lunisolar calendar oor Masedonies

lunisolar calendar

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A calendar based on the movement of the Earth and the Moon around the Sun, which defines the year.

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lunar calendar
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The Germanic peoples also used a lunisolar calendar before their conversion to Christianity.
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The Gregorian calendar has a lunisolar calendar, which is used to determine the date of Easter.
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The Islamic calendar is lunar, but not a lunisolar calendar because its date is not related to the Sun.
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From very early times, the Mesopotamian lunisolar calendar was in wide use by the countries of the western Asia region.
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The Hebrew calendar is a lunisolar calendar, meaning that months are based on lunar months, but years are based on solar years.
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A lunisolar calendar is a calendar in many cultures whose date indicates both the Moon phase and the time of the solar year.
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The Chinese, Coligny and Hebrew lunisolar calendars track more or less the tropical year whereas the Buddhist and Hindu lunisolar calendars track the sidereal year.
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Traditionally, for the Babylonian and Hebrew lunisolar calendars, the years 3, 6, 8, 11, 14, 17, and 19 are the long (13-month) years of the Metonic cycle.
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Lunisolar calendars are based on a combination of both solar and lunar reckonings; examples include the traditional calendar of China, the Hindu calendar in India, and the Hebrew calendar.
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When trying to traverse the lunisolar calendar, an easy rule to follow is that years that end in an even number are yang, those that end with an odd number are yin.
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The lunisolar Chinese calendar determines the date of Lunar New Year.
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The Babylonian calendar was a lunisolar calendar with years consisting of 12 lunar months, each beginning when a new crescent moon was first sighted low on the western horizon at sunset, plus an intercalary month inserted as needed by decree.
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If the solar year is defined as a tropical year, then a lunisolar calendar will give an indication of the season; if it is taken as a sidereal year, then the calendar will predict the constellation near which the full moon may occur.
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The civil versions of the Julian and Gregorian calendars are solar, because their dates do not indicate the Moon phase — however, both the Gregorian and Julian calendars include undated lunar calendars that allow them to calculate the Christian celebration of Easter, so both are lunisolar calendars in that respect.
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The lunisolar Vikram Samvat calendar is 56.7 years ahead of the solar Gregorian calendar.
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Because the Chinese and Hindu lunisolar calendars allow the leap month to occur after or before (respectively) any month but use the true motion of the Sun, their leap months do not usually occur within a couple of months of perihelion, when the apparent speed of the Sun along the ecliptic is fastest (now about 3 January).
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Parker and others have argued for its development into an observational and then calculated lunisolar calendar which used a 30-day intercalary month every two to three years to accommodate the lunar year's loss of about 11 days a year relative to the solar year and to maintain the placement of the heliacal rising of Sirius within its twelfth month.
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A rough idea of the frequency of the intercalary or leap month in all lunisolar calendars can be obtained by the following calculation, using approximate lengths of months and years in days: Year: 365.25, Month: 29.53 365.25/(12 × 29.53) = 1.0307 1/0.0307 = 32.57 common months between leap months 32.57/12 = 2.7 common years between leap years Intercalation of leap months is frequently controlled by the "epact", which is the difference between the lunar and solar years (approximately 11 days).
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Also, some of the ancient pre-Islamic calendars in south Arabia followed a lunisolar system.
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The Hebrew, Jain, Buddhist, Hindu and Kurdish as well as the traditional Burmese, Chinese, Japanese, Tibetan, Vietnamese, Mongolian and Korean calendars (in the east Asian cultural sphere), plus the ancient Hellenic, Coligny, and Babylonian calendars are all lunisolar.
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