Search found 57 matches
- Sun Apr 26, 2020 11:03 pm
- Forum: General Discussion
- Topic: Annotations of Mathis' "Squaring the Circle"
- Replies: 0
- Views: 30009
Annotations of Mathis' "Squaring the Circle"
Hello all, It was brought to my attention that Miles Mathis (as recently as April 10, 2020) released a paper entitled 'Squaring the Circle' as a 'part 2' follow-up to an existing paper from 2006. The concerned paper can be found here: http://milesmathis.com/square2.pdf What follows is an annotation ...
- Tue Apr 21, 2020 4:42 pm
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
Let's talk "imaginary" numbers and also instead call them rotational operators. I think you're right to regard them as that, I see the same quality in them. (-k)(k) = -k 2 = -(√-1) 2 = -(-1) = +1 Let k stand for π and understand we're working in counterspace using polar Euclidean geometry...
- Tue Apr 21, 2020 5:31 am
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
Hence, rotational motion cannot be scalar, since it has direction. This includes bi-rotation, as iconoclastic as this might be. Personally speaking, I fundamentally abhor this statement and would respond you're stuck in strictly linear -thinking-land a la Larson. This statement is also fundamentall...
- Sun Apr 19, 2020 2:40 pm
- Forum: General Discussion
- Topic: Unity and Phi^3
- Replies: 34
- Views: 151007
Re: Unity and Phi^3
Thank you to everyone who has contributed: the pursuit of unity begins. I have recently placed an addendum in https://reciprocal.systems/phpBB3/viewtopic.php?f=7&t=685 which briefly outlines the parameters of a universe based on the (inter-)relationships between Φ¹, Φ², and Φ³ as they may concer...
- Fri Apr 17, 2020 10:57 am
- Forum: General Discussion
- Topic: Unity and Phi^3
- Replies: 34
- Views: 151007
Re: Unity and Phi^3
The 3 Dials or Phi Codes or Wheels of 24, that generate all the 72 Possible Phi Codes that sum to (108+9) https://en.wikipedia.org/wiki/Tetractys https://becomingborealis.com/wp-content/uploads/2018/05/Python_1.png https://becomingborealis.com/the-pythagorean-tetraktys/ https://www.jain108.com/wp-c...
- Sat Apr 11, 2020 5:50 pm
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
This is coming quite fast now. We're going to have to break this into bite-sized chunks. ... We are calibrated to space and as such Φ = 1 and π should be 3.144... and rather is incorrectly presented as 3.141... The facts for Φ and π in the counterspacial region (time region) are also given. The pro...
- Sat Apr 11, 2020 8:37 am
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
ckiit, I see now what you have been working to convey. Bravo. There is more to uncover. The faults associated are mine own: I do not always take the time needed to assess how others are accustomed to seeing something such to factor in. I will try to do a better job of this in the future, in the mea...
- Thu Apr 09, 2020 10:42 am
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
Given: ϕπ 2 = 16 Rewrite: ϕ × π × π = 1 × 4 2 We said ϕ 2 - ϕ = 1... f (x) = x 2 - x - 1 set equal to 0 and also ϕ 2 - ϕ 1 ... well that's ϕ! Forgive me, not following on two fronts: i. I see no practical use in setting to '0', it only shows me x² - x = 1 hence ϕ solving for. ii. "and also ϕ² ...
- Sun Apr 05, 2020 5:04 am
- Forum: General Discussion
- Topic: How do impossible squares relate to RST
- Replies: 40
- Views: 199350
Re: How do impossible squares relate to RST
Primer: https://www.youtube.com/watch?v=qkN8gYXiXdI Coming at it from a top-down approach, it may be easier to see the nature of the relationship if/when trying to consider space and time from the level of the photon (no displacement) as it would concern anything in particular that is displaced, thu...
- Sun Mar 22, 2020 3:33 pm
- Forum: General Discussion
- Topic: "Solving for Unity..." e=MC² → 16=Φπ² → 1=Φπ²/16
- Replies: 16
- Views: 53795
"Solving for Unity..." e=MC² → 16=Φπ² → 1=Φπ²/16
************************** ************************** ADDENDUM 04/15/2020 **Prototype Universe** .........in progress......... π = √(8√5-8) or 4√Φ π² = (8√5-8) or 16/Φ Φ = (π+π√5)/2π Φ² = (3π+π√5)/2π 1 = 2π/2π Let Φπ² be a universe composed of an incessant relationship between Φ and π². Construct: →...