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Re:A previously unnoticed property of prime numbers by knughit on Monday March 14, 2016 @11:38AM (#11283432)
Primes have no inherent relation to decimal, so all prime patterns in decimal are mathematically meaningful.

This is fundamentally different from observations about, say, how 2 and 5 relate to decimal expansions.

P.S. never say "base 10", it's a tautology. Say "decimal"

Re:A previously unnoticed property of prime numbers by gunnihinn on Monday March 14, 2016 @12:19PM (#11283697)
> Primes have no inherent relation to decimal, so all prime patterns in decimal are mathematically meaningful.

No. There's all sorts of random nonsense in all base expansions of anything that we assign meaning to. Most base-related stuff is numerology.

> P.S. never say "base 10", it's a tautology. Say "decimal"

No, it's not. You need to specify your base number.

Re:A previously unnoticed property of prime numbers by garethadams on Monday March 14, 2016 @12:39PM (#11283813)
I'm not certain, but I believe the subtle point parent was trying to make, is the difference between "base 10" and "base ten". Every base is "base 10" in its own base ;)
Re:A previously unnoticed property of prime numbers by macawfish on Monday March 14, 2016 @11:54AM (#11283550)
if "base 10" is a tautology, wouldn't that make "deci-mal" a tautology too?

so yeah, just hold up 10 fingers and don't say anything.

Re:A previously unnoticed property of prime numbers by nsajko on Monday March 14, 2016 @12:18PM (#11283690)
But numerals "10" in bases other than decimal aren't usually called ten, I think.
Re:A previously unnoticed property of prime numbers by kaoD on Monday March 14, 2016 @01:45PM (#11284232)
Ten is "decem" in Latin. Decimal means, literally, base ten. It's a tautology either way. You can't even specify the base of the base since "base (10 in base 10)" presents the same problem recursively.

It's a non-problem though. I don't know about mathematicians, but when programmers say base N they mean N in decimal.

EDIT: woops, replied to the wrong post.

Re:A previously unnoticed property of prime numbers by smellf on Monday March 14, 2016 @01:13PM (#11284007)
"10" is never correctly called "ten" except in decimal. But this whole tangent is getting a little navel-gazey for me. "Base 10" is fine in my book because decimal is our inbuilt base.
Re:A previously unnoticed property of prime numbers by nsajko on Monday March 14, 2016 @04:04PM (#11285167)
That's what I said (or tried to :) ).
Re:A previously unnoticed property of prime numbers by rlucas on Monday March 14, 2016 @01:20PM (#11284053)
Should we call it "base a"?
Re:A previously unnoticed property of prime numbers by jholman on Monday March 14, 2016 @01:34PM (#11284143)
"base ||||| |||||"

perhaps "base |||||*||", for short.

Re:A previously unnoticed property of prime numbers by raould42 on Monday March 14, 2016 @03:53PM (#11285089)
base X (romans)
Re:A previously unnoticed property of prime numbers by kuschku on Monday March 14, 2016 @03:48PM (#11285053)
base II*II+II?
Re:A previously unnoticed property of prime numbers by munchbunny on Monday March 14, 2016 @03:29PM (#11284947)
I get the parent poster's point, but to me it's like quibbling over people using "comprised of" instead of "comprises": some people will care, but in the grand scheme of things it's not a meaningful disagreement because everybody got what you were trying to say the first time, and there are only a few rare contexts where the distinction matters.
Re:A previously unnoticed property of prime numbers by leni536 on Tuesday March 15, 2016 @05:38AM (#11288462)
Base (((((((((1++)++)++)++)++)++)++)++)++)

Peano would be proud.

Re:A previously unnoticed property of prime numbers by thaumasiotes on Monday March 14, 2016 @07:19PM (#11286322)
> P.S. never say "base 10", it's a tautology.

If you actually believe this, you must be endlessly confused when people say "base 8".