The title says it all really. What would have happened in the 2016 American federal election if votes in the Electoral College were allocated proportionally, either within each state or nationwide? I was curious, so here's some number-crunching.
|Weighted national Sainte-Laguë||257||253||19||6||3|
|Weighted national D'Hondt||258||255||18||5||2|
Candidates other than those listed were not considered for the purposes of the calculation.
Here is my spreadsheet, if you'd like to look at the per-state breakdown. This was done very quickly, so please check my numbers! The Python code used is shown below:
NUM_CANDS = 5 def getWinners(evs, votes, quotient): evsAllocated =  * len(votes) while sum(evsAllocated) < evs: quotients = [quotient(votes[i], evsAllocated[i]) for i in range(0, len(votes))] maxquot = max(quotients) maxcands = [i for i, j in enumerate(quotients) if j == maxquot] if len(maxcands) > 1: print('Error: A tie for the quotient.') sys.exit(1) evsAllocated[maxcands] += 1 return evsAllocated with open('data.tsv') as dataFile: for line in dataFile: data = line.rstrip('\n').split('\t') assert len(data) == NUM_CANDS + 2 evs = int(data) votes = [int(data[i + 2]) if len(data[i + 2]) > 0 else 0 for i in range(0, NUM_CANDS)] result = getWinners(evs, votes, lambda v, s: v/(2*s+1)) + getWinners(evs, votes, lambda v, s: v/(s+1)) print(' '.join([str(x) for x in result]))
Input is of the form:
Alabama 9 718084 1306925 44211 9341 Alaska 3 93007 130415 15396 4699 Arizona 11 1123979 1219596 104688 32850 Arkansas 6 378632 681765 29662 9413 13187 etc.