$ \vec{AB} $ と $ \vec{CD} $ を合成してみよう！

A = (-18.31246347376816, 15.192510310231178)
B = (0.7793540250979573, 18.025072323199826)
C = (3.733713339539832, 11.847775574821355)
D = (22.71323378383309, 22.143270155452136)
E = (-13.961801532840877, 0.5255430253806507)
F = (7.078348715166934, 11.251894132208163)
ベクトルAB = Vector(A, B)
ベクトルCD = Vector(C, D)
a = Line(E, ベクトルAB)
b = Line(F, ベクトルCD)
G = Intersect(a, b)
c = Line(B, G)
d = Line(A, c)
e = Line(C, G)
f = Line(D, e)
I = Intersect(b, f)
H = Intersect(a, d)
J = (25, 10)
g = Line(J, I)
w = Vector(H, I)
h = Line(J, w)
i = Line(H, g)
K = Intersect(h, i)
D' = Translate(D, ベクトルAB)
Vector1 = Vector(D, D')
ベクトルの合成 = Vector(K, J)
C' = Translate(C, ベクトルの合成)
VectorR = Vector(C, C')