I believe a term is one Real Life month...with the minimum of 2 days per turn (IIRC), that's a maximum of 15 or so turns per term (try saying that 15 times fast ).
About term limits...I'm for rules that give a slight edge to the underdog...what I'm thinking, for example, would be that a "veteran" (two term) Comissioner would have to win a majority, not just a plurality, to serve a third/fourth/etc. term. For example, imagine Crisler is retained next term, and then for the next (possibly Crisler's 3rd term) it's Crisler vs. A vs. B. If Crisler has 11 votes, A 8, and B 6, then A would win because Crisler doesn't have a majority with only 44% of the votes.
Good things about this (at least to me)...as seen in the above example, Crisler has a very difficult time winning a third term (despite getting more votes than anyone else). However, if we're in the middle of a very, very difficult war and Crisler is doing well, it wouldn't be hard to imagine that Crisler could win a majority.
Problems, of course, come up if two or more veterans are also running...say Crisler and A are each going for their third term, with B trying again. If Crisler gets 12 votes (48%), A 10 votes (40%), and B 3 votes (12%), it would be rather absurd for B to win (which, under the above rules, he would since neither veteran has a majority). And this rule is no help when there are only two candidates, but it's an example of the kind of flexible rule I'd like.
Z
About term limits...I'm for rules that give a slight edge to the underdog...what I'm thinking, for example, would be that a "veteran" (two term) Comissioner would have to win a majority, not just a plurality, to serve a third/fourth/etc. term. For example, imagine Crisler is retained next term, and then for the next (possibly Crisler's 3rd term) it's Crisler vs. A vs. B. If Crisler has 11 votes, A 8, and B 6, then A would win because Crisler doesn't have a majority with only 44% of the votes.
Good things about this (at least to me)...as seen in the above example, Crisler has a very difficult time winning a third term (despite getting more votes than anyone else). However, if we're in the middle of a very, very difficult war and Crisler is doing well, it wouldn't be hard to imagine that Crisler could win a majority.
Problems, of course, come up if two or more veterans are also running...say Crisler and A are each going for their third term, with B trying again. If Crisler gets 12 votes (48%), A 10 votes (40%), and B 3 votes (12%), it would be rather absurd for B to win (which, under the above rules, he would since neither veteran has a majority). And this rule is no help when there are only two candidates, but it's an example of the kind of flexible rule I'd like.
Z
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