Gerrymandering the states challenge
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April 29, 2024, 12:27:49 PM
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  Gerrymandering the states challenge
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GeorgiaModerate
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« on: February 18, 2024, 09:49:15 AM »
« edited: February 19, 2024, 11:13:58 AM by GeorgiaModerate »

If this isn't the right board for this, please feel free to move it.

How can we gerrymander the states (for either R or D) by combining the 48 contiguous states into 24 pairs of adjacent states?  For example, here's one way to arrange them:



There are probably many other arrangements, although this is the only one I created.  (If you attempt this, start with New England; there's only one way it works.)  Using the following rules:

1. Combined states must share a land/river border that is more than a single point.  So combinations like Utah-New Mexico and Michigan-Minnesota are not allowed.  Delaware + New Jersey is OK.

2. Each new combined state votes exactly as its constituents did in the 2020 presidential election.

3. A combined state has as many representatives as its two parts, but only two Senators.  As a result, there will be a total of 490 electoral votes.

4. Alaska, Hawaii, and DC don't get combined with anything.

The questions are:

a) What's the most Democratic gerrymander that can be created?

b) What's the most Republican gerrymander that can be created?
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President Punxsutawney Phil
TimTurner
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« Reply #1 on: February 20, 2024, 05:08:01 PM »

R gerry:
NH-ME
VT-MA
CT-RI
NY-NJ
MD-DE
PA-WV
VA-KY
NC-SC
GA-TN
FL-AL
OH-MI
IN-IL
WI-IA
MN-ND
MS-LA
MO-AR
TX-NM
OK-CO
NE-KS
MT-SD
WA-OR
ID-WY
CA-NV
UT-AZ

D gerry:
NH-ME
VT-MA
CT-RI
NY-PA
NJ-DE
MD-WV
VA-NC
SC-GA
FL-AL
OH-IN
MI-WI
MN-IA
IL-KY
TN-MS
MN-IA
MO-AR
LA-TX
OR-KS
NE-SD
MT-ND
WY-CO
NM-AZ
ID-UT
NV-CA
WA-OR
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