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1:00 AM
Anyone mind helping me understand how this answer of mine got 2 downvotes? 1's nothing special, but +2/-2 seems to be of concern
 
1:37 AM
Maybe just drive by voting from HNQ?
Although 101 isn't enough to downvote. Maybe they thought it was copied from the 85 byte one?
 
@RedwolfPrograms I mean, if there aren't any obvious issues with it, then I guess we'll never know, but it's pretty damn infuriating
 
2:16 AM
@Neil next stop is 420420
@cairdcoinheringaahing makes no sense
 
 
5 hours later…
7:30 AM
Does anyone have a different opinion to this meta?
 
8:26 AM
@Bubbler not really, I agree with allowing a preset .factor-rc so long as it isn't totally unfair
 
 
3 hours later…
11:10 AM
@RedwolfPrograms the comment asking about the first downvote was there before I even started writing the 85 byte one
I'd almost think that maybe it's because it's too slow, but it's the only answer on that challenge with any downvotes at all, and certainly not the only one that's limited to 9 for testing purposes
 
11:33 AM
For irony reasons I have a new pfp and I'm not changing it
 
 
4 hours later…
3:13 PM
@Lyxal hmm ok I'll allow it
 
 
3 hours later…
5:55 PM
Can anyone help me write a query to get the top post for each tag on data.stackexchange.com/codegolf/query/new?
I could just look through them manually, that will do
 
 
2 hours later…
8:15 PM
Wait, I just noticed I'll be getting Fanatic in 4 hours! First gold badge on the site!
 
 
2 hours later…
10:01 PM
@RedwolfPrograms congratulations, welcome to the club
 
10:38 PM
0
Q: I need help with one problem(puzzle) from net

Marko TrajkovicSo this is a problem. You have number N (N<=10^100000). You need to change smallest possible number of digits in that number to make that number GOOD. Number is GOOD if the digits on I th and J th positiona are same, and every number between them is same with them too.(all same digits in number m...

 
10:50 PM
0
A: Sandbox for Proposed Challenges

Robin RyderSet of subsets without subsubsets You are given two integers \$n\$ and \$k\$, and are to output a random collection of \$k\$ sets \$\mathcal A_1,\ldots,\mathcal A_k\$ such that: each \$\mathcal A_i\$ is a subset of \$\{1, 2, \ldots, n\}\$; no \$\mathcal A_i\$ is a subset of another \$\mathcal A_...

 

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