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← Pohybuj →

Stred afinity

A = (2.067953519692601, 0.7402394362015343, 0)
B = (2.4487384894631035, -4.042205078199551, -0.03427737888700122)
C = (9.635368002762775, -1.4154389304085768)
m = Line(B, A)
f_1 = Line(B, C)
g_1 = Line(C, m)
h_1 = Line(A, f_1)
E = Intersect(g_1, h_1)
D: E
q = Plane(A, D, C)
q2, a, b, c, d = Polygon(A, B, C, D)
H = (-6.163689733052243, 2.570614349545977, 0)
K = (-0.2902635779143665, -5.02666904021882, 0.7088795220814585)
L = (-3.15511500834223, 1.7230435700033269, 4.824965465746956)
I: L
p = Plane(H, K, I)
Pôdorys = (-7.678283436834951, -6.214330972487289, -0.8498005557876844)
f = OrthogonalLine(Pôdorys, xOyPlane)
F = Point(f)
i = Line(F, A)
A' = Intersect(i, p)
j = Line(F, B)
B' = Intersect(j, p)
k = Line(F, C)
C' = Intersect(k, p)
l = Line(F, D)
D' = Intersect(l, p)
q1, j_1, k_1, l_1, n = Polygon(B', C', D', A')
r = Line(B', C')
s = Line(A', D')
U = Intersect(s, r)
t = Line(F, U)
e = Line(A, D)