167

173

here is a tricksy conundrum:

6 is to 3 as,
12 is to 6 as,
14 is to 8 as,
22 is to ????

what! i dont get it at all!!!

179

181

191

199

if it was 7 insted of 8 it would be easy...

what about 193 & 197?

who? me?: [edit: nevermind]

btw --> 211

223

And the problem remains unsolved...

Also, Fallout is interesting, if you didn't know yet.

224!

Wait...

WIll Roberts wins a few points for pointing out two missing entries.

As for me,

227

wich oddly enough, I'm sure, is the first time I write that number down. Purposely anyhow.

229

w?m? is to 16.

233

16? how do you figure?

239

So... hum.... how many do we figure we have left?

Let's start a chain story...

One upon a time, Obsidian [...]

241

I wrote a calculator program that finds the factors of a number rather rapidly. I also used it to factor numbers under a square root.

Can i post more than 1 number?

251

That is odd, 241+10 is prime, too...

Anyway. Did you make the algorithm yourself, Fnugget, or did you get one off the 'net?

Because prime testers are truly as sand on a beach.

Besides, 22 is not to 16 as 6 is to 3... if it were -3, sure, but it isn't.

And mgl_mouser, left of what? Don't say you meant prime numbers.

257

I can't believe this is still going.... but it is fun in a weird way.

263

back to our story...

... was walking down the hall...

269

...and found a locked door.

271

Toshiro: yeah. No one ever proved this would go on in vitam eternam. I think toguetter, we can find the last prime number! Let's just work on it.

Back to our third-level discussion ...

... Obsidian, being all guide-y and all, ...

L1: 277

L:2 Who?You. : the only thing I can find is: 6/3, 12/6, 14/8, and 22/5 are Sundays, this year. but I doubt that's the answer you're looking for...

L3:
... never broke stride...