Bird-Shaped Nazarí Pattern
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This example demonstrates the dynamic generation of a bird-shaped Nazarí pattern through the combination of circular arcs and mirror transformations to form a unique geometric design. The core mathematical concepts involved include trigonometry, distributions, fractions, circles, plane figures, and geometric transformations. The construction utilizes GeoGebra commands such as CircleArc (circular a
GeoGebra Commands & Parameters
CircleArc((-0.25, (-3 * k)), (0, (-2 * k)), (-0.5, (-2 * k))) → arc1Mirror(arc1, (0, (-2 * k))) → arc2Join({Sequence[Point[arc2, s], s, 1, 0, -0.05], Sequence[Point[arc1, s], s, 0, 1, 0.05]}) → puntosTranslate(lista1, t) → tras1Translate(lista2, t) → tras2Circle((0, 0), 3) → cMirror(tras1, c) → inv1Mirror(tras2, c) → inv2Corner(1, 1) → Export_1Corner(1, 3) → Export_2Translate(lista3, t) → tras3Mirror(tras3, c) → inv3Translate(lista4, t) → tras4Mirror(tras4, c) → inv4Sequence({random(), random(), random()}, k, 1, númeroListas) → listaAzarSequence(If[oscuro, {1, 1, 1}, {0, 0, 0}], k, 1, númeroListas) → listaBorde