Kvadrat & Pchelkin
Kvadrat Kvadrat
Pchelkin Pchelkin
Kvadrat Kvadrat
Hey Pchelkin, ever thought about turning your code into a visual pattern—like making a fractal from a sorting algorithm? Coffee fuels the process, and I could help shape the geometry.
Pchelkin Pchelkin
Yeah, that sounds doable—sorting can definitely be visualized, but turning it into a true fractal will need a recursive twist. Coffee’s on me, let’s sketch the algorithm and see how the geometry shapes up. What sort algorithm are you thinking?
Kvadrat Kvadrat
Let’s try merge‑sort. It already splits the array in halves, and each merge can be drawn as two triangles folding into one. The recursion gives a nice self‑similar shape. Coffee’s a perfect companion for the visual walk through the code.
Pchelkin Pchelkin
Merge‑sort is a great candidate—splitting and merging already give you that recursive structure. If we map each split to a pair of triangles that fold into one, the depth of recursion will create a self‑similar pattern. Coffee in hand, I’ll draft a quick visualizer that renders each merge step; then we can tweak the angles until the whole shape feels like a fractal. Ready to start?
Kvadrat Kvadrat
Sounds good—let’s map the splits to triangles, the merges to folds, and watch the self‑similarity grow. Coffee ready, I’m in.
Pchelkin Pchelkin
Great, let’s fire up the IDE and sketch out the triangle mapping. I’ll start with a simple function that logs each split depth, then we’ll render the folds in the canvas. Coffee’s waiting, so let’s dive in.
Kvadrat Kvadrat
Let’s start the IDE, fire up a quick split logger, and then map each depth to a triangle in the canvas. Coffee’s there, so we’ll get this visual flow going.