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Re: Paradise Trinity Day

Posted: Tue Apr 21, 2020 3:47 pm
by Amigoo
:sunflower: Re: 77 and 7 design*

"Not only seven or seventy and seven
but seventy seven and seven"

... when sqrt(2) tells the story. ;)

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

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Wed Apr 22, 2020 1:11 pm
by Amigoo
:sunflower: Re: Got Ham? design

:geek: Like the Bat-Signal of Gotham City ...
two overlapping trapezoids keep appearing in these compositions
that include all of the circle-squaring objects. Who knows :?: :!:
why a few geometers sense "Gotham" but most "Got ham".

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Wed Apr 22, 2020 2:02 pm
by Amigoo
:sunflower: Re: Got Ham? design
Like the Bat-Signal of Gotham City
This makes a good Pop Quiz for geometry class:
Distribute design with "Got Ham? or Gotham? Explain." as instruction.
Real thinkers will reveal their inner GBS (Geometry Bat-Sense). :farao:

Rod :)

Re: Paradise Trinity Day

Posted: Wed Apr 22, 2020 6:52 pm
by Amigoo
:sunflower: Re: Got Ham? design
Like the Bat-Signal of Gotham City
:geek: Quadrature is an "impossible" concept (even to advanced mathematicians).
Therefore, an Open Box test is probably best for a student's first exposure. :lol:

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Thu Apr 23, 2020 11:22 pm
by Amigoo
:sunflower: Re: Got Ham? design*
Like the Bat-Signal of Gotham City
:scratch: Somehow, Boxes Rationale (aka "Boxers") keeps insisting
that Cartesian objects are binary and that "Boxers or Briefs"
is immaterial in most academia circles squared. :roll:

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

Rod :stars:

Re: Paradise Trinity Day

Posted: Fri Apr 24, 2020 5:33 pm
by Amigoo
:sunflower: Re: Got Ham? design
Like the Bat-Signal of Gotham City
:cheers: Voted best T-Shirt sub-title:
"Life's a box … until it's opened.

:cheers: Runner-up for best T-Shirt sub-title:
Life's a kite ... give it more string!

Rod :)

Re: Paradise Trinity Day

Posted: Fri Apr 24, 2020 6:32 pm
by Amigoo
:sunflower: And now this suggests that ...
the T-Shirt's title should be "Got life?"

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Sun Apr 26, 2020 12:22 am
by Amigoo
:sunflower: Re: Got life? design

Embellished for the String Theory of Quadrature. :farao:

Rod :D

Re: Paradise Trinity Day

Posted: Sun Apr 26, 2020 11:11 am
by Amigoo
:sunflower: Re: Juxtaprecision design

Two circle-squaring scalene triangles in precise sqrt(2) relationship,
including all lines and vertices as well as their squares! 8)
... not to mention their equidistant vertices. ;)

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Sun Apr 26, 2020 1:34 pm
by Amigoo
:sunflower: Re: Juxtaprecision design*
"Quadrature defined … precisely"

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

Rod :D

Re: Paradise Trinity Day

Posted: Sun Apr 26, 2020 6:56 pm
by Amigoo
:sunflower: Re: Juxtaprecision design
"Quadrature defined … precisely"

:farao: Who can tell :?: :!:
When adding a few more lines (red) for that geometric series,
"Icarus" came to mind, then "Escape of Icarus". Best guess:
precise flight path Icarus would have required. :roll:

:idea: And with a length relationship of sqrt(2),
those two lines suggest "Father and Son". ;)

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Mon Apr 27, 2020 4:33 pm
by Amigoo
:sunflower: Re: Juxtaprecision 2C design (pronounced "to see")
"Quadrature defined … precisely"

:geek: Who can tell :?: :!:
This irregular hexagon with similar sides
may be a new object that defines Quadrature. 8)

Rod :D

Re: Paradise Trinity Day

Posted: Tue Apr 28, 2020 1:33 am
by Amigoo
:sunflower: Re: Juxtaprecision 2C design
"Quadrature 2C and/or not 2B?" (to see or not to be) ;)

:farao: When circle-squaring objects keep appearing in the Neighborhood,
a geometer of Quadraturial persuasion can only herald "They're here!"
... for the portal "Impossible" has opened. :roll:

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Wed Apr 29, 2020 12:48 am
by Amigoo
:sunflower: Re: Juxtaprecision 2B design

:geek: Who knew :?: :!:
The "irregular hexagon with similar sides" defines a box.
"Boxa Pi"?, "Boxa Juxtaprecision"? or "Outside the box"? ;)

Rod :D

Re: Paradise Trinity Day

Posted: Wed Apr 29, 2020 6:18 pm
by Amigoo
:sunflower: Re: Juxtaprecision 2B design*
“Boxa Pi, Boxa Juxtaprecision and/or Outside the Box?”

OMG! Sqrt(2) is so "in your face" in this composition
of two overlapping, circle-squaring scalene triangles. ;)

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

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Thu Apr 30, 2020 5:47 pm
by Amigoo
:sunflower: Re: Seventh Inning design

A good time to get outside the box and stretch ... your mind. ;)

:scratch: Intersecting red lines define a circle-squaring scalene triangle?
Who knew?! ;)

Rod :)

Re: Paradise Trinity Day

Posted: Fri May 01, 2020 10:10 am
by Amigoo
:sunflower: Re: Seventh Inning design
A good time to get outside the box and stretch ... your mind.

:scratch: "When does 6.666666 = 7" :?:
Never in eternity. :farao:

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Fri May 01, 2020 7:55 pm
by Amigoo
:sunflower: Re: Seventh Inning design
A good time to get outside the box and stretch ... your mind.
:geek: Today's stretch reveals that the ratio of a circle's circumference to its diameter
equals transcendental Pi, but the circle's square remains mathematically associated
with sqrt(2), a non-transcendental value ... or is it :?: :!:

The Curious Conundrum of Quadrature :roll:

Rod :stars:

Re: Paradise Trinity Day

Posted: Fri May 01, 2020 11:28 pm
by Amigoo
:sunflower: Re: Seventh Slice design
The Curious Conundrum of Quadrature
On the seventh day He rested ~ By the seventh slice, New Pi was revealed
(a geometric model to calculate perfect Pi, associated with sqrt(2)).

:scratch: "Say what?!"
Go figure! (mathematically speaking) :geek:

Rod :D

Re: Paradise Trinity Day

Posted: Sat May 02, 2020 1:59 pm
by Amigoo
:sunflower: Re: Seventh Slice design*
The Curious Conundrum of Quadrature
:geek: Geometer's secret ...
This Cartesian Neighborhood (when Diameter = 2.0),
associates circle's Side of Inscribed Square (SoIS) with Pi/2.
Short side of slice (inscribed right triangle) is good focus
since short sides adjoin to create circle's circumference. ;)

:scratch: "So, what's the shortest short side possible?"
One of infinite number of points on circumference. :lol:
:scratch: "So, Pi = Infinity/2?" When D of I = 2.0. :roll:

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

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Sun May 03, 2020 5:55 am
by Amigoo
:sunflower: Re: Two Ps in a Pod design

:geek: Geometer's secret ... :roll:
(clue: Pod's "Ps" = two Pi)

Rod :)

Re: Paradise Trinity Day

Posted: Sun May 03, 2020 12:48 pm
by Amigoo
:sunflower: Re: Two Ps in a Pod design

:geek: Geometer's secret ... :roll:
(clue: relationship of a radius to an arc)

Rod :)

Re: Paradise Trinity Day

Posted: Sun May 03, 2020 9:53 pm
by Amigoo
:sunflower: Re: Two Ps in a Pod design
"C/2 = (2/r)^2 = Pi"

:geek: Geometer's secret ... :roll:
Relationship of a radius to an arc (different circles);
of a straight line to half a circumference. 8)

For D = 2 and r = 2/sqrt(Pi),
2(Pi)/2 = (2/(2/sqrt(Pi)))^2 = Pi

Rod :stars:

Re: Paradise Trinity Day

Posted: Mon May 04, 2020 10:43 pm
by Amigoo
:sunflower: Re: Two Ps in a Pod design
(same Ps ... in a perfectly pointed pod) :roll

:geek: Geometer's secret ... :roll:
Relationship of a radius to an arc (different circles);
of a straight line to half a circumference. 8)

For D = 2 and r = 2/sqrt(Pi),
C/2 = (2/r)^2 = Pi, therefore ...
2(Pi)/2 = (2/(2/sqrt(Pi)))^2 = Pi

Ratio of hypotenuse to long side of right triangle (red)
= 2/sqrt(Pi) = 1.1283791670955125738961589031215..
And each line is also the radius of its circle. ;)

:farao: Methinks the Pi doth protest, but ...
How doth the triangle poke the Pi :?:

Rod ... :bike: ...

Re: Paradise Trinity Day

Posted: Tue May 05, 2020 5:45 am
by Amigoo
:sunflower: Re: Two Ps in a Pod design
(same Ps ... in a perfectly pointed pod) :roll

:geek: Geometer's secret ...
This composition tells the story of a circle enclosed by a square and both "squared".
Neither circumference of the square's circle nor perimeter of the circle's square
reflect transcendental Pi. The magic of Quadrature or conundrum :?:

Rod :stars: