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Count to a million


DubWolf

CTAM after 1 million  

190 users have voted

  1. 1. What should happen after 1 million is reached?

    • Start over at 1
      28
    • Keep counting to infinity (count to the next million(s))
      105
    • Count back down to 1 (then back up)
      52
    • Other (pm or mention if you'd like)
      15


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206769

 

I wish I could be my OC in my dreams.

 

I once had a dream about someone else being my OC, then lo and behold, months later, had to actually go and do it. :lol:

Edited by Wind Chaser
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206771

 

Not really, that was just a fluke. I've had dreams about visiting California since I was young and I've still never been there.

 

Though I get a strangely prophetic and recurring dream about telling the rest of my family that I'm a brony. :huh:

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206772

 

I had one the other night, where I was OD, and I walked into the Carousel Boutique, and Rarity started criticizing my fashion sense.


img-28934-1-img-28934-1-img-28934-1-img-


"I'd rather trust and regret, than doubt and regret."

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206773

 

I had a dream where I saw what's supposedly my mom jump off at the top floor of a mall we often visit, then I went on to cry for like 5 seconds, and moved on to visit a nearby book store shortly afterwards. :P Reminds me a bit of the Sims, where if a relative dies, the family will cry for a few minutes, and move on shortly afterwards like nothing happened.  :P

Edited by Fillypino Pride
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110010011110111011

 base 2

 

I still don't get why the goal is to count to 11110100001001000000 (base 2)

 

The number 1048576 is so much more elegant.  it ends with tons of 0's in base 2, 4, 8 and 16

 

In base 32 it's 10,000

 

In base 64 it gets ugly though.

 

On the other hand 1000000 is ugly in all those bases.

Edited by paradoxical
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206792
 
Why hello. Just dropping by.

206639 is prime!! What are the odds. Ok, have enough to post.


206640=2^4 * 3^2 * 5 * 7 *41

 

As far as I know, the distribution of the primes is an unsolved problem. Empirically the distribution of the distance between each prime is concave down, increasing. This means that the primes become more spaced apart the higher you go. So there is sort of an answer to my previous question.

 

I actually attempted to plot all the prime numbers on my graphing calculator, and then seeing if it would spit a function that would determine which prime numbers come next.

 

And yup. There are fewer prime numbers up there since it's very likely that high numbers will be a multiple of something.

 

@Blue: Nothing!

Edited by SparkWolf
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Sig by Wolf, Handwriting by SparklingSwirls

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