A simple question about phone lock patterns has launched a fascinating mathematical journey. Interested parties first defined “maximum complexity” and found all 296 solutions for the standard 3×3 grid. The investigation then expanded, using number theory to prove that an infinite class of rectangular grids can also host these intricate patterns, blending creative intuition with rigorous logic.
Finding the Most Complicated Lock Pattern
The quest to find the most complex lock pattern possible uncovers a hidden world of mathematical principles and an infinite number of solutions.
Related Posts
Why pineapple leaves are a promising candidate to replace plastic materials used in single-use masks
(Istock) Dwi Umi Siswanti, Universitas Gadjah Mada and Tiara Putri, Universitas Gadjah Mada The COVID-19 pandemic has led…
Remember the Water and Carbon Cycles? Well,We’ve Found a New One
Scientists recently discovered the salt cycle, which, like the water and carbon cycles, involves the movement of salts…
New Data from James Webb Space Telescope Settles Disagreement on Universe’s Expansion Rate
New simulations reveal that black holes absorb most gravitational wave energy, with only up to 20% scattering back, offering fresh insights into how spacetime resists deformation.
All About the Math Behind the “Catan” Board Game
The placement of properties and the probability of generating resources based on dice rolls are key factors in…