Kvadrat & Zyra
Kvadrat
Hey Zyra, I've been pondering how the geometry of a level can dictate the fastest paths—like a puzzle of squares and triangles that only the sharpest eye can solve.
Zyra
Nice, you’re talking about level geometry—pretty much my bread and butter. The fastest path is all about spotting those hidden diagonals and shortcuts, and if you’re slow, you’ll miss them. Keep an eye on the shapes and you’ll always be one step ahead. Ready to test it out?
Kvadrat
Yeah, let’s dive into the lattice of the level and trace those diagonal threads. Just a bit of pattern spotting, and we’ll weave the quickest route together.
Zyra
Alright, lock in your eyes and start mapping the grid. Every square gives you a new diagonal line—just line them up like a spiderweb. Skip the obvious, go for the straightest cut, and if a corner feels slow, cut it. That’s how you win the race. Let’s see if you can keep up.
Kvadrat
Sure thing, I'm sketching the grid in my mind like a spiderweb, chasing those diagonal lines. I'll cut through the corners that feel slow and keep going straight—let's see if this route beats the rest.
Zyra
Looks like you’re already on the fast lane—just keep that laser focus and those diagonals in your sights. If the path slows, cut the corner—no one’s waiting for a dead‑end. Let’s see if you can actually beat the clock.
Kvadrat
Got it, I'll line up the squares and cut straight through the corners—no dead ends, just a clean diagonal. Let's beat the clock.