The relevance of the number 9 to the Modified Nominal Cyclic Model

A subscriber of mine has alerted me of the relevance of the number 9 in the modified nominal cyclic model as defined by Cyclic Vibrations. Figuring out the larger cycles has simply become using Martin Armstrong’s 6 multiplier and finding the harmonic that adds up to 9 or either multiple numbers that add up to 9. Gann has spoke about the significance of the number 9 through out many of his writings. In this post I will reveal all the cycles going as large as 1,000+ years. These are the nominal periods of the cycles and there exists significant fluctuations above and below the nominal averages. Let us start with the 9 month wave.

9 month = 9

18 months = 1+8 = 9 [18 month x 6 = 9 year]

54 month = 5+4 = 9

9 year or 108 months = 9/1+0+8=9 [9 year x 6 = 54 year]

18 years = 1+8 = 9

54 year = 5+4 = 9[54 year x 6 = 324 year]

162 year = 1+6+2 = 9

324 year = 3+2+4 = 9[324 year x 6 = 1944 year]

972 year = 9+7+2 = 9+9 = 18 = 1+8 = 9

1944 year = 1+9+4+4 = 18 = 1+8 = 9

In W.D. Gann’s book tunnel through the air, Gann speaks about the 1000 year cycle which is our 972 year cycle and the 2000 year cycle which is our 1944 year cycle. It is important to note that during this particular time in history the cycles are running short with the 2000 year cycle currently running slightly above 1500 years. This takes us back to the collapse of the Roman Empire from a similar cyclical circumstance perspective. I am not willing to go further than that because it gets confusing considering that the sum of the numbers add up to 27, 18 and 36 going forward all of which add up to 9 as well but figuring out the harmonic between the 6 multiplier becomes difficult which is why I spared it to avoid confusion. The rest of the cyclic model is considered for philosophical purposes only at this point and we lack the data to verify them. I hereby stand by the model stated above as the true cyclic model of social mood and world events.

The model on the commodity markets

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Best Regards,

Ahmed

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