Merry Christmas

Merry Christmas
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2020-12-16 17:49
In collections STEAM like Leonardo

GeoGebra Commands & Parameters

  1. Intersect(xAxis, yAxis) → A
  2. Circle(A, a) → c
  3. Point(c) → B
  4. Circle(B, a) → d
  5. Intersect(c, d, 1) → C
  6. Polygon(B, C, 6) → wielokąt1, f, G, g, h, i, j, k, D, E, F
  7. Polygon(D, C, 3) → wielokąt2, l, m, n_{1}, H
  8. Polygon(E, D, 3) → wielokąt3, p, q, r, I
  9. Polygon(F, E, 3) → wielokąt4, s, t, b, J
  10. Polygon(G, F, 3) → wielokąt5, e, f_1, g_1, K
  11. Polygon(B, G, 3) → wielokąt6, h_1, i_1, j_1, L
  12. Polygon(C, B, 3) → wielokąt7, k_1, l_1, m_1, M
  13. Sequence(E + (i / n * (J - E)), i, 1, n) → l1
  14. Sequence(F + (i / n * (J - F)), i, 1, n) → l2
  15. Sequence(K + (i / n * (F - K)), i, 1, n) → l3
  16. Sequence(K + (i / n * (G - K)), i, 1, n) → l4
  17. Sequence(G + (i / n * (L - G)), i, 1, n) → l5
  18. Sequence(B + (i / n * (L - B)), i, 1, n) → l6
  19. Sequence(M + (i / n * (B - M)), i, 1, n) → l7
  20. Sequence(M + (i / n * (C - M)), i, 1, n) → l8
  21. Sequence(C + (i / n * (H - C)), i, 1, n) → l9
  22. Sequence(D + (i / n * (H - D)), i, 1, n) → l10
  23. Sequence(E + (i / n * (I - E)), i, 1, n) → l11
  24. Sequence(D + (i / n * (I - D)), i, 1, n) → l12
  25. Sequence(Segment[Element[l1, i], Element[l2, n - i]], i, 1, n) → l13
  26. Sequence(Segment[Element[l3, i], Element[l4, n - i]], i, 1, n) → l14
  27. Sequence(Segment[Element[l5, i], Element[l6, n - i]], i, 1, n) → l15
  28. Sequence(Segment[Element[l8, i], Element[l7, n - i]], i, 1, n) → l16
  29. Sequence(Segment[Element[l9, i], Element[l10, n - i]], i, 1, n) → l17
  30. Sequence(Segment[Element[l11, i], Element[l12, n - i]], i, 1, n) → l18

AI Drawing Prompt Reference

Draw a geometric Christmas tree. Start with a circle centered at the origin, pick a point on it, draw another circle of the same radius centered at that point, and find their intersection. Use these points to construct a regular hexagon, then build several triangles outward on its sides to create layered tree foliage. Finally, connect corresponding points between layers with parallel line segments to form a decorative grid pattern, giving a symmetric, tiered tree shape.
The prompt above was compiled from the original drawing commands and is for reference only.