무한

NODE_01 ∞ // T-00

Infinite Loop

A figure traced and retraced, never closing. The Lissajous curve draws itself perpetually — a visible signature of a process that does not terminate. Watch long enough and the line begins to feel less like geometry and more like breathing.

fn = sin(3t) · cos(2t + φ) φ = 0.000 cycles = 0

NODE_02 ∞ // T+1A

Infinite City

A 20×20 grid of urban blocks reporting in real time. Each cell pulses with simulated activity — a heatmap of a metropolis that never sleeps, never empties, never finishes growing.

cells = 400 tick = 500ms delta = +0.000

NODE_03 ∞ // T+2B

Recursive Branch

Each branch begets two more, and each of those begets two more, and so on until the strokes thin into the void. Infinity, here, is what we cannot afford to render.

levels = 8 branches = 510 angle = 28.0°

NODE_04 ∞ // T+3C

Infinite Computation

Somewhere, a process is incrementing. It started before the page loaded. It will continue after you close the tab. The number on screen is only a local sampling of an infinite event.

000000000

CYCLES_∞

Δ/s = 47.0 uptime = 00:00:00

NODE_05 ∞ // T+4D

Infinite Data

Twelve channels, each emitting a continuous signal. Their amplitudes modulate with no underlying message — only the texture of an endless broadcast. This is the shape of always-on.

NODE_06 ∞ // T+5E

Infinite Recursion

A function that calls itself, calling itself, calling itself. There is no base case here. There is no return. The frame inside the frame inside the frame is the picture itself.

f(x)

f(f(x))

f(f(f(x)))

…

…

∞

NODE_07 ∞ // T+6F

Infinite Expansion

The city does not stop at its limits. It pushes outward in concentric rings, each one consuming the silence beyond it. There is no edge — only a not-yet-arrived-at center.