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So, "perfect representation" is when one side wins that does not represent 40% of the votes?
When there's just two "teams", yeah. What's more fair than majority rule in that situation?
Maybe proportional representation instead of winner takes it all?
For district seats, that is proportional representation. It doesnt say it is winner take all. When it says that blue or red wins, it is just saying that they won the majority, and have dominate power over whatever government body they represent.
I just took the graphic literally without trying to guess which body (presumably in the US) this might represent.
If I need more information to understand the implication of this graphic than it imparts on me, then it's not very informative.
At no point does it imply proportional representation or that blue has a majority in some form of parliament.
So if blue just "wins" then red isn't represented at all. And I'm pretty sure there are election systems like this, including the US presidential election, or am I mistaken there?
What do you think "districts" means? Each district gets represention for the whole body, whatever body that may be. If you need that explained to you, okay, but don't then lecture others on minutae of semantics when you arent familiar with what the word "district" entails.
And the U.S. President is not elected like this, no. There is no districting involved in US Presidential elections, at least not currently and not directly. It is far stupider than that, unfortunately. Each state has so many districts on the federal level based on population of the whole state (minimum 1), and each district gets a federal representative in the US House of Representatives wing of congress. Each state also gets 2 and only 2 Senate seats regardless of population in that wing of congress. The Presidency is actually determined by the votes of Electors in the Electoral College. Each state gets as many Electors as they have seats in both the Senate and House, and it has nothing to do with how the districts in that state are subdivided or what party their Representatives are from.
Now, each state gets to determine for itself how they run their elections, how they assign their Electors, and even whether their electors are required to vote the same way as their state, so things can be pretty complicated. In many states, it is winner take all for that state's Electors, with the winner being the one with the plurality of votes in a FPTP election, which is dumb as fuck. Some others assign their Electors proportionally. There is even a slowly growing coalition of states that, once they reach a plurality of Electors in the coalition, have agreed to no longer assign their Electors on a state by state basis, but on the national popular vote instead. Again, within each of these states, rules differ on the relative power of the Electors themselves to vote according to their own desires even if that goes against the state's popular vote. They could, also, if they wished, leave each House-tied Elector up to each individual district, or just decided the Electors without considering or even having a democratic vote at all, neither or which currently happens, though. It's a giant fucking mess, it leads many many people in hard red or blue states to just to just not bother as their vote will be overwhelmed anyway, which is why the Electoral College should just be eliminated and replaced with a national popular vote. But that is a whole other story.
A subsection of a larger unit, here the subsections of a rectangle. What does that have to do with me not guessing what the rectangle represents?
Ok, so there is an election system like the one I criticized in the US, just not in every state.
Would you then say, that this is better than "winner takes all" and that "blue wins" is not perfect?
When there is one seat, two parties, and you're using First Past the Post voting (which is a terrible voting system that inevitably causes the two party divide), yes. They perfect out come is majority win. When distributing multiple district seats, proportional representation is the perfect outcome, which that also acheives.
So we can agree the system is inherently bad at representation?
Sounds more like that outcome is the "least bad" rather than "perfect".
First Past the Post is objectively a problem in general. However, if there are only two candidates, and thus only possible outcomes, with one possible seat, all forms of voting will be functionally identical to FPTP in result. So in this given example, "least bad" and "perfect" are synonymous.
Now if there was a third+ party or more candidates from the two parties, and alternative forms of voting, then things do get more complicated. But the point of the example is to show, in simplist terms, how districting works in an ideal world, and how Gerrymandering can warp the end results to give either the advantage.
Except that the lack of a third candidate is partially because of the FPTP system. It's a waste of time, money and energy to try to compete with the Dems and the Reps. In a ranked voting system, or even a two-round system like we have in France, I guarantee you you'd see more candidates, because people then wouldn't just "vote useful".
Right, that's what I said in my previous comment. Ranked Choice is an improvement, yes. Though, I think it still is too easy to push the winning vote to the more polar candidates. If the centrist doesn't rile up passionate supporters (because what centrist does), they are more likely to be dropped in the first round even though they were ranked 1 or 2 for nearly everyone. I prefer Approval voting as my ideal alternative. It does tend to push more toward center, but if the idea is true democratic representation, then that would be the natural result, right? But anything is better than FPTP.
So if improvements are possible then the current situation can by definition not be perfect, right?
As I said elsewhere, if there is only two parties/candidates running for each of these seats and the districts are divided this way then there is no functional difference between Ranked Choice, Approval, Proportional, or First Past The Post. The results would be 100% identical in any of those systems. In this specific situation, the result is "perfect", as it says. Under different circumstances, it would be less than perfect, but that is not how hypothetical work, my guy.
So, suppose these things were not immutable laws of nature, would a better representation the be possible?
If e.g. the candidates of our rectangle had 5 seats to compete for instead of one?