Nat Fyfe should have done enough to hold on to this year's Brownlow medal, after bolting out of the gates before -a form slump and some missed games towards the end of the season. Whilst not a foregone conclusion - the $2 most bookies have on him is about where it sits on my review of the numbers. In simple terms, he is a 50/50 proposition, with any of Hannebery, Priddis, Dangerfield, J.P. Kennedy and S. Mitchell all a chance to upset on the night.
The ‘Total' is the results of my 3-2-1 count throughout the year. The ‘Countback' takes into account a weighting for the strength of the votes given (or ability to pick up votes not given). The Odds are current as per today (Sportsbet).
When extrapolating the Countback over the year, a range can be applied - it looks like this:
![[IMG]](http://data:image/png;base64,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)
2015 Brownlow Medal Preview
Discussion in 'Blog' started by Holey, Sep 28, 2015.
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Discussion in 'Blog' started by Holey, Sep 28, 2015.
