Leap week calendar
http://dbpedia.org/resource/Leap_week_calendar an entity of type: WikicatLeapWeekCalendars
윤주(閏週)는 현행 그레고리력의 개력 운동 과정에서 해마다 요일이 바뀌지 않게 하기 위해 고안된 방법으로, 1년을 364일로 하고 어떤 해에는 일주일을 삽입하는 주이다. 이는 특별히 정한 요일을 쇠는 여러 종교의 반발을 막는 방법이었으나 이런 방식의 개력은 이루어지지 않았다. Common Civil Calendar and Time이 그 예이다.
rdf:langString
閏週曆是一種每年的星期數都是整數，每年開始的工作日也是同一天的日曆系統。多數的閏週曆都是對民用曆提出改革，以實現萬年曆。然而，像ISO週日曆，只是方便使用於特定的目的。 上述的ISO曆法，是格里曆的一種變體，格里曆就是（主要）用於政府和商業機構的財政年度，以及報時的曆法。在這個系統的一年（ISO年）有52或53個完整的星期（364天或371天）。 閏週曆的變化在月的概念是否要保留，如果保留了月，是否有完整的星期數量。派克斯曆和漢克亨利萬年曆（前身是普通民用曆和時間）保存或是修改了格里曆月的結構。ISO週日曆和週日日期系統是消除月的閏週曆的例子。 大多數的閏週曆都與格里曆的400年取得一致，擁有20,871個星期。其中329年有52個星期，加上71年是有53個星期，這就每400年與格里曆同步(329 × 52 + 71 × 53 = 20,871)。
rdf:langString
A leap week calendar is a calendar system with a whole number of weeks in a year, and with every year starting on the same weekday. Most leap week calendars are proposed reforms to the civil calendar, in order to achieve a perennial calendar. Some, however, such as the ISO week date calendar, are simply conveniences for specific purposes. The ISO calendar in question is a variation of the Gregorian calendar that is used (mainly) in government and business for fiscal years, as well as in timekeeping. In this system a year (ISO year) has 52 or 53 full weeks (364 or 371 days).
rdf:langString
rdf:langString
Leap week calendar
rdf:langString
윤주 (역법)
rdf:langString
閏週曆
xsd:integer
464221
xsd:integer
1100291678
rdf:langString
A leap week calendar is a calendar system with a whole number of weeks in a year, and with every year starting on the same weekday. Most leap week calendars are proposed reforms to the civil calendar, in order to achieve a perennial calendar. Some, however, such as the ISO week date calendar, are simply conveniences for specific purposes. The ISO calendar in question is a variation of the Gregorian calendar that is used (mainly) in government and business for fiscal years, as well as in timekeeping. In this system a year (ISO year) has 52 or 53 full weeks (364 or 371 days). Leap week calendars vary on whether the concept of month is preserved and whether the month (if preserved) has a whole number of weeks. The Pax Calendar and Hanke–Henry Permanent Calendar preserve or modify the Gregorian month structure. The ISO week date is an example of a leap week calendar that eliminate the month. A leap week calendar can take advantage of the 400-year cycle of the Gregorian calendar, as it has exactly 20,871 weeks: with 329 common years of 52 weeks plus 71 leap years of 53 weeks, a leap week calendar would synchronize with the Gregorian every 400 years since (329 × 52 + 71 × 53 = 20,871).
rdf:langString
윤주(閏週)는 현행 그레고리력의 개력 운동 과정에서 해마다 요일이 바뀌지 않게 하기 위해 고안된 방법으로, 1년을 364일로 하고 어떤 해에는 일주일을 삽입하는 주이다. 이는 특별히 정한 요일을 쇠는 여러 종교의 반발을 막는 방법이었으나 이런 방식의 개력은 이루어지지 않았다. Common Civil Calendar and Time이 그 예이다.
rdf:langString
閏週曆是一種每年的星期數都是整數，每年開始的工作日也是同一天的日曆系統。多數的閏週曆都是對民用曆提出改革，以實現萬年曆。然而，像ISO週日曆，只是方便使用於特定的目的。 上述的ISO曆法，是格里曆的一種變體，格里曆就是（主要）用於政府和商業機構的財政年度，以及報時的曆法。在這個系統的一年（ISO年）有52或53個完整的星期（364天或371天）。 閏週曆的變化在月的概念是否要保留，如果保留了月，是否有完整的星期數量。派克斯曆和漢克亨利萬年曆（前身是普通民用曆和時間）保存或是修改了格里曆月的結構。ISO週日曆和週日日期系統是消除月的閏週曆的例子。 大多數的閏週曆都與格里曆的400年取得一致，擁有20,871個星期。其中329年有52個星期，加上71年是有53個星期，這就每400年與格里曆同步(329 × 52 + 71 × 53 = 20,871)。
xsd:nonNegativeInteger
3655