United States Politics: ∆τ_i*ε*φ*m_i<0 where ε=4 and φ=0.25

[benji]

Who knows Kamala and Hilldawg might run together against Trump in 2028. Hell she could be the reason he wins again if she runs as an independent.

1. Trump cannot run again.
2. Kamala had to drop out of the 2020 Democratic race before any voting started because of lack of support among the only party she's ever been part of. This is why they couldn't open the race up in 2024.
3. She's currently cratering against Newsom, which is frankly remarkable. This far out the "default" candidate aka the one who ran last time rarely ever falls out of the lead. 2008 was because everyone was waiting for Hillary and Kerry was never anyone's actual choice.

does she live in a world where she actually was close to winning? 

I think she easily could have. If she had said that the Biden administration had made some mistakes and then mushmouthed the trans prison surgeries thing she probably would have won. Instead she said Biden had made no mistakes and she supported everything they'd done.

But she is pretty blatantly wrong about closest election of the 21st century, it's like she doesn't know about how to do a simple square weight equation for both the electoral and popular vote. 
2004: 0.82
2024: 1.29
2016: 1.51
2020: 3.26
2012: 4.91
2008: 13.82