/
babylonian.rb
406 lines (364 loc) · 20.7 KB
/
babylonian.rb
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# -*- coding: utf-8 -*-
=begin
Copyright (C) 2014-2022 Takashi SUGA
You may use and/or modify this file according to the license described in the LICENSE.txt file included in this archive.
=end
module When
class BasicTypes::M17n
AncientOrient = [self, [
"locale:[=en:, ja=ja:, zh=zh:, alias]",
"names:[AncientOrient=en:Ancient_Orient, 古代オリエント, 古代近東]",
"[Babylonian=en:Babylonian_calendar, バビロニア暦, 巴比倫尼亞曆=]",
"[Seleucid=en:Seleucid_era, セレウコス紀元=, 塞琉古紀年=]",
"[Hellenistic=en:Hellenistic_period, ヘレニズム, 希臘化時代]",
# Remarks
'[based on Chris Bennett "Babylonian and Seleucid Dates" (Retrieved 2014-06-29)=https://suchowan.seesaa.net/article/201407article_8.html,' +
'典拠 - Chris Bennett "Babylonian and Seleucid Dates" (2014-06-29 閲覧)=]',
'[based on R.A.Parker & W.H.Dubberstein "Babylonian Chronology 626B.C.-A.D.75"=https://suchowan.seesaa.net/article/201407article_23.html,' +
'典拠 - R.A.Parker & W.H.Dubberstein "Babylonian Chronology 626B.C.-A.D.75"=]',
[self,
"names:[IntercalaryMonth=en:Intercalation, 閏月]",
"[%s I=, 第１=, 第一=]",
"[%s II=, 第２=, 第二=]",
],
[self,
"names:[BabylonianMonth=en:Month, 月=ja:%%<月_(暦)>]",
"[Nisānu= ]",
"[Āru= ]",
"[Simanu= ]",
"[Dumuzu= ]",
"[Abu= ]",
"[Ulūlu= ]",
"[Tišritum=]",
"[Samna= ]",
"[Kislimu= ]",
"[Ṭebētum= ]",
"[Šabaṭu= ]",
"[Addaru= ]"
],
[self,
"names:[SeleucidMonth=en:Month, 月=ja:%%<月_(暦)>]",
"[Artemisios= ]",
"[Daisios= ]",
"[Panemos= ]",
"[Loios= ]",
"[Gorpiaios= ]",
"[Hyperberetaios=]",
"[Dios= ]",
"[Apellaios= ]",
"[Audnaios= ]",
"[Peritios= ]",
"[Dystros= ]",
"[Xandikos= ]"
]
]]
end
module CalendarTypes
#
# Ancient Orient Dates
#
# From Chris Bennett, http://web.archive.org/web/20180915004521/http://www.tyndalehouse.com/egypt/ptolemies/chron/babylonian/chron_bab_intro_fr.htm
#
# Chris Bennett -330..-29
_table_CB2 = %w( AbCDeFgHIjkL
aBcDeFGhIJklL abcdEFGHIJkl AbcDeFgHIjKL aBcdEfGhIJkLL AbCdEfGhIjkL
aBcDeFGhiJkL aBCdEFgHijKLl abCDEFgHijkL aBcDEfGhIJkLl aBcDEFGhiJkL
abCdEFGhIjKl AbcDeFGhIjKlL AbCdEfGhiJKl ABcDeFghIjKl ABcDEfGhiJkLl
ABcDEfGhiJkl ABcDEFghIjKl aBCdEFfGhIjKl aBcDEfGHiJkL abCdEfGHiJKlL
abCdEfGhIJKl AbcDeFgHiJKl AbCdEfGhIjKlL AbCdEfGhIjKl AbCDeFGhiJkl
AbCDeFGHijKll AbCdEFGHijKl abCdEFGHIjkLl abCDeFGHiJkL abCdEfGHiJkL
AbcDeFgHiJkLL aBCdEfgHiJkL aBCDeFghiJkL aBCDEfGhiJklL aBCDeFgHiJkl
AbCdEFGhIjKl aBcDeFFGhIjKl aBcDeFgHIjKL abCdeFgHIJkLL abCdeFgHIjKL
aBcDeFgHiJkL aBCdEfGhIjkLl ABcDEfGhIjkL aBcDEFgHiJkl AbCdEFGhIjKLl
abCDeFgHIjKL abcdEFGhIjKLl aBcDeFgHiJKl AbCdeFGhiJKl AbCDeFgHijKlL
AbCDEfgHijKl AbCDEFghIjkL aBcDEFgHiJklL aBcDEfGhIJkl AbCdEfGHiJKl
aBcDefFGhIJkL aBcDefgHIJkL ABcdeFgHiJKlL AbCdeFgHiJkL AbCdEFgHijKl
AbCDeFGhIjkLl AbcDEFGhIjkL abCdEFGhIJkl AbcdEFGHiJKLl abcDeFGhIJkL
aBcdEfGHiJkLL aBcdEFghIJkL aBCdEfGhiJkL aBCDeFgHijKll ABCdEFgHijKl
aBCdEFGhiJkL abCDeFGhIjkLL abCdEFgHIjKl AbCdeFgHIjKL aBcdEfFgHiJKL
aBcDefGhIjKL aBcDeFgHiJkLl ABcDeFgHiJkl AbCDeFGhIjKl aBcDEfGHIjkLl
aBcDeFGHiJkl AbcDEfGHIjKl AbcDeFGhIjKLl AbcDeFGhIjKl AbCDEfghIjKlL
AbCDeFghIjkL AbCDEfGhijKl AbCDEFgHijKLl aBcDEfGhIjKl aBcDEfGhIJkl
AbCdEfGhIJkLL abCdEfGhIJkL AbCdeFghIJkL ABcdeFfGhIjKL AbcDeFgHiJkL
AbCDeFgHiJklL aBcDEFgHiJkl AbCdEFgHIjKl aBcdEfGHIJkLl abcDEFGhIJkL
abcDeFGHiJkL aBcDeFgHIjkLL aBcDeFgHijKL aBcDEFghIjkLl ABcDEFghiJkL
aBcDEFgHijKl AbCdEFGhIjkLl aBcDEFGHiJkl aBcdEFgHiJKl AbCdeFgHiJKLl
AbCdefgHIJKl ABcDeFghIjKl ABCdEfFghIjKl ABcDeFGhIjkL AbcDeFGHiJklL
abCdEFGHiJkl AbcDeFGHIjKl aBcdEfGHIjKlL aBcdEfGHiJKl AbCdeFGhIjKl
AbCDeFgHijKlL aBCDeFghIJkl aBCDEfGhIjkLl aBCDEfGhIjkL abCDEfGHijKl
AbcDEfGHiJkLl AbCdEfGhIJkL aBcDeFGhijKL aBCdEfgHijKLL aBCdEfgHijKL
aBCDeFghIjKl AbCDeFfGhIjKl aBCdEFgHiJkL abCdEfGHIJklL abCdEfGHIjKl
AbcDeFgHIJkL aBcdEfGhIJkLl AbCdEfGHijKl ABcDEfGhiJkL aBcDEFgHijkLl
AbCDEFgHijkL aBcDEFgHIjkLl aBcDEFgHiJkL abCdEFgHiJKl AbcDeFgHiJKlL
AbCdeFgHiJKl ABcDefGhiJKl ABcDEfgHijKlL AbCDeFgHiJkl AbCDEfGhIjKl
aBcDeFFGhIjKl aBcDeFGhIJkL abCdeFGhIJKlL abCdeFGhIJkL AbcDeFgHiJkL
AbCdEfGhIjKlL AbCdEfGhIjkL aBCdEFGhiJkl AbCdEFGHijKll ABcdEFGhIjKl
abCDeFGHiJkLl aBcDeFGhIjKl aBCdEfGhIJkL aBcDeFghIjKLL aBcDeFghIjKL
aBCdEfGhiJkL aBCDeFgHijKlL aBCdEfGHiJkl AbCdEFgHIjKl aBcdEFfGHIjKl
aBcdeFGHIJkL abCdeFgHIjKLl AbCdeFgHIjKl ABcdEFgHijKL aBcDeFGhIjkLl
AbCDEfGhIjkL abCDEFgHiJkl AbcDEFgHIjKll AbcDEFgHiJkL aBcDeFgHiJKlL
aBcDeFghIJkL AbCdEfgHiJkL aBCDeFghIjKlL AbCDeFghIjkL AbCDEfGhiJkL
abCDEFghIjKlL abCDeFGhIJkl AbcDeFgHIJkL aBcdEfFgHIJkL aBcdEfGhIJkL
AbCdeFgHiJkLL aBcDeFgHiJkL aBCdEFgHijkL aBCDEfGhiJklL aBcDEFGhIjkl
AbCdEFGHijKl aBcDeFGHiJkLl AbcDeFGhIjKL aBcDeFghIjKLl ABcDeFghIjKl
ABCdEfGhiJkL aBCdEFghIjKll ABCdeFGhIjKl aBcDEFgHiJkL abCdEfGHIjKlL
abCdEFGhiJKl AbcDefGHiJKL aBcdEffGHiJKl AbCdEfGhIjKl ABcDeFgHiJklL
AbCdEFgHiJkl ABCdEfGHijKl aBcDeFGHIjkLl abCdEFGHiJkL abcDEfGHiJKl
AbcDeFgHiJKlL aBcDeFgHiJkL AbCDeFghiJkLL aBCDeFghiJkL aBCDEfGhiJkl
AbCDEfGhIjkLl AbCDeFgHIjKl aBcDeFgHIJkL abCdEfgHIJkLL abCdeFgHIjKL
aBcDefGhIjKL AbCdEffGhIjKL aBcDEfGhIjkL aBcDEFgHiJklL aBcDEFgHiJkl
AbcDEFGhIjKl abCdEFGhIJklL abCdEFgHIjKl AbcDeFGhIjKL aBcDeFgHijKLl
ABcDeFghIjKl ABcDEFghiJkLl ABcDEfGhiJkL aBcDEFgHijKl AbCdEFgHiJkLl
AbcDEfGhIJkL aBcdEfGhIJKl AbCdeFgHiJKLL abCdeFghIJKl ABcDefGhIjKl
ABcDeFfGhIjKl AbCDeFGhIjkL abCdEFGHiJklL abCdEFGHiJkl AbcDeFGHiJkL
abCdEfGHiJKlL abCdEFgHiJkL AbcDEfGhiJkL AbCdEFgHijKlL aBCDeFghIjkL
aBCDeFGhiJklL aBCdEFgHiJkL abCDeFgHIjKl AbcDeFgHIjKLl AbcDeFgHiJKL
aBcdEfGhIjKL aBCdeFghIjKLl ABcDeFgHiJkL aBCdEfGhIjKl aBcDEfFGhIjKl
aBcDeFGHIjkL abcDEfGHIjKlL abcDEfGHIjKl AbcdEFgHIjkL AbCdEfGhIjKlL
AbCdEFghIjKl AbCDEfgHijKl AbCDEFgHijkLl AbCDEFghIjkL aBcDEFgHiJkLl
aBcDEfGhIJkL abCdEfGhIJkL AbcDeFghIJKlL aBcDefGhIJkL AbCdEfgHiJKl
AbCDeFghIjKlL aBCdEFgHiJkl AbCDeFgHIjKl aBcdEFFGhIjKl abCdEFGhIJkL
abcDeFGhIJkLl AbcDeFGhIjKL aBcDeFgHiJkL aBCdEfGhIjkLl ABcDEFghiJkL
aBcDEFGhijKl AbCdEFGhIjkLl aBCdEFGhIjkL aBcDeFgHIjKlL aBcDeFgHiJKl
AbCdEfgHiJKL aBcDeFghIjKLl ABcDefGhIjKl ABcDEfGhiJkL aBcDEfGhIjKlL
aBcDeFGHiJkl)
# Parker & Dubberstein -625..-331
_table_PD1 = %w( ABcDefGhIjKl
ABcDeFGhIjkL aBcDEfGHiJklL aBcDeFGHiJkl AbcDeFGHiJKl aBcdEfFGHIjKl
aBcdEfGHIjKl AbCdeFGhIjKlL AbCdeFGhiJkL AbCDeFgHijKl AbCDEfFgHijKl
AbCDEfGhIjkL abCDEFgHijKlL abCDeFGhIjKl AbcDEfGhIJkL aBcdEfFgHIJkL
aBcDefGhIJkL AbCdEfgHiJkL AbCDefGhIjKl AbCDeFfGhIjKl AbCdEFgHIjkLl
aBcDEFgHIjkL abCdEFgHIJkl AbcdEFFgHIjKl AbcDeFGhIjKL aBcdEfGHiJkL
aBcDeffGHIjkL ABcDEfGhiJkL aBcDEFfGhiJkl AbCDEFghIjKl aBcDEFFghIjKl
aBcDEfGHiJkL abCdEFgHiJKlL abCdEfGhIJKl AbCdeFghIJKl ABcDefGhiJKlL
AbCdEfGhIjkL AbCdEFgHiJkl AbCdEFGhIjKll AbCdEFGhIjKl aBcdEFGHiJkL
abCdeFGHiJKl AbcDefFGHiJkL aBcDeFgHiJkL AbCdEfGhIjKlL aBCdEFghIjkL
aBCDeFGhiJkl AbCDEfGHijKll AbCdEFGhIjKl aBcDeFGhIJkLl aBcDeFgHIjKL
abCdEfGhIjKL aBcDeFfgHiJKL aBcDeFghIjKL aBCdEfGhiJkLl ABcDEfGhIjkL
aBcDeFGHiJkl AbcDEfGHIjKll AbcDeFGHIjKl aBcdEfGHIjKl AbcDeFgHIjKL
aBcdEfGHiJkL aBcDeFFgHijKl ABcDEfGhIjkLl AbCDEFghIjkL abCDEFgHiJkl
aBcDEFGhIjKll AbcDEFgHiJkL aBcDeFgHiJKl AbCdEfgHiJKlL AbCdEfgHijKL
ABcDeFghIjKlL AbCdEFghIjKl AbCdEFgHiJkLl aBcDEFgHIjkL abCdEFgHIJkl
AbcDeFGhIJkLl AbcDeFGhIJkL aBcdEfGHiJkL AbcDeFgHiJkL AbCdEfFGhiJkL
aBcDEfGHijKl aBcDEFGhIjkLl aBcDEFGhIjkl AbCdEFgHIjKl AbcDeFgHIJkLl
AbcDeFGhIjKL aBcDefGhiJKL aBcDEfgHiJkL aBCdEFfgHijKL aBCdEFghIjKll
ABcDEfGhiJkL aBCdEfGHiJkL abCDefGHIjKlL abCdeFGHiJKl AbcdEfGHIjKL
aBcdEfFgHiJKl AbCdEfGhIjKl AbCDeFGhiJkl AbCDeFFGhiJkl AbCDEFghIjKl
abCDEFgHiJkLl abCDEfGHiJkL abCdEFgHiJKl aBcDeFgHiJKlL aBcDeFgHiJkL
AbCDefGhiJkL AbCDEffGhiJkL aBCDeFgHijKl AbCDeFGhIjKll AbCdEFgHIjKl
aBcdEFgHIJkL abCdeFgHIJkLL abCdEfgHIJkL aBcdEFgHIjkL aBCdeFFgHijKL
aBcDEfGhIjkL aBcDEFgHiJklL abCDEFGhiJkl aBcDEFGhIjKl abCdEFGhIJklL
abCdEFgHIjKl AbCdEfGhIjKL aBcDeFfGhiJKl ABcDeFghIjKl ABcDEfGhiJkL
aBcDEFgHijKlL aBcDEfGhIjKl AbcDEfGHiJKll AbcDeFGhIJkL aBcdEfGhIJkL
AbCdeFgHiJKlL AbCdeFgHiJKl AbCdEfGhIjKlL aBCdEFgHijKl AbCdEFGhIjkL
abCdEFGHiJkll AbCdEFGHijKl aBcDeFGHiJkL aBcdEFgHiJkLL abCdEFghIjKL
aBCdEfGhiJkL AbCDeFfgHijKL aBCDeFghIjkL aBCDeFGhiJklL aBCdEFgHiJkL
abCdEFgHIjKl AbcDeFgHIJkLl AbcDefGHIjKL aBcdEfgHIjKL aBcDeFgHiJkLl
ABcDeFgHiJkL aBcDEfGHijKll AbCDEfGHijkL aBCDeFgHIjkl AbcDEFGhIjKlL
abcDEFgHIjKl aBcDeFgHIjKl AbCdEfGhIjKlL AbCDeFghiJkL AbCDEfGhijKl
ABcDEFfgHijKl AbCDEfGhIjkL aBcDEfGHiJkLl aBcDeFGhIJkL abCdEfGhIJkL
AbcDefGhIJKlL aBcDefGhIJkL AbCdEfgHiJKl AbCDeFgHiJklL aBCdEFgHiJkl
AbCdEFGhIjKll aBcDEFGhIjKl abCdEFGHiJkL abcDeFGHiJkLl AbcDEfGhIjKL
aBcDeFghIjKL aBCdEfGhiJkLl ABCdEFghiJkL aBCdEFgHijKl AbCdEFGhIjkLl
aBCdEFgHiJkL aBcDeFgHIjKlL aBcdEfGHiJKl AbCdeFgHiJKL aBcDefGhIjKlL
ABcDefGhIjKl ABcDeFgHiJkL aBcDEfGHiJkll AbCDeFGHiJkl aBcDeFGHIjKll
aBcDeFGHiJkL abCdEfGHiJKl AbcDeFGhIjKlL aBcDEfGhiJkL AbCDeFgHijKl
AbCDEfGhiJklL aBCDEfGhiJkl AbCDEfGHijKl aBcDEFgHiJkLl aBcDeFGhIJkL
aBcdEfGhIJkLL aBcdEfGhIjKL AbCdeFgHiJkL AbCDefGhIjKlL aBCdEfGhIjKl
aBCdEFgHiJkl AbCdEFGhIjKll AbcDEFgHIjKl aBcdEFGhIJkLl aBcdEFGhIjKL
abCdEfGhIjKL aBcDeFGhiJkLl ABcDEfGhijKl ABcDEFgHijkL aBcDEFGhiJklL
aBcDEFgHiJkl AbCdEFgHIJkl aBcDeFfGHiJKl AbcDeFgHiJKl ABcdEfgHiJKlL
AbCdEfgHiJKl ABcDeFghIjKl ABcDEfGhIjkLl AbCDeFGhIjkL aBcDeFGHiJkl
AbcDeFGHIjKll AbcDeFGHiJKl aBcdEfGHiJKlL aBcdEFgHiJkL AbCdEfGhIjkL
AbCDeFgHijKlL aBCDeFGhijKl aBCDEfGhIjkL abCDeFGHiJklL abCDeFGhIjKl
AbCdEfGhIJkL aBcDeFfgHIjKL aBcDefGhIjKL aBCdEfgHiJkLl ABCdEfgHiJkL
aBCdEfGHijKlL aBcDEfGhIJkl aBcDEfGHIjKl abCdEfGHIjKl AbcDeFgHIJkLl
AbcDeFgHIjKL aBcdEFgHijKLl AbCdEFgHijKl AbCDEfGhiJkL abCDEFgHijKll
AbCDEFgHijKl aBcDEFgHiJkL abCdEFgHIjKlL abCdEFgHiJKl AbCdEfgHiJKl
ABcDeFfgHiJkL AbCdEfGhIjKl AbCDEfgHiJklL AbCDeFgHiJkl AbCDeFGhIjKl
aBcDeFGhIJkLl aBcdEFgHIJkL abCdeFGhIJKl AbcDeFgHiJKlL aBcDeFgHiJkL
aBCdEfGhIjKlL aBcDEFgHijkL aBcDEFGhiJkl AbCdEFGHijKll AbCdEFGhIjKl
aBcDeFGhIjKL abCdEfGhIjKLl ABcdEfGhIjKL aBCdEfghIjKL aBCDeFfghIjKl
ABCdEfGhIjkL aBCdEFgHiJklL aBcDEfGHiJkl AbCdEfGHIjKl aBcdEfGHIjKLl
aBcdEfGHiJKl AbCdeFgHIjKl ABcDeFgHiJkLl AbCDeFgHijKl AbCDEfGHijkLl
AbCDEfGhIjkL abCDEFgHiJkl AbcDEFgHIjKll AbcDEfGHiJkL aBcDeFgHiJKl
AbCdEfGhiJKlL AbCdEfgHiJkL AbCDeFghIjKl AbCDEfFghIjKl) #AbCDeFgHIjkL
# Parker & Dubberstein -330..-29
_table_PD2 = %w( AbCDeFgHIjkL
aBcDeFGhIJklL abCdEFgHIJkl AbcDeFgHIJkL aBcdEfGhIJkLL AbCdEfGhIjkL
aBcDeFGhiJkL aBCdEFgHijKLl aBcDEFgHijKl AbcDEFGhIjkLl aBcDEFGhiJkL
abCdEFGhIjKl AbcDeFGhIjKlL AbCdEfGhiJKl ABcDeFghIjKl ABcDEfGhiJkLl
ABcDEfGhiJkl ABcDEFghIjKl aBCdEFfGhIjKl aBcDEfGHiJkL abCdEfGHiJKlL
abCdEfGhIJKl AbcDeFgHiJKl ABcdEfGhIjKlL AbCdEfGhIjKl AbCDeFGhiJkl
AbCDeFGHijKll AbCdEFGHijKl aBcdEFGHiJkLl aBcDeFGHiJkL abCdEfGHiJkL
AbcDeFgHiJkLL aBCdEfgHiJkL aBCDeFghiJkL aBCDEfGhiJklL aBCDeFgHiJkl
AbCdEFGhIjKl aBcDeFFGhIjKl aBcDeFgHIjKL abCdEfgHIJkLL abCdeFgHIjKL
aBcDeFgHiJkL aBCdEfGhIjkLl ABcDEfGhIjkL aBcDEFgHiJkl AbCdEFGhIjKll
AbcDEFgHIjKl aBcdEFGhIjKLl aBcDeFgHiJKl AbCdEfGhIjKl AbCDeFgHijKlL
AbCDEfgHijKl AbCDEFghIjkL aBcDEFgHiJklL aBcDEfGhIJkl AbCdEfGHiJKl
aBcDefFGhIJkL aBcDefGhIJKl ABcdeFgHiJKlL AbCdeFgHiJkL AbCdEFgHijKl
AbCDeFGhIjkLl AbcDEFGhIjkL abCdEFGhIJkl AbcDeFGHiJKll AbcDeFGhIJkL
aBcdEFgHiJkLL aBcdEFghIJkL aBCdEfGhiJkL aBCDefGHijKll ABCdEFgHijKl
aBCdEFGhiJkL abCDeFGhIjKlL abCdEFgHIjKl AbCdeFgHIjKL aBcDeFfgHiJKL
aBcDefGhIjKL aBcDeFgHiJkLl ABcDeFgHiJkl ABcDEfGHijKl aBcDeFGHIjkLl
aBcDeFGHIjkL abCdEfGHIjKl AbcDeFgHIjKLl AbcdEFGhiJKl AbCdEfGhIjKlL
AbCDeFghIjkL AbCDEfGhiJkl AbCDEFgHijKll AbCDEfGhIjKl aBcDEfGHiJkL
abCdEfGhIJKlL abCdEfGhIJkL AbCdeFghIJkL AbCDefFghIJkL AbCdEfGhIjkL
AbCDeFgHiJklL aBcDEFgHiJkl AbCdEFGhiJKl aBcdEFGhIJkLl aBcdEFGhIJkL
abCdeFGhIJkL aBcDeFgHiJkLL aBcDeFgHijKL aBcDEFghIjkLl ABcDEFghIjkL
aBcDEFGhiJkl AbCdEFGhIjKll AbCdEFgHiJKl aBcDeFgHiJKl AbCdEfgHIjKLl
AbCdEfgHiJKl ABcDefGHijKl ABCdEfFghIjKl ABcDeFGhIjkL AbcDeFGHiJklL
abCdEFGHiJkl AbcDeFGHIjKl aBcdEfGHIjKlL aBcdEfGHiJKl AbCdeFGhIjKl
AbCdEFgHijKlL aBCDeFghIJkl AbCDEfGhIjkLl aBCDEfGhIjkL abCDEfGHijKl
AbcDEfGHiJkLl AbCdEfGhIJkL aBcDeFghIjKL aBCdEfgHiJkLL aBCdEfgHiJkL
aBCDeFghIjKl AbCDeFfGhIjKl aBCdEFgHiJkL abCdEfGHIJklL abCdEfGHIjKl
AbcDeFgHIJkL aBcdEfGhIJkLl AbCdEfGHijKl ABcDeFGhiJkL aBcDEFgHijKll
AbCDEFgHijKl aBcDEFGhIjkLl aBcDEFgHiJkL abCdEFgHiJKl AbcDeFgHiJKlL
AbCdeFgHiJKl ABcDefGhiJKl ABcDEfgHijKlL AbCDeFgHiJkl AbCDEfGhIjKl
AbcDeFFGhIjKl aBcDeFGhIJkL abCdeFGhIJKlL abCdeFGhIJkL AbcDefGHiJkL
AbCdEfGhIjKlL AbCdEfGhIjkL aBCdEFGhiJkl AbCdEFGHijKll AbCdEFGhIjKl
aBcDeFGHiJkLl aBcDEfGhIjKl AbCdEfGhIJkL aBcDeFghIjKLL aBcDeFghIjKL
aBCdEfGhiJkL aBCDeFgHijKlL aBcDEfGHiJkl AbCdEfGHIjKl aBcdEFfGHIjKl
aBcdEfGHIjKL abCdeFgHIjKLl AbCdeFgHIjKl ABcdEFgHijKl ABcDeFGhIjkLl
AbCDEfGhIjkL abCDEFgHiJkl AbcDEFgHIjKll AbcDEFgHiJkL aBcDeFgHiJKlL
aBcDeFghIJkL AbCdEfGhiJkL aBCDeFghIjKlL AbCDeFghIjKl AbCDEfGhiJkL
abCDEfGhIjKlL abCDeFgHIJkl AbcDeFgHIJkL aBcdEfFgHIJkL aBcdEfGhIJkL
AbCdeFgHiJkLL aBcDeFgHiJkL aBCdEFgHijKl aBCdEFGhiJkLl aBcDEFGhIjkL
abCdEFGHijKl aBcDeFGHiJkLl AbcDeFGhIjKL aBcDeFghIjKLl ABcDeFghIjKl
ABCdEfGhijKL aBCdEFghIjkLl ABcDEfGhIjKl aBcDEFgHiJkL abCdEfGHIjKlL
abCdEfGHiJKl AbcDefGHiJKL aBcdEffGHiJKl AbCdEfGhIjKl ABcDeFgHiJklL
AbCdEFgHiJkl AbCdEFGHijKl aBcDeFGHIjkLl abCdEFGHiJkL abcDEfGHiJKl
AbcDeFgHiJKlL aBcDeFgHiJkL aBCdEFghiJkLL aBCDeFghiJkL aBCDEfGhiJkl
AbCDEfGhIjkLl AbCDeFgHIjKl aBcDeFgHIJkL abCdEfgHIJkLL abCdeFgHIjKL
aBCdefGhIjKL AbCdEffGhIjKL aBcDEfGhIjkL aBcDEFgHiJklL aBcDEFgHiJkl
AbcDEFGhIjKl abCdEFGhIJkLl abCDeFgHIjKl AbcDeFGhIjKL aBcDeFgHijKLl
ABcDeFghIjKl ABcDEFghiJkLl AbCDEfGhiJkL aBcDEFgHijKl AbCdEFgHiJkLl
AbcDEfGhIJkL aBcdEfGhIJKl AbCdeFgHiJKlL AbCdeFgHiJKl ABcDefGhIjKl
ABcDeFfGhIjKl AbCDeFGhIjkL abCdEFGHiJklL abCdEFGHiJkl AbcDeFGHiJkL
abCdEfGHiJKlL abCdEFgHiJkL aBcDEfGhiJkL AbCdEFgHijKlL aBCDeFghIjkL
aBCDeFGhiJklL aBCdEFgHiJkL abCDeFGhIjKl AbcDeFgHIjKLl AbcDeFgHiJKL
aBcdEfGhIjKL aBCdeFghIjKLl ABcDeFgHiJkL aBCdEfGhIjKl aBcDEfFGhIjKl
aBcDeFGHIjkL abcDEfGHIjKlL abcDEfGHIjKl AbcdEFgHIjkL AbCdEfGhIjKlL
AbCdEFghIjKl AbCDEfgHijKl AbCDEFgHijkLl AbCDEFghIjkL aBcDEFgHiJkLl
aBcDEfGhIJkL abCdEfGhIJkL AbcDeFghIJKlL aBcDefGhIJkL AbCdEfgHiJKl
AbCDeFghIjKlL aBCdEFgHiJkl AbCDeFgHIjKl aBcdEFFGhIjKl abCdEFGhIJkL
abcDeFGhIJkLl AbcDeFGhIjKL aBcDeFgHiJkL aBCdEfGhIjkLl ABcDEFghiJkL
aBcDEFGhijKl AbCdEFGhIjkLl aBCdEFGhIjkL aBcDeFgHIjKlL aBcDeFgHiJKl
AbCdEfgHiJKL aBcDeFghIjKLl ABcDefGhIjKl ABcDEfGhiJkL aBcDEfGhIjKlL
aBcDeFGHiJkl)
_table_CB = _table_PD1 + _table_CB2
_table_PD = _table_PD1 + _table_PD2
_remarksCB = When.M17n('AncientOrient::based on Chris Bennett "Babylonian and Seleucid Dates" (Retrieved 2014-06-29)')
_remarksPD = When.M17n('AncientOrient::based on R.A.Parker & W.H.Dubberstein "Babylonian Chronology 626B.C.-A.D.75"')
_babylonian = [
When.Index('AncientOrient::BabylonianMonth', {:branch=>{1=>When.Resource('_m:AncientOrient::IntercalaryMonth::*')[1]}}),
When::Coordinates::DefaultDayIndex
]
_seleucid = [
When.Index('AncientOrient::SeleucidMonth', {:branch=>{1=>When.Resource('_m:AncientOrient::IntercalaryMonth::*')[1]}}),
When::Coordinates::DefaultDayIndex
]
# Chris Bennett
Babylonian = [PatternTableBasedLuniSolar, {
'label' => 'AncientOrient::Babylonian',
'remarks' => _remarksCB,
'origin_of_LSC'=> 1492871,
'origin_of_MSC'=> -625,
'rule_table' => _table_CB,
'indices' => _babylonian
}
]
Seleucid = [PatternTableBasedLuniSolar, {
'label' => 'AncientOrient::Seleucid',
'remarks' => _remarksCB,
'origin_of_LSC'=> 1492871,
'origin_of_MSC'=> -314,
'epoch_in_CE' => -311,
'rule_table' => _table_CB,
'indices' => _seleucid
}
]
# R. A. Parker & W. H. Dubberstein
BabylonianPDE = [PatternTableBasedLuniSolarWithEphemeris, {
'label' => 'AncientOrient::Babylonian',
'remarks' => _remarksPD,
'origin_of_LSC'=> 1492871,
'origin_of_MSC'=> -625,
'engine' => 'ChineseLuniSolar?time_basis=+03',
'rule_table' => %w( N N A N N U N A N N U N
A N N U N N N U A N N U N N U N U N U
N A N N A N N A N N N U N A N N A N A
N N U N A N N A N N N N U A N N A N N
A N A N A N N A N N N U N A N N A N N
N U A N N A N N U N N U N A N N A N N
U N A N N A N N U N A N N A N N U N N
A N A N N A N a N N A N N A N N U N A
N N a N N a N A N N A N N A N N U N A
N N A N N a N A N N A N N A N N A N A
N N A N N a N A N N A N N A N N A N A
N N A N N A N A N N A N N A N N U N A
N N A N N A N A N N A N N a N N U N A
N A N N N A N A N N A N N A N N U N A
N N A N N A N A N N A N N A N N U N A
N N A N N A N A N N A N N A N N U N A),
'subkey_table' => {'N'=>'ABCDEFGHIJKL',
'A'=>'ABCDEFGHIJKLL',
'a'=>'ABCDEFGHIJKLL',
'U'=>'ABCDEFFGHIJKL'
},
'indices' => _babylonian
}
]
BabylonianPD = [PatternTableBasedLuniSolar, {
'label' => 'AncientOrient::Babylonian',
'remarks' => _remarksPD,
'origin_of_LSC'=> 1492871,
'origin_of_MSC'=> -625,
'rule_table' => _table_PD,
'indices' => _babylonian
}
]
SeleucidPD = [PatternTableBasedLuniSolar, {
'label' => 'AncientOrient::Seleucid',
'remarks' => _remarksPD,
'origin_of_LSC'=> 1492871,
'origin_of_MSC'=> -314,
'epoch_in_CE' => -311,
'rule_table' => _table_PD,
'indices' => _seleucid
}
]
end
class TM::CalendarEra
# 古代オリエント
AncientOrient = [self, [
"locale:[=en:, ja=ja:, zh=zh:]",
"area:[AncientOrient=en:Ancient_Orient, 古代オリエント, 古代近東]",
[self,
"period:[Neo-Babylonian, 新バビロニア, 新巴比倫王國]",
["[Nabopolassar, ナボポラッサル ]0", "@F", "-0625^BabylonianPD"],
["[NebuchadnezzarII=en:Nebuchadnezzar_II, ネブカドネザルII=ja:%%<ネブカドネザル2世> ]1", "@A", "-0603"],
["[AmelMarduk=en:Amel-Marduk, アメル・マルドゥク ]1", "@A", "-0561"], # 0?
["[Neriglissar=en:Nergal-sharezer, ネルガル・シャレゼル ]1", "@A", "-0559"], # 0?
["[LabashiMarduk=en:Labashi-Marduk, ラバシ・マルドゥク ]1", "@A", "-0555"], # 0?
["[Nabonidus, ナボニドゥス ]1", "@A", "-0554", "-0538.10="]
],
[self,
"period:[Achaemenid, アケメネス朝, 阿契美尼德王朝]",
["[CyrusII=en:Cyrus_the_Great, キュロスII=ja:%%<キュロス2世> ]1", "@F", "-0549^BabylonianPD"],
["[CambysesII=en:Cambyses_II, カンビュセスII=ja:%%<カンビュセス2世> ]1", "@A", "-0528"],
["[Bardiya, スメルディス ]1", "@A", "-0521"],
["[DariusI=en:Darius_I, ダレイオスI=ja:%%<ダレイオス1世> ]1", "@A", "-0520"],
["[XerxesI=en:Xerxes_I_of_Persia, クセルクセスI=ja:%%<クセルクセス1世> ]1", "@A", "-0484"],
["[ArtaxerxesI=en:Artaxerxes_I_of_Persia, アルタクセルクセスI=ja:%%<アルタクセルクセス1世> ]1", "@A", "-0464"], # 0?
["[XerxesII=en:Xerxes_II_of_Persia, クセルクセスII=ja:%%<クセルクセス2世> ]1", "@A", "-0423"],
["[Sogdianus, ソグディアノス ]1", "@A", "-0423"],
["[DariusII=en:Darius_II_of_Persia, ダレイオスII=ja:%%<ダレイオス2世> ]1", "@A", "-0422"],
["[ArtaxerxesII=en:Artaxerxes_II, アルタクセルクセスII=ja:%%<アルタクセルクセス2世> ]1", "@A", "-0403"],
["[ArtaxerxesIII=en:Artaxerxes_III_of_Persia, アルタクセルクセスIII=ja:%%<アルタクセルクセス3世>]1", "@A", "-0357"],
["[ArtaxerxesIV=en:Arses_of_Persia, アルセス ]1", "@A", "-0337"], # 0?
["[DariusIII=en:Darius_III_of_Persia, ダレイオスIII=ja:%%<ダレイオス3世> ]1", "@A", "-0335", "-0329="]
]
]]
end
end