The sacred Triatrium  

333

omne trium perfectum 

Welcome to my home, and please feel 3 to stay a while.

The Triatrium means three groups of three, and is a combination of the Latin word tria which means three, and the Latin word trium which means a group or groups of three.

3 is the Divine Number, yet it can also be said that 9 is the Divine Number, and both are correct, yet 9 is composed of three groups of three. It has been said by Nicolai Tesla "If you want to understand the secrets of the universe, then understand the secrets of 3-6-9." While this is true, it is not the whole story. 3-6-9 cannot be properly understood as such, but only as 3 groups of 3: 3 being the head of the 1-2-3 family, 6 being the head of the 4-5-6 family, and 9 being the head of the 789 family. These three families or groups of three numbers cannot be properly understood except as a three-fold process or aspects, and in this way the three numbers of a family cannot be broken up. They are units of three as a process, yet operate or function in conjunction with the three stage processes or aspects of the other two groups of three. I use the term process or stages here not in a sense of linear time, but more to illustrate that they are integral to each other. These are families within a family. 1+2+3 add to 6, as does 4+5+6=15, then 1+5=6, 7+8+9=24, then 2+4=6. Unfortunately 666 gets a bad name from Christian teaching, but there is nothing malevolant about 666. 666 is all thumbs up. 

A flat / G sharp and 333 Hz

The uniqueness of 333 as being applied to G#/Aflat is that all octaves of this note above it all add to and are reduced to 9, and are whole numbers, while all G#'s below it have decimal places (are not whole numbers) but still add to 9 (with reduction), for example, the G# below G#333 has a fq of 166.5 (1+6+6+5=18, then 1+8=9). This does now work with any other 3 numbers. Other 3 numbers such as 111, 333, 444 etc. when looking at lower octaves result in multiples of 3, but not solidly and only nines, and likewise going up. If we look at 666 and 999 going up they all add to 9, but going down in octaves they do add to 9, but first as whole numbers, then as decimal places. 333 is the only group of 3 numbers that has the halving and doubling results as stated above. G#/Af is found as the middle key in the cluster of 3 black keys. (There are no cluster of white keys). Whether applied to musical notes or not, 333 is truly the most unique group of 3 numbers in existence. 3+3+3=9, then 3X3X3=27, then 2+7=9. 

 

The significance of the key of A flat / G sharp is that it is the central black key in  cluster of three black keys. The keys on the keyboard are arranged the way that they are for a reason, and not by chance. Given all of this, it is also not by chance that the freuqnecy of 333 Hz also has significance, and our natural conclusion is that it can only tie in some how to a group of three keys on the keyboard.

Since frequency and wavelength are uinverse of each other (the higher the frequency, the shorter the wavelength), there must be a crossing point, where the same number of cycles per second matches the wavelength. But the challenge here is how to measure the wavelength. If we use meters we will get a different result than by using feet, but whatever measurement standard we use, it must be justified and not arbitrary. I see a solution here in that the frequency of 333 the crossing point and here is the wavelength, not measured in inched, feet, or meters, but itself being a new mesurement standard. Given the significance of the triatrium as shown on this website and on GodChord.com, since the "magic meeting" between the frequency and wavelength can only occur at 333 Hz, this intercept point is the correct wavelength. The only question now is what to call this new measurement standard.

To find out more about the number three from a musical perspective, please visit www.GodChord.com  (right click to open the link)

ask (at) 333 (dot) africa