The Art of Fractals: Exploring Infinite Patterns

🔀Fractals are self-similar shapes that contain multiple smaller versions of themselves.

💡By using simple rules and computer code, beautiful and intricate fractal patterns can be generated.

🔢The Kuvina Triangle is a fractal created by adding three numbers instead of two, resulting in a triangular grid.

🌈Different variations of fractals can be created by changing the rules and operations, leading to unique patterns and colors.

🌀Fractals have an infinite number of siblings, each defined by a different rule or operation.

What are fractals?

—Fractals are self-similar shapes that contain multiple smaller versions of themselves. They are created through simple iterative processes.

How are fractals generated?

—Fractals can be generated using computer code by applying simple rules to create patterns and repetitions.

What is the Kuvina Triangle?

—The Kuvina Triangle is a fractal created by adding three numbers instead of two, resulting in a triangular grid.

Can fractals have different variations?

—Yes, fractals can have different variations by changing the rules and operations applied, resulting in unique patterns and colors.

How many different fractals are there?

—There are an infinite number of fractals, each defined by a different rule or operation.

00:00Fractals are self-similar shapes that contain multiple smaller versions of themselves.

01:20The Kuvina Triangle is a fractal created by adding three numbers instead of two, resulting in a triangular grid.

04:43Different variations of fractals can be created by changing the rules and operations, leading to unique patterns and colors.

06:22Fractals have an infinite number of siblings, each defined by a different rule or operation.