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GeoGebra 命令及参数

1. LineBisector(A, B) → m
2. Line(A, B) → s
3. OrthogonalLine(A, s) → b
4. Vector(A, B) → u
5. OrthogonalVector(u) → v
6. OrthogonalLine(F, b) → f
7. OrthogonalLine(B_1, b) → a
8. LineBisector(A_1, A) → l
9. Intersect(m, l) → I
10. Mirror(f, l) → f'
11. OrthogonalLine(D, s) → i
12. Intersect(i, f') → E
13. OrthogonalLine(Z, i) → h
14. OrthogonalLine(H, i) → k
15. OrthogonalLine(N, h) → p
16. Intersect(p, k) → O
17. Rotate(O, (-(15°)), I) → O'_3
18. Mirror(O, m) → O'
19. Rotate(O', (-(15°)), I) → O''_2
20. LineBisector(O'_3, O''_2) → n
21. OrthogonalLine(G, b) → t
22. OrthogonalLine(U, k) → q
23. OrthogonalLine(A_1, b) → r
24. OrthogonalLine(K, l) → j
25. Intersect(t, j) → I_1
26. OrthogonalLine(B, u, xOyPlane) → g
27. Intersect(g, r) → C
28. Mirror(f, l) → f'_1
29. Mirror(F, l) → F'
30. Polygon(A_1, C, B, A) → c4, a_1, c_3, b_2, a_2
31. CircleArc(I_1, K, G) → c
32. Intersect(m, f') → J
33. Intersect(l, i) → L
34. Intersect(m, k) → M
35. Intersect(l, p) → P
36. Intersect(h, q) → R
37. Mirror(K, m) → K'
38. Mirror(G, l) → G'
39. Mirror(K, l) → K'_1
40. Mirror(G, m) → G'_1
41. Mirror(K'_1, m) → T
42. Mirror(G', m) → G''
43. Mirror(O, l) → O'_1
44. Mirror(O', l) → O''
45. Mirror(R, m) → R'
46. Mirror(R', l) → R''
47. Mirror(R, l) → R'_1
48. Polygon(G'_1, K', K, G, G', K'_1, T, G'') → polígono1, g'_1, k', k_1, g_1, g', k'_1, t_1, g''
49. Mirror(c, m) → c'
50. Mirror(c, l) → c'_1
51. Mirror(c'_1, m) → d
52. Polygon(O', O'', O'_1, O) → c1, o', o'', o'_1, o
53. Polygon(R, R', R'', R'_1) → c2, r_1, r', r'', r'_1
54. Rotate(O', (-(30°)), I) → O''_1
55. Rotate(O'', (-(30°)), I) → O'''
56. Rotate(O'_1, (-(30°)), I) → Q
57. Rotate(O, (-(30°)), I) → O'_2
58. Rotate(O'', (-(15°)), I) → O'''_1
59. Rotate(O'_1, (-(15°)), I) → S
60. Polygon(O''_2, O'''_1, S, O'_3) → c1', o''_2, o'''_1, s_1, o'_3
61. Rotate(R, (-(15°)), I) → R'_2
62. Rotate(R', (-(15°)), I) → R''_1
63. Rotate(R'', (-(15°)), I) → R'''
64. Rotate(R'_1, (-(15°)), I) → V
65. Polygon(R'_2, R''_1, R''', V) → c2', r'_2, r''_1, r''', v_1
66. Intersect(n, a) → W
67. Sequence(Polygon[Dilate[S, k, O''_2], Dilate[O'''_1, k, O''_2], Dilate[O''_2, k, O''_2], Dilate[O'_3, k, O''_2]], k, 0, 1, 0.03) → l1
68. CircleArc(W, O'_3, O''_2) → e