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Top 10 favourite Integers by Colonel Badtouch - Fri, 04 Nov 2016 15:38:05 EST ID:9bYxsT36 No.15261 Ignore Report Quick Reply
File: 1478288285194.jpg -(104652B / 102.20KB, 640x427) Thumbnail displayed, click image for full size. 104652
Hey guys what are some of your favourite integers? Here's my top 10:
10. 34,236
9. 8
8. 457,893 ( I bet some of you thought this would be higher!)
7. 43.
6. 6 (Imagine that!)
5. 240
4. 9000
3. 7,777,777
2. 7, 777,771
  1. 108
>>
Reuben Sicklelon - Sat, 05 Nov 2016 00:16:09 EST ID:9qsESl08 No.15262 Ignore Report Quick Reply
  1. 0
  2. 1
>>
William Govingcocke - Sun, 06 Nov 2016 00:14:32 EST ID:yxQzbAra No.15263 Ignore Report Quick Reply
10.something
>>
Fanny Commershit - Sun, 06 Nov 2016 21:42:38 EST ID:FFd5rNZG No.15265 Ignore Report Quick Reply
0
1
-1
2 (the prime that isn't really a prime)
4 (probably the most insane one of them all, so many weird things going on with 4)
The smallest uninteresting natural number.
>>
Ian Handerdock - Tue, 08 Nov 2016 11:00:49 EST ID:j+n7I6kb No.15266 Ignore Report Quick Reply
why should one have favorite integers?
also maybe it would be nice to include a reason for each integer to be in your favorites

i dunno about me, but for some reason when I was a kid i went crazy for the 8
>>
Nathaniel Drurringwock - Sat, 12 Nov 2016 04:28:00 EST ID:tyLg+ghU No.15269 Ignore Report Quick Reply
1478942880789.png -(155761B / 152.11KB, 2000x1060) Thumbnail displayed, click image for full size.
>>15261
4
8
15
16
23
42
>>
Jenny Gabberworth - Sat, 12 Nov 2016 08:43:59 EST ID:hLKFmGX4 No.15270 Ignore Report Quick Reply
>>15269
You have good taste
>>
Tom Waits - Sat, 12 Nov 2016 10:13:29 EST ID:jsJM/H7S No.15271 Ignore Report Quick Reply
1478963609990.jpg -(13347B / 13.03KB, 236x188) Thumbnail displayed, click image for full size.
>>15269
4+8+15+16+23+42=108
>>
Cornelius Brorrypick - Tue, 15 Nov 2016 19:41:50 EST ID:zOfzUnva No.15272 Ignore Report Quick Reply
1024 512 256 128 64 32 16 8 4 2 1
binary maths are fun
>>
Sophie Clishville - Thu, 17 Nov 2016 23:18:33 EST ID:IoPw+j1r No.15274 Ignore Report Quick Reply
1479442713222.jpg -(25393B / 24.80KB, 220x295) Thumbnail displayed, click image for full size.
>>15269
>>15271

4*8*15*16*23*42=7418880

Every post in this thread starts with 15
>>
Nigel Dartwater - Thu, 09 Feb 2017 18:17:46 EST ID:txB+9pVv No.15332 Ignore Report Quick Reply
1486682266851.jpg -(34208B / 33.41KB, 289x420) Thumbnail displayed, click image for full size.
>>15261
10. 15625
9. 11
8. 222
7. 6
6. 50
5. 7
4. 800
3. 22222222222
2. 2919
  1. -7776
>>
Esther Gacklefudge - Fri, 28 Apr 2017 07:13:40 EST ID:ke/fVhEa No.15490 Ignore Report Quick Reply
>>15261

pi.
>>
Priscilla Goodworth - Sun, 30 Apr 2017 21:07:25 EST ID:lub1zF0h No.15491 Ignore Report Quick Reply
1493600845593.gif -(938524B / 916.53KB, 500x281) Thumbnail displayed, click image for full size.
>>15490

That ain't no integer son
>>
Nigel Cronningfudge - Mon, 01 May 2017 13:44:06 EST ID:QC/JAkzH No.15492 Ignore Report Quick Reply
I like 1, 3, 7 & 12. And 24. And 144,000
>>
Martha Deddlestat - Wed, 03 May 2017 12:52:44 EST ID:lYjTKStM No.15493 Ignore Report Quick Reply
The Fermat Primes https://oeis.org/A019434
3, 5, 17, 257, 65537

the form of 2^(2^m)+1 makes them just one too large to use 8 bit or 16 bit binary calculations (which might be alleviated and as such is part of the interest)
And they represent the number of sides of construable regular polygons which are as perfect as you can approximate a circle in their own right, in terms of relative the quality of approximation vs number of digits needed to do the calculation.


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