Unbounded nested number sequences

UNNS Matrix Engine

🌌 UNNS Matrix Engine

Matrix Size:

🔍 Legend

• Cell Value: Computed using f(M, N) = (M × N) + (M ÷ N) + (M - N) + (M + N)
• Hash Overlay: Symbolic hash derived from the UNNS value (e.g. #a1b2c3)
• Poetic Tag: Recursive metaphor based on value, position, and hash
• Color Gradient:
  • 🟩 Green hues: Validated (even) values
  • 🟥 Red hues: Unstable (odd) values
  • 🔥 Bright tones: High entropy (unstable neighborhood)
• Spiral Attractor: UNNS values mapped to polar coordinates with entropy-based radius jitter
• Memory Recall: Restores previous matrix state and animates propagation
• Recursive Memory Decay: Older cells fade in color and poetic clarity over time

🌌 UNNS Matrix Engine: A Guide to Recursive Beauty

What Is It?
A symbolic visualization tool built on Unbounded Nested Number Sequences. It transforms computation into recursive validation, entropy gradients, hash overlays, poetic metaphors, and spiral attractors.

Purpose
Explore recursive number sequences, observe entropy propagation, watch memory decay and poetic erosion, and reflect on symbolic meaning through color, motion, and metaphor.

How to Use It

• Set Matrix Size: Choose dimensions (up to 50×50)
• Click “Generate”: Computes UNNS values using:
  f(M, N) = (M × N) + (M ÷ N) + (M - N) + (M + N)
• Explore the Matrix: Each cell shows value, hash, poetic tag, and entropy-based color
• Observe the Spiral: Values mapped into a polar attractor with entropy jitter
• Click “Recall Memory”: Restores previous state and animates recursive decay

Why It Matters
This engine is a meditation on recursion, entropy, and symbolic cognition. It invites you to visualize nested logic, feel the rhythm of decay, and discover beauty in mathematical propagation.