dChan
VeritasAequitas !!Nf9AmQNR7I ID: 65f0e7 Jan. 3, 2018, 2:33 p.m. No.2413   🗄️.is 🔗kun   >>2414

>>2390

Thanks PMA!

>>2405

Thanks, Anon!

 

Just glad to have something verified by you all that helps. Plenty of ideas have been crushed, so nice to move the ball forward a bit. It gives us row one for any C, but that's all at the moment. Seems like you guys are already working on VQC's crumb about mirroring it up into negative x. Any idea on how to move the factors down into higher values of n? Maybe 2f? f^2? if that's the closest set of factors to d, then maybe we can scale up? Thinking out loud here.

 

>>2388

>>2389

 

>>2391

Thanks Mr E. For getting Senpai on the airwaves.

 

>>2375

Topol, here's verse two!

 

Lately I have desperately pondered

Spent my nights awake "N" I wonder

What I could have done to solve you another way

Fags are we fake and gay? No way!

 

Reason will then lead to solutions

We won't end up in lost N confusion

I don't care if you really care

Let's make N our goal!

 

So…I dig… I mem, and I pray!

SOLVE ME! SOLVE ME!

(saaaay that you'll sove me)

Find N! Find N!

(Go on and find N!)

I don't care 'bout any-thing buuuut Q…..

(Anything buuuut Q…..)

VeritasAequitas !!Nf9AmQNR7I ID: 65f0e7 Jan. 3, 2018, 4:24 p.m. No.2427   🗄️.is 🔗kun   >>2429

>>2421

Thanks Anon, well explained! I've been working to understand this too, but still haven't figured it out. Some kind of way to climb up and down the factor tree we've yet to find.

 

>>2415

>>2416

VQC crumbed "all C factors for a column (e, which we know right away) are contained in the first cell (e,1). We know c, d, e, f, and x just from C in row one now, along with one pair of solutions for a and b.

 

Here's my current thinking: how do we scan down in (specific e,n) n to find matching C values after solving row one? C is given, and the row one factorization should be the closest possible to d? (I think?) As n increases, the distance between a and b gets larger. a decreases, and b increases. At the beginning of the n number line is our row one factorization, n closest together. At the extreme end of the number line is a,b = 1,c. In between are more possible solutions??? I think this makes sense. Can you all verify If this concept is correct? Thinking out loud to get the idea out.