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<p id="isPasted">Fractal setups using geometrical techniques involve creating self-similar patterns through iterative processes. This can be achieved by starting with a basic shape and repeatedly applying a geometric transformation, such as scaling, rotation, or translation, to smaller versions of itself. Examples include the Koch curve, Sierpinski triangle, and fractal trees. </p><p>Steps to create a fractal using geometric techniques:</p><p>Choose a starting shape: Begin with a simple geometric shape like a line, triangle, or square.</p><p>Define a generator: Determine how the shape will be modified in each iteration. This could involve dividing the shape into smaller parts, scaling them down, rotating them, …</p>
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