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Explaining the 19-Year Cycle
Both the ancient Hebrew and Babylonian calendars used the moon and the sun to track time. It is easy to ask, "How can the moon and the sun be used to make a simple calendar"
In astronomy, there is a natural 19-year cycle between the sun and the moon. Every 19 years, the month and day of the year will be the same. Here is how the lunar-solar calendar works.
For the lunar calendar, the 19-year cycle requires that 235 months be used in order to equal to the 19-year solar calendar. Since we use 12-months in a year, 19 years of 12 months gives us 228 total months. This is easy to show by using your calculator and multiplying 19 x 12 as follows:
19 x 12 = 228
The 228 months are seven less than the required 235 months. Since we need 235 lunar months, an additional 7 "leap" months must be inserted in any 19-year cycle. (For example, you are familiar with the extra day of February 29 being used every 4 years. Instead, the Hebrew calendar requires 7 extra months be used in a 19-year period of time). By adding 7 additional months to 228 months, we arrive at a value of 235 months.
In the modern Hebrew calendar, the extra seven months are added in the 3rd, 6th, 8th, 11th, 14th, 17th and 19th years. It is important that you understand that the modern Hebrew calendar with its calculated dates and predetermined use of 7 intercalary months did not begin to be used until about the year AD 360. Before AD 360, the ancient Hebrew calendar had many errors and there was no certainty as to when to add an intercalary month. This viewpoint is corroborated by the Elephantine papyri and the Cairo Sandstone Stele as shown below.
Finally, it is important that you understand that the 19-year cycle is repeatable. This means that an alignment at 19-years will be repeated at 38-years. Three 19-year cycles are repeatable at 57 years. I found all three alignments in the Elephantine papyri as shown in the paragraphs below.
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