Originally Posted by
JasonEvans
This, to me, is one of the great questions we need to ponder. If, as Trump and Republicans allege, there is rampant voter fraud going on in some areas, it is probably not happening in a vacuum. I mean, if Democrats are generating 100 fake ballots, they don't toss them in the box marked, "fake ballots," they toss them in with a couple hundred already legit ballots. If there are ballots that are cast illegally, they are probably, at this point, mixed in with ballots that are legit, right?
So, if you are a judge and I come to you and say that in front of me there is a pile of ballots -- like 1000 of them -- and we know some were cast illegally... what do we do with those 1000 ballots? Lets say 3 of the 1000 are bad, would anyone think it was proper to toss out 997 good ballots just to keep 3 bad ones from being counted? What about if 100 of the 1000 were fraudulent? What about if 501 were wrong?
And, just to follow the logical pattern... is there a point at which some allegation of fraud would make you think knowing the result of the entire state is impossible, therefore rendering moot every ballot cast and leaving the choice of electors up to the state legislature? If you thought 2% of ballots were questionable, would you throw out the other 98%? Cause I think that kinda thing might be what some in Trump's circle are angling to pull off.
By the way, all of this is addressing the GOP allegation that Democrats are harvesting ballots and improperly taking them to drop boxes and stuff like that. I get that ballots that come in after the deadline or in many other cases are easily distinguished from obviously legitimate ballots so this would not apply in a case like that.
I'm not a biostatistician, but I am absolutely sure that if I were one, I could make a calculation that would tell me what to do in each situation.
For example, take the one where you find out that 2% of the ballots are bogus. Would I throw out the other 98%? Depends. I would count the ballots I knew were legal, and then see what the margin between the candidates was. I would then plug into a formula that would tell me the likelihood that the 2% of ballots could actually decide the outcome. If that likelihood existed (i.e., if the counts were so close that the 2% could easily change the margin), then yes, I would throw them all out and figure out another way to get it done. If, on the other hand, my formula told me that there was only a 0.1% chance that the bogus ballots could change the outcome, I'd throw out just the 2%, and give the result of the election to the people.
This kind of stuff is not difficult math.
"We are not provided with wisdom, we must discover it for ourselves, after a journey through the wilderness which no one else can take for us, an effort which no one can spare us, for our wisdom is the point of view from which we come at last to regard the world." --M. Proust