共轭循环点

GeoGebra 命令及参数

1. Mirror(C, G) → C'
2. Mirror(B, G) → B'
3. Conic(A, B, C, B', C') → e_S
4. TriangleCenter(A, B, C, 4) → H
5. Line(G, H) → r_E
6. Circle(M_C, M_A, M_B) → c9p
7. Incircle(A, B, C) → d
8. Circle(A, B, C) → ω
9. Line(P, B) → p_B
10. Line(P, C) → p_C
11. Line(C, B) → r_A
12. Line(P, A) → p_A
13. Intersect(r_A, p_A) → P_A
14. Line(A, B) → r_C
15. Intersect(r_C, p_C) → P_C
16. Line(C, A) → r_B
17. Intersect(r_B, p_B) → P_B
18. Circle(P_A, P_B, P_C) → Ω
19. Center(Ω) → R
20. OrthogonalLine(R, r_C) → s_C
21. OrthogonalLine(R, r_B) → s_B
22. OrthogonalLine(R, r_A) → s_A
23. TriangleCenter(A, B, C, 7) → Ge
24. TriangleCenter(A, B, C, 8) → Na
25. Line(Ge, Na) → rGN
26. AngularBisector(C, B, A) → b_B
27. AngularBisector(B, A, C) → b_A
28. Intersect(b_A, b_B) → I
29. Polygon(A, B, C) → polígono1, c, a, b
30. Segment(A, P) → f
31. Segment(P, B) → g
32. Segment(P, C) → h
33. AngularBisector(A, C, B) → b_C
34. Mirror(P_A, s_A) → Q_A
35. Line(Q_A, A) → q_A
36. Mirror(P_B, s_B) → Q_B
37. Line(Q_B, B) → q_B
38. Intersect(q_B, q_A) → Q
39. Segment(Q, A) → i
40. Segment(Q, B) → j
41. Segment(Q, C) → k
42. TriangleCenter(A, B, C, 3) → M
43. Mirror(P_C, s_C) → Q_C
44. Line(Q_C, C) → q_C
45. Segment(A, P_A) → pa
46. Segment(B, P_B) → pb
47. Segment(C, P_C) → pc
48. Segment(A, Q_A) → qa
49. Segment(B, Q_B) → qb
50. Segment(C, Q_C) → qc
51. Segment(Q, P) → n
52. Line(A, Vector[OrthogonalVector[Vector[A, I]]]) → be_A
53. Line(B, Vector[OrthogonalVector[Vector[B, I]]]) → be_B
54. Line(C, Vector[OrthogonalVector[Vector[C, I]]]) → be_C
55. Intersect(be_B, be_C) → I_A
56. Intersect(be_A, be_C) → I_B
57. Intersect(be_A, be_B) → I_C
58. Circle(I_A, ClosestPoint[r_A, I_A]) → c_A
59. Circle(I_C, ClosestPoint[r_C, I_C]) → c_C
60. Circle(I_B, ClosestPoint[r_B, I_B]) → c_B
61. Mirror(A, G) → A'
62. Radius(d) → r
63. PathParameter(P) → e
64. Intersect(e_S, ω, 3) → S