The mayan grid has these numbers at the 45 degree angles. The grid is plotted in diatonic thirds. The grid is broken down to base 10 and the notes of the C Major scale are included according to the 1 3 5 7 9 2 4 6 8 number sequence. Luigi _ 99.68.2 Major Scale Grid 144 (Luigi) From: luigi.di To: Subject: Major Scale Grid 144 (Luigi) Date: 09/14/02 The Mayan Grid in Thirds and Sixths Inversions (JPG) These numbers look like a movement of a third and then a sixth. A third descending and a sixth ascending. Then the number of sharps and flats in each key is broken down to base 10, produces this grid. So the Fx with 13 sharps is broken down to a 4, for example. You will notice that the nine number sequences of the vedic square are existing along the 45 degree angles (except the 1 and 8 sequences, which exist vertically). This is what I mean about a place where numbers and scale formula meet as one. In reverse F follows a similar journey. After the first cycle of 12 the Gbb begins the next cycle, and it is an enharmonic of F major. When all the sharps existing in this scale are added up they equal 61 in all. This breaks down to the 7. C c# d d# e f f# g g# A I know it looks very complicated but this scale does exist and it is its proper name! It isn't that difficult to construct a scale with this many sharps. One builds it with the knowledge of the first cycle. We can plot down the G major scale underneath and simply find the amount of sharps needed for the enharmonic scale: G A B C D E F# G = G Major B C D E F G A B = starting point. Each note now needs to be lifted to the relevant pitches above. The B, for example needs to become a G, as shown above. Likewise the C needs to become an A. The D needs to become a B:ĭ d# e f f# g g# a a# B = 9 sharps in all so the next note would be D# , or simply D (9#).
This is an enharmonic of the note A, which normally follows the note G in the key of the first cycle. Then next note in the scale, which is built according to the same major scale formula as always is C# (C9#). The 144 Major Scale Grid (JPG) If you take a look at this diagram you will see some of the above numbers. This diagram is from a section in my book about the 167 major scales. It is very simple really. F/G, for example. These two notes are mirror partners around the C major scale. The F has 1 flat in its key signature and the G has 1 sharp. When the circle of 5ths completes its first cycle the second cycle commences from the Fx. This key has 13 sharps in its makeup and it is an enharmonic of the G major scale, as are the all following notes along from there, until the B(8#). (Note: I see that you have noticed that the above Bible Code numbers (ex: 396) are also found within the 144 major Scale Grid below). Market Cycles and Fibonacci of W.D.Gann Thursday, November 15 2012, 4:24 PMĩ9.68.1 Major Scale Grid 144 (Luigi) Page 68 Sections List 99 Electrons and Mythologies Impossible Correspondence Index From: luigi.di To: Subject: Major Scale Grid 144 (Luigi) Date: 09/14/02 From 100.2 Magic Squares / Myth and Music
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