My old arithmetic teacher, if he's still alive, would swoon if he saw this

I did some math on the '20 election and the numbers come out interesting.

There were 258 million Americans of voting age in '20 and 168 million registered to vote in '20*. That pretty much dovetails with the rule of thumb in American politics that says 2/3 of those eligible are registered and, on Election Day (President, of course), turnout is ~50%.

Now, the number of votes by which the Demos fell short this year is between 15 and 18 million. So subtract 18 (why not?) from Idiot's 81 million and you get 63 million. Which doesn't add up if Pew's 66% turnout is accurate. More to the point, to get 155 million votes total, you'd need ~90% turnout.

If Trump got 74 million and 2/3 of 168 is ~112 million, it means Brandon only gets ~38 million. So where did the other 25 million go? One answer may be all those voting machines flipping R votes. We know it was an issue.

Even better, since turnout is usually 50 - 55%, half of 168 means 84 million votes in '20, giving the lying dogfaced pony soldier only 10 million (which makes a lot more sense if you look at the county map).

Maybe it's time to make vote fraud a Federal crime**.

And a capital one.

* There are differentiations between voting age and voting eligible populations in some searches. In '20, the voting eligible population was 239 million and the number of registered voters was 160 (still comes out to 2/3) , but, do the math, and it's clear, even with 2/3 turnout, total is 107 million, so Brandon only got 32 million. That makes it 50 million off. To get 155 million votes would mean turnout of 97%!

**  XIV Amendment - No state shall make or enforce any law which shall abridge the privileges or immunities of citizens of the United States; XV Amendment - The right of citizens of the United States to vote shall not be denied or abridged by the United States or by any state on account of race, color, or previous condition of servitude.