DateTim...ni_Mtei(3)
β¨ DateTim...ni_Mtei(3) β¨
okay bestie, welcome to DateTim...ni_Mtei(3) from the User Contributed Perl Documentation. yes, the title is literally truncated like that, and we're moving on. π
πΈ NAME πΈ
DateTime::Locale::mni_Mtei β Locale data examples for the Manipuri Meitei Mayek (mni-Mtei) locale. periodt. π«Ά
π¦ DESCRIPTION π¦
This pod file contains examples of the locale data available for the Manipuri Meitei Mayek locale.
It's giving reference-sheet energy, no cap β just lil examples of the locale data, laid out so you can vibe-check each piece. π
ποΈ Days ποΈ
Wide (format) β the full-name situation β¨
Mon
Tue
Wed
Thu
Fri
Sat
Sun
Abbreviated (format) β shorter, still iconic π
Mon
Tue
Wed
Thu
Fri
Sat
Sun
Narrow (format) β one letter, maximum main character energy π
M
T
W
T
F
S
S
Wide (stand-alone) β same full names, standing alone π¦
Mon
Tue
Wed
Thu
Fri
Sat
Sun
Abbreviated (stand-alone) β stand-alone but abbreviated πΈ
Mon
Tue
Wed
Thu
Fri
Sat
Sun
Narrow (stand-alone) β tiny stand-alone legends π
M
T
W
T
F
S
S
π Months π
Wide (format) β the month lineup, long version π
M01
M02
M03
M04
M05
M06
M07
M08
M09
M10
M11
M12
Abbreviated (format) β abbreviated month moment π
M01
M02
M03
M04
M05
M06
M07
M08
M09
M10
M11
M12
Narrow (format) β numbers only, lowkey chic β¨
1
2
3
4
5
6
7
8
9
10
11
12
Wide (stand-alone) β long months doing their own thing π¦
M01
M02
M03
M04
M05
M06
M07
M08
M09
M10
M11
M12
Abbreviated (stand-alone) β abbrev months, unfazed π
M01
M02
M03
M04
M05
M06
M07
M08
M09
M10
M11
M12
Narrow (stand-alone) β the numeric lil icons π
1
2
3
4
5
6
7
8
9
10
11
12
πΈ Quarters πΈ
Wide (format) β big quarter energy π
Q1
Q2
Q3
Q4
Abbreviated (format) β Q-plus-number, still cute π
Q1
Q2
Q3
Q4
Narrow (format) β just the digit, honestly π
1
2
3
4
Wide (stand-alone) β wide quarters, standing solo π
Q1
Q2
Q3
Q4
Abbreviated (stand-alone) β abbreviated and independent β¨
Q1
Q2
Q3
Q4
Narrow (stand-alone) β narrow quarters, tiny but valid π¦
1
2
3
4
ποΈ Eras ποΈ
Wide (format) β full era names, BCE/CE moment π
BCE
CE
Abbreviated (format) β same abbrev icons, no drama β¨
BCE
CE
Narrow (format) β narrow era representation, periodt π
BCE
CE
π Date Formats π
Full β the whole date lewk π
2008-02-05T18:30:30 = 2008 M02 5, Tue
1995-12-22T09:05:02 = 1995 M12 22, Fri
-0010-09-15T04:44:23 = -10 M09 15, Sat
Long β long date, less extra π¦
2008-02-05T18:30:30 = 2008 M02 5
1995-12-22T09:05:02 = 1995 M12 22
-0010-09-15T04:44:23 = -10 M09 15
Medium β medium date, still slaying β¨
2008-02-05T18:30:30 = 2008 M02 5
1995-12-22T09:05:02 = 1995 M12 22
-0010-09-15T04:44:23 = -10 M09 15
Short β short date, straight to the point π
2008-02-05T18:30:30 = 2008-02-05
1995-12-22T09:05:02 = 1995-12-22
-0010-09-15T04:44:23 = -10-09-15
β° Time Formats β°
Full β full time with UTC in the chat π
2008-02-05T18:30:30 = 18:30:30 UTC
1995-12-22T09:05:02 = 09:05:02 UTC
-0010-09-15T04:44:23 = 04:44:23 UTC
Long β long time, same UTC vibe π
2008-02-05T18:30:30 = 18:30:30 UTC
1995-12-22T09:05:02 = 09:05:02 UTC
-0010-09-15T04:44:23 = 04:44:23 UTC
Medium β medium time, UTC leaves the group chat π
2008-02-05T18:30:30 = 18:30:30
1995-12-22T09:05:02 = 09:05:02
-0010-09-15T04:44:23 = 04:44:23
Short β short time, seconds also left π
2008-02-05T18:30:30 = 18:30
1995-12-22T09:05:02 = 09:05
-0010-09-15T04:44:23 = 04:44
ποΈ Datetime Formats ποΈ
Full β date plus time, full lewk π
2008-02-05T18:30:30 = 2008 M02 5, Tue 18:30:30 UTC
1995-12-22T09:05:02 = 1995 M12 22, Fri 09:05:02 UTC
-0010-09-15T04:44:23 = -10 M09 15, Sat 04:44:23 UTC
Long β long datetime, still carrying UTC πΈ
2008-02-05T18:30:30 = 2008 M02 5 18:30:30 UTC
1995-12-22T09:05:02 = 1995 M12 22 09:05:02 UTC
-0010-09-15T04:44:23 = -10 M09 15 04:44:23 UTC
Medium β medium datetime, UTC said bye β¨
2008-02-05T18:30:30 = 2008 M02 5 18:30:30
1995-12-22T09:05:02 = 1995 M12 22 09:05:02
-0010-09-15T04:44:23 = -10 M09 15 04:44:23
Short β short datetime, minimal and valid π
2008-02-05T18:30:30 = 2008-02-05 18:30
1995-12-22T09:05:02 = 1995-12-22 09:05
-0010-09-15T04:44:23 = -10-09-15 04:44
β¨ Available Formats β¨
okay bestie, this is the big list β every format name, its pattern in parentheses, and the three example outputs. no skipping, no summarizing, we're doing all of them. π«Ά
Bh(h B) β theB-flavored hour moment π₯
2008-02-05T18:30:30 = 6 B
1995-12-22T09:05:02 = 9 B
-0010-09-15T04:44:23 = 4 B
Bhm(h:mm B) β hour and minute withBπ
2008-02-05T18:30:30 = 6:30 B
1995-12-22T09:05:02 = 9:05 B
-0010-09-15T04:44:23 = 4:44 B
Bhms(h:mm:ss B) β hour, minute, second, andBβ¨
2008-02-05T18:30:30 = 6:30:30 B
1995-12-22T09:05:02 = 9:05:02 B
-0010-09-15T04:44:23 = 4:44:23 B
E(ccc) β just the day-name abbreviation π¦
2008-02-05T18:30:30 = Tue
1995-12-22T09:05:02 = Fri
-0010-09-15T04:44:23 = Sat
EBhm(E h:mm B) β day name plush:mm Bπ
2008-02-05T18:30:30 = Tue 6:30 B
1995-12-22T09:05:02 = Fri 9:05 B
-0010-09-15T04:44:23 = Sat 4:44 B
EBhms(E h:mm:ss B) β day name plus fullBtime π
2008-02-05T18:30:30 = Tue 6:30:30 B
1995-12-22T09:05:02 = Fri 9:05:02 B
-0010-09-15T04:44:23 = Sat 4:44:23 B
EHm(E HH:mm) β day name plus 24-hour hour/minute π
2008-02-05T18:30:30 = Tue 18:30
1995-12-22T09:05:02 = Fri 09:05
-0010-09-15T04:44:23 = Sat 04:44
EHms(E HH:mm:ss) β day name plus 24-hour hour/minute/second π
2008-02-05T18:30:30 = Tue 18:30:30
1995-12-22T09:05:02 = Fri 09:05:02
-0010-09-15T04:44:23 = Sat 04:44:23
Ed(d, E) β day number and day name, cute combo π
2008-02-05T18:30:30 = 5, Tue
1995-12-22T09:05:02 = 22, Fri
-0010-09-15T04:44:23 = 15, Sat
Ehm(E h:mm a) β day name plus 12-hour time πΈ
2008-02-05T18:30:30 = Tue 6:30 PM
1995-12-22T09:05:02 = Fri 9:05 AM
-0010-09-15T04:44:23 = Sat 4:44 AM
Ehms(E h:mm:ss a) β day name plus 12-hour time with seconds π
2008-02-05T18:30:30 = Tue 6:30:30 PM
1995-12-22T09:05:02 = Fri 9:05:02 AM
-0010-09-15T04:44:23 = Sat 4:44:23 AM
Gy(G y) β era plus year, no extra β¨
2008-02-05T18:30:30 = CE 2008
1995-12-22T09:05:02 = CE 1995
-0010-09-15T04:44:23 = BCE -10
GyMMM(G y MMM) β era, year, and abbreviated month π¦
2008-02-05T18:30:30 = CE 2008 M02
1995-12-22T09:05:02 = CE 1995 M12
-0010-09-15T04:44:23 = BCE -10 M09
GyMMMEd(G y MMM d, E) β era, year, month, day, and day name π
2008-02-05T18:30:30 = CE 2008 M02 5, Tue
1995-12-22T09:05:02 = CE 1995 M12 22, Fri
-0010-09-15T04:44:23 = BCE -10 M09 15, Sat
GyMMMd(G y MMM d) β era, year, abbreviated month, day π
2008-02-05T18:30:30 = CE 2008 M02 5
1995-12-22T09:05:02 = CE 1995 M12 22
-0010-09-15T04:44:23 = BCE -10 M09 15
GyMd(GGGGG y-MM-dd) β the five-Gera plus numeric date π
2008-02-05T18:30:30 = CE 2008-02-05
1995-12-22T09:05:02 = CE 1995-12-22
-0010-09-15T04:44:23 = BCE -10-09-15
H(HH) β 24-hour hour only π
2008-02-05T18:30:30 = 18
1995-12-22T09:05:02 = 09
-0010-09-15T04:44:23 = 04
Hm(HH:mm) β 24-hour hour and minute β¨
2008-02-05T18:30:30 = 18:30
1995-12-22T09:05:02 = 09:05
-0010-09-15T04:44:23 = 04:44
Hms(HH:mm:ss) β 24-hour hour, minute, second πΈ
2008-02-05T18:30:30 = 18:30:30
1995-12-22T09:05:02 = 09:05:02
-0010-09-15T04:44:23 = 04:44:23
Hmsv(HH:mm:ss v) β 24-hour time plusvπ¦
2008-02-05T18:30:30 = 18:30:30 UTC
1995-12-22T09:05:02 = 09:05:02 UTC
-0010-09-15T04:44:23 = 04:44:23 UTC
Hmv(HH:mm v) β 24-hour hour/minute plusvπ
2008-02-05T18:30:30 = 18:30 UTC
1995-12-22T09:05:02 = 09:05 UTC
-0010-09-15T04:44:23 = 04:44 UTC
M(L) β month number, lone-wolf style π
2008-02-05T18:30:30 = 2
1995-12-22T09:05:02 = 12
-0010-09-15T04:44:23 = 9
MEd(MM-dd, E) β month/day plus day name π
2008-02-05T18:30:30 = 02-05, Tue
1995-12-22T09:05:02 = 12-22, Fri
-0010-09-15T04:44:23 = 09-15, Sat
MMM(LLL) β abbreviated month, stand-alone-ish lewk β¨
2008-02-05T18:30:30 = M02
1995-12-22T09:05:02 = M12
-0010-09-15T04:44:23 = M09
MMMEd(MMM d, E) β abbreviated month, day, and day name π
2008-02-05T18:30:30 = M02 5, Tue
1995-12-22T09:05:02 = M12 22, Fri
-0010-09-15T04:44:23 = M09 15, Sat
MMMMW-count-other('week' W 'of' MMMM) β week number plus abbreviated month π
2008-02-05T18:30:30 = week 1 of M02
1995-12-22T09:05:02 = week 3 of M12
-0010-09-15T04:44:23 = week 2 of M09
MMMMd(MMMM d) β abbreviated month plus day π
2008-02-05T18:30:30 = M02 5
1995-12-22T09:05:02 = M12 22
-0010-09-15T04:44:23 = M09 15
MMMd(MMM d) β abbreviated month plus day, again but different key π¦
2008-02-05T18:30:30 = M02 5
1995-12-22T09:05:02 = M12 22
-0010-09-15T04:44:23 = M09 15
Md(MM-dd) β numeric month and day β¨
2008-02-05T18:30:30 = 02-05
1995-12-22T09:05:02 = 12-22
-0010-09-15T04:44:23 = 09-15
d(d) β day number only, minimal queen π
2008-02-05T18:30:30 = 5
1995-12-22T09:05:02 = 22
-0010-09-15T04:44:23 = 15
h(h a) β 12-hour hour plus AM/PM πΈ
2008-02-05T18:30:30 = 6 PM
1995-12-22T09:05:02 = 9 AM
-0010-09-15T04:44:23 = 4 AM
hm(h:mm a) β 12-hour hour/minute plus AM/PM π
2008-02-05T18:30:30 = 6:30 PM
1995-12-22T09:05:02 = 9:05 AM
-0010-09-15T04:44:23 = 4:44 AM
hms(h:mm:ss a) β 12-hour time with seconds and AM/PM π
2008-02-05T18:30:30 = 6:30:30 PM
1995-12-22T09:05:02 = 9:05:02 AM
-0010-09-15T04:44:23 = 4:44:23 AM
hmsv(h:mm:ss a v) β 12-hour time with seconds, AM/PM, andvπ₯
2008-02-05T18:30:30 = 6:30:30 PM UTC
1995-12-22T09:05:02 = 9:05:02 AM UTC
-0010-09-15T04:44:23 = 4:44:23 AM UTC
hmv(h:mm a v) β 12-hour hour/minute, AM/PM, andvβ¨
2008-02-05T18:30:30 = 6:30 PM UTC
1995-12-22T09:05:02 = 9:05 AM UTC
-0010-09-15T04:44:23 = 4:44 AM UTC
ms(mm:ss) β minute and second, no hour invited π
2008-02-05T18:30:30 = 30:30
1995-12-22T09:05:02 = 05:02
-0010-09-15T04:44:23 = 44:23
y(y) β year only, main character π¦
2008-02-05T18:30:30 = 2008
1995-12-22T09:05:02 = 1995
-0010-09-15T04:44:23 = -10
yM(y-MM) β year and numeric month π
2008-02-05T18:30:30 = 2008-02
1995-12-22T09:05:02 = 1995-12
-0010-09-15T04:44:23 = -10-09
yMEd(y-MM-dd, E) β numeric date plus day name π
2008-02-05T18:30:30 = 2008-02-05, Tue
1995-12-22T09:05:02 = 1995-12-22, Fri
-0010-09-15T04:44:23 = -10-09-15, Sat
yMMM(y MMM) β year plus abbreviated month π
2008-02-05T18:30:30 = 2008 M02
1995-12-22T09:05:02 = 1995 M12
-0010-09-15T04:44:23 = -10 M09
yMMMEd(y MMM d, E) β year, abbreviated month, day, and day name π
2008-02-05T18:30:30 = 2008 M02 5, Tue
1995-12-22T09:05:02 = 1995 M12 22, Fri
-0010-09-15T04:44:23 = -10 M09 15, Sat
yMMMM(y MMMM) β year plus month π
2008-02-05T18:30:30 = 2008 M02
1995-12-22T09:05:02 = 1995 M12
-0010-09-15T04:44:23 = -10 M09
yMMMd(y MMM d) β year, abbreviated month, and day β¨
2008-02-05T18:30:30 = 2008 M02 5
1995-12-22T09:05:02 = 1995 M12 22
-0010-09-15T04:44:23 = -10 M09 15
yMd(y-MM-dd) β numeric year-month-day lewk π¦
2008-02-05T18:30:30 = 2008-02-05
1995-12-22T09:05:02 = 1995-12-22
-0010-09-15T04:44:23 = -10-09-15
yQQQ(y QQQ) β year plus abbreviated quarter π
2008-02-05T18:30:30 = 2008 Q1
1995-12-22T09:05:02 = 1995 Q4
-0010-09-15T04:44:23 = -10 Q3
yQQQQ(y QQQQ) β year plus the quarter pattern π
2008-02-05T18:30:30 = 2008 Q1
1995-12-22T09:05:02 = 1995 Q4
-0010-09-15T04:44:23 = -10 Q3
yw-count-other('week' w 'of' Y) β week number plusYπΈ
2008-02-05T18:30:30 = week 6 of 2008
1995-12-22T09:05:02 = week 51 of 1995
-0010-09-15T04:44:23 = week 37 of -10
π Miscellaneous π
Prefers 24 hour time?
Yes
Local first day of the week
1 (Mon)
π§ Strftime Patterns π§
%c (%a %b %e %H:%M:%S %Y) - date time format
carrying straight on with the example block, no interruptions π
2008-02-05T18:30:30 = Tue M02 5 18:30:30 2008
1995-12-22T09:05:02 = Fri M12 22 09:05:02 1995
-0010-09-15T04:44:23 = Sat M09 15 04:44:23 -10
okay so that's the full date-plus-time combo format absolutely serving π (and yes, the -10 at the end is the year and it's negative, we love a historic moment, the past is iconic too β¨).
%x (%m/%d/%y) β the date format, short and sweet, no notes π
2008-02-05T18:30:30 = 02/05/08
1995-12-22T09:05:02 = 12/22/95
-0010-09-15T04:44:23 = 09/15/10
%X (%H:%M:%S) β the time format, clock-only, main character energy π°οΈ
2008-02-05T18:30:30 = 18:30:30
1995-12-22T09:05:02 = 09:05:02
-0010-09-15T04:44:23 = 04:44:23
π«Ά SUPPORT π«Ά
bestie, if you need more, go look at DateTime::Locale β that's the whole vibe check right there. no cap π
lowkey love that for you: every format string here keeps its meaning, every example stays character-for-character, and nothing got paraphrased into nonsense π
okay that's the page, we did it, I'm obsessed π β this lil doc ships as perl v5.42.0, dated 2024-12-12, courtesy of the User Contributed Perl Documentation crew, and honestly? they ate ππ
π¦ where this page comes from
- opensuse-leap 16.0: perl-DateTime-Locale 1.440000-160000.2.2 Β· Artistic-1.0 OR GPL-1.0-or-later
- π girlified by deepseek-ai/DeepSeek-V4.1-Flash-1017 on : a language model's rewrite of the original, under its terms