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2023-11: Warosu is now out of extended maintenance.

/sci/ - Science & Math


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15091657 No.15091657 [Reply] [Original]

Any interesting facts about the number 2023? It isn't even prime, it just feels so boring.

>> No.15091661

It's either a factor of 6 or 6k+/-1

>> No.15091662

>>15091657
>numerology
>>>/x/

>> No.15091667

>>15091657
a glitch in the matrix just happened, everyone who lives in the time zones where its 12 am just got sucked into a portal that sent them back to 2013 all over again, we're the survivors

>> No.15091669

>>15091667
Sweet I get to relive the 2016 meme war.

>> No.15091674

>>15091669
idk if I can enjoy it as much knowing that it won't actually change anything

>> No.15091676

>>15091674
You need to open your heart to meme magic and have some faith

>> No.15091684

if you add them together you get 7 which is a lucky number so I'm going to masturbate

>> No.15091695

>>15091657
If I’m attracted to OP’s pic does that make me a loli?

>> No.15091707
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15091707

>>15091695
No, because
1. If she was a loli you would be a lolicon, not a loli
2. Sodachi is 18
3. She isn't even really drawn in a loli body type

>> No.15091742

>>15091707
That's clearly an underaged girl

>> No.15091743

>>15091662
You'll never have a loli waifu with that kind of attitude. And the number 2023 is very meaningful fyi. 2+2+0+3=7, did you even think about that? I know you didn't. 7 Is actually a very meaningful number you know. Watch this...if I break the number into parts...7=2+0+2+3, it's 2023. I sense you're mind is completely blown right now

>> No.15091755

>>15091742
*waifu. Underaged waifu, we're not into little girls you know

>> No.15091759

>>15091657
Pictures like this don't belong on the science board, anon. They belong on the technology board

>> No.15091766

>>15091657
I want a loli wife like Sodachi!

>> No.15091771
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15091771

>>15091742
Sir that is clearly a drawing of a fictional girl

>> No.15091818
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15091818

>>15091657
>It isn't even prime
Its prime factorization is kind of interesting though
[math]2023 = (2^1 + 0^1 + 2^1 + 3^1)^1 \times (2^2 + 0^2 + 2^2 + 3^2)^2[/math]

>> No.15091941
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15091941

>>15091818
Wrote a quick Python script to confirm that 2023 is the smallest number that is a nontrivial product of successive powers of the sum of its digits raised to that power, that is: [math]n = \prod_{i=1}^k \left(\sum_{d\text{ digit of }n} d^i\right)^i[/math] with k>1.
(The 'trivial' products are k=1, which is satisfied by the single-digit n for uninteresting reasons.)

>> No.15092346

>>15091818
>>15091941
Based

>> No.15092350 [DELETED] 

>>15091661
Take its divisor mod 10. Is that still true?

>> No.15092354

>>15091661
Take its remainder mod 10. Is that still true?

>> No.15092409

>>15091657
[math]7 \times 17^2[/math] is quite a off kilter flex though, i'd give it that

>> No.15093345

>>15091818
>>15091941
I kneel

>> No.15093471

>>15091657
2023 = 7^7 mod 7!

>> No.15093515
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15093515

Some think the Bible says there will be 7 years tribulations proceeding Christ's return
If 2030ad is the 2000 year anniversary of His crucifixion/resurrection then 2023 might be the year things kick off

>> No.15093671
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15093671

>>15091818
posting in epic thread