Reviving Antiquity

Music in All

At one time architecture for dimensions used numbers that were found in vibrations per second of specific musical tones. For this music in all concept, I have the chart below.

Speaking about music in all, Earth actually was measured to have a diameter of 7,920 units called miles of 5,280 feet. Both 792 and 528 are in the chart above which is referenced from Issac Asimov’s book On Physics. “C” vibrates to 528 times per second and G vibrates to 792 times/second. These two tones form the perfect fifth in music. These figures, from Asimov’s book, depict the old system of tuning. Another example of organization by the perfect fifth in today’s post is found in the relationship of music tone A-440 to music tone E-660. Both of these numbers (440 and 660) are characteristic numbers of the three by three magic square.

Look at the perimeter of the magic 3 x 3 square overlapping two numbers in opposite directions around perimeter-2 as follows: 49 + 92 + 27 + 76 + 61 + 18 + 83 + 34 = 440. Now going in reverse we still get 440. : 43 + 38 + 81 + 16 + 67 + 72 + 29 + 94 = 440. Very important, with eight sets of numbers the average becomes 55. Four hundred and forty still has two more ways to be found. Of course by number “A” above middle “C” has this many vibrations per second.

660 can be found in different ways both vertically and horizontally: Here is the horizontal example: 49 + 35 + 81, then reverse these numbers and add the 6 together to make 330. Then, come from the other side and perform the same operation as (29 + 75 + 61) and reverse the horizontal as add (92 + 57 + 16). Add both sets together and you have 660.
In the realm of ancient architecture, musical tones by number, become the number of measurements in temples: The ancient temple plan is based on 352 whose number is the diameter of each of the smaller circles. . 352 vibrations per second was the old diatonic tone “F”.

Speaking about music in all, Earth actually was measured to have a diameter of 7,920 units called miles of 5,280 feet. Both 792 and 528 are in the chart above which is referenced from Issac Asimov’s book On Physics. “C” vibrates to 528 times per second and G vibrates to 792 times/second. These two tones form the perfect fifth in music. These figures, from Asimov’s book, depict the old system of tuning. Another example of organization by the perfect fifth in today’s post is found in the relationship of music tone A-440 to music tone E-660. Both of these numbers (440 and 660) are characteristic numbers of the three by three magic square.

Look at the perimeter of the magic 3 x 3 square overlapping two numbers in opposite directions around perimeter-2 as follows: 49 + 92 + 27 + 76 + 61 + 18 + 83 + 34 = 440. Now going in reverse we still get 440. : 43 + 38 + 81 + 16 + 67 + 72 + 29 + 94 = 440. Very important, with eight sets of numbers the average becomes 55. Four hundred and forty still has two more ways to be found. Of course by number “A” above middle “C” has this many vibrations per second.

660 can be found in different ways both vertically and horizontally: Here is the horizontal example: 49 + 35 + 81, then reverse these numbers and add the 6 together to make 330. Then, come from the other side and perform the same operation as (29 + 75 + 61) and reverse the horizontal as add (92 + 57 + 16). Add both sets together and you have 660.
In the realm of ancient architecture, musical tones by number, become the number of measurements in temples: The ancient temple plan is based on 352 whose number is the diameter of each of the smaller circles. . 352 vibrations per second was the old diatonic tone “F”.

Internal link: Gematria Net

External link to my initial inspiration, John Michell: https://www.simonandschuster.com/books/The-John-Michell-Reader/John-Michell/9781620554159

Posted

August 21, 2023

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Ancient Temple Plan, lost knowledge

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musical tones, vibrations per second

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