"...Let me think...At least twice so far? Being able to deflect more bolts would certainly have saved Master Trebor.
"...Excuse me, they're misunderstanding geometry over there." She ducks out of the conversation and into Bultar and Darra's.
"So, Bultar, Darra - you're both right. There exist sets of five and seven and nine and fourty-two points that you can draw lines through, because - lines are a collection of points, and you can just do - " Kina draws a straight line with the edge of her datapad - which seems to be marked like a ruler - and proceeds to dot it with points - "this, but - the amount of times you get that, if you're selecting points randomly? The chances of that go down a lot, because you can define a line from any two points. Which is to say that if we pretend lightsabers are infinitely long, and ignore that they can move in and out as well as up and down and left and right, there's a maximum number of randomly-selected points we can pick on a sheet of flimsiplast - or an infinite plane - and be sure that we'll only need two lines to go through every one. It's four points. So you can only be really sure that you can block four blaster bolts at once if you're dual-wielding, and really I think the guaranteed-deflection number for people who only have one single-bladed lightsaber is one - not even two; lightsabers aren't long enough to cover your whole hit zone. So that estimate of four? Cut it down to two, because I was assuming a double-bladed saber for some reason."
"Now consider," and here she gives Master Sinube a look, "the idea of seeing how many randomly-selected points you can fit inside a rectangle. It's a lot more! And I think that even if the model gets more complicated, takes into account timing and 3D movement, that the rectangle still wins out on blaster shots successfully deflected."