As I mentioned in a previous blog entry, Neal Moynihan of the Geneseo Store is running a contest for people to pick the order of finish of both election races. This got me to wondering what the odds were of picking the right combination.
According to a mathematician friend of mine, if the results were truly random there would be a 1 in 2,880 chance of getting everything right! According to his calculations the chances of getting the Supervisor’s race exactly right is 1 in 24, while picking the exact order of the town board race is 1 in 120.
In order to calculate the odds on getting both races right, you multiply those numbers together. I was not a math major, but that seems about right to me, although if anyone thinks that’s wrong let me know.
Of course, elections are not randomly decided, and that’s why inside political observers should be able to beat the odds. I have a feeling though that the town board race is going to be the more difficult to predict.
My own conversations indicate that the Supervisor’s race is taking up a lot of the attention and people are not really focusing very much on the town board candidates. In that race, party affiliation and incumbency may count for more than it will at the top of the ticket.
Posted by corrinstrong
Posted by corrinstrong
Posted by corrinstrong