# Does $P=PP$ or $P=PSPACE$ have consequences for algebraic class problem $VP=VNP$?

Deciding majority of counting problem is $$PP$$ class.

1. Is there any relation between $$PP$$ and $$VNP$$ and is there consequence of $$P=PP$$ or $$P=PSPACE$$ to $$VP=VNP$$?

2. Is there a way to show $$\#P$$ is in $$FP^{PP}$$?

We do not know if $$P=NP$$ has an impact on $$VP=VNP$$ however how about $$P=PP$$?