertimes< tuusintillit >%spellout-cardinal>;
1000000: millionit;
1000001: millionit >%spellout-cardinal>;
2000000: <%%numbertimes< millionillit;
2000001: <%%numbertimes< millionillit >%spellout-cardinal>;
1000000000: milliardit;
1000000001: milliardit >%spellout-cardinal>;
2000000000: <%%numbertimes< milliardillit;
2000000001: <%%numbertimes< milliardillit >%spellout-cardinal>;
1000000000000: billionit;
1000000000001: billionit >%spellout-cardinal>;
2000000000000: <%%numbertimes< billioniillit;
2000000000001: <%%numbertimes< billioniillit >%spellout-cardinal>;
1000000000000000: billiardit;
1000000000000001: billiardit >%spellout-cardinal>;
2000000000000000: <%%numbertimes< billiardillit;
2000000000000001: <%%numbertimes< billiardillit >%spellout-cardinal>;
1000000000000000000: =#,##0=;
-x: minus >%spellout-cardinal>;
x.x: <%spellout-cardinal< komma >%spellout-cardinal>;
… tuusintit marlunnik uutritillit pingasunik qulillit sisamat komma tallimat arfinillit
NumberPatterns5 %digits-ordinal:
0: =#,##0=.;
-x: −>%digits-ordinal>;
1.235.
NumberPatterns6 %duration:
0: =#,##0=;
1.235
NumberPatterns9 ¤¤#,##0;¤¤-#,##0
XOF 1.235
NumberPatterns10 #,##0 ¤¤¤
1.235 XOF
NumberPatterns11 ¤#,##0;¤-#,##0
F CFA 1.235
NumberPatterns12 ¤#,##0;¤-#,##0
F CFA 1.235
NumberPatterns13 #
1,2K
NumberPatterns14 #
1,2K
NumberPatterns15 ¤#,##0;¤-#,##0
F CFA 1.235
(Currency for kl_Latn_TG: XOF)
Collation rules
(inherited)
&D <<đ <<<Đ <<ð <<<Ð
&Q <<ĸ <<<K''
&t <<<þ/h
&T <<<Þ/H
&Y <<ü <<<Ü <<ű <<<Ű
&[before 1]
ǀ <æ <<<Æ <<ä <<<Ä <<ę <<<Ę <ø <<<Ø <<ö <<<Ö <<ő <<<Ő <<œ <<<Œ <å <<<Å