this post was submitted on 18 Jun 2025
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Statistically, there are more than enough people who voted for Biden and then for Trump 2.
That sentence makes no sense.
Let's put it into math instead:
If that's not helpful, let's try code:
And lastly, to reformulate the sentence:
There are lots of people who in 2020 voted for Biden and in 2024 voted for Trump.
hah, you looked up an intersection symbol, nice. And now I just cant help myself since you gave me that response..
So of 152 million votes cast, you'd like to show a sample size of just 1 person or more proves your hypothesis? seems pretty biased against the null hypothesis.
And your restatement of your hypothesis: "There are lots of people who in 2020 voted for Biden and in 2024 voted for Trump."
You are proving "lots" with > 1? thats just not what "lots" means in english.
And I think we're done here.
You are right, I had trouble defining "lots" or "enough" in math or code :)
:-) all in good fun. I couldnt help myself, sorry.
All good, neither could I :)