O: (0, 0)
t = 3.9099999999999975
T: (t, 0)
h_2 = OrthogonalLine(T, xAxis)
g(x) = x - 1
B = Intersect(g, h_2, (3.9099999999999975, 2.9099999999999975))
a = 0.1
h(x) = ((a * (x + 2)) * (x - 3))
A = Intersect(h, h_2)
f_s = Segment(A, T)
g_s = Segment(T, B)
i = Segment(O, T)
j = OrthogonalLine(T, xAxis)
f(x) = g(x) / h(x)
P: (t, f(t))
k = Segment(P, T)
Text1: "q(x)=" + (LaTeX[f]) + ""
E = Point(yAxis)
l = OrthogonalLine(E, yAxis)
C = Intersect(g, l)
D = Intersect(g, l, 1)
m = OrthogonalLine(C, xAxis)
G: (x(D), 1 / h(x(D)))
n = OrthogonalLine(G, m)
H, I = Intersect(h, l)
F: (x(I), g(x(I)))
p = OrthogonalLine(I, xAxis)
K = Intersect(p, xAxis)
q_1 = Segment(F, K)
r = OrthogonalLine(F, yAxis)
as_1: x = -2
as_2: x = 3
J: (x(G), 0)
s = Segment(J, G)
b = Segment(J, G)
Z_1 = Root(g)
N_1, N_2 = Root(h)
c = OrthogonalLine(N_2, xAxis)
d = OrthogonalLine(Z_1, xAxis)
e = OrthogonalLine(N_1, xAxis)
Strich1 = PolyLine((3.91, -0.045000000000000505), (NaN, NaN), (3.91, -0.045000000000000505), (3.6350000000000002, -0.42000000000000237), (3.5100000000000002, -0.6450000000000035), (3.4850000000000003, -0.745000000000004), (3.4600000000000004, -0.8200000000000043), (3.41, -0.9200000000000048), (3.3850000000000002, -0.9950000000000052), (3.3100000000000005, -1.0950000000000057), (3.2600000000000002, -1.2200000000000062), (3.1850000000000005, -1.2950000000000066), (3.1350000000000002, -1.3950000000000071), (3.0850000000000004, -1.4700000000000075), (3.1350000000000002, -1.3950000000000071), (NaN, NaN), (4.41, -0.2450000000000015), (NaN, NaN), (4.41, -0.2450000000000015), (4.1850000000000005, -0.6200000000000033), (4.085, -0.7950000000000041), (4.0600000000000005, -0.8700000000000045), (4.010000000000001, -0.945000000000005), (3.9850000000000003, -1.0200000000000053), (3.8850000000000002, -1.170000000000006), (3.8350000000000004, -1.2450000000000063), (3.785, -1.3200000000000067), (3.7350000000000003, -1.4200000000000073), (3.6850000000000005, -1.4950000000000077), (3.6350000000000002, -1.5950000000000082), (3.5850000000000004, -1.6700000000000086), (3.535, -1.770000000000009), (3.4850000000000003, -1.8450000000000093), (3.4600000000000004, -1.9450000000000098), (3.41, -2.0200000000000102), (3.3850000000000002, -2.0950000000000104), (3.3350000000000004, -2.195000000000011), (3.285, -2.2700000000000116), (NaN, NaN), (4.735, -0.4700000000000026), (NaN, NaN), (4.735, -0.4700000000000026), (4.3100000000000005, -1.170000000000006), (4.0600000000000005, -1.7200000000000086), (4.010000000000001, -1.8450000000000093), (3.9600000000000004, -1.97000000000001), (3.91, -2.0700000000000105), (3.8600000000000003, -2.170000000000011), (3.8350000000000004, -2.2700000000000116), (3.785, -2.370000000000012), (3.7350000000000003, -2.4450000000000123), (3.7100000000000004, -2.5200000000000125), (3.66, -2.595000000000013), (3.6350000000000002, -2.6700000000000133), (3.5850000000000004, -2.795000000000014), (3.5100000000000002, -2.8950000000000147), (3.4600000000000004, -2.995000000000015), (3.4350000000000005, -3.0700000000000154), (NaN, NaN), (4.8100000000000005, -1.2200000000000062), (NaN, NaN), (4.8100000000000005, -1.2200000000000062), (4.4350000000000005, -1.8450000000000093), (4.235, -2.195000000000011), (4.1850000000000005, -2.2950000000000115), (4.135000000000001, -2.395000000000012), (4.085, -2.4950000000000125), (4.035, -2.595000000000013), (3.9850000000000003, -2.7200000000000135), (3.9350000000000005, -2.820000000000014), (3.8850000000000002, -2.9200000000000146), (3.8350000000000004, -3.045000000000015), (3.785, -3.1450000000000156), (3.7600000000000002, -3.245000000000016), (3.7100000000000004, -3.3450000000000166), (3.66, -3.445000000000017), (3.6350000000000002, -3.520000000000018), (3.5850000000000004, -3.6450000000000182), (3.535, -3.7200000000000184), (NaN, NaN), (5.16, -1.570000000000008), (NaN, NaN), (5.16, -1.570000000000008), (4.835000000000001, -2.0950000000000104), (4.735, -2.245000000000011), (4.66, -2.3450000000000117), (4.61, -2.4450000000000123), (4.535, -2.5700000000000127), (4.46, -2.6950000000000136), (4.385000000000001, -2.8450000000000144), (4.3100000000000005, -2.995000000000015), (4.235, -3.1450000000000156), (4.1850000000000005, -3.2950000000000164), (4.11, -3.445000000000017), (4.035, -3.5700000000000176), (3.9850000000000003, -3.6950000000000185), (3.9350000000000005, -3.820000000000019), (3.91, -3.8950000000000196), (3.8350000000000004, -3.9700000000000197), (NaN, NaN), (5.235, -0.39500000000000224), (NaN, NaN), (5.235, -0.39500000000000224), (4.86, -0.9950000000000052), (4.61, -1.5200000000000078), (4.5600000000000005, -1.6450000000000085), (4.510000000000001, -1.7450000000000088), (4.4350000000000005, -1.8200000000000092), true)
Strich2 = PolyLine((1.7350000000000003, 2.0050000000000097), (NaN, NaN), (1.7350000000000003, 2.0050000000000097), (1.4850000000000003, 1.3550000000000064), (1.3850000000000002, 1.1800000000000055), (1.3350000000000002, 1.080000000000005), (1.3100000000000003, 1.0050000000000046), (1.2350000000000003, 0.9050000000000041), (1.1850000000000003, 0.8300000000000038), (1.1600000000000001, 0.7550000000000034), (1.0850000000000002, 0.6300000000000028), (1.0350000000000001, 0.5300000000000024), (1.0100000000000002, 0.45500000000000196), (0.9600000000000002, 0.38000000000000156), (1.0350000000000001, 0.4050000000000017), (NaN, NaN), (2.285, 1.9800000000000095), (NaN, NaN), (2.285, 1.9800000000000095), (1.9600000000000002, 1.3300000000000063), (1.8350000000000002, 1.1300000000000052), (1.7850000000000001, 1.0300000000000047), (1.7100000000000002, 0.9300000000000043), (1.6600000000000001, 0.8300000000000038), (1.5850000000000002, 0.7300000000000033), (1.5350000000000001, 0.6550000000000029), (1.4850000000000003, 0.5800000000000025), (1.4350000000000003, 0.5050000000000022), (1.4100000000000001, 0.4300000000000018), (1.3350000000000002, 0.33000000000000135), (1.2850000000000001, 0.25500000000000095), (NaN, NaN), (2.4850000000000003, 1.6050000000000075), (NaN, NaN), (2.4850000000000003, 1.6050000000000075), (2.1350000000000002, 0.9550000000000044), (2.0100000000000002, 0.8050000000000037), (1.9600000000000002, 0.7300000000000033), (1.8850000000000002, 0.6050000000000026), (1.7850000000000001, 0.4800000000000021), (1.7100000000000002, 0.38000000000000156), (1.6850000000000003, 0.3050000000000012), (1.6350000000000002, 0.23000000000000084), (1.5850000000000002, 0.15500000000000047), (NaN, NaN), (2.66, 1.280000000000006), (NaN, NaN), (2.66, 1.280000000000006), (2.3350000000000004, 0.5550000000000025), (2.2100000000000004, 0.3550000000000015), (2.185, 0.2800000000000011), (2.1350000000000002, 0.1800000000000006), (2.0850000000000004, 0.10500000000000023), (NaN, NaN), (2.7350000000000003, 0.680000000000003), (NaN, NaN), (2.7350000000000003, 0.680000000000003), (NaN, NaN), (2.2100000000000004, 4.03000000000002), (NaN, NaN), (2.2100000000000004, 4.03000000000002), (1.7100000000000002, 3.3550000000000164), (1.4850000000000003, 2.8800000000000137), (1.4100000000000001, 2.755000000000013), (1.3600000000000003, 2.6550000000000127), (1.3100000000000003, 2.5300000000000122), (1.2600000000000002, 2.4300000000000117), (1.2100000000000002, 2.355000000000011), (1.1850000000000003, 2.255000000000011), (1.1600000000000001, 2.1550000000000105), (NaN, NaN), (2.5850000000000004, 3.705000000000018), (NaN, NaN), (2.5850000000000004, 3.705000000000018), (1.9600000000000002, 2.8800000000000137), (1.8600000000000003, 2.680000000000013), (1.7850000000000001, 2.555000000000012), (1.7350000000000003, 2.4300000000000117), (1.6850000000000003, 2.330000000000011), (1.6600000000000001, 2.2050000000000107), (1.6100000000000003, 2.10500000000001), (1.5850000000000002, 2.0300000000000096), (1.5600000000000003, 1.9550000000000094), (1.5350000000000001, 1.880000000000009), (NaN, NaN), (2.6850000000000005, 3.4300000000000166), (NaN, NaN), (2.6850000000000005, 3.4300000000000166), (2.3350000000000004, 2.7300000000000133), (2.2100000000000004, 2.330000000000011), (2.185, 2.255000000000011), (2.16, 2.1800000000000104), (2.1350000000000002, 2.05500000000001), (2.1100000000000003, 1.9800000000000095), (NaN, NaN), (2.6850000000000005, 3.0300000000000145), (NaN, NaN), (2.6850000000000005, 3.0300000000000145), (2.31, 1.9300000000000093), (2.2100000000000004, 1.505000000000007), true)
Strich3 = PolyLine((-1.2149999999999999, -0.09500000000000075), (NaN, NaN), (-1.2149999999999999, -0.09500000000000075), (-1.39, -0.3700000000000021), (-1.54, -0.6450000000000035), (-1.615, -0.745000000000004), (-1.665, -0.8450000000000044), (-1.7149999999999999, -0.9200000000000048), (-1.765, -0.9950000000000052), (-1.79, -1.0700000000000056), (-1.8399999999999999, -1.145000000000006), true)
Strich4 = PolyLine((-0.6149999999999999, -0.045000000000000505), (NaN, NaN), (-0.6149999999999999, -0.045000000000000505), (-0.8399999999999999, -0.32000000000000184), (-0.9899999999999999, -0.6200000000000033), (-1.065, -0.745000000000004), (-1.0899999999999999, -0.8200000000000043), (-1.1649999999999998, -0.945000000000005), (-1.24, -1.0450000000000055), (-1.29, -1.1200000000000059), (-1.39, -1.2450000000000063), (-1.44, -1.3450000000000069), (-1.49, -1.4200000000000073), (-1.565, -1.5200000000000078), (-1.615, -1.5950000000000082), (-1.69, -1.6950000000000087), (-1.74, -1.795000000000009), (-1.79, -1.8700000000000094), (-1.8399999999999999, -1.9450000000000098), (-1.865, -2.0200000000000102), (-1.89, -2.1200000000000108), (NaN, NaN), (-0.3149999999999999, -0.2450000000000015), (NaN, NaN), (-0.3149999999999999, -0.2450000000000015), (-0.7399999999999999, -0.8700000000000045), (-0.9149999999999999, -1.170000000000006), (-0.9649999999999999, -1.2700000000000065), (-1.0399999999999998, -1.3950000000000071), (-1.115, -1.4950000000000077), (-1.1649999999999998, -1.6200000000000083), (-1.24, -1.7450000000000088), (-1.29, -1.8950000000000096), (-1.365, -2.0200000000000102), (-1.415, -2.1450000000000107), (-1.4649999999999999, -2.2700000000000116), (-1.515, -2.395000000000012), (-1.565, -2.4950000000000125), (-1.5899999999999999, -2.595000000000013), (-1.615, -2.6950000000000136), (-1.64, -2.770000000000014), (-1.665, -2.8700000000000143), (NaN, NaN), (0.2600000000000002, -0.145000000000001), (NaN, NaN), (0.2600000000000002, -0.145000000000001), (-0.06499999999999986, -0.745000000000004), (-0.46499999999999986, -1.3450000000000069), (-0.5399999999999999, -1.4950000000000077), (-0.6399999999999999, -1.6450000000000085), (-0.7399999999999999, -1.795000000000009), (-0.815, -1.9450000000000098), (-0.9149999999999999, -2.1200000000000108), (-0.9899999999999999, -2.2700000000000116), (-1.065, -2.395000000000012), (-1.14, -2.5200000000000125), (-1.19, -2.6450000000000133), (-1.24, -2.745000000000014), (-1.265, -2.820000000000014), (-1.315, -2.9200000000000146), (NaN, NaN), (0.5850000000000002, -0.44500000000000245), (NaN, NaN), (0.5850000000000002, -0.44500000000000245), (0.28500000000000014, -1.1200000000000059), (0.08500000000000014, -1.4950000000000077), (0.010000000000000142, -1.6200000000000083), (-0.08999999999999986, -1.770000000000009), (-0.26499999999999985, -2.0700000000000105), (-0.33999999999999986, -2.2200000000000113), (-0.4399999999999999, -2.395000000000012), (-0.5399999999999999, -2.545000000000013), (-0.6399999999999999, -2.6950000000000136), (-0.7149999999999999, -2.8450000000000144), (-0.815, -2.995000000000015), (-0.8899999999999999, -3.1200000000000156), (-0.9649999999999999, -3.245000000000016), (-1.0399999999999998, -3.370000000000017), (-1.0899999999999999, -3.4950000000000174), (-1.1649999999999998, -3.595000000000018), (-1.2149999999999999, -3.670000000000018), (-1.265, -3.7450000000000188), (-1.3399999999999999, -3.820000000000019), (NaN, NaN), (0.6100000000000002, -1.3450000000000069), (NaN, NaN), (0.6100000000000002, -1.3450000000000069), (0.23500000000000015, -2.0200000000000102), (0.08500000000000014, -2.2950000000000115), (0.010000000000000142, -2.395000000000012), (-0.03999999999999986, -2.4950000000000125), (-0.13999999999999987, -2.6950000000000136), (-0.18999999999999986, -2.795000000000014), (-0.26499999999999985, -2.8950000000000147), (-0.3149999999999999, -2.995000000000015), (-0.3899999999999999, -3.0950000000000153), (-0.4399999999999999, -3.220000000000016), (-0.5149999999999999, -3.3200000000000167), (-0.5649999999999998, -3.4200000000000172), (-0.69, -3.595000000000018), (-0.7399999999999999, -3.670000000000018), (-0.815, -3.795000000000019), (-0.8649999999999999, -3.870000000000019), (NaN, NaN), (0.7600000000000002, -2.04500000000001), (NaN, NaN), (0.7600000000000002, -2.04500000000001), (0.41000000000000014, -2.820000000000014), (-0.03999999999999986, -3.7700000000000187), (-0.08999999999999986, -3.9200000000000195), (-0.13999999999999987, -4.04500000000002), (-0.18999999999999986, -4.195000000000021), (-0.23999999999999988, -4.320000000000022), (-0.26499999999999985, -4.420000000000022), (-0.28999999999999987, -4.520000000000023), (-0.33999999999999986, -4.620000000000023), true)
Strich5 = PolyLine((-2.14, 0.7050000000000032), (NaN, NaN), (-2.14, 0.7050000000000032), (-2.3649999999999998, 0.5800000000000025), (-2.515, 0.4300000000000018), (-2.565, 0.3550000000000015), (-2.64, 0.3050000000000012), (-2.69, 0.23000000000000084), (-2.74, 0.15500000000000047), (NaN, NaN), (-2.09, 1.7300000000000082), (NaN, NaN), (-2.09, 1.7300000000000082), (-2.565, 1.080000000000005), (-2.79, 0.8050000000000037), (-2.865, 0.7300000000000033), (-2.965, 0.6300000000000028), (-3.04, 0.5550000000000025), (-3.115, 0.4800000000000021), (-3.165, 0.4050000000000017), (-3.29, 0.3050000000000012), (-3.39, 0.2050000000000007), (NaN, NaN), (-2.39, 2.330000000000011), (NaN, NaN), (-2.39, 2.330000000000011), (-2.84, 1.6300000000000077), (-3.09, 1.3300000000000063), (-3.165, 1.2300000000000058), (-3.265, 1.1300000000000052), (-3.34, 1.0300000000000047), (-3.44, 0.9300000000000043), (-3.515, 0.8300000000000038), (-3.615, 0.7550000000000034), (-3.69, 0.6550000000000029), (-3.815, 0.5050000000000022), (-3.89, 0.45500000000000196), (-3.965, 0.3550000000000015), (-4.04, 0.3050000000000012), (NaN, NaN), (-2.215, 3.480000000000017), (NaN, NaN), (-2.215, 3.480000000000017), (-2.815, 2.8050000000000135), (-3.165, 2.280000000000011), (-3.265, 2.10500000000001), (-3.365, 1.9550000000000094), (-3.49, 1.7800000000000085), (-3.59, 1.6050000000000075), (-3.715, 1.4300000000000068), (-3.84, 1.2550000000000059), (-3.965, 1.105000000000005), (-4.065, 0.9550000000000044), (-4.19, 0.8050000000000037), (-4.29, 0.680000000000003), (-4.39, 0.5550000000000025), (-4.49, 0.45500000000000196), (-4.565, 0.38000000000000156), (-4.69, 0.25500000000000095), (-4.765, 0.1800000000000006), (-4.79, 0.25500000000000095), (-4.765, 0.33000000000000135), (NaN, NaN), (-2.665, 4.330000000000021), (NaN, NaN), (-2.665, 4.330000000000021), (-4.465, 1.6300000000000077), (-4.615, 1.455000000000007), (NaN, NaN), (-2.765, 4.355000000000021), (NaN, NaN), (-2.765, 4.355000000000021), (NaN, NaN), (-2.34, 4.780000000000023), (NaN, NaN), (-2.34, 4.780000000000023), (-3.015, 4.13000000000002), (-3.365, 3.730000000000018), (-3.44, 3.6050000000000173), (-3.515, 3.5050000000000168), (-3.615, 3.3800000000000163), (-3.69, 3.255000000000016), (-3.79, 3.1550000000000153), (-3.89, 3.0300000000000145), (-4.065, 2.7800000000000136), (-4.165, 2.6550000000000127), (-4.24, 2.555000000000012), (-4.34, 2.4300000000000117), (-4.44, 2.330000000000011), (-4.515, 2.255000000000011), (-4.615, 2.1800000000000104), (-4.74, 2.08000000000001), (-4.815, 2.0300000000000096), (-4.890000000000001, 2.05500000000001), (NaN, NaN), (-3.265, 5.005000000000024), (NaN, NaN), (-3.265, 5.005000000000024), (-3.615, 4.355000000000021), (-3.89, 3.955000000000019), (-3.99, 3.8300000000000187), (-4.065, 3.705000000000018), (-4.165, 3.6050000000000173), (-4.265, 3.480000000000017), (-4.365, 3.3550000000000164), (-4.465, 3.2050000000000156), (-4.665, 2.930000000000014), (-4.765, 2.8050000000000135), (-4.865, 2.705000000000013), (-4.94, 2.6050000000000124), true)
f_1: y = 1
Q, R = Intersect(h, f_1)
g_1 = OrthogonalLine(Q, xAxis)
h_1 = OrthogonalLine(R, xAxis)
E_1 = Intersect(g, h_1)
E_2 = Intersect(g, g_1)
Strich6 = PolyLine((3.66, 5.155000000000025), (NaN, NaN), (3.66, 5.155000000000025), (3.6100000000000003, 5.055000000000025), (3.6850000000000005, 4.980000000000024), (3.7100000000000004, 4.905000000000024), (3.7100000000000004, 4.805000000000024), (3.7100000000000004, 4.705000000000023), (3.7350000000000003, 4.630000000000022), (3.785, 4.555000000000022), (3.8100000000000005, 4.480000000000022), (3.8350000000000004, 4.405000000000022), (3.8600000000000003, 4.330000000000021), (3.91, 4.25500000000002), (3.9600000000000004, 4.18000000000002), (4.035, 4.10500000000002), (4.085, 4.03000000000002), (4.135000000000001, 3.955000000000019), (4.1850000000000005, 3.880000000000019), (4.235, 3.8050000000000184), (4.285, 3.730000000000018), (4.335, 3.6550000000000176), (4.385000000000001, 3.5800000000000174), (4.4350000000000005, 3.5050000000000168), (4.510000000000001, 3.4300000000000166), (4.5600000000000005, 3.3550000000000164), (4.635000000000001, 3.305000000000016), (4.71, 3.255000000000016), (4.785, 3.1800000000000153), (4.86, 3.105000000000015), (4.9350000000000005, 3.055000000000015), (5.010000000000001, 3.0050000000000145), (5.085000000000001, 2.9550000000000143), (5.16, 2.905000000000014), (5.235, 2.8550000000000137), (5.3100000000000005, 2.8050000000000135), (5.36, 2.7300000000000133), true)
Strich9 = PolyLine((-4.84, -0.9950000000000052), (NaN, NaN), (-4.84, -0.9950000000000052), (-4.815, -1.0700000000000056), (-4.74, -1.1200000000000059), (-4.665, -1.170000000000006), (-4.59, -1.2450000000000063), (-4.515, -1.2700000000000065), (-4.465, -1.3450000000000069), (-4.44, -1.4200000000000073), (-4.39, -1.4950000000000077), (-4.365, -1.570000000000008), (-4.34, -1.6450000000000085), (-4.315, -1.7200000000000086), (-4.29, -1.795000000000009), (-4.265, -1.8700000000000094), (-4.24, -1.9450000000000098), (-4.19, -2.0200000000000102), (-4.165, -2.0950000000000104), (-4.14, -2.195000000000011), (-4.115, -2.2950000000000115), (-4.09, -2.370000000000012), (-4.065, -2.4450000000000123), (-4.04, -2.5200000000000125), (-4.015, -2.595000000000013), (-3.99, -2.6700000000000133), (-3.965, -2.745000000000014), (-3.94, -2.820000000000014), (-3.915, -2.8950000000000147), (-3.89, -2.970000000000015), (-3.865, -3.045000000000015), (-3.84, -3.1200000000000156), (-3.815, -3.195000000000016), (-3.79, -3.2700000000000164), (-3.765, -3.3450000000000166), (-3.765, -3.445000000000017), (-3.74, -3.520000000000018), (-3.715, -3.595000000000018), (-3.69, -3.670000000000018), (-3.665, -3.7450000000000188), (-3.64, -3.8450000000000193), (-3.615, -3.9200000000000195), (-3.59, -3.99500000000002), (-3.565, -4.070000000000021), (-3.54, -4.145000000000021), (-3.515, -4.220000000000021), (-3.515, -4.320000000000022), (-3.49, -4.395000000000022), (-3.49, -4.495000000000022), (-3.49, -4.595000000000023), (-3.465, -4.670000000000023), (-3.465, -4.7700000000000236), (-3.44, -4.845000000000024), (-3.44, -4.945000000000024), (-3.44, -5.045000000000025), (-3.415, -5.145000000000025), (-3.415, -5.245000000000026), (-3.39, -5.345000000000026), (-3.39, -5.445000000000027), (-3.365, -5.520000000000027), (-3.365, -5.620000000000028), (-3.365, -5.720000000000028), (-3.365, -5.820000000000029), (-3.34, -5.895000000000029), (-3.34, -6.04500000000003), (-3.315, -6.12000000000003), (-3.29, -6.1950000000000305), (-3.265, -6.270000000000031), true)
V = Intersect(f_1, yAxis)
u = Vector(V, R)
v = Vector(R, E_1)
w = Vector(V, Q)
u_1 = Vector(Q, E_2)
S, M = Intersect(g, h)
S_e: (x(S), 1)
Strich7 = PolyLine((NaN, NaN), (0.8683333333333337, 0.08000000000000011), (0.8350000000000002, 0.13000000000000037), (0.7850000000000001, 0.2050000000000007), (0.7100000000000002, 0.25500000000000095), (0.6850000000000002, 0.33000000000000135), (0.6350000000000002, 0.4050000000000017), (0.5850000000000002, 0.4800000000000021), (0.5350000000000001, 0.5550000000000025), (0.5100000000000001, 0.6300000000000028), (0.4600000000000002, 0.7050000000000032), (0.41000000000000014, 0.7800000000000036), (0.3850000000000002, 0.8550000000000039), (0.3350000000000002, 0.9300000000000043), (0.2600000000000002, 1.0050000000000046), (0.21000000000000016, 1.080000000000005), (0.16000000000000014, 1.1550000000000054), (0.11000000000000015, 1.2300000000000058), (0.060000000000000143, 1.3050000000000062), (0.03500000000000014, 1.3800000000000066), (-0.014999999999999859, 1.455000000000007), (-0.03999999999999986, 1.5300000000000071), (-0.08999999999999986, 1.6050000000000075), (-0.11499999999999987, 1.680000000000008), (-0.13999999999999987, 1.7550000000000083), (-0.16499999999999987, 1.8300000000000087), (-0.21499999999999986, 1.9050000000000091), (-0.23999999999999988, 1.9800000000000095), (-0.28999999999999987, 2.05500000000001), (-0.3149999999999999, 2.13000000000001), (-0.33999999999999986, 2.2050000000000107), (-0.3649999999999999, 2.280000000000011), (-0.41499999999999987, 2.355000000000011), (-0.4399999999999999, 2.4300000000000117), (-0.46499999999999986, 2.505000000000012), (-0.5149999999999999, 2.5800000000000125), (-0.5399999999999999, 2.6550000000000127), (-0.5899999999999999, 2.7300000000000133), (-0.6149999999999999, 2.8050000000000135), (-0.6649999999999999, 2.8800000000000137), (-0.69, 2.980000000000014), (-0.7149999999999999, 3.055000000000015), (-0.7399999999999999, 3.130000000000015), (-0.7649999999999999, 3.2300000000000155), (-0.7899999999999999, 3.305000000000016), (-0.815, 3.3800000000000163), (-0.8399999999999999, 3.4550000000000165), (-0.8649999999999999, 3.530000000000017), (-0.8899999999999999, 3.6050000000000173), (-0.9149999999999999, 3.705000000000018), (-0.94, 3.7800000000000185), (-0.9649999999999999, 3.880000000000019), (-0.9899999999999999, 3.955000000000019), (-0.9899999999999999, 4.08000000000002), (-1.015, 4.15500000000002), (-1.015, 4.25500000000002), (-1.015, 4.355000000000021), (-1.015, 4.480000000000022), (-0.9899999999999999, 4.555000000000022), (-0.9899999999999999, 4.6550000000000225), (-0.9899999999999999, 4.755000000000023), (-0.9899999999999999, 4.8550000000000235), true)
Strich8 = PolyLine((1.0600000000000003, -0.07000000000000063), (NaN, NaN), (1.0600000000000003, -0.07000000000000063), (1.1350000000000002, -0.19500000000000126), (1.2100000000000002, -0.2700000000000016), (1.2850000000000001, -0.34500000000000197), (1.3350000000000002, -0.42000000000000237), (1.3600000000000003, -0.4950000000000027), (1.4100000000000001, -0.5700000000000031), (1.4600000000000002, -0.6450000000000035), (1.5100000000000002, -0.7200000000000039), (1.5350000000000001, -0.7950000000000041), (1.5600000000000003, -0.8700000000000045), (1.5850000000000002, -0.945000000000005), (1.6100000000000003, -1.0200000000000053), (1.6350000000000002, -1.0950000000000057), (1.6600000000000001, -1.195000000000006), (1.6850000000000003, -1.2700000000000065), (1.7100000000000002, -1.3450000000000069), (1.7350000000000003, -1.4450000000000074), (1.7600000000000002, -1.5200000000000078), (1.7850000000000001, -1.5950000000000082), (1.8100000000000003, -1.6700000000000086), (1.8350000000000002, -1.770000000000009), (1.8600000000000003, -1.8450000000000093), (1.8850000000000002, -1.9200000000000097), (1.9100000000000001, -1.99500000000001), (1.9350000000000003, -2.0950000000000104), (1.9600000000000002, -2.195000000000011), (1.9600000000000002, -2.2950000000000115), (1.9850000000000003, -2.370000000000012), (2.0100000000000002, -2.4450000000000123), (2.035, -2.545000000000013), (2.06, -2.620000000000013), (2.0850000000000004, -2.7200000000000135), (2.1100000000000003, -2.820000000000014), (2.1350000000000002, -2.9200000000000146), (2.1350000000000002, -3.020000000000015), (2.16, -3.0950000000000153), (2.185, -3.170000000000016), (2.2100000000000004, -3.2700000000000164), (2.2350000000000003, -3.370000000000017), (2.2600000000000002, -3.4700000000000175), (2.285, -3.5700000000000176), (2.31, -3.6450000000000182), (2.31, -3.7450000000000188), (2.3350000000000004, -3.820000000000019), (2.3600000000000003, -3.8950000000000196), (2.3850000000000002, -3.9700000000000197), (2.41, -4.070000000000021), (2.41, -4.195000000000021), (2.4350000000000005, -4.295000000000021), (2.4600000000000004, -4.395000000000022), (2.4850000000000003, -4.495000000000022), (2.4850000000000003, -4.620000000000023), (2.5100000000000002, -4.720000000000024), (2.5100000000000002, -4.820000000000024), (2.5100000000000002, -4.920000000000025), (2.5100000000000002, -5.020000000000025), (2.5100000000000002, -5.145000000000025), (2.535, -5.245000000000026), (2.535, -5.345000000000026), (2.535, -5.445000000000027), true)