11:11 Angels Message Board

Re: Permutating indicature (Pi) design*
(aka, "Once in a Blue Moon, Pi")
... or simply, "Blue Moon Pi")

When Quadrature begets Quadrature.
(another sight from the E-R Bridge)

* added to: http://aitnaru.org/images/Khristos_Voskrese.pdf

Rod ... ...

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

Who knew
Quadrature is resurrected in the larger squared circle,
where long side of largest circle-squaring right triangle
has length similar to a side of largest circle's square.

"Come and see!"

Rod

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

Who knew
Perhaps, the "Secret of Resurrection" ...
since 7 complete circles are displayed.

"Come and see!"

Rod ... ...

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

Geometry humor:
Q: How do you eat a Blue Moon Pi?
A: With a Pi Fork.

Rod

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

Geometers' secret ...
Astute aficionados of quadrature will recognize
the geometric association of another moon.

Dunno? Ask Pythagoras!

Rod

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

Re: https://en.wikipedia.org/wiki/Blue_moon

"Owing to the rarity of a blue moon, the term 'blue moon' is used colloquially
to mean a rare event, as in the phrase 'Once in a Blue Moon'."

With this geometry so rare - even "impossible",
"Once in a Green Moon" comes to mind!

Rod

Re: Permutating indicature (Pi) design
(... or simply, "Blue Moon Pi")

... and speaking of "Green Moon" ...
"Pi Fork" was added, making this design more "Roswellian",
but there's no evidence of 2/sqrt(Pi) on that craft.

Rod

Re: iQuietus design (in development)
"impossible" Quietus of quadrature

"Squared circle geometry that speaks for itself"
Period - End of sentence!

Rod

Re: iQuietus design
("impossible" Quietus of quadrature)

There's a kind of hush …
… when scalenity speaks.

Rod ... ...

Re: iQuietus design

There's a kind of hush …

Who knew
There are 5 circles squared (or with those points).

Rod ... ... (Ommm)

Re: iQuietus design

There's a kind of hush …

Quietus indeed Now all circles (one enclosing four)
have both inscribed and area squares (or points for).

Geometry 101 on the E-R Bridge
(just connect the "impossible" points)

Rod ... ... (Ommm, Ommm)

Re: iQuietus design

There's a kind of hush …

Quietus indeed Now all circles (one enclosing four)
have both inscribed and area squares (or points for).

Intriguing symbolism, this "Blue Moon" ...
Within enclosing circle are the moon's phases,
suggesting .. 1/4 .. 1/2 .. 3/4 .. full ..

Is that a candle flame of enlightenment
within a golden scalene pyramid?

Rod ... ... (O, Om, Omm, Ommm)

Re: iQuietus design

There's a kind of hush …

Quietus indeed Now all circles (one enclosing four)
have both inscribed and area squares (or points for).

Is that a candle flame of enlightenment
within a golden scalene pyramid? ...
afixed to a circle-squaring '7'.

Re: https://www.youtube.com/watch?v=WBRSBgc2htI

Maybe sqrt(Pi) and sqrt(2) have fallen in love ...
or it's the rarefied aether on the E-R Bridge.

Rod ... ... (O, Om, Omm, Ommm, 7X)

Re: iQuietus design

There's a kind of hush …

Is that a candle flame of enlightenment
within a golden scalene pyramid? ...
affixed to a circle-squaring '7'.

Did you know
When a circle-squaring right triangle is proven to exist (even theoretically),
rules and tools of Trigonometry directly relate to "transcendental" Pi.

Rod

Re: iQuietus design*

Is that a candle flame of enlightenment
within a golden scalene pyramid

Who knew
Even a scalene pyramid has a metaphysical eye
... and complementary to its geometry.

* updated in: http://aitnaru.org/images/Khristos_Voskrese.pdf

Rod ... ...

Re: iQuietus design

There's a kind of hush …

Is that a candle flame of enlightenment
within a golden scalene pyramid

Who knew
The "Smile of Pythagoras" was lurking in this geometry, taking a "week of tweak"
to find it (but I sensed something was there that needed highlighting).

Rod

Re: iQuietus design

There's a kind of hush …

Who knew?! The red '7' prefers association as the short side
and hypotenuse of that circle-squaring Pythagorean triangle.

... obviously, the real reason for "Smile of Pythagoras".

Rod

Re: iQuietus design

There's a kind of hush …

Who knew
Zeno's Dichotomy Paradox* hints that Pi remains in direct relationship
to a circle whose diameter changes by sqrt(2) increments.

* https://en.wikipedia.org/wiki/Zeno%27s_paradoxes

To wit ... Whatever the final decimal value of Pi,
it's relationship to a circle's diameter is constant ...
unless Zenophobia degrades the equation.

Rod ... ...

Re: Scalenicentre design
(center of quadraturial scalenity)

Why not
Even the Grand Universe has a center.
Is location '7', '77', or '77777' ?

Rod

Re: Scalenicentre design
(center of quadraturial scalenity)

Who knew?! '777" is relatively easy to identify!
(in a "nearby" universe, location of Paradise Trinity)

Rod ... ... (headin' to the E-R Bridge: Ethereal-Remote)

Re: Scalenicentre design

'777" is relatively easy to identify

This design update hints that space is warped, but probably not
... with such unfathomable distances in the Grand Universe!

Perhaps, cyclical expansion and contraction of the universes
causes the effect of warped space theorized by astronomers.

Rod

Re: Scalenicentre design

Who knew The geometric center of quadrature
is in the theorized space warp ... apparently.

Rod

Re: Scalenicentre design

The circle-squaring scalene and Pythagorean right triangles
propagate easily throughout this Cartesian Neighborhood
... and probably throughout the local universe.

Rod ... ... (cruisin' with Scalenity)

Re: Quadrature in Duality design (Q.i.D.)

Juxtaposition of the two circle-squaring triangles
(scalene, Pythagorean right) with each in their own circle,
sharing line length markers of those similar circles.

"Say what What markers "
Visit the Neighborhood.

Rod

Re: Quadrature in Duality design (Q.i.D.)

Six of one, Half dozen of the other

If a scalene triangle and Pythagorean right triangle
both square the circle, then the Cartesian Neighborhood
hosts similar circles, adjoined on their inscribed squares.

Rod