But remember, this is going to be symmetric on the left and the right. So you're gonna want 3% not shaded in over here, and 3% not shaded in over here. So when I look at a traditional z table that is viewing it from this point of view, this cumulative area, what I really wanna do is find the z that is leaving 3% open over here, which would mean the z that is filling in 97% over here, not 94%. But if I find this z, but if I were to stop it right over there as well, then I would have 3% available there, and then the true area that we're filling in would be 94%. So with that out of the way, let's look that up. What z gives us, fills us, fills in 97% of the area? So I got a z table.