Solving Enoch chapter 74
- ginasparksgs

- Oct 24
- 3 min read
Enoch 74:10-12
Thus, I saw their positions how the moons rose and the sun set in those days. And if 5 years were added together the sun has an overplus of thirty days and all the days which accrue to it for one of these 5 years, when they are full amount to 364 days. And the overplus of the sun and the stars amounts to 6 days: in 5 years 6 days every year come to 30 days: and the moon falls behind the sun and stars to the number of 30 days.
Enoch 74:13 & 14 for the sun in 3 years there are 1,092 days
5 years 1,820 days
8 years 2,912 days
Enoch 74: 15 & 16
for the moon in 3 years there are 1,062 and 30 days behind the sun and stars
5 years 1,770 = 50 days behind
8 years 2,832 = 80 days behind
Now let's look at how the math works to understand why verses 11 & 12 is telling us the moon falls behind 30 days in 5 years compared to verses 13-14 that says the moon is behind the sun and stars 50 days in 5 years.
The moon has 354 days a year.
The sun has 360 + 4 seasonal or intercalary days a year.
Enoch 75:1 Explains you will go wrong if these intercalary days aren't counted in the year. So, we will use the 360-day year and then add in the 4 intercalary days separate to get a clear understanding of Enoch 74.
6 days in 5 years = 6 x 5 = 30 days
The moon is behind the 360-day solar year by 30 days in 5 years
5 x 354 = 1770 for the moon
5 x 360 = 1800 for the sun
1800 - 1770 = 30 days
6 days a year for 5 years the moon is behind the sun and stars 30 days
Now we add the 4 intercalary days that the sun and stars have extra each year.
4 x 5 =20
20 extra sun days + 30 days the moon is already behind =50 days the moon is behind the sun and stars in 5 years of the solar year of 364 days a year when they are full.
In other words, it's full when you add the 4 intercalary days and don't go wrong by not adding them as Enoch 75:1 explains.
354 x 5 years = 1770 + 50 days behind the sun = 1,820 days
364 x 5 years = 1,820 days
That is the 30 days for the moon + the 20 extra days for the sun totaling 50 days in 5 years.
We can see the same math for the 3 years, and the 8 years listed in Enoch 74: 13 -16.
3 years x 354 = 1,062 for the moon
3 years x 360 = 1,080 for the sun
1,080 - 1,062 = 18 days the moon is behind the sun at 6 days a year for 3 years.
4 intercalary days of the sun x 3 years = 12 days extra for the sun
18 + 12 = 30 days the moon is behind the sun in 3 years
8 years x 354 = 2,832 for the moon
8 years x 360 = 2,880 for the sun
2,880 - 2,832 = 48 days the moon is behind the sun at 6 days a year for 8 years.
4 intercalary days of the sun x 8 years = 32 days extra for the sun
48 + 32 = 80 days the moon is behind the sun and stars in 8 years

So, I'm wondering what is the practical implication and application of this?