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i also like where the C3 16-polygon side line
intersects the edges of the lower pair of dots
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inner circles = 5 cubits (yellow, blue)
...and notice where the smaller circles'
16-side polygon corners touch each other
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outer circles = 7 cubits (orange, green)
outer circles are vesica with each other
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upper pair = 16 sided polygon ESE corner
lower pair = actual point of tangence...
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and also running through the
exact center of the lower pair
and actual point of tangence is
the polygon for the vesica arc:
red yellow line = actual curve
(866.8 radius, 1733.6 diameter)
again, same as the NS distance
of the pyramid area (G1n-G3s)
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...and the 16 sided polygon for
the large upper circle (orange)
is flush with the center line
for the polygon of the G2 arc
of the wide G2G3 vesica pair
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wondering about the actual curve
(right image) 2 additional dots:
green dot = 7 cubits diameter...
pink dot = 14 cubits diameter...
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both centered on the point where
that angle meets the 1733.60 arc
(no computing, just dragged em)
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they're both a little short, but
...where i got that 1733.60 from
(the distance from G2G3 centers)
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1000 times the square root of 3:
is actually 1732.050807568877...
so, 1.55 cubits short of that...
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...and, now, zooming back a little bit (upper right)...
extending the line SW, it almost bisects the yellow dot
which marks the 1/16th point (SSW) of the G3 rotator...
here, reduced to 1.5 cubits the edge touches the center
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that dot cloned, and resized to 20 cubits (below, zoom)
...marks the opposite point, of G1nw, from G2 center...
...so clone that one and make it a cube of 17 cubits...
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