So I'm gonna multiply both sides times the T differential, and so then I'm going to have the capital G differential, DG is equal to negative times G minus 27 to the 2 3rds power DT, and the whole notion here, I'm trying to get all of the G things on the side with the DG, and then all of the things that involve T on the side with the DT. So we don't see any Ts here, so really we just have to get the Gs over on this side while leaving the DT there, and then we can integrate both sides. So let's see. If we were to divide both sides by G minus 27 to the 2 3rds, G minus 27 to the 2 3rds, G minus 27 to the 2 3rds, what do we have? Well we can rewrite the left side as G minus 27 to the negative 2 3rds, negative 2 3rds, DG is equal to, I'm left with just this negative DT, is equal to negative DT. Now let's see. Now we can, or actually just to simplify, or just to make it a little bit more obvious, I could write that as negative one DT, and now we just have to integrate both sides.