Loom — minimalist mathematical fine art print exploring return, repetition, the pattern that comes back, from the CYCLES series by Geometry of FeelingTap to zoom

Every piece is rendered as a vector — mathematically precise at any size. What you see here is a high-resolution capture; the actual print is sharper still.

Loom

Rhythm weaving itself into something solid

I wanted to show what repetition builds. Threads crossing at exact intervals, each one predictable alone, but the fabric they make is something neither could be. That's what cycles do if you stay with them long enough — the routine becomes the structure you live inside.

x(t) = x(t + T), T = 2π/ω

Part of: CYCLES

Fine Art Print

Hahnemuhle German Etching 310gsm — museum-grade matte

Free shipping — 5-10 business days

Free shipping — 5-10 business days  ·  Framing guide  ·  Help & returns

Want this piece in different colors or dimensions? Commission a custom version

Browse the complete CYCLES series →

More from CYCLES

Möbius — minimalist mathematical fine art print from the cycles series by Geometry of Feeling

Möbius

R·eⁱᵗ + r·cos(t/2)·eⁱᵗ

Seasons — minimalist mathematical fine art print from the cycles series by Geometry of Feeling

Seasons

T(t) = T̄ + A·sin(2πt/P + φ)

Tidal — minimalist mathematical fine art print from the cycles series by Geometry of Feeling

Tidal

h(t) = Σ Aₙcos(ωₙt + φₙ)

Phase Portrait — minimalist mathematical fine art print from the cycles series by Geometry of Feeling

Phase Portrait

x'' − μ(1−x²)x' + x = 0

Breathing — minimalist mathematical fine art print from the cycles series by Geometry of Feeling

Breathing

r(t) = r₀ + A·sin(ωt + φ)