There are no "undisputable points" that support each side. If there were indisputable points, then it would be a super easy decision just based on weighing contention clash. Quote any statistic you want offhand, and the relevancy of those stats can be questioned. Bring up any expert testimony you want, and the credibility of the expert can be questioned because of agendas people want advanced. The most unbiased thing and the most superior scientific course of action was saying nothing.
Put up some facts about mk, then?
Although I'm pretty sure there are undisputable points. (we just have to assume we don't all start posting like jebus.)
I mean really, are you going to question the relevancy of the % of money MK has won in tournaments?
Or the relevancy of stages and his dominance on them? (As agreed by a community, therefore making it a statistic, or at least something more then a testimony.)
Wouldn't being actually unbiased be to show everything, as your action to hold back all points shows that maybe you thought 'well x side has too many points, lets hold back everything.'
That really doesn't work, but the closest thing I can actually get to truly being unbiased is showing exactly the same amount of points for each side.
And they would have to be of the same degree of...everything.
For any decision that impacts a large group of people and is made by them, is having everyone know beforehand exactly what they're voting for/against a good thing? I would say yes, and it would seem to be echoed by political systems across our continent.
How and why people vote doesn't necessarily matter to me. What I want to know, is their answer to the question. Based on their answer, I will advocate a side accordingly within the BBRRC
(I have to treat this as if you don't care, or else you can just say 'well I said not NECESSARILY, which means I might, so all your points are nothing.' -_-)
You would rather people vote with their own amount of relevancy, as opposed to trying to make their position MUCH more relevant to the case at hand?
If so, why can any statistics relevancy be questioned?