(Thread IKs:
weg, Toxic Mental)
|
DarkHorse posted:You are lucky. One of my dogs is terrified of his own farts. If he farts audibly, he will look at his own rear end like it’s a venomous snake and run away as fast as he can
|
#
?
Apr 29, 2024 00:44
|
|
|
|
| # ? Apr 29, 2024 01:15 |
|
|
Frank Frank posted:One of my dogs is terrified of his own farts. If he farts audibly, he will look at his own rear end like it’s a venomous snake and run away as fast as he can https://www.youtube.com/watch?v=GuRiGTVfMZM
|
|
#
?
Apr 29, 2024 00:48
|
|
|
If I could run away from my own anus, I think I'd give it a go. I'm not that happy with it tbh.
|
|
#
?
Apr 29, 2024 00:50
|
|
|
Philthy posted:No. These same polls have been showing Republicans winning all their elections with +10, +20, and higher and they keep losing to Democrats. Any time a MAGA goes to bat, they get creamed. Trump is pure cancer when it comes to voters. 
|
|
#
?
Apr 29, 2024 00:54
|
|
|
Unkempt posted:If I could run away from my own anus, I think I'd give it a go. I'm not that happy with it tbh. Understandable, it is an rear end in a top hat.
|
|
#
?
Apr 29, 2024 00:57
|
|
|
Unkempt posted:If I could run away from my own anus, I think I'd give it a go. I'm not that happy with it tbh. I'm working on getting one of those transient anuses like that one jelly fish has.
|
|
#
?
Apr 29, 2024 00:59
|
|
|
Unkempt posted:If I could run away from my own anus, I think I'd give it a go. I'm not that happy with it tbh. I just ate a bunch of spicy chicken. I'm not sure my anus and me will be on speaking terms the next couple of days.
|
|
#
?
Apr 29, 2024 01:01
|
|
|
Bone Crimes posted:Huh? Isn't the whole point that a sufficiently large random sample of a heterogeneous population trends to the mean of that population? a large random sample should catch the same percentage of whatever group within statistical polling error. If you have a poll where you have 1% young voters, but those voters make up 20% of the electorate based on the actual results or polling records, you don't have a random sample. you can't rely on any size of random sample to reflect the mean of the population because it is a random sample and as such can simply be randomly unrepresentative - so you start with a model and try to hammer that randomness out of the sampling.
|
|
#
?
Apr 29, 2024 01:02
|
|
|
|
| # ? Apr 29, 2024 01:15 |
|
|
I should have learned by this point that, when this thread suddenly has 400 new posts, it's not necessarily because something politically significant happened but often that Trump pulled a ridiculous face and blew rear end last night.
|
|
#
?
Apr 29, 2024 01:10
|
|
