• null@slrpnk.net
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      9 months ago

      Of course I can write out the actual math for a valid premise. You already know it though.

        • null@slrpnk.net
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          9 months ago

          There are 3 options:

          • A vote for Trump
          • A vote against Trump
          • A throwaway vote.

          To vote against Trump, you vote for Biden. To throw it away, you vote for a 3rd party, and admit you’re fine with a Trump presidency.

          But of course you knew that.

          • Facebones@reddthat.com
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            9 months ago

            Dems - whinging about not being fascists but refusing to call a third party vote a third party vote because it doesn’t fit their misinformation campaign that Republicans are fine and leftists are the real enemy.

            • HopFlop
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              9 months ago

              A 3rd party votes subtracts one vote from Biden’s total vote count, so to say. Here is the 1M$ math equation you desire (assuming you would usually vote for Biden):

              Definitions:

              (I) VoteDifference = VotesTrump - VotesBiden

              (II) VotesBiden1 = EveryoneElsesVotes + YourVote (Scenario where you vote for Biden)

              (III) VotesBiden2 = EveryoneElsesVotes (Scenario where you vote for a 3rd party)

              Calculations:

              (II) VotesBiden1 = EveryoneElsesVotes + Yourvote =〉VotesBiden1 - YourVote = EveryoneElsesVotes (III) VotesBiden2 = EveryoneElsesVotes =〉VotesBiden1 - YourVote = VotesBiden2

              (I) VoteDifference = VotesTrump - VotesBiden

              VoteDifference1 = VotesTrump - VotesBiden1 VoteDifference2 = VotesTrump - VotesBiden2

              =〉VoteDifference2 = VotesTrump - (VotesBiden1 - Yourvote) =〉VoteDifference2 = VotesTrump + YourVote - VotesBiden1 (!!!)

              THUS WE CONCLUDE:

              In scenario 2 (which is the one in which you vote for a 3rd party), the vote difference (which determines who won and by how much), is EQUIVALENT to one additional person voting for Trump. You’re welcome. I don’t even need the 1.000.000$.