De rechte van Pascal
Author: Luc Gheysens

STELLING VAN PASCAL

A_1 = (-0.34, 0.14)
B_1 = (6.640000000000001, 2.2800000000000002)
B = (7.166133647182563, 3.034649453372706)
c = Ellipse(A_1, B_1, B)
A = Point(c)
C = Point(c)
E = Point(c)
F = Point(c)
D = Point(c)
a = Line(A, B)
b = Line(B, C)
d = Line(C, D)
e = Line(D, E)
f = Line(E, F)
K = Intersect(a, e)
L = Intersect(b, f)
g = Line(F, A)
M = Intersect(d, g)
G = (3.794338015611918, 6.032573402263455)
h = Line(A, G)
H = (7.567237071009915, 7.043171363530775)
i = Line(B, H)
j = Segment(A, B)
k = Segment(B, C)
l = Segment(C, D)
m = Segment(D, E)
n = Segment(E, F)
p = Segment(F, A)
q = Segment(A, B)
I = (3.705127434775019, 6.119459338344647)
r = Line(A, I)
J = (5.184832989355056, 5.693103500584297)
s = Line(B, J)
S = Intersect(r, s)
t = Line(M, L)