BOX Problem -from spreadsheet to graph

Create list of points to graph them

H' 

 E' 

x( Vol )

b

y( Vol )

α = 0.5235987755982988 rad (slider from 0 to 6.283185307179586, step 0.017453292519943295)
D' = (6.665023996065965, 11.412493468750814)
D = (-8.855758174133902, 9.524208397598901)
C = Point(Circle[D, 4.0])
b = 1.8 (slider from 0 to 1.8, step 0.05)
X' = Dilate(D, b / 4.0, C)
X = Dilate(C, b / 4.0, D)
C' = Point(Circle[D', Distance[X, X']])
b_2 = Line(C', xAxis)
K = Point(b_2)
a = Segment(D, C)
c_4 = OrthogonalLine(D, a)
d = OrthogonalLine(C, a)
e = Circle(D, 5.0)
A = Intersect(e, c_4, 1.0)
f = Circle(C, 5.0)
B = Intersect(f, d, 1.0)
g = Segment(D, A)
h = Segment(A, B)
i = Segment(B, C)
k = Circle(D, 4.0)
C'_1 = Intersect(k, g, 1.0)
Y = Dilate(C'_1, b / 4.0, D)
p = Circle(A, 4.0)
C'' = Intersect(p, g, 1.0)
Y' = Dilate(C'', b / 4.0, A)
j = OrthogonalLine(X, a)
l = OrthogonalLine(X', a)
m = OrthogonalLine(Y, g)
n = OrthogonalLine(Y', g)
E = Intersect(j, h)
F = Intersect(l, h)
mnogokotnik1, G, e_1, f_1, x' = Polygon(X, E, F, X')
H = Intersect(m, i)
I = Intersect(n, i)
mnogokotnik2, J, y', i_1, h_1 = Polygon(Y, Y', I, H)
q = Segment(D', C')
L' = Rotate(K, -(α), D')
β = Angle(L', D', C')
r = Line(D', L')
s = Circle(D', Distance[Y, Y'])
A' = Intersect(s, r, 2.0)
razdaljaD'A' = Distance(D', A')
t = Line(C', r)
a_1 = Line(A', q)
B' = Intersect(t, a_1)
mnogokotnik3, m_1, n_1, l_1, k_1 = Polygon(A', B', C', D')
b_1 = OrthogonalLine(D', q)
c_1 = OrthogonalLine(C', q)
d_1 = Line(A', b_1)
g_1 = Line(B', d_1)
j_1 = Segment(Y, H)
p_1 = Segment(X, E)
O = Intersect(j_1, p_1)
q_1 = Circle(D', Distance[X, O])
H' = Intersect(q_1, b_1, 2.0)
r_1 = Line(H', l_1)
s_1 = Line(H', k_1)
G' = Intersect(c_1, r_1)
t_1 = Line(G', n_1)
F' = Intersect(g_1, t_1)
a_2 = Line(F', m_1)
E' = Intersect(d_1, s_1)
mnogokotnik4, p_2, k_2, l_2, q_2 = Polygon(H', D', C', G')
mnogokotnik5, k_3, p_3, s_2, m_2 = Polygon(D', H', E', A')
mnogokotnik6, s_3, r_2, n_2, m_3 = Polygon(E', F', B', A')
mnogokotnik7, n_3, l_3, q_3, r_3 = Polygon(B', C', G', F')
c_2 = OrthogonalLine(C', b_2)
d_2 = OrthogonalLine(A', b_2)
e_2 = Circle(C', Distance[A, E])
L = Intersect(e_2, c_2, 2.0)
f_2 = Line(L, r)
M = Intersect(d_2, f_2)
V_1: (4.0 - 2.0 * b) * (5.0 - 2.0 * b) * b
razdaljaA'B' = Distance(A', B')
Vol: (b, V_1)
TekstA'B': "\overline{" + (Name[A']) + (Name[B']) + "} \, = \, " + razdaljaA'B'
N = Intersect(f_1, j_1)
g_2 = LineBisector(N, X')
P = Intersect(g_2, f_1)
tekst1: b + ""
h_2 = Segment(X', N)
i_2 = Segment(N, H)
j_2 = Segment(N, H)
Q = Intersect(y', f_1)
R = Intersect(G, p_1)
S = Intersect(y', p_1)
T = Intersect(h_1, j_1)
U = Intersect(G, p_1)
W = Intersect(G, p_1)
Z = Intersect(h_1, j_1)
A_1 = Intersect(G, p_1)
B_1 = Intersect(h_1, j_1)
C_1 = Intersect(h_1, j_1)
D_1 = Intersect(G, p_1)
E_1 = Intersect(G, p_1)
F_1 = Intersect(h_1, j_1)
G_1 = Intersect(G, p_1)
H_1 = Intersect(h_1, j_1)
I_1 = Intersect(h_1, j_1)
t_2 = Segment(Q, I)
a_3 = Segment(Q, F)
b_3 = LineBisector(D', H')
J_1 = Intersect(b_3, p_2)
TekstKM: "\overline{" + (Name[D']) + (Name[A']) + "} \, = \, " + razdaljaD'A'
c_3 = Segment(E, S)
d_3 = Segment(Y', S)
K_1 = Intersect(h_1, j_1)
L_1 = Intersect(h_1, j_1)
M_1 = Intersect(G, p_1)
tekst2: "\overline{" + (Name[D']) + (Name[H']) + "} \, = \, " + b
tekst3: "\overline{" + (Name[D']) + (Name[H']) + "} \, = \, " + b
a': razdaljaA'B'
b': razdaljaD'A'
c': b
tekst6: "x = " + b
C2 = 0.05
A2 = 0.05
B2 = 0.9555
C3 = 0.1
A3 = 0.1
B3 = 1.8239999999999998
C4 = 0.15
A4 = 0.15
B4 = 2.6085
C5 = 0.2
A5 = 0.2
B5 = 3.312
C6 = 0.25
A6 = 0.25
B6 = 3.9375
C7 = 0.3
A7 = 0.3
B7 = 4.488
C8 = 0.35
A8 = 0.35
B8 = 4.9665
C9 = 0.4
A9 = 0.4
B9 = 5.376000000000001
C10 = 0.45
A10 = 0.45
B10 = 5.7195
C11 = 0.5
A11 = 0.5
B11 = 6
C12 = 0.55
A12 = 0.55
B12 = 6.2204999999999995
C13 = 0.5
A13 = 0.5
B13 = 6
D1 = 0.5
E1 = 6
D2 = 0.55
E2 = 6.2204999999999995
D3 = 0.6
E3 = 6.3839999999999995
D4 = 0.7
E4 = 6.5520000000000005
D5 = 0.75
E5 = 6.5625
D6 = 0.85
E6 = 6.451499999999999
D7 = 0.9
E7 = 6.336000000000001
D8 = 0.95
E8 = 6.184500000000001
D9 = 1
E9 = 6
D10 = 1.05
E10 = 5.7855
D11 = 1.1
E11 = 5.544
D12 = 1.15
E12 = 5.2785
D13 = 1.2
E13 = 4.992
D14 = 1.25
E14 = 4.6875
D15 = 1.3
E15 = 4.368
D16 = 1.35
E16 = 4.036499999999999
D17 = 1.4
E17 = 3.6960000000000006
D18 = 1.45
E18 = 3.349500000000001
D19 = 1.5
E19 = 3
D20 = 1.55
E20 = 2.6504999999999996
D21 = 1.6
E21 = 2.3039999999999994
D22 = 1.65
E22 = 1.9635000000000005
D23 = 1.7
E23 = 1.6320000000000003
D24 = 1.75
E24 = 1.3125
D25 = 1.8
E25 = 1.0079999999999998
D26 = 1.75
E26 = 1.3125
D27 = 1.7
E27 = 1.6320000000000003
D28 = 1.65
E28 = 1.9635000000000005
D29 = 1.6
E29 = 2.3039999999999994
D30 = 1.55
E30 = 2.6504999999999996
D31 = 1.4
E31 = 3.6960000000000006
D32 = 1.3
E32 = 4.368
D33 = 1.15
E33 = 5.2785
D34 = 0.95
E34 = 6.184500000000001
D35 = 0.75
E35 = 6.5625
D36 = 0.5
E36 = 6
D37 = 0.3
E37 = 4.488
D38 = 0.15
E38 = 2.6085
D39 = 0
E39 = 0
D40 = 0.1
E40 = 1.8239999999999998
D41 = 0.25
E41 = 3.9375
D42 = 0.5
E42 = 6
D43 = 0.75
E43 = 6.5625
D44 = 0.95
E44 = 6.184500000000001
D45 = 1.15
E45 = 5.2785
D46 = 1.3
E46 = 4.368
D47 = 1.4
E47 = 3.6960000000000006
D48 = 1.5
E48 = 3
D49 = 1.55
E49 = 2.6504999999999996
D50 = 1.6
E50 = 2.3039999999999994
D51 = 1.75
E51 = 1.3125
D52 = 1.8
E52 = 1.0079999999999998
D53 = 1.75
E53 = 1.3125
D54 = 1.65
E54 = 1.9635000000000005
D55 = 1.6
E55 = 2.3039999999999994
D56 = 1.55
E56 = 2.6504999999999996
D57 = 1.5
E57 = 3
D58 = 1.45
E58 = 3.349500000000001
D59 = 1.4
E59 = 3.6960000000000006
D60 = 1.45
E60 = 3.349500000000001
D61 = 1.5
E61 = 3
D62 = 1.55
E62 = 2.6504999999999996
D63 = 1.6
E63 = 2.3039999999999994
D64 = 1.65
E64 = 1.9635000000000005
D65 = 1.7
E65 = 1.6320000000000003
D66 = 1.75
E66 = 1.3125
D67 = 1.8
E67 = 1.0079999999999998
P_1: (D1, E1)
P_2: (D2, E2)
P_3: (D3, E3)
P_4: (D4, E4)
P_5: (D5, E5)
P_6: (D6, E6)
P_7: (D7, E7)
P_8: (D8, E8)
P_9: (D9, E9)
P_{10}: (D10, E10)
P_{11}: (D11, E11)
P_{12}: (D12, E12)
P_{13}: (D13, E13)
P_{14}: (D14, E14)
P_{15}: (D15, E15)
P_{16}: (D16, E16)
P_{17}: (D17, E17)
P_{18}: (D18, E18)
P_{19}: (D19, E19)
P_{20}: (D20, E20)
P_{21}: (D21, E21)
P_{22}: (D22, E22)
P_{23}: (D23, E23)
P_{24}: (D24, E24)
P_{25}: (D25, E25)
P_{26}: (D26, E26)
P_{27}: (D27, E27)
P_{28}: (D28, E28)
P_{29}: (D29, E29)
P_{30}: (D30, E30)
P_{31}: (D31, E31)
P_{32}: (D32, E32)
P_{33}: (D33, E33)
P_{34}: (D34, E34)
P_{35}: (D35, E35)
P_{36}: (D36, E36)
P_{37}: (D37, E37)
P_{38}: (D38, E38)
P_{39}: (D39, E39)
P_{40}: (D40, E40)
P_{41}: (D41, E41)
P_{42}: (D42, E42)
P_{43}: (D43, E43)
P_{44}: (D44, E44)
P_{45}: (D45, E45)
P_{46}: (D46, E46)
P_{47}: (D47, E47)
P_{48}: (D48, E48)
P_{49}: (D49, E49)
P_{50}: (D50, E50)
P_{51}: (D51, E51)
P_{52}: (D52, E52)
P_{53}: (D53, E53)
P_{54}: (D54, E54)
P_{55}: (D55, E55)
P_{56}: (D56, E56)
P_{57}: (D57, E57)
P_{58}: (D58, E58)
P_{59}: (D59, E59)
P_{60}: (D60, E60)
P_{61}: (D61, E61)
P_{62}: (D62, E62)
P_{63}: (D63, E63)
P_{64}: (D64, E64)
P_{65}: (D65, E65)
P_{66}: (D66, E66)
P_{67}: (D67, E67)
list1: {P_1, P_2, P_3, P_4, P_5, P_6, P_7, P_8, P_9, P_{10}, P_{11}, P_{12}, P_{13}, P_{14}, P_{15}, P_{16}, P_{17}, P_{18}, P_{19}, P_{20}, P_{21}, P_{22}, P_{23}, P_{24}, P_{25}, P_{26}, P_{27}, P_{28}, P_{29}, P_{30}, P_{31}, P_{32}, P_{33}, P_{34}, P_{35}, P_{36}, P_{37}, P_{38}, P_{39}, P_{40}, P_{41}, P_{42}, P_{43}, P_{44}, P_{45}, P_{46}, P_{47}, P_{48}, P_{49}, P_{50}, P_{51}, P_{52}, P_{53}, P_{54}, P_{55}, P_{56}, P_{57}, P_{58}, P_{59}, P_{60}, P_{61}, P_{62}, P_{63}, P_{64}, P_{65}, P_{66}, P_{67}}