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(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 รฆ รธ รฅ]
Set
abcdefghijklmnopqrstuvwxyzรฅรฆรธ
DefaultCalendar
Default ๐๐ณ๐ ๐ฃ๐ฌ๐๐ด๐๐ข๐ด: ๐๐ณ๐ข๐๐ฎ๐ข๐จ๐ ๐๐ด ๐๐ณ๐ ๐ฃ๐ฌ๐๐ด๐๐ข๐ด
Day
Formatting
# Narrow Names (inherited from Short Names) Short Names Long Names
๐ถ sap sapaat
๐ท ata ataasinngorneq
๐ธ mar marlunngorneq
๐น pin pingasunngorneq
๐บ sis sisamanngorneq
๐ป tal tallimanngorneq
๐ผ arf arfininngorneq
Stand-alone
# Narrow Names (inherited from Formatting type) Short Names Long Names
๐ถ sap sapaat
๐ท ata ataasinngorneq
๐ธ mar marlunngorneq
๐น pin pingasunngorneq
๐บ sis sisamanngorneq
๐ป tal tallimanngorneq
๐ผ arf arfininngorneq
Month
Formatting
# Narrow Names (inherited from Short Names) Short Names Long Names
๐ถ jan januaarip
๐ท febr februaarip
๐ธ mar marsip
๐น apr apriilip
๐บ maj maajip
๐ป jun juunip
๐ผ jul juulip
๐ฝ aug aggustip
๐พ sept septembarip
๐ฟ okt oktobarip
๐ท๐ถ nov novembarip
๐ท๐ท dec decembarip
Stand-alone
# Narrow Names (inherited from Formatting type) Short Names Long Names
๐ถ jan januaari
๐ท febr februaari
๐ธ mar marsi
๐น apr apriili
๐บ maj maaji
๐ป jun juuni
๐ผ jul juuli
๐ฝ aug aggusti
๐พ sept septembari
๐ฟ okt oktobari
๐ท๐ถ nov novembari
๐ท๐ท dec decembari
eras
(cumulative data from parent not shown)
# Narrow Names Short Names Long Names
๐ถ BCE BCE BCE
๐ท CE CE CE
Date & Time Patterns
๐ถ Full Time HH.mm.ss zzzz 11.37.55 GMT
๐ท Long Time HH.mm.ss z 11.37.55 UTC
๐ธ Medium Time HH.mm.ss 11.37.55
๐น Short Time HH.mm 11.37
๐บ Full Date y MMMM d, EEEE 2024 maajip 11, arfininngorneq
๐ป Long Date y MMMM d 2024 maajip 11
๐ผ Medium Date y MMM d 2024 maj 11
๐ฝ Short Date y-MM-dd 2024-05-11
๐พ Date-Time pattern. {0} = time, {1} = date {1} {0} 2024-05-11 11.37
๐๐๐
๐ช๐๐ด : ๐๐ฎ๐ ๐ฌ๐๐ด๐๐ข๐ด๐๐ด ๐๐จ๐๐จ๐๐ด
Decimal Pattern #,##0.###
1.234,56
Currency Pattern ยค#,##0.00;ยค-#,##0.00
BZDย 1.234,56
Percent Pattern #,##0ย %
123.456ย %
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>;
โฆ tuusintit marlunnik uutritillit pingasunik qulillit sisamat komma tallimat arfinillit
NumberPatterns5 %digits-ordinal:
0: =#,##0=.;
-x: โ>%digits-ordinal>;
1.235.
NumberPatterns6 %duration:
0: =#,##0=;
1.235
NumberPatterns9 ยคยค#,##0.00;ยคยค-#,##0.00
BZDย 1.234,56
NumberPatterns10 #,##0.00 ยคยคยค
1.234,56 BZD
NumberPatterns11 ยค#,##0.00;ยค-#,##0.00
BZDย 1.234,56
NumberPatterns12 ยค#,##0.00;ยค-#,##0.00
BZDย 1.234,56
NumberPatterns13 #
1,2K
NumberPatterns14 #
1,2K
NumberPatterns15 ยค#,##0.00;ยค-#,##0.00
BZDย 1.234,56
(Currency for kl_Latn_BZ: BZD)
Collation rules
(inherited)
&D <<ฤ <<<ฤ <<รฐ <<<ร
&Q <<ฤธ <<<K''
&t <<<รพ/h
&T <<<ร/H
&Y <<รผ <<<ร <<ลฑ <<<ลฐ
&[before 1]
ว <รฆ <<<ร <<รค <<<ร <<ฤ <<<ฤ <รธ <<<ร <<รถ <<<ร <<ล <<<ล <<ล <<<ล <รฅ <<<ร