THE NUMBERS IMAGE THREAD!

[levi]

 

[Djhg2000]

 

[Neelix]

 

[asdf334]

Sorry to be a downer here, but at what number do I get my 4 gig US mobile pyra?

 

[Djhg2000]

Sorry to be a downer here, but at what number do I get my 4 gig US mobile pyra?

At 708 + (59 | 516) + a few weeks of testing, manufacturing and shipping.

 

[Criticalmass]

Maybe that speeds things up a bit...

 

[Klumpen]

View attachment 28477

Maybe that speeds things up a bit...

 

[ible]

sorry, had to post it:

 

[levi]

Never forget a Japanese company?

 

[Criticalmass]

I know I shouldn't do this. Too often, too quick. But the pic is too nice.

....and probably the excitement will wane sometime. I hope not.

 

[ible]

Trump recently misread 11. Sept (9/11 in America) as 7/11, which is a gas station/convenience store franchise. probably an honest mistake.

 

[Grench]

I know I shouldn't do this. Too often, too quick. But the pic is too nice.
View attachment 28479

....and probably the excitement will wane sometime. I hope not.

Wow - coolest streetcar since Mr. Roger's neighborhood trolley.

 

[Djhg2000]

 

[KidPaddle]

(c) http://tintin.wikia.com/wiki/Flight_714

 

[ible]

this thread is usually where i get my preorder number information, c'mon people.

 

[FBnil]

But the pic is too nice.

Very cool. Looks like a fortress/tank. Also reminds me of a vehicle in an anime, I do not remember which.

 

[ible]

from some website: https://findthefactors.com/author/ivasallay/page/9/

717 can be written as the sum of consecutive numbers 2 ways:

• 358 + 359 = 717; that’s 2 consecutive numbers.
• 238 + 239 + 240 = 717; that’s 3 consecutive numbers.

717 is a palindrome in three bases:

• 1011001101 BASE 2
• 717 BASE 10
• 393 BASE 14

[edit]
717 is also a (trivial) palindrome in any base >= 718, i should probably comment on this person's blog.

[edit2]
717 is also a palindrome in base 238 (33_{238} is 717) and base 716 (11_716 is clearly 717).

 

[Orbstheorem]

 

[levi]

Too early, Roosembert! We've not even got to 718 yet (unless there's something I'm missing in your image, which wouldn't be the first time in this thread).

 

[Orbstheorem]

Too early, Roosembert! We've not even got to 718 yet (unless there's something I'm missing in your image, which wouldn't be the first time in this thread).

My fault, I just love this motorbike Couldn't resist!
I guess we can skip some