Okay, I got a pretty cool question from somebody on the on the channel and it was basically how do you do, how do you rotate a box in perspective? So first let's look at what that rotation entails and we're going to draw that basically through a series of five individual little drawings. First we're going to look at it from above. Right, so we're looking down on you. I'm going to come color-visit to the surface, surface, surface. So here we've got side one which we're looking at. And we want to turn it and see side two. And actually as we turn it 90 degrees. So here we've got our little vision cone and we see at the 45 we see side one is now turning this way and then side twos over here. And if we turn just a little bit we see a lot of a lot more that side. We see a bunch of the blue side. We see a sliver side two. And over here we turn it. And we see a bunch of fifth side. So here we're like turning 22 and a half, 25, getting into 67 and a half and then back to 90. Okay. So looking down on it we kind of get this diagram. So what I like to do is work on things flat to figure it out. If you can figure it out flat then it's going to be a little bit easier to translate it into actual dimension. So we did our flat from the top. And that helps us a lot. And then second we're going to do a flat from the side. So we're going to start flat this way. We start with the box. Remember we're seeing this side. We see 100% that side. I mean opposite end we want to see. Side two. So we can go ahead and hit our goal. Right in the center we want them to be 50. That was a bad 50. That's better. So we're going to rotate. We want to be 50. And over here we want to see a sliver of the new side and a bunch of the old side and the opposite over here. So we want to see a sliver here. Mostly blue. And we want to see a sliver of blue over here. And we rotate. Cool. So now we figured this out in terms of the flat from the top and flat from the side. So we're being able to rotate this around. Right. So we're going to rotate it. And we're going to rotate this around. And then we're going to rotate it around. And then the flat is going to rotate. And we're going to rotate it around. Now we're going to rotate the other side. that's gonna wind up being a regular box over here as well. So we're gonna hit our goal point again. So we're gonna start doing one side here and the other side here. And again, we're gonna do our 45 right in the center. Perfectly symmetrical box. And we wanna see blue on a little bit of blue on the right side, even with our orange on the left. Okay, then over here we want a sliver of orange and a lot of blue. Sliver of orange, a bunch of blue. And over here we want the opposite. Is it rotating, right? And one very amount of orange, sliver of blue. So now we've taken this box and we've started to rotate it around, right? And we've rotated it in perspective back onto itself. Okay, so this is situation number three. So this and number three we're getting into a dimension. And then situation number four is where we're going to get into seeing three sides of the box. This time we're gonna start with the box where we can see the top just a little bit. And we're gonna shoot again. Box over there. So we're gonna go blue, round blue side, same thing orange for the other side. And we're gonna add the top back in from our overhead demo. And again, we have to go into the center. Make our box even on both sides. So that we can see our top. We've got our orange side on the left side, we're headed toward. We got our blue side on the right. And then we do this again. So we go over here. We want to see a bunch of blue. We want to see a sliver of orange. And we want to see our top. So we go top. And see a disliver of orange. A bunch of blue. There we go. And then let's rotate it over here. So we want to see a bunch of orange, right? Or a sliver of blue. We want to see the top. Just get the top. We got a bunch of orange. Coming in. We have a sliver of blue. And then we rotate fully. So there we go. So we're able to take this box. You know, start rotating it around. Rotating it around. Rotating it around. And essentially, if you can figure out how to do this flat. You're going to be able to figure out how to do this dimensionally. All right. Because all of this drawing stuff is basically figuring out how to translate flat into dimension.