Toss decisions: it's complicated

Recently, I wrote about how the toss-decisions made by captains before games were probably sub-optimal. I stand by everything said within that article (which concluded with me claiming that I would have a better record than the average T20 captain were I the one making decisions) but there were complications that I chose not include. This post exists to demonstrate that interpreting even the simplest data is often far from straightforward - and the capacity to confuse cause and effect is always present

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Toss decisions: worse than random

Being at home in the IPL gives the team a 1% advantage. Batting second gives the team a 5% advantage. And winning the toss gives the team a 2% advantage. That may all seem to conform to common sense but a closer examination of those figures reveals an inconsistency: how can winning the toss possibly be less advantageous than batting second?

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