>>8349831 (lb)

I'm hoping he'll stop stalling and explain the integer factorization algorithm he's been hyping up since a month after Q started that he said he'd finally go through a couple weeks ago and still hasn't

>>8349849 (lb)

Yeah probably

>>8349946

I guess that's one way of looking at it, if he actually fucking goes through with it.

>>8349966

Hey ebot, what are the factors of 12481887681?

>>8350000

Those quads tell me you might be onto something anon. Dude's worried this math thing will have a similar effect but if it's already happening what's the difference?

>>8350035

The factors of 10690 are 2, 5 and 1069. The grid element for 10690/2 is (16,464,35) = {16:464:73:68:5:1069}.

>>8350141

Here are some more grid elements related to 10690/2

(-131,1,66) = {-131:1:8646:131:8515:8779}

(16,1,67) = {16:1:8852:132:8720:8986}

(16,1,37) = {16:1:2672:72:2600:2746}

(-131,1,37) = {-131:1:2672:73:2599:2747}

>>8350239

(e,n) = (16,464,35) = {16:464:73:68:5:1069}, f=-131, c=5345, u=266, i=537, j=532

(a-1)(b-1) = 4272, /2 (BigN-n) = 2136

(x+n)(x+n) is 283024, which is (435245)+(434980) (u=266&265)

nn+2d(n-1)+f-1 = 215296+67598+131-1

2(x+n)2(x+n) is 1132096, which is (4141246)+(4140715) (u=532&531)

(0,n) aa,bb = (0,566048,2661) = {0:566048:5345:5320:25:1142761}, f=-10691, c=28569025, u=285684, i=571393, j=571368

(0,n) ab,ab = (0,0,1) = {0:0:5345:0:5345:5345}, f=-10691, c=28569025, u=0, i=5345, j=0

>>8350325

(f,1) a=c*(BigN-1) = (-8,1,33) = {-8:1:2108:64:2044:2174}

(e,1) a=c*(c-BigN+1) = (9,1,41) = {9:1:3366:81:3285:3449}

(f,1) a=c*(c-BigN+2) = (-8,1,42) = {-8:1:3440:82:3358:3524}

(-8,1,5) = {-8:1:36:8:28:46}

(9,1,5) = {9:1:54:9:45:65}