you’d never have a Republican elected in this country again

http://archive.is -> https://www.washingtonpost.com/opinions/2020/03/31/want-proof-that-republicans-want-suppress-voters-just-ask-trump/

In an interview on “Fox & Friends,” Trump referenced proposals from Democrats in the coronavirus stimulus negotiations that would have vastly increased funding for absentee and vote-by-mail options. The final package included $400 million for the effort, which was far less than what Democrats had sought.
“The things they had in there were crazy,” Trump said. “They had things — levels of voting that, if you ever agreed to it, you’d never have a Republican elected in this country again.”

levels of voting that, if you ever agreed to it, you’d never have a Republican elected in this country again

>>25

your ridiculous slip up about "is going to sting with someone who thinks socdems are too far to the right".

Imagine a real line, positive numbers to the right of zero, negative numbers to the left of zero.

Quite conventional, right?

So lets conventionally adopt that left-wing is negative and right-wing is positive (simply because the standard real line grows to the right).

Also let P be the set of all positive numbers.

Then the assertment "A is leftwing" would be encoded as "(-A) est P" or simply "A < 0".

Evidently "A < 0" can also be understood to mean "A is to the left of the center".

Lemma:
"A < B" to mean "A is to the left of B",
"B > A" to mean "B is to the right of A".

Now, is it conceivable that B is to the right of A, and also to the left of the center?
That is, that B > A and also B < 0?
Sure. A < B < 0 is a completely valid sentence.

Pushing it further, could we say that B is very far to the right of A and also to the left of the center?
Luckily mathematicians have invented just the needed notation:
"A << B < 0"

Could we have an example?
"-10034 << -1.5 < 0"

Now, if we take "23-san=-10034", "socdems=-1.5", "center=0", we can finally say:
"23-san << socdems < 0"

Which is what I think 23-san means. (Even if they were center-left, it would still encode as < 0, only with very small absolute values.)