Draht 1

Draht 2

Draht 3

Draht 4

Draht 5

Draht 6

Vektorsumme

α = 2
G = (-0.3075203865901531, -1.8211134601832286)
A = (-0.32, -2.78)
B = (1, -2)
Vieleck1, a, b, c, d, e, f, C, D, E, F = Polygon(A, B, 6.0)
g = Circle(D, G)
r_GD: (x(G) - x(D))^(2.0) + (y(G) - y(D))^(2.0) / α
H: (x(G) + (y(G) - y(D)) / r_GD, y(G) - (x(G) - x(D)) / r_GD)
u = Vector(G, H)
h = Circle(A, G)
r_GA: (x(G) - x(A))^(2.0) + (y(G) - y(A))^(2.0) / α
I: (x(G) + (y(G) - y(A)) / r_GA, y(G) - (x(G) - x(A)) / r_GA)
v = Vector(G, I)
r_GB: (x(G) - x(B))^(2.0) + (y(G) - y(B))^(2.0) / α
J: (x(G) + (y(G) - y(B)) / r_GB, y(G) - (x(G) - x(B)) / r_GB)
k = Circle(B, G)
w = Vector(G, J)
r_GF: (x(G) - x(F))^(2.0) + (y(G) - y(F))^(2.0) / α
K: (x(G) + (y(G) - y(F)) / r_GF, y(G) - (x(G) - x(F)) / r_GF)
p = Circle(F, G)
z = Vector(G, K)
q = Circle(E, G)
r = Circle(C, G)
r_GC: (x(G) - x(C))^(2.0) + (y(G) - y(C))^(2.0) / α
r_GE: (x(G) - x(E))^(2.0) + (y(G) - y(E))^(2.0) / α
L: (x(G) + (y(G) - y(C)) / r_GC, y(G) - (x(G) - x(C)) / r_GC)
i = Vector(G, L)
M: (x(G) + (y(G) - y(E)) / r_GE, y(G) - (x(G) - x(E)) / r_GE)
j = Vector(G, M)
N = (-2.88, -5.6000000000000005)
N' = Translate(N, v)
l = Vector(N, N')
N'' = Translate(N', w)
m = Vector(N', N'')
N''' = Translate(N'', i)
n = Vector(N'', N''')
O = Translate(N''', u)
s = Vector(N''', O)
O' = Translate(O, j)
t = Vector(O, O')
O'' = Translate(O', z)
u_1 = Vector(O', O'')
o = false
a_1 = false
b_1 = false
c_1 = false
d_1 = false
e_1 = false
f_1 = false