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The Pennsylvania Supreme Court on Monday ruled that the state’s congressional map went so far to benefit Republicans that it “clearly, plainly and palpably” violated the state constitution.
Seems to me that there are a lot of congressional maps that benefit either Republicans or Democrats "clearly, plainly, and palpably," and need to be re drawn by a non partisan entity so as to make elections more fair and congressional seats less secure.
Everyone seems to say that, but what's the formula?
I think, a north/south line moving west, when the strip hit the right population, that's a district.Everyone seems to say that, but what's the formula?
Program a computer to make districts as diverse as possible.
So . . . what's the formula? You can't create this computer program without it.
Program a computer to make districts as diverse as possible.
A random grouping of population segments would work fine.
I wonder how we could implement an unbiased way of drawing the lines... because everyone knows what would benefit who...
It has to be done geographically. How do you go about this?
The same way they've created software that purposely creates lines geographically to Gerrymander the districts. It's already being done but taking into account voting patterns and using that data to create as many districts as possible that support one party over another.
https://www.washingtonpost.com/news...ithout-gerrymandering/?utm_term=.d0ad6a7029ec
As pointed out in the article, the algorithm to create non-gerrymandered optimally compact equal population districts is more straightforward than what these current consultants use.
See Iowas method. You will find it interesting. Very little human input.
Program a computer to make districts as diverse as possible.
The same way they've created software that purposely creates lines geographically to Gerrymander the districts. It's already being done but taking into account voting patterns and using that data to create as many districts as possible that support one party over another.
https://www.washingtonpost.com/news...ithout-gerrymandering/?utm_term=.d0ad6a7029ec
As pointed out in the article, the algorithm to create non-gerrymandered optimally compact equal population districts is more straightforward than what these current consultants use.
The same way they've created software that purposely creates lines geographically to Gerrymander the districts. It's already being done but taking into account voting patterns and using that data to create as many districts as possible that support one party over another.
https://www.washingtonpost.com/news...ithout-gerrymandering/?utm_term=.d0ad6a7029ec
As pointed out in the article, the algorithm to create non-gerrymandered optimally compact equal population districts is more straightforward than what these current consultants use.
What is it?
Story is behind a paywall. What's the algorithm? And what represents a "non-gerrymandered optimally compact equal protection district"? How do you know when you have one?
The algorithm was written by a software engineer in his spare time. The program takes basic census blocks and creates equal voting districts using it. Below are a couple of picture using North Carolina to show how different they look. The top is the gerrymandered districts where squiggly district lines spread throughout the state in order to group people. The bottom is and example of compactness.
View attachment 67227520View attachment 67227521
For two or three decades (at least) I have proposed minimum bounded districts and till now, I didn't know there were "optimally compact" algorithms ( no doubt an idea stolen from me). However, in the last few years I have changed my mind.
The boundary of a district is less important that what he district should be representing, i.e.; a community of mutual interest. I can't think of anything more disenfranchising than taking a slice of a minority urban community and tossing it into a largely rural white district.
Be reminded, the American political system was supposed to represent people, not party's. Citizens elected representatives to represent THEM in Washington, not parties in Washington. Loading the system on behalf of the two major parties does not support that vision.
OK, but how do we know those districts are "fair"? I'm currently in one of them; I see a few potential problems. The southeastern dark blue district could easily be claimed to be gerrymandered against Democrats, given all the Republicans on the coast and the Democrats inland.
Look, what I'm looking for is an above-board definition of what constitutes a "fair" district, and an above-board method of drawing the map according to that definition.
Anti-Gerrymandering isn't the idea that every district would be a competitive district. If a district is dominated by Republicans or Democrats because the area tends to vote that way, then that's working as intended. The gerrymandered districts above that are purposely drawn to create artificial super majorities of a party in few districts. The other districts are drawn so that the party drawing the boundries has 55-60% majority. A gerrymandered states will usually have a few + high numbered districts of one party, and a lot more + lower number districts for another party.
The goal is to pack as many of one party into the fewest number of districts. As long as the districts are compact and the basis of how they were drawn is transparent and available to anyone, that's fair.
I can see that point of view, but what is the larger problem...a party building in an advantage or the need to group similar people into a district? The Wisconsin example used in the recent Supreme Court case is pretty remarkable. Slim majorities in votes turns into super majority and actually losing the elections resulting in a majority. That's pretty disenfranchising as well, not to mention it's very undemocratic.
Why is that the goal? That just seems like a different kind of gerrymandering. I would think the goal ought to be entirely non-partisan.
Typo, the goal of Gerrymandering is to pack as many of one party into the fewest amount of districts.
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