λ_1 = 4.05 (slider from 0.05 to 10, step 0.05)
k_1: ((2 * pi)) / λ_1
k_2: (2 * k_1)
k_3: (3 * k_1)
k_4: (4 * k_1)
k_5: (5 * k_1)
f = Segment((k_1, 0), (k_1, 1))
g = Segment((k_2, 0), (k_2, 1))
h = Segment((k_3, 0), (k_3, 1))
i = Segment((k_4, 0), (k_4, 1))
j = Segment((k_5, 0), (k_5, 1))
A_1 = Point(f)
A_2 = Point(g)
A_3 = Point(h)
A_4 = Point(i)
A_5 = Point(j)
k = Segment((k_1, 0), A_1)
l = Segment((k_2, 0), A_2)
m = Segment((k_3, 0), A_3)
n = Segment((k_4, 0), A_4)
p = Segment((k_5, 0), A_5)
φ_1 = 0 (slider from 0 to (2 * pi), step pi / 12)
φ_{2} = 0 (slider from 0 to (2 * pi), step pi / 12)
φ_{3} = 0 (slider from 0 to (2 * pi), step pi / 12)
φ_{4} = 0 (slider from 0 to (2 * pi), step pi / 12)
φ_{5} = 0 (slider from 0 to (2 * pi), step pi / 12)
f_1(x) = (k * sin((k_1 * x) - φ_1))
f_2(x) = (l * sin((k_2 * x) - φ_{2}))
f_3(x) = (m * sin((k_3 * x) - φ_{3}))
f_4(x) = (n * sin((k_4 * x) - φ_{4}))
f_5(x) = (p * sin((k_5 * x) - φ_{5}))
f_{total}(x) = f_1(x) + f_2(x) + f_3(x) + f_4(x) + f_5(x)