This visualization brings math to life by connecting points on a circle using the formula y=(x⋅c)%divisions. Here’s how it works: each point represents a number, and c is a multiplier that changes over time, creating ever-evolving patterns. The % symbol ensures the results wrap around the circle, keeping the connections within the number of divisions. The 'divisions' split the circle into equal parts, forming a mathematical playground where multiplication, modular arithmetic, and geometry combin
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This visualization brings math to life by connecting points on a circle using the formula y=(x⋅c)%divisions. Here’s how it works: each point represents a number, and c is a multiplier that changes over time, creating ever-evolving patterns. The % symbol ensures the results wrap around the circle, keeping the connections within the number of divisions. The 'divisions' split the circle into equal parts, forming a mathematical playground where multiplication, modular arithmetic, and geometry combin
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