Do you believe that Harris in 2024 getting fewer votes than Biden in 2020 is proof of massive voter fraud?
Let’s look at the logic.
Biden received 81 million votes in 2020.
Harris received 71 million votes in 2024 (so far).
Is such a precipitous decline in support, for a different candidate, proof of cheating?
Well let’s check out California:
In 2020, Biden received 11.1 million votes.
In 2024, Harris received 7 million votes (so far).
THAT IS 4 MILLION FEWER VOTES!!!
THAT IS 35% FEWER VOTES!!!
We have 2 theories:
- Much fewer Democrats supported Harris in 2024 than Biden in 2020 = NO CONSPIRACY HERE
- Democrats cheated in 2020 by stuffing 4 million ballots in California.
Seriously, you all are crying foul about 10 million votes missing. 4 million of them are from California. Is your brilliant theory that Democrats cheated in California???
Turnout in a DEEP BLUE state was 63% of what it was in 2020, and for some reason you think Harris getting 88% of Biden’s vote is suspicious?
Get a grip guys.
Well of course they did. I will not be persuaded by facts…Oh wait!!!
Counting in Ca isn’t done, but let’s grant you that. Can you explain the delta elsewhere?
This is a fact that helps your argument too, no? The more counting gets finished, the more Harris closes the gap with Biden’s 2020 numbers.
Didn’t I just do that? It was my entire point. But I’ll say it again.
Harris only got 63% of Biden’s vote IN CALIFORNIA. This poor performance is obviously NOT due to massive cheating, because cheating in California makes no sense.
Harris is only down to 88% of Biden’s national popular vote, which is MUCH LESS than the delta in California alone. So if a larger delta is obviously not cheating, why would you conclude that a smaller delta obviously is?
Let’s look at it another way.
2020 Biden vote in PA = 3.458 m
2024 Harris vote in PA = 3.366 m (maybe 3.4 at final count)
2020 Biden vote in AZ = 1.672 m
2024 Harris vote in AZ = 1.401 m (still 12% to go, so maybe 1.55 at final count)
2020 Biden vote in MI = 2.804 m
2024 Harris vote in MI = 2.724 m (maybe 2.750 at final count)
I mean, I could keep going, but the point is that these margins are fairly close. Harris certainly underperformed but the variance is not huge.