Jeremiah Chp.6+8, Visitation Year is '2012' by the numbers!

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Uploaded by on Dec 18, 2007

6:15-Were they ashamed when they had committed abomination? no,they were not at all ashamed,neither could they blush: therefore they shall fall among them that fall: at the time THAT I visit them they shall be cast down,saith the LORD. 8:12-Were they ashamed when they had committed abomination? no,they were not at all ashamed,neither could they blush: therefore shall they fall among them that fall: in the time of their visitation they shall be cast down,saith the LORD. Two different chapters but,with two verses that are exactly alike except for 5 letters extra or more in one of the verses.That is, 6:15 has the word visit,in 8:12 the word is visitation, ation=5 more letters compared to visit. Also if you add 6+1+5=12 or 61+5=12. Now add 8+1+2=11. That is 6:15=12 and 8:12=11. So then, add the two sums again, 12+11=23, 2+3=5 or 1+2+1+1=5. Also 6+15=21, 8+12=20, So then add those two sums, 21+20=41, 4+1=5. Now take the number 20 and now take the number 21 and turn it around to the number 12 and you now have '2012'. The year of the 'visitation'=2012. Because there is no place in the Holy-Bible KJV that prohibits or says that you could not know the year of the 'visitation'.

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  • The last part you did, when you flipped 21 and turned it into 12, is fascinating. In 2012, we will pass through the galactic plane and align with the center, and our Sun will flip its magnetic poles; the entire sun will flip upside down, much like you flipped the number 21, the date of the solar flip. The Earth might flip as well. The last time it happened was 76,000 years ago, and scientists believe Earth is overdue for a flip in 2012.

  • Good job, but have you wondered why the number 5 keeps reappearing when you add sums of digits?

    The number 5 is very significant in Mayan philosophies. In the Mayan calendar, there are 5 cycles of Earth. We are currently in the 5th and last cycle. The 5th cycle will end on December 21, 2012.

    Coincidentally, each new cycle is simply "adding on" to the the remnants of the previous cycle, much like adding digits like you did.

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