Ugh.
You caught me.
;)
Huuuddy….
What's goin' on here?
VQC!!Om5byg3jAU double trip
VQC!Nm8wdW6d92 single trip
Both: Id 91d952
Just curious :)
Y'didn't mention anything and then you had a new trip on RSA12
I'm fuckin' tardy lol
"Hey Buuuuuddy…"
Something like this?
https://math.stackexchange.com/questions/1917984/the-corresponding-modular-form-of-an-elliptic-curve#1917997
So I decided to see if my original senpai was published anywhere involving modular elliptic curves. And I found a video!
Well, thaaaat video has to do with hyperbolic geometry, seen here:
https://youtu.be/ZNNZFSxe7oA
But what got me to post is that I was looking for oooother videos with the same guy in it and I could only find him on one channel.
That channel just so happened to have this lil' tidbit published 2 videos earlier:
Chalkboard Wiley.
https://youtu.be/0Soa_tdZIPU
And fuck it! Here's Don Zagier in the same channel. Take a look at the related video titles:
https://youtu.be/ndTESFYSkTU
I'm gonna fucking facepalm to the nth power if:
"Vortex" math = Ellipticals Curves.
LEMME SHOW YOU WHAT I MEAN!
First image:
Triangular Spiral (fuck the pedos, I'm talking Positive Gold instead of inverse blue) and regular curvilinear spiral. You'd know that every point of the T-Spiral aligns with the C-Spiral.
Even if it's expanding. Whatever the one does, so does the other. It's the same spiral.
I'm guessing that if you were to do this to a spiral, you'd get my Polite Pyramid diagram with one side a constant unit larger on one side than the other. Remember the shells?
Look familiar?
You seein' what I'm seein'? Expand the shell like the Even|Odd Polite Pyramid set up. Mirror horizontally along the midpoint of the larger side so you have something that looks like:
.+
-+-
-+-
-+-
And then expand it out.
Due to the overlay, the mid section should…
If I'm imagining this correctly, complete itself (think slinky) but in a double helix pattern.
soooooo
…x
.+x+
-+x+-
x=core
+=original smaller side
-=scaling outward/down accordingly
I tried searching for a topology of a spiral like that concentric split and off the bat…
What we're dealing with…
Could it be said that one is a shadow of the other?
Look at how this drill bit is being formed.
Think of the seashell. (if it plays)
Speaking of which… Spiral Topology III by Lyle London
M0ar
If this plays… looks like the Even|Odd Polite Pyramid setup to me…
I wonder if I derped or there was just too much data for one post…
When is a spade not a spade?
When is it? Prove it?
https://en.wikipedia.org/wiki/G%C3%B6del's_incompleteness_theorems
Something something squaring circles and Flower of Life into Mandelbrot transforms…
Something something.
Other anon went to bed but I think is is what they were getting at… or something.
https://www.philosophybasics.com/branch_logic.html