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What are the odds (😉) of comparing this to data from the men's game? Would be curious to see if the data is the same or different comparing both genders...

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Yes, that's a good thought. I often wonder how some of these analyses match up between the men's and women's game, but don't often get round to looking because of the time it takes do the analyses twice. But for reawards it is not too hard to put a dataset together so I'll do that and we can see if there is a difference!

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