Vasstu problem
khan boghda tengri dayin deger-e khayirkhan kyakhan agni
based on a neidan exercise described in one of MacRitchies qigong book
(the first one I think he has published 2 more since I read the first).
It consists of drawing with the right index finger three octagon on the
abdomen. One starting from the ribcage to the sides of the abdomen
down around the pubic bone (the left hand is placed palm up at the
pubis bone area) and back up the top from the other side of the
abdomen. The 2nd octagon is ONE INCH inside that one, and lastly the
third is ONE INCH inside that one which is also one inch away from the
navel.
What I have not been able to figure out with any degree of ease is
calculate the various ratio's in vastu of this energy collection
diagram on the navel. Normally its not too hard to calculate the area
of any geometric figure. In this case it would be best to say within
the vedic math guidelines and use only triangles to calculate.
Essentially what you have is 8 triangles converging at a point in the
middle, which would be the navel.
However, We also might consider the "structures" or "rooms" within the
primary octagon which is 2 octagons of 3" and 1". I think, I believe
the ratio is 6", 3" and 1". The length of the base of one side of each
concentric octagon.
For now let me stick with a equasion I can type into this scientific
calculator (this ones mostly greek to me, I have one equasion with a
tilde which isnt on this thing). I would like a equasion to write
down, just thinking about it "feels" interesting. ;)
How much more difficult is it going to be to calculate the space
between each line in the structure? The 1" strip beween outside 1st
and 2nd ring. And between 2nd and 3rd ring. And then perhaps the area
of the space from the space inside the 3rd ring?