diff --git a/script.jl b/script.jl
deleted file mode 100644
index 6d9442ab..00000000
--- a/script.jl
+++ /dev/null
@@ -1,4335 +0,0 @@
-using ADNLPModels, JuMP, NLPModels, NLPModelsJuMP, OptimizationProblems
-
-default_nvar = 100
-T = Float64
-function ad_britgas(; n::Int = default_nvar, type::Type{T} = Float64, kwargs...) where {T}
-    hours = T(8)
-    nodes = T(23)
-    theta = T(0.75)
-    a = T(1.0)
-    b = T(1.0)
-    alpha = T(1.8539)
-    dt = T(1.0)
-    one = T(1.0)
-    omega = T(1.0) + (-1.0 * (T(0.75)))
-    s = -1 + (T(8))
-    crmax = 10
-    k = T(1.0)
-    zi = T(1.0)
-    ktzi = (T(1.0)) * (T(1.0))
-    v = T(1.0)
-    vddt = (T(1.0)) * ((T(1.0)) / (T(1.0)))
-    h = T(0.01)
-  
-    function f(x)
-      p1_0,
-      p2_0,
-      p3_0,
-      p4_0,
-      p5_0,
-      p6_0,
-      p7_0,
-      p8_0,
-      p9_0,
-      p10_0,
-      p11_0,
-      p12_0,
-      p13_0,
-      p14_0,
-      p15_0,
-      p16_0,
-      p17_0,
-      p18_0,
-      p19_0,
-      p20_0,
-      p21_0,
-      p22_0,
-      p23_0,
-      p1_1,
-      p2_1,
-      p3_1,
-      p4_1,
-      p5_1,
-      p6_1,
-      p7_1,
-      p8_1,
-      p9_1,
-      p10_1,
-      p11_1,
-      p12_1,
-      p13_1,
-      p14_1,
-      p15_1,
-      p16_1,
-      p17_1,
-      p18_1,
-      p19_1,
-      p20_1,
-      p21_1,
-      p22_1,
-      p23_1,
-      p1_2,
-      p2_2,
-      p3_2,
-      p4_2,
-      p5_2,
-      p6_2,
-      p7_2,
-      p8_2,
-      p9_2,
-      p10_2,
-      p11_2,
-      p12_2,
-      p13_2,
-      p14_2,
-      p15_2,
-      p16_2,
-      p17_2,
-      p18_2,
-      p19_2,
-      p20_2,
-      p21_2,
-      p22_2,
-      p23_2,
-      p1_3,
-      p2_3,
-      p3_3,
-      p4_3,
-      p5_3,
-      p6_3,
-      p7_3,
-      p8_3,
-      p9_3,
-      p10_3,
-      p11_3,
-      p12_3,
-      p13_3,
-      p14_3,
-      p15_3,
-      p16_3,
-      p17_3,
-      p18_3,
-      p19_3,
-      p20_3,
-      p21_3,
-      p22_3,
-      p23_3,
-      p1_4,
-      p2_4,
-      p3_4,
-      p4_4,
-      p5_4,
-      p6_4,
-      p7_4,
-      p8_4,
-      p9_4,
-      p10_4,
-      p11_4,
-      p12_4,
-      p13_4,
-      p14_4,
-      p15_4,
-      p16_4,
-      p17_4,
-      p18_4,
-      p19_4,
-      p20_4,
-      p21_4,
-      p22_4,
-      p23_4,
-      p1_5,
-      p2_5,
-      p3_5,
-      p4_5,
-      p5_5,
-      p6_5,
-      p7_5,
-      p8_5,
-      p9_5,
-      p10_5,
-      p11_5,
-      p12_5,
-      p13_5,
-      p14_5,
-      p15_5,
-      p16_5,
-      p17_5,
-      p18_5,
-      p19_5,
-      p20_5,
-      p21_5,
-      p22_5,
-      p23_5,
-      p1_6,
-      p2_6,
-      p3_6,
-      p4_6,
-      p5_6,
-      p6_6,
-      p7_6,
-      p8_6,
-      p9_6,
-      p10_6,
-      p11_6,
-      p12_6,
-      p13_6,
-      p14_6,
-      p15_6,
-      p16_6,
-      p17_6,
-      p18_6,
-      p19_6,
-      p20_6,
-      p21_6,
-      p22_6,
-      p23_6,
-      p1_7,
-      p2_7,
-      p3_7,
-      p4_7,
-      p5_7,
-      p6_7,
-      p7_7,
-      p8_7,
-      p9_7,
-      p10_7,
-      p11_7,
-      p12_7,
-      p13_7,
-      p14_7,
-      p15_7,
-      p16_7,
-      p17_7,
-      p18_7,
-      p19_7,
-      p20_7,
-      p21_7,
-      p22_7,
-      p23_7,
-      p1_8,
-      p2_8,
-      p3_8,
-      p4_8,
-      p5_8,
-      p6_8,
-      p7_8,
-      p8_8,
-      p9_8,
-      p10_8,
-      p11_8,
-      p12_8,
-      p13_8,
-      p14_8,
-      p15_8,
-      p16_8,
-      p17_8,
-      p18_8,
-      p19_8,
-      p20_8,
-      p21_8,
-      p22_8,
-      p23_8,
-      q1_2_0,
-      q1_17_0,
-      q2_3_0,
-      q4_5_0,
-      q5_6_0,
-      q7_8_0,
-      q8_9_0,
-      q8_10_0,
-      q8_11_0,
-      q11_12_0,
-      q12_13_0,
-      q13_14_0,
-      q13_15_0,
-      q15_16_0,
-      q17_18_0,
-      q18_19_0,
-      q20_21_0,
-      q21_22_0,
-      q22_23_0,
-      q1_2_1,
-      q1_17_1,
-      q2_3_1,
-      q4_5_1,
-      q5_6_1,
-      q7_8_1,
-      q8_9_1,
-      q8_10_1,
-      q8_11_1,
-      q11_12_1,
-      q12_13_1,
-      q13_14_1,
-      q13_15_1,
-      q15_16_1,
-      q17_18_1,
-      q18_19_1,
-      q20_21_1,
-      q21_22_1,
-      q22_23_1,
-      q1_2_2,
-      q1_17_2,
-      q2_3_2,
-      q4_5_2,
-      q5_6_2,
-      q7_8_2,
-      q8_9_2,
-      q8_10_2,
-      q8_11_2,
-      q11_12_2,
-      q12_13_2,
-      q13_14_2,
-      q13_15_2,
-      q15_16_2,
-      q17_18_2,
-      q18_19_2,
-      q20_21_2,
-      q21_22_2,
-      q22_23_2,
-      q1_2_3,
-      q1_17_3,
-      q2_3_3,
-      q4_5_3,
-      q5_6_3,
-      q7_8_3,
-      q8_9_3,
-      q8_10_3,
-      q8_11_3,
-      q11_12_3,
-      q12_13_3,
-      q13_14_3,
-      q13_15_3,
-      q15_16_3,
-      q17_18_3,
-      q18_19_3,
-      q20_21_3,
-      q21_22_3,
-      q22_23_3,
-      q1_2_4,
-      q1_17_4,
-      q2_3_4,
-      q4_5_4,
-      q5_6_4,
-      q7_8_4,
-      q8_9_4,
-      q8_10_4,
-      q8_11_4,
-      q11_12_4,
-      q12_13_4,
-      q13_14_4,
-      q13_15_4,
-      q15_16_4,
-      q17_18_4,
-      q18_19_4,
-      q20_21_4,
-      q21_22_4,
-      q22_23_4,
-      q1_2_5,
-      q1_17_5,
-      q2_3_5,
-      q4_5_5,
-      q5_6_5,
-      q7_8_5,
-      q8_9_5,
-      q8_10_5,
-      q8_11_5,
-      q11_12_5,
-      q12_13_5,
-      q13_14_5,
-      q13_15_5,
-      q15_16_5,
-      q17_18_5,
-      q18_19_5,
-      q20_21_5,
-      q21_22_5,
-      q22_23_5,
-      q1_2_6,
-      q1_17_6,
-      q2_3_6,
-      q4_5_6,
-      q5_6_6,
-      q7_8_6,
-      q8_9_6,
-      q8_10_6,
-      q8_11_6,
-      q11_12_6,
-      q12_13_6,
-      q13_14_6,
-      q13_15_6,
-      q15_16_6,
-      q17_18_6,
-      q18_19_6,
-      q20_21_6,
-      q21_22_6,
-      q22_23_6,
-      q1_2_7,
-      q1_17_7,
-      q2_3_7,
-      q4_5_7,
-      q5_6_7,
-      q7_8_7,
-      q8_9_7,
-      q8_10_7,
-      q8_11_7,
-      q11_12_7,
-      q12_13_7,
-      q13_14_7,
-      q13_15_7,
-      q15_16_7,
-      q17_18_7,
-      q18_19_7,
-      q20_21_7,
-      q21_22_7,
-      q22_23_7,
-      q1_2_8,
-      q1_17_8,
-      q2_3_8,
-      q4_5_8,
-      q5_6_8,
-      q7_8_8,
-      q8_9_8,
-      q8_10_8,
-      q8_11_8,
-      q11_12_8,
-      q12_13_8,
-      q13_14_8,
-      q13_15_8,
-      q15_16_8,
-      q17_18_8,
-      q18_19_8,
-      q20_21_8,
-      q21_22_8,
-      q22_23_8,
-      f3_4_1,
-      f5_7_1,
-      f19_20_1,
-      r3_4_1,
-      r5_7_1,
-      r19_20_1,
-      f3_4_2,
-      f5_7_2,
-      f19_20_2,
-      r3_4_2,
-      r5_7_2,
-      r19_20_2,
-      f3_4_3,
-      f5_7_3,
-      f19_20_3,
-      r3_4_3,
-      r5_7_3,
-      r19_20_3,
-      f3_4_4,
-      f5_7_4,
-      f19_20_4,
-      r3_4_4,
-      r5_7_4,
-      r19_20_4,
-      f3_4_5,
-      f5_7_5,
-      f19_20_5,
-      r3_4_5,
-      r5_7_5,
-      r19_20_5,
-      f3_4_6,
-      f5_7_6,
-      f19_20_6,
-      r3_4_6,
-      r5_7_6,
-      r19_20_6,
-      f3_4_7,
-      f5_7_7,
-      f19_20_7,
-      r3_4_7,
-      r5_7_7,
-      r19_20_7,
-      f3_4_8,
-      f5_7_8,
-      f19_20_8,
-      r3_4_8,
-      r5_7_8,
-      r19_20_8,
-      in1_1,
-      out16_1,
-      out23_1,
-      in1_2,
-      out16_2,
-      out23_2,
-      in1_3,
-      out16_3,
-      out23_3,
-      in1_4,
-      out16_4,
-      out23_4,
-      in1_5,
-      out16_5,
-      out23_5,
-      in1_6,
-      out16_6,
-      out23_6,
-      in1_7,
-      out16_7,
-      out23_7,
-      in1_8,
-      out16_8,
-      out23_8 = x[1],
-      x[2],
-      x[3],
-      x[4],
-      x[5],
-      x[6],
-      x[7],
-      x[8],
-      x[9],
-      x[10],
-      x[11],
-      x[12],
-      x[13],
-      x[14],
-      x[15],
-      x[16],
-      x[17],
-      x[18],
-      x[19],
-      x[20],
-      x[21],
-      x[22],
-      x[23],
-      x[24],
-      x[25],
-      x[26],
-      x[27],
-      x[28],
-      x[29],
-      x[30],
-      x[31],
-      x[32],
-      x[33],
-      x[34],
-      x[35],
-      x[36],
-      x[37],
-      x[38],
-      x[39],
-      x[40],
-      x[41],
-      x[42],
-      x[43],
-      x[44],
-      x[45],
-      x[46],
-      x[47],
-      x[48],
-      x[49],
-      x[50],
-      x[51],
-      x[52],
-      x[53],
-      x[54],
-      x[55],
-      x[56],
-      x[57],
-      x[58],
-      x[59],
-      x[60],
-      x[61],
-      x[62],
-      x[63],
-      x[64],
-      x[65],
-      x[66],
-      x[67],
-      x[68],
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-      x[70],
-      x[71],
-      x[72],
-      x[73],
-      x[74],
-      x[75],
-      x[76],
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-      x[78],
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-      x[80],
-      x[81],
-      x[82],
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-      x[84],
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-      x[86],
-      x[87],
-      x[88],
-      x[89],
-      x[90],
-      x[91],
-      x[92],
-      x[93],
-      x[94],
-      x[95],
-      x[96],
-      x[97],
-      x[98],
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-      x[100],
-      x[101],
-      x[102],
-      x[103],
-      x[104],
-      x[105],
-      x[106],
-      x[107],
-      x[108],
-      x[109],
-      x[110],
-      x[111],
-      x[112],
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-      x[115],
-      x[116],
-      x[117],
-      x[118],
-      x[119],
-      x[120],
-      x[121],
-      x[122],
-      x[123],
-      x[124],
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-      x[126],
-      x[127],
-      x[128],
-      x[129],
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-      x[131],
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-      x[133],
-      x[134],
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-      x[137],
-      x[138],
-      x[139],
-      x[140],
-      x[141],
-      x[142],
-      x[143],
-      x[144],
-      x[145],
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-      x[148],
-      x[149],
-      x[150],
-      x[151],
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-      x[153],
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-      x[155],
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-      x[157],
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-      x[159],
-      x[160],
-      x[161],
-      x[162],
-      x[163],
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-      x[165],
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-      x[168],
-      x[169],
-      x[170],
-      x[171],
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-      x[192],
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-      x[355],
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-      x[412],
-      x[413],
-      x[414],
-      x[415],
-      x[416],
-      x[417],
-      x[418],
-      x[419],
-      x[420],
-      x[421],
-      x[422],
-      x[423],
-      x[424],
-      x[425],
-      x[426],
-      x[427],
-      x[428],
-      x[429],
-      x[430],
-      x[431],
-      x[432],
-      x[433],
-      x[434],
-      x[435],
-      x[436],
-      x[437],
-      x[438],
-      x[439],
-      x[440],
-      x[441],
-      x[442],
-      x[443],
-      x[444],
-      x[445],
-      x[446],
-      x[447],
-      x[448],
-      x[449],
-      x[450]
-      return f3_4_1 * ((abs(r3_4_1)^(22 // 100)) - 1) +
-             f5_7_1 * ((abs(r5_7_1)^(22 // 100)) - 1) +
-             f19_20_1 * ((abs(r19_20_1)^(22 // 100)) - 1) +
-             f3_4_2 * ((abs(r3_4_2)^(22 // 100)) - 1) +
-             f5_7_2 * ((abs(r5_7_2)^(22 // 100)) - 1) +
-             f19_20_2 * ((abs(r19_20_2)^(22 // 100)) - 1) +
-             f3_4_3 * ((abs(r3_4_3)^(22 // 100)) - 1) +
-             f5_7_3 * ((abs(r5_7_3)^(22 // 100)) - 1) +
-             f19_20_3 * ((abs(r19_20_3)^(22 // 100)) - 1) +
-             f3_4_4 * ((abs(r3_4_4)^(22 // 100)) - 1) +
-             f5_7_4 * ((abs(r5_7_4)^(22 // 100)) - 1) +
-             f19_20_4 * ((abs(r19_20_4)^(22 // 100)) - 1) +
-             f3_4_5 * ((abs(r3_4_5)^(22 // 100)) - 1) +
-             f5_7_5 * ((abs(r5_7_5)^(22 // 100)) - 1) +
-             f19_20_5 * ((abs(r19_20_5)^(22 // 100)) - 1) +
-             f3_4_6 * ((abs(r3_4_6)^(22 // 100)) - 1) +
-             f5_7_6 * ((abs(r5_7_6)^(22 // 100)) - 1) +
-             f19_20_6 * ((abs(r19_20_6)^(22 // 100)) - 1) +
-             f3_4_7 * ((abs(r3_4_7)^(22 // 100)) - 1) +
-             f5_7_7 * ((abs(r5_7_7)^(22 // 100)) - 1) +
-             f19_20_7 * ((abs(r19_20_7)^(22 // 100)) - 1) +
-             f3_4_8 * ((abs(r3_4_8)^(22 // 100)) - 1) +
-             f5_7_8 * ((abs(r5_7_8)^(22 // 100)) - 1) +
-             f19_20_8 * ((abs(r19_20_8)^(22 // 100)) - 1)
-    end
-    x0 = T[
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
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-      1.0,
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-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
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-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-      1.0,
-    ]
-    function c!(cx, x)
-      p1_0,
-      p2_0,
-      p3_0,
-      p4_0,
-      p5_0,
-      p6_0,
-      p7_0,
-      p8_0,
-      p9_0,
-      p10_0,
-      p11_0,
-      p12_0,
-      p13_0,
-      p14_0,
-      p15_0,
-      p16_0,
-      p17_0,
-      p18_0,
-      p19_0,
-      p20_0,
-      p21_0,
-      p22_0,
-      p23_0,
-      p1_1,
-      p2_1,
-      p3_1,
-      p4_1,
-      p5_1,
-      p6_1,
-      p7_1,
-      p8_1,
-      p9_1,
-      p10_1,
-      p11_1,
-      p12_1,
-      p13_1,
-      p14_1,
-      p15_1,
-      p16_1,
-      p17_1,
-      p18_1,
-      p19_1,
-      p20_1,
-      p21_1,
-      p22_1,
-      p23_1,
-      p1_2,
-      p2_2,
-      p3_2,
-      p4_2,
-      p5_2,
-      p6_2,
-      p7_2,
-      p8_2,
-      p9_2,
-      p10_2,
-      p11_2,
-      p12_2,
-      p13_2,
-      p14_2,
-      p15_2,
-      p16_2,
-      p17_2,
-      p18_2,
-      p19_2,
-      p20_2,
-      p21_2,
-      p22_2,
-      p23_2,
-      p1_3,
-      p2_3,
-      p3_3,
-      p4_3,
-      p5_3,
-      p6_3,
-      p7_3,
-      p8_3,
-      p9_3,
-      p10_3,
-      p11_3,
-      p12_3,
-      p13_3,
-      p14_3,
-      p15_3,
-      p16_3,
-      p17_3,
-      p18_3,
-      p19_3,
-      p20_3,
-      p21_3,
-      p22_3,
-      p23_3,
-      p1_4,
-      p2_4,
-      p3_4,
-      p4_4,
-      p5_4,
-      p6_4,
-      p7_4,
-      p8_4,
-      p9_4,
-      p10_4,
-      p11_4,
-      p12_4,
-      p13_4,
-      p14_4,
-      p15_4,
-      p16_4,
-      p17_4,
-      p18_4,
-      p19_4,
-      p20_4,
-      p21_4,
-      p22_4,
-      p23_4,
-      p1_5,
-      p2_5,
-      p3_5,
-      p4_5,
-      p5_5,
-      p6_5,
-      p7_5,
-      p8_5,
-      p9_5,
-      p10_5,
-      p11_5,
-      p12_5,
-      p13_5,
-      p14_5,
-      p15_5,
-      p16_5,
-      p17_5,
-      p18_5,
-      p19_5,
-      p20_5,
-      p21_5,
-      p22_5,
-      p23_5,
-      p1_6,
-      p2_6,
-      p3_6,
-      p4_6,
-      p5_6,
-      p6_6,
-      p7_6,
-      p8_6,
-      p9_6,
-      p10_6,
-      p11_6,
-      p12_6,
-      p13_6,
-      p14_6,
-      p15_6,
-      p16_6,
-      p17_6,
-      p18_6,
-      p19_6,
-      p20_6,
-      p21_6,
-      p22_6,
-      p23_6,
-      p1_7,
-      p2_7,
-      p3_7,
-      p4_7,
-      p5_7,
-      p6_7,
-      p7_7,
-      p8_7,
-      p9_7,
-      p10_7,
-      p11_7,
-      p12_7,
-      p13_7,
-      p14_7,
-      p15_7,
-      p16_7,
-      p17_7,
-      p18_7,
-      p19_7,
-      p20_7,
-      p21_7,
-      p22_7,
-      p23_7,
-      p1_8,
-      p2_8,
-      p3_8,
-      p4_8,
-      p5_8,
-      p6_8,
-      p7_8,
-      p8_8,
-      p9_8,
-      p10_8,
-      p11_8,
-      p12_8,
-      p13_8,
-      p14_8,
-      p15_8,
-      p16_8,
-      p17_8,
-      p18_8,
-      p19_8,
-      p20_8,
-      p21_8,
-      p22_8,
-      p23_8,
-      q1_2_0,
-      q1_17_0,
-      q2_3_0,
-      q4_5_0,
-      q5_6_0,
-      q7_8_0,
-      q8_9_0,
-      q8_10_0,
-      q8_11_0,
-      q11_12_0,
-      q12_13_0,
-      q13_14_0,
-      q13_15_0,
-      q15_16_0,
-      q17_18_0,
-      q18_19_0,
-      q20_21_0,
-      q21_22_0,
-      q22_23_0,
-      q1_2_1,
-      q1_17_1,
-      q2_3_1,
-      q4_5_1,
-      q5_6_1,
-      q7_8_1,
-      q8_9_1,
-      q8_10_1,
-      q8_11_1,
-      q11_12_1,
-      q12_13_1,
-      q13_14_1,
-      q13_15_1,
-      q15_16_1,
-      q17_18_1,
-      q18_19_1,
-      q20_21_1,
-      q21_22_1,
-      q22_23_1,
-      q1_2_2,
-      q1_17_2,
-      q2_3_2,
-      q4_5_2,
-      q5_6_2,
-      q7_8_2,
-      q8_9_2,
-      q8_10_2,
-      q8_11_2,
-      q11_12_2,
-      q12_13_2,
-      q13_14_2,
-      q13_15_2,
-      q15_16_2,
-      q17_18_2,
-      q18_19_2,
-      q20_21_2,
-      q21_22_2,
-      q22_23_2,
-      q1_2_3,
-      q1_17_3,
-      q2_3_3,
-      q4_5_3,
-      q5_6_3,
-      q7_8_3,
-      q8_9_3,
-      q8_10_3,
-      q8_11_3,
-      q11_12_3,
-      q12_13_3,
-      q13_14_3,
-      q13_15_3,
-      q15_16_3,
-      q17_18_3,
-      q18_19_3,
-      q20_21_3,
-      q21_22_3,
-      q22_23_3,
-      q1_2_4,
-      q1_17_4,
-      q2_3_4,
-      q4_5_4,
-      q5_6_4,
-      q7_8_4,
-      q8_9_4,
-      q8_10_4,
-      q8_11_4,
-      q11_12_4,
-      q12_13_4,
-      q13_14_4,
-      q13_15_4,
-      q15_16_4,
-      q17_18_4,
-      q18_19_4,
-      q20_21_4,
-      q21_22_4,
-      q22_23_4,
-      q1_2_5,
-      q1_17_5,
-      q2_3_5,
-      q4_5_5,
-      q5_6_5,
-      q7_8_5,
-      q8_9_5,
-      q8_10_5,
-      q8_11_5,
-      q11_12_5,
-      q12_13_5,
-      q13_14_5,
-      q13_15_5,
-      q15_16_5,
-      q17_18_5,
-      q18_19_5,
-      q20_21_5,
-      q21_22_5,
-      q22_23_5,
-      q1_2_6,
-      q1_17_6,
-      q2_3_6,
-      q4_5_6,
-      q5_6_6,
-      q7_8_6,
-      q8_9_6,
-      q8_10_6,
-      q8_11_6,
-      q11_12_6,
-      q12_13_6,
-      q13_14_6,
-      q13_15_6,
-      q15_16_6,
-      q17_18_6,
-      q18_19_6,
-      q20_21_6,
-      q21_22_6,
-      q22_23_6,
-      q1_2_7,
-      q1_17_7,
-      q2_3_7,
-      q4_5_7,
-      q5_6_7,
-      q7_8_7,
-      q8_9_7,
-      q8_10_7,
-      q8_11_7,
-      q11_12_7,
-      q12_13_7,
-      q13_14_7,
-      q13_15_7,
-      q15_16_7,
-      q17_18_7,
-      q18_19_7,
-      q20_21_7,
-      q21_22_7,
-      q22_23_7,
-      q1_2_8,
-      q1_17_8,
-      q2_3_8,
-      q4_5_8,
-      q5_6_8,
-      q7_8_8,
-      q8_9_8,
-      q8_10_8,
-      q8_11_8,
-      q11_12_8,
-      q12_13_8,
-      q13_14_8,
-      q13_15_8,
-      q15_16_8,
-      q17_18_8,
-      q18_19_8,
-      q20_21_8,
-      q21_22_8,
-      q22_23_8,
-      f3_4_1,
-      f5_7_1,
-      f19_20_1,
-      r3_4_1,
-      r5_7_1,
-      r19_20_1,
-      f3_4_2,
-      f5_7_2,
-      f19_20_2,
-      r3_4_2,
-      r5_7_2,
-      r19_20_2,
-      f3_4_3,
-      f5_7_3,
-      f19_20_3,
-      r3_4_3,
-      r5_7_3,
-      r19_20_3,
-      f3_4_4,
-      f5_7_4,
-      f19_20_4,
-      r3_4_4,
-      r5_7_4,
-      r19_20_4,
-      f3_4_5,
-      f5_7_5,
-      f19_20_5,
-      r3_4_5,
-      r5_7_5,
-      r19_20_5,
-      f3_4_6,
-      f5_7_6,
-      f19_20_6,
-      r3_4_6,
-      r5_7_6,
-      r19_20_6,
-      f3_4_7,
-      f5_7_7,
-      f19_20_7,
-      r3_4_7,
-      r5_7_7,
-      r19_20_7,
-      f3_4_8,
-      f5_7_8,
-      f19_20_8,
-      r3_4_8,
-      r5_7_8,
-      r19_20_8,
-      in1_1,
-      out16_1,
-      out23_1,
-      in1_2,
-      out16_2,
-      out23_2,
-      in1_3,
-      out16_3,
-      out23_3,
-      in1_4,
-      out16_4,
-      out23_4,
-      in1_5,
-      out16_5,
-      out23_5,
-      in1_6,
-      out16_6,
-      out23_6,
-      in1_7,
-      out16_7,
-      out23_7,
-      in1_8,
-      out16_8,
-      out23_8 = x[1],
-      x[2],
-      x[3],
-      x[4],
-      x[5],
-      x[6],
-      x[7],
-      x[8],
-      x[9],
-      x[10],
-      x[11],
-      x[12],
-      x[13],
-      x[14],
-      x[15],
-      x[16],
-      x[17],
-      x[18],
-      x[19],
-      x[20],
-      x[21],
-      x[22],
-      x[23],
-      x[24],
-      x[25],
-      x[26],
-      x[27],
-      x[28],
-      x[29],
-      x[30],
-      x[31],
-      x[32],
-      x[33],
-      x[34],
-      x[35],
-      x[36],
-      x[37],
-      x[38],
-      x[39],
-      x[40],
-      x[41],
-      x[42],
-      x[43],
-      x[44],
-      x[45],
-      x[46],
-      x[47],
-      x[48],
-      x[49],
-      x[50],
-      x[51],
-      x[52],
-      x[53],
-      x[54],
-      x[55],
-      x[56],
-      x[57],
-      x[58],
-      x[59],
-      x[60],
-      x[61],
-      x[62],
-      x[63],
-      x[64],
-      x[65],
-      x[66],
-      x[67],
-      x[68],
-      x[69],
-      x[70],
-      x[71],
-      x[72],
-      x[73],
-      x[74],
-      x[75],
-      x[76],
-      x[77],
-      x[78],
-      x[79],
-      x[80],
-      x[81],
-      x[82],
-      x[83],
-      x[84],
-      x[85],
-      x[86],
-      x[87],
-      x[88],
-      x[89],
-      x[90],
-      x[91],
-      x[92],
-      x[93],
-      x[94],
-      x[95],
-      x[96],
-      x[97],
-      x[98],
-      x[99],
-      x[100],
-      x[101],
-      x[102],
-      x[103],
-      x[104],
-      x[105],
-      x[106],
-      x[107],
-      x[108],
-      x[109],
-      x[110],
-      x[111],
-      x[112],
-      x[113],
-      x[114],
-      x[115],
-      x[116],
-      x[117],
-      x[118],
-      x[119],
-      x[120],
-      x[121],
-      x[122],
-      x[123],
-      x[124],
-      x[125],
-      x[126],
-      x[127],
-      x[128],
-      x[129],
-      x[130],
-      x[131],
-      x[132],
-      x[133],
-      x[134],
-      x[135],
-      x[136],
-      x[137],
-      x[138],
-      x[139],
-      x[140],
-      x[141],
-      x[142],
-      x[143],
-      x[144],
-      x[145],
-      x[146],
-      x[147],
-      x[148],
-      x[149],
-      x[150],
-      x[151],
-      x[152],
-      x[153],
-      x[154],
-      x[155],
-      x[156],
-      x[157],
-      x[158],
-      x[159],
-      x[160],
-      x[161],
-      x[162],
-      x[163],
-      x[164],
-      x[165],
-      x[166],
-      x[167],
-      x[168],
-      x[169],
-      x[170],
-      x[171],
-      x[172],
-      x[173],
-      x[174],
-      x[175],
-      x[176],
-      x[177],
-      x[178],
-      x[179],
-      x[180],
-      x[181],
-      x[182],
-      x[183],
-      x[184],
-      x[185],
-      x[186],
-      x[187],
-      x[188],
-      x[189],
-      x[190],
-      x[191],
-      x[192],
-      x[193],
-      x[194],
-      x[195],
-      x[196],
-      x[197],
-      x[198],
-      x[199],
-      x[200],
-      x[201],
-      x[202],
-      x[203],
-      x[204],
-      x[205],
-      x[206],
-      x[207],
-      x[208],
-      x[209],
-      x[210],
-      x[211],
-      x[212],
-      x[213],
-      x[214],
-      x[215],
-      x[216],
-      x[217],
-      x[218],
-      x[219],
-      x[220],
-      x[221],
-      x[222],
-      x[223],
-      x[224],
-      x[225],
-      x[226],
-      x[227],
-      x[228],
-      x[229],
-      x[230],
-      x[231],
-      x[232],
-      x[233],
-      x[234],
-      x[235],
-      x[236],
-      x[237],
-      x[238],
-      x[239],
-      x[240],
-      x[241],
-      x[242],
-      x[243],
-      x[244],
-      x[245],
-      x[246],
-      x[247],
-      x[248],
-      x[249],
-      x[250],
-      x[251],
-      x[252],
-      x[253],
-      x[254],
-      x[255],
-      x[256],
-      x[257],
-      x[258],
-      x[259],
-      x[260],
-      x[261],
-      x[262],
-      x[263],
-      x[264],
-      x[265],
-      x[266],
-      x[267],
-      x[268],
-      x[269],
-      x[270],
-      x[271],
-      x[272],
-      x[273],
-      x[274],
-      x[275],
-      x[276],
-      x[277],
-      x[278],
-      x[279],
-      x[280],
-      x[281],
-      x[282],
-      x[283],
-      x[284],
-      x[285],
-      x[286],
-      x[287],
-      x[288],
-      x[289],
-      x[290],
-      x[291],
-      x[292],
-      x[293],
-      x[294],
-      x[295],
-      x[296],
-      x[297],
-      x[298],
-      x[299],
-      x[300],
-      x[301],
-      x[302],
-      x[303],
-      x[304],
-      x[305],
-      x[306],
-      x[307],
-      x[308],
-      x[309],
-      x[310],
-      x[311],
-      x[312],
-      x[313],
-      x[314],
-      x[315],
-      x[316],
-      x[317],
-      x[318],
-      x[319],
-      x[320],
-      x[321],
-      x[322],
-      x[323],
-      x[324],
-      x[325],
-      x[326],
-      x[327],
-      x[328],
-      x[329],
-      x[330],
-      x[331],
-      x[332],
-      x[333],
-      x[334],
-      x[335],
-      x[336],
-      x[337],
-      x[338],
-      x[339],
-      x[340],
-      x[341],
-      x[342],
-      x[343],
-      x[344],
-      x[345],
-      x[346],
-      x[347],
-      x[348],
-      x[349],
-      x[350],
-      x[351],
-      x[352],
-      x[353],
-      x[354],
-      x[355],
-      x[356],
-      x[357],
-      x[358],
-      x[359],
-      x[360],
-      x[361],
-      x[362],
-      x[363],
-      x[364],
-      x[365],
-      x[366],
-      x[367],
-      x[368],
-      x[369],
-      x[370],
-      x[371],
-      x[372],
-      x[373],
-      x[374],
-      x[375],
-      x[376],
-      x[377],
-      x[378],
-      x[379],
-      x[380],
-      x[381],
-      x[382],
-      x[383],
-      x[384],
-      x[385],
-      x[386],
-      x[387],
-      x[388],
-      x[389],
-      x[390],
-      x[391],
-      x[392],
-      x[393],
-      x[394],
-      x[395],
-      x[396],
-      x[397],
-      x[398],
-      x[399],
-      x[400],
-      x[401],
-      x[402],
-      x[403],
-      x[404],
-      x[405],
-      x[406],
-      x[407],
-      x[408],
-      x[409],
-      x[410],
-      x[411],
-      x[412],
-      x[413],
-      x[414],
-      x[415],
-      x[416],
-      x[417],
-      x[418],
-      x[419],
-      x[420],
-      x[421],
-      x[422],
-      x[423],
-      x[424],
-      x[425],
-      x[426],
-      x[427],
-      x[428],
-      x[429],
-      x[430],
-      x[431],
-      x[432],
-      x[433],
-      x[434],
-      x[435],
-      x[436],
-      x[437],
-      x[438],
-      x[439],
-      x[440],
-      x[441],
-      x[442],
-      x[443],
-      x[444],
-      x[445],
-      x[446],
-      x[447],
-      x[448],
-      x[449],
-      x[450]
-      cx[1] =
-        p1_1 / ((1) + (1) * p1_1) - p1_0 / ((1) + (1) * p1_0) - T(0.75) * q1_17_1 - T(0.75) * q1_2_1 +
-        in1_1 - T(0.25) * q1_17_0 - T(0.25) * q1_2_0
-      cx[2] =
-        p2_1 / ((1) + (1) * p2_1) - p2_0 / ((1) + (1) * p2_0) - T(0.75) * q2_3_1 + T(0.75) * q1_2_1 -
-        T(0.25) * q2_3_0 + T(0.25) * q1_2_0 - 1
-      cx[3] =
-        p3_1 / ((1) + (1) * p3_1) - p3_0 / ((1) + (1) * p3_0) - f3_4_1 +
-        T(0.75) * q2_3_1 +
-        T(0.25) * q2_3_0
-      cx[4] =
-        p4_1 / ((1) + (1) * p4_1) - p4_0 / ((1) + (1) * p4_0) - T(0.75) * q4_5_1 + f3_4_1 -
-        T(0.25) * q4_5_0
-      cx[5] =
-        p5_1 / ((1) + (1) * p5_1) - p5_0 / ((1) + (1) * p5_0) - T(0.75) * q5_6_1 - f5_7_1 +
-        T(0.75) * q4_5_1 - T(0.25) * q5_6_0 + T(0.25) * q4_5_0
-      cx[6] =
-        p6_1 / ((1) + (1) * p6_1) - p6_0 / ((1) + (1) * p6_0) + T(0.75) * q5_6_1 + T(0.25) * q5_6_0 -
-        1
-      cx[7] =
-        p7_1 / ((1) + (1) * p7_1) - p7_0 / ((1) + (1) * p7_0) - T(0.75) * q7_8_1 + f5_7_1 -
-        T(0.25) * q7_8_0
-      cx[8] =
-        p8_1 / ((1) + (1) * p8_1) - p8_0 / ((1) + (1) * p8_0) - T(0.75) * q8_9_1 - T(0.75) * q8_10_1 -
-        T(0.75) * q8_11_1 + T(0.75) * q7_8_1 - T(0.25) * q8_9_0 - T(0.25) * q8_10_0 -
-        T(0.25) * q8_11_0 + T(0.25) * q7_8_0
-      cx[9] =
-        p9_1 / ((1) + (1) * p9_1) - p9_0 / ((1) + (1) * p9_0) + T(0.75) * q8_9_1 + T(0.25) * q8_9_0
-      cx[10] =
-        p10_1 / ((1) + (1) * p10_1) - p10_0 / ((1) + (1) * p10_0) +
-        T(0.75) * q8_10_1 +
-        T(0.25) * q8_10_0 - 1
-      cx[11] =
-        p11_1 / ((1) + (1) * p11_1) - p11_0 / ((1) + (1) * p11_0) - T(0.75) * q11_12_1 +
-        T(0.75) * q8_11_1 - T(0.25) * q11_12_0 + T(0.25) * q8_11_0
-      cx[12] =
-        p12_1 / ((1) + (1) * p12_1) - p12_0 / ((1) + (1) * p12_0) - T(0.75) * q12_13_1 +
-        T(0.75) * q11_12_1 - T(0.25) * q12_13_0 + T(0.25) * q11_12_0
-      cx[13] =
-        p13_1 / ((1) + (1) * p13_1) - p13_0 / ((1) + (1) * p13_0) - T(0.75) * q13_14_1 -
-        T(0.75) * q13_15_1 + T(0.75) * q12_13_1 - T(0.25) * q13_14_0 - T(0.25) * q13_15_0 +
-        T(0.25) * q12_13_0 - 1
-      cx[14] =
-        p14_1 / ((1) + (1) * p14_1) - p14_0 / ((1) + (1) * p14_0) +
-        T(0.75) * q13_14_1 +
-        T(0.25) * q13_14_0
-      cx[15] =
-        p15_1 / ((1) + (1) * p15_1) - p15_0 / ((1) + (1) * p15_0) - T(0.75) * q15_16_1 +
-        T(0.75) * q13_15_1 - T(0.25) * q15_16_0 + T(0.25) * q13_15_0 - 1
-      cx[16] =
-        p16_1 / ((1) + (1) * p16_1) - p16_0 / ((1) + (1) * p16_0) +
-        T(0.75) * q15_16_1 +
-        T(0.25) * q15_16_0 - out16_1
-      cx[17] =
-        p17_1 / ((1) + (1) * p17_1) - p17_0 / ((1) + (1) * p17_0) - T(0.75) * q17_18_1 +
-        T(0.75) * q1_17_1 - T(0.25) * q17_18_0 + T(0.25) * q1_17_0 - 1
-      cx[18] =
-        p18_1 / ((1) + (1) * p18_1) - p18_0 / ((1) + (1) * p18_0) - T(0.75) * q18_19_1 +
-        T(0.75) * q17_18_1 - T(0.25) * q18_19_0 + T(0.25) * q17_18_0 - 1
-      cx[19] =
-        p19_1 / ((1) + (1) * p19_1) - p19_0 / ((1) + (1) * p19_0) - f19_20_1 +
-        T(0.75) * q18_19_1 +
-        T(0.25) * q18_19_0
-      cx[20] =
-        p20_1 / ((1) + (1) * p20_1) - p20_0 / ((1) + (1) * p20_0) - T(0.75) * q20_21_1 + f19_20_1 -
-        T(0.25) * q20_21_0
-      cx[21] =
-        p21_1 / ((1) + (1) * p21_1) - p21_0 / ((1) + (1) * p21_0) - T(0.75) * q21_22_1 +
-        T(0.75) * q20_21_1 - T(0.25) * q21_22_0 + T(0.25) * q20_21_0 - 1
-      cx[22] =
-        p22_1 / ((1) + (1) * p22_1) - p22_0 / ((1) + (1) * p22_0) - T(0.75) * q22_23_1 +
-        T(0.75) * q21_22_1 - T(0.25) * q22_23_0 + T(0.25) * q21_22_0 - 1
-      cx[23] =
-        p23_1 / ((1) + (1) * p23_1) - p23_0 / ((1) + (1) * p23_0) +
-        T(0.75) * q22_23_1 +
-        T(0.25) * q22_23_0 - out23_1
-      cx[24] = p3_1 * r3_4_1 - p4_1
-      cx[25] = p5_1 * r5_7_1 - p7_1
-      cx[26] = p19_1 * r19_20_1 - p20_1
-      cx[27] =
-        p1_1 * p1_1 - p2_1 * p2_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_1 + p2_1)) * ((abs(q1_2_1))^T(1.8539))
-      cx[28] =
-        p1_1 * p1_1 - p17_1 * p17_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_1 + p17_1)) * ((abs(q1_17_1))^T(1.8539))
-      cx[29] =
-        p2_1 * p2_1 - p3_1 * p3_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_1 + p3_1)) * ((abs(q2_3_1))^T(1.8539))
-      cx[30] =
-        p4_1 * p4_1 - p5_1 * p5_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_1 + p5_1)) * ((abs(q4_5_1))^T(1.8539))
-      cx[31] =
-        p5_1 * p5_1 - p6_1 * p6_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_1 + p6_1)) * ((abs(q5_6_1))^T(1.8539))
-      cx[32] =
-        p7_1 * p7_1 - p8_1 * p8_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_1 + p8_1)) * ((abs(q7_8_1))^T(1.8539))
-      cx[33] =
-        p8_1 * p8_1 - p9_1 * p9_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_1 + p9_1)) * ((abs(q8_9_1))^T(1.8539))
-      cx[34] =
-        p8_1 * p8_1 - p10_1 * p10_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_1 + p10_1)) * ((abs(q8_10_1))^T(1.8539))
-      cx[35] =
-        p8_1 * p8_1 - p11_1 * p11_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_1 + p11_1)) * ((abs(q8_11_1))^T(1.8539))
-      cx[36] =
-        p11_1 * p11_1 - p12_1 * p12_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_1 + p12_1)) * ((abs(q11_12_1))^T(1.8539))
-      cx[37] =
-        p12_1 * p12_1 - p13_1 * p13_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_1 + p13_1)) * ((abs(q12_13_1))^T(1.8539))
-      cx[38] =
-        p13_1 * p13_1 - p14_1 * p14_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_1 + p14_1)) * ((abs(q13_14_1))^T(1.8539))
-      cx[39] =
-        p13_1 * p13_1 - p15_1 * p15_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_1 + p15_1)) * ((abs(q13_15_1))^T(1.8539))
-      cx[40] =
-        p15_1 * p15_1 - p16_1 * p16_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_1 + p16_1)) * ((abs(q15_16_1))^T(1.8539))
-      cx[41] =
-        p17_1 * p17_1 - p18_1 * p18_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_1 + p18_1)) * ((abs(q17_18_1))^T(1.8539))
-      cx[42] =
-        p18_1 * p18_1 - p19_1 * p19_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_1 + p19_1)) * ((abs(q18_19_1))^T(1.8539))
-      cx[43] =
-        p20_1 * p20_1 - p21_1 * p21_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_1 + p21_1)) * ((abs(q20_21_1))^T(1.8539))
-      cx[44] =
-        p21_1 * p21_1 - p22_1 * p22_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_1 + p22_1)) * ((abs(q21_22_1))^T(1.8539))
-      cx[45] =
-        p22_1 * p22_1 - p23_1 * p23_1 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_1 + p23_1)) * ((abs(q22_23_1))^T(1.8539))
-      cx[46] =
-        p1_2 / ((1) + (1) * p1_2) - p1_1 / ((1) + (1) * p1_1) - T(0.75) * q1_17_2 - T(0.75) * q1_2_2 +
-        in1_2 - T(0.25) * q1_17_1 - T(0.25) * q1_2_1
-      cx[47] =
-        p2_2 / ((1) + (1) * p2_2) - p2_1 / ((1) + (1) * p2_1) - T(0.75) * q2_3_2 + T(0.75) * q1_2_2 -
-        T(0.25) * q2_3_1 + T(0.25) * q1_2_1 - 1
-      cx[48] =
-        p3_2 / ((1) + (1) * p3_2) - p3_1 / ((1) + (1) * p3_1) - f3_4_2 +
-        T(0.75) * q2_3_2 +
-        T(0.25) * q2_3_1
-      cx[49] =
-        p4_2 / ((1) + (1) * p4_2) - p4_1 / ((1) + (1) * p4_1) - T(0.75) * q4_5_2 + f3_4_2 -
-        T(0.25) * q4_5_1
-      cx[50] =
-        p5_2 / ((1) + (1) * p5_2) - p5_1 / ((1) + (1) * p5_1) - T(0.75) * q5_6_2 - f5_7_2 +
-        T(0.75) * q4_5_2 - T(0.25) * q5_6_1 + T(0.25) * q4_5_1
-      cx[51] =
-        p6_2 / ((1) + (1) * p6_2) - p6_1 / ((1) + (1) * p6_1) + T(0.75) * q5_6_2 + T(0.25) * q5_6_1 -
-        1
-      cx[52] =
-        p7_2 / ((1) + (1) * p7_2) - p7_1 / ((1) + (1) * p7_1) - T(0.75) * q7_8_2 + f5_7_2 -
-        T(0.25) * q7_8_1
-      cx[53] =
-        p8_2 / ((1) + (1) * p8_2) - p8_1 / ((1) + (1) * p8_1) - T(0.75) * q8_9_2 - T(0.75) * q8_10_2 -
-        T(0.75) * q8_11_2 + T(0.75) * q7_8_2 - T(0.25) * q8_9_1 - T(0.25) * q8_10_1 -
-        T(0.25) * q8_11_1 + T(0.25) * q7_8_1
-      cx[54] =
-        p9_2 / ((1) + (1) * p9_2) - p9_1 / ((1) + (1) * p9_1) + T(0.75) * q8_9_2 + T(0.25) * q8_9_1
-      cx[55] =
-        p10_2 / ((1) + (1) * p10_2) - p10_1 / ((1) + (1) * p10_1) +
-        T(0.75) * q8_10_2 +
-        T(0.25) * q8_10_1 - 1
-      cx[56] =
-        p11_2 / ((1) + (1) * p11_2) - p11_1 / ((1) + (1) * p11_1) - T(0.75) * q11_12_2 +
-        T(0.75) * q8_11_2 - T(0.25) * q11_12_1 + T(0.25) * q8_11_1
-      cx[57] =
-        p12_2 / ((1) + (1) * p12_2) - p12_1 / ((1) + (1) * p12_1) - T(0.75) * q12_13_2 +
-        T(0.75) * q11_12_2 - T(0.25) * q12_13_1 + T(0.25) * q11_12_1
-      cx[58] =
-        p13_2 / ((1) + (1) * p13_2) - p13_1 / ((1) + (1) * p13_1) - T(0.75) * q13_14_2 -
-        T(0.75) * q13_15_2 + T(0.75) * q12_13_2 - T(0.25) * q13_14_1 - T(0.25) * q13_15_1 +
-        T(0.25) * q12_13_1 - 1
-      cx[59] =
-        p14_2 / ((1) + (1) * p14_2) - p14_1 / ((1) + (1) * p14_1) +
-        T(0.75) * q13_14_2 +
-        T(0.25) * q13_14_1
-      cx[60] =
-        p15_2 / ((1) + (1) * p15_2) - p15_1 / ((1) + (1) * p15_1) - T(0.75) * q15_16_2 +
-        T(0.75) * q13_15_2 - T(0.25) * q15_16_1 + T(0.25) * q13_15_1 - 1
-      cx[61] =
-        p16_2 / ((1) + (1) * p16_2) - p16_1 / ((1) + (1) * p16_1) +
-        T(0.75) * q15_16_2 +
-        T(0.25) * q15_16_1 - out16_2
-      cx[62] =
-        p17_2 / ((1) + (1) * p17_2) - p17_1 / ((1) + (1) * p17_1) - T(0.75) * q17_18_2 +
-        T(0.75) * q1_17_2 - T(0.25) * q17_18_1 + T(0.25) * q1_17_1 - 1
-      cx[63] =
-        p18_2 / ((1) + (1) * p18_2) - p18_1 / ((1) + (1) * p18_1) - T(0.75) * q18_19_2 +
-        T(0.75) * q17_18_2 - T(0.25) * q18_19_1 + T(0.25) * q17_18_1 - 1
-      cx[64] =
-        p19_2 / ((1) + (1) * p19_2) - p19_1 / ((1) + (1) * p19_1) - f19_20_2 +
-        T(0.75) * q18_19_2 +
-        T(0.25) * q18_19_1
-      cx[65] =
-        p20_2 / ((1) + (1) * p20_2) - p20_1 / ((1) + (1) * p20_1) - T(0.75) * q20_21_2 + f19_20_2 -
-        T(0.25) * q20_21_1
-      cx[66] =
-        p21_2 / ((1) + (1) * p21_2) - p21_1 / ((1) + (1) * p21_1) - T(0.75) * q21_22_2 +
-        T(0.75) * q20_21_2 - T(0.25) * q21_22_1 + T(0.25) * q20_21_1 - 1
-      cx[67] =
-        p22_2 / ((1) + (1) * p22_2) - p22_1 / ((1) + (1) * p22_1) - T(0.75) * q22_23_2 +
-        T(0.75) * q21_22_2 - T(0.25) * q22_23_1 + T(0.25) * q21_22_1 - 1
-      cx[68] =
-        p23_2 / ((1) + (1) * p23_2) - p23_1 / ((1) + (1) * p23_1) +
-        T(0.75) * q22_23_2 +
-        T(0.25) * q22_23_1 - out23_2
-      cx[69] = p3_2 * r3_4_2 - p4_2
-      cx[70] = p5_2 * r5_7_2 - p7_2
-      cx[71] = p19_2 * r19_20_2 - p20_2
-      cx[72] =
-        p1_2 * p1_2 - p2_2 * p2_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_2 + p2_2)) * ((abs(q1_2_2))^T(1.8539))
-      cx[73] =
-        p1_2 * p1_2 - p17_2 * p17_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_2 + p17_2)) * ((abs(q1_17_2))^T(1.8539))
-      cx[74] =
-        p2_2 * p2_2 - p3_2 * p3_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_2 + p3_2)) * ((abs(q2_3_2))^T(1.8539))
-      cx[75] =
-        p4_2 * p4_2 - p5_2 * p5_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_2 + p5_2)) * ((abs(q4_5_2))^T(1.8539))
-      cx[76] =
-        p5_2 * p5_2 - p6_2 * p6_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_2 + p6_2)) * ((abs(q5_6_2))^T(1.8539))
-      cx[77] =
-        p7_2 * p7_2 - p8_2 * p8_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_2 + p8_2)) * ((abs(q7_8_2))^T(1.8539))
-      cx[78] =
-        p8_2 * p8_2 - p9_2 * p9_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_2 + p9_2)) * ((abs(q8_9_2))^T(1.8539))
-      cx[79] =
-        p8_2 * p8_2 - p10_2 * p10_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_2 + p10_2)) * ((abs(q8_10_2))^T(1.8539))
-      cx[80] =
-        p8_2 * p8_2 - p11_2 * p11_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_2 + p11_2)) * ((abs(q8_11_2))^T(1.8539))
-      cx[81] =
-        p11_2 * p11_2 - p12_2 * p12_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_2 + p12_2)) * ((abs(q11_12_2))^T(1.8539))
-      cx[82] =
-        p12_2 * p12_2 - p13_2 * p13_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_2 + p13_2)) * ((abs(q12_13_2))^T(1.8539))
-      cx[83] =
-        p13_2 * p13_2 - p14_2 * p14_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_2 + p14_2)) * ((abs(q13_14_2))^T(1.8539))
-      cx[84] =
-        p13_2 * p13_2 - p15_2 * p15_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_2 + p15_2)) * ((abs(q13_15_2))^T(1.8539))
-      cx[85] =
-        p15_2 * p15_2 - p16_2 * p16_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_2 + p16_2)) * ((abs(q15_16_2))^T(1.8539))
-      cx[86] =
-        p17_2 * p17_2 - p18_2 * p18_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_2 + p18_2)) * ((abs(q17_18_2))^T(1.8539))
-      cx[87] =
-        p18_2 * p18_2 - p19_2 * p19_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_2 + p19_2)) * ((abs(q18_19_2))^T(1.8539))
-      cx[88] =
-        p20_2 * p20_2 - p21_2 * p21_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_2 + p21_2)) * ((abs(q20_21_2))^T(1.8539))
-      cx[89] =
-        p21_2 * p21_2 - p22_2 * p22_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_2 + p22_2)) * ((abs(q21_22_2))^T(1.8539))
-      cx[90] =
-        p22_2 * p22_2 - p23_2 * p23_2 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_2 + p23_2)) * ((abs(q22_23_2))^T(1.8539))
-      cx[91] =
-        p1_3 / ((1) + (1) * p1_3) - p1_2 / ((1) + (1) * p1_2) - T(0.75) * q1_17_3 - T(0.75) * q1_2_3 +
-        in1_3 - T(0.25) * q1_17_2 - T(0.25) * q1_2_2
-      cx[92] =
-        p2_3 / ((1) + (1) * p2_3) - p2_2 / ((1) + (1) * p2_2) - T(0.75) * q2_3_3 + T(0.75) * q1_2_3 -
-        T(0.25) * q2_3_2 + T(0.25) * q1_2_2 - 1
-      cx[93] =
-        p3_3 / ((1) + (1) * p3_3) - p3_2 / ((1) + (1) * p3_2) - f3_4_3 +
-        T(0.75) * q2_3_3 +
-        T(0.25) * q2_3_2
-      cx[94] =
-        p4_3 / ((1) + (1) * p4_3) - p4_2 / ((1) + (1) * p4_2) - T(0.75) * q4_5_3 + f3_4_3 -
-        T(0.25) * q4_5_2
-      cx[95] =
-        p5_3 / ((1) + (1) * p5_3) - p5_2 / ((1) + (1) * p5_2) - T(0.75) * q5_6_3 - f5_7_3 +
-        T(0.75) * q4_5_3 - T(0.25) * q5_6_2 + T(0.25) * q4_5_2
-      cx[96] =
-        p6_3 / ((1) + (1) * p6_3) - p6_2 / ((1) + (1) * p6_2) + T(0.75) * q5_6_3 + T(0.25) * q5_6_2 -
-        1
-      cx[97] =
-        p7_3 / ((1) + (1) * p7_3) - p7_2 / ((1) + (1) * p7_2) - T(0.75) * q7_8_3 + f5_7_3 -
-        T(0.25) * q7_8_2
-      cx[98] =
-        p8_3 / ((1) + (1) * p8_3) - p8_2 / ((1) + (1) * p8_2) - T(0.75) * q8_9_3 - T(0.75) * q8_10_3 -
-        T(0.75) * q8_11_3 + T(0.75) * q7_8_3 - T(0.25) * q8_9_2 - T(0.25) * q8_10_2 -
-        T(0.25) * q8_11_2 + T(0.25) * q7_8_2
-      cx[99] =
-        p9_3 / ((1) + (1) * p9_3) - p9_2 / ((1) + (1) * p9_2) + T(0.75) * q8_9_3 + T(0.25) * q8_9_2
-      cx[100] =
-        p10_3 / ((1) + (1) * p10_3) - p10_2 / ((1) + (1) * p10_2) +
-        T(0.75) * q8_10_3 +
-        T(0.25) * q8_10_2 - 1
-      cx[101] =
-        p11_3 / ((1) + (1) * p11_3) - p11_2 / ((1) + (1) * p11_2) - T(0.75) * q11_12_3 +
-        T(0.75) * q8_11_3 - T(0.25) * q11_12_2 + T(0.25) * q8_11_2
-      cx[102] =
-        p12_3 / ((1) + (1) * p12_3) - p12_2 / ((1) + (1) * p12_2) - T(0.75) * q12_13_3 +
-        T(0.75) * q11_12_3 - T(0.25) * q12_13_2 + T(0.25) * q11_12_2
-      cx[103] =
-        p13_3 / ((1) + (1) * p13_3) - p13_2 / ((1) + (1) * p13_2) - T(0.75) * q13_14_3 -
-        T(0.75) * q13_15_3 + T(0.75) * q12_13_3 - T(0.25) * q13_14_2 - T(0.25) * q13_15_2 +
-        T(0.25) * q12_13_2 - 1
-      cx[104] =
-        p14_3 / ((1) + (1) * p14_3) - p14_2 / ((1) + (1) * p14_2) +
-        T(0.75) * q13_14_3 +
-        T(0.25) * q13_14_2
-      cx[105] =
-        p15_3 / ((1) + (1) * p15_3) - p15_2 / ((1) + (1) * p15_2) - T(0.75) * q15_16_3 +
-        T(0.75) * q13_15_3 - T(0.25) * q15_16_2 + T(0.25) * q13_15_2 - 1
-      cx[106] =
-        p16_3 / ((1) + (1) * p16_3) - p16_2 / ((1) + (1) * p16_2) +
-        T(0.75) * q15_16_3 +
-        T(0.25) * q15_16_2 - out16_3
-      cx[107] =
-        p17_3 / ((1) + (1) * p17_3) - p17_2 / ((1) + (1) * p17_2) - T(0.75) * q17_18_3 +
-        T(0.75) * q1_17_3 - T(0.25) * q17_18_2 + T(0.25) * q1_17_2 - 1
-      cx[108] =
-        p18_3 / ((1) + (1) * p18_3) - p18_2 / ((1) + (1) * p18_2) - T(0.75) * q18_19_3 +
-        T(0.75) * q17_18_3 - T(0.25) * q18_19_2 + T(0.25) * q17_18_2 - 1
-      cx[109] =
-        p19_3 / ((1) + (1) * p19_3) - p19_2 / ((1) + (1) * p19_2) - f19_20_3 +
-        T(0.75) * q18_19_3 +
-        T(0.25) * q18_19_2
-      cx[110] =
-        p20_3 / ((1) + (1) * p20_3) - p20_2 / ((1) + (1) * p20_2) - T(0.75) * q20_21_3 + f19_20_3 -
-        T(0.25) * q20_21_2
-      cx[111] =
-        p21_3 / ((1) + (1) * p21_3) - p21_2 / ((1) + (1) * p21_2) - T(0.75) * q21_22_3 +
-        T(0.75) * q20_21_3 - T(0.25) * q21_22_2 + T(0.25) * q20_21_2 - 1
-      cx[112] =
-        p22_3 / ((1) + (1) * p22_3) - p22_2 / ((1) + (1) * p22_2) - T(0.75) * q22_23_3 +
-        T(0.75) * q21_22_3 - T(0.25) * q22_23_2 + T(0.25) * q21_22_2 - 1
-      cx[113] =
-        p23_3 / ((1) + (1) * p23_3) - p23_2 / ((1) + (1) * p23_2) +
-        T(0.75) * q22_23_3 +
-        T(0.25) * q22_23_2 - out23_3
-      cx[114] = p3_3 * r3_4_3 - p4_3
-      cx[115] = p5_3 * r5_7_3 - p7_3
-      cx[116] = p19_3 * r19_20_3 - p20_3
-      cx[117] =
-        p1_3 * p1_3 - p2_3 * p2_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_3 + p2_3)) * ((abs(q1_2_3))^T(1.8539))
-      cx[118] =
-        p1_3 * p1_3 - p17_3 * p17_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_3 + p17_3)) * ((abs(q1_17_3))^T(1.8539))
-      cx[119] =
-        p2_3 * p2_3 - p3_3 * p3_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_3 + p3_3)) * ((abs(q2_3_3))^T(1.8539))
-      cx[120] =
-        p4_3 * p4_3 - p5_3 * p5_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_3 + p5_3)) * ((abs(q4_5_3))^T(1.8539))
-      cx[121] =
-        p5_3 * p5_3 - p6_3 * p6_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_3 + p6_3)) * ((abs(q5_6_3))^T(1.8539))
-      cx[122] =
-        p7_3 * p7_3 - p8_3 * p8_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_3 + p8_3)) * ((abs(q7_8_3))^T(1.8539))
-      cx[123] =
-        p8_3 * p8_3 - p9_3 * p9_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_3 + p9_3)) * ((abs(q8_9_3))^T(1.8539))
-      cx[124] =
-        p8_3 * p8_3 - p10_3 * p10_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_3 + p10_3)) * ((abs(q8_10_3))^T(1.8539))
-      cx[125] =
-        p8_3 * p8_3 - p11_3 * p11_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_3 + p11_3)) * ((abs(q8_11_3))^T(1.8539))
-      cx[126] =
-        p11_3 * p11_3 - p12_3 * p12_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_3 + p12_3)) * ((abs(q11_12_3))^T(1.8539))
-      cx[127] =
-        p12_3 * p12_3 - p13_3 * p13_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_3 + p13_3)) * ((abs(q12_13_3))^T(1.8539))
-      cx[128] =
-        p13_3 * p13_3 - p14_3 * p14_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_3 + p14_3)) * ((abs(q13_14_3))^T(1.8539))
-      cx[129] =
-        p13_3 * p13_3 - p15_3 * p15_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_3 + p15_3)) * ((abs(q13_15_3))^T(1.8539))
-      cx[130] =
-        p15_3 * p15_3 - p16_3 * p16_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_3 + p16_3)) * ((abs(q15_16_3))^T(1.8539))
-      cx[131] =
-        p17_3 * p17_3 - p18_3 * p18_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_3 + p18_3)) * ((abs(q17_18_3))^T(1.8539))
-      cx[132] =
-        p18_3 * p18_3 - p19_3 * p19_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_3 + p19_3)) * ((abs(q18_19_3))^T(1.8539))
-      cx[133] =
-        p20_3 * p20_3 - p21_3 * p21_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_3 + p21_3)) * ((abs(q20_21_3))^T(1.8539))
-      cx[134] =
-        p21_3 * p21_3 - p22_3 * p22_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_3 + p22_3)) * ((abs(q21_22_3))^T(1.8539))
-      cx[135] =
-        p22_3 * p22_3 - p23_3 * p23_3 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_3 + p23_3)) * ((abs(q22_23_3))^T(1.8539))
-      cx[136] =
-        p1_4 / ((1) + (1) * p1_4) - p1_3 / ((1) + (1) * p1_3) - T(0.75) * q1_17_4 - T(0.75) * q1_2_4 +
-        in1_4 - T(0.25) * q1_17_3 - T(0.25) * q1_2_3
-      cx[137] =
-        p2_4 / ((1) + (1) * p2_4) - p2_3 / ((1) + (1) * p2_3) - T(0.75) * q2_3_4 + T(0.75) * q1_2_4 -
-        T(0.25) * q2_3_3 + T(0.25) * q1_2_3 - 1
-      cx[138] =
-        p3_4 / ((1) + (1) * p3_4) - p3_3 / ((1) + (1) * p3_3) - f3_4_4 +
-        T(0.75) * q2_3_4 +
-        T(0.25) * q2_3_3
-      cx[139] =
-        p4_4 / ((1) + (1) * p4_4) - p4_3 / ((1) + (1) * p4_3) - T(0.75) * q4_5_4 + f3_4_4 -
-        T(0.25) * q4_5_3
-      cx[140] =
-        p5_4 / ((1) + (1) * p5_4) - p5_3 / ((1) + (1) * p5_3) - T(0.75) * q5_6_4 - f5_7_4 +
-        T(0.75) * q4_5_4 - T(0.25) * q5_6_3 + T(0.25) * q4_5_3
-      cx[141] =
-        p6_4 / ((1) + (1) * p6_4) - p6_3 / ((1) + (1) * p6_3) + T(0.75) * q5_6_4 + T(0.25) * q5_6_3 -
-        1
-      cx[142] =
-        p7_4 / ((1) + (1) * p7_4) - p7_3 / ((1) + (1) * p7_3) - T(0.75) * q7_8_4 + f5_7_4 -
-        T(0.25) * q7_8_3
-      cx[143] =
-        p8_4 / ((1) + (1) * p8_4) - p8_3 / ((1) + (1) * p8_3) - T(0.75) * q8_9_4 - T(0.75) * q8_10_4 -
-        T(0.75) * q8_11_4 + T(0.75) * q7_8_4 - T(0.25) * q8_9_3 - T(0.25) * q8_10_3 -
-        T(0.25) * q8_11_3 + T(0.25) * q7_8_3
-      cx[144] =
-        p9_4 / ((1) + (1) * p9_4) - p9_3 / ((1) + (1) * p9_3) + T(0.75) * q8_9_4 + T(0.25) * q8_9_3
-      cx[145] =
-        p10_4 / ((1) + (1) * p10_4) - p10_3 / ((1) + (1) * p10_3) +
-        T(0.75) * q8_10_4 +
-        T(0.25) * q8_10_3 - 1
-      cx[146] =
-        p11_4 / ((1) + (1) * p11_4) - p11_3 / ((1) + (1) * p11_3) - T(0.75) * q11_12_4 +
-        T(0.75) * q8_11_4 - T(0.25) * q11_12_3 + T(0.25) * q8_11_3
-      cx[147] =
-        p12_4 / ((1) + (1) * p12_4) - p12_3 / ((1) + (1) * p12_3) - T(0.75) * q12_13_4 +
-        T(0.75) * q11_12_4 - T(0.25) * q12_13_3 + T(0.25) * q11_12_3
-      cx[148] =
-        p13_4 / ((1) + (1) * p13_4) - p13_3 / ((1) + (1) * p13_3) - T(0.75) * q13_14_4 -
-        T(0.75) * q13_15_4 + T(0.75) * q12_13_4 - T(0.25) * q13_14_3 - T(0.25) * q13_15_3 +
-        T(0.25) * q12_13_3 - 1
-      cx[149] =
-        p14_4 / ((1) + (1) * p14_4) - p14_3 / ((1) + (1) * p14_3) +
-        T(0.75) * q13_14_4 +
-        T(0.25) * q13_14_3
-      cx[150] =
-        p15_4 / ((1) + (1) * p15_4) - p15_3 / ((1) + (1) * p15_3) - T(0.75) * q15_16_4 +
-        T(0.75) * q13_15_4 - T(0.25) * q15_16_3 + T(0.25) * q13_15_3 - 1
-      cx[151] =
-        p16_4 / ((1) + (1) * p16_4) - p16_3 / ((1) + (1) * p16_3) +
-        T(0.75) * q15_16_4 +
-        T(0.25) * q15_16_3 - out16_4
-      cx[152] =
-        p17_4 / ((1) + (1) * p17_4) - p17_3 / ((1) + (1) * p17_3) - T(0.75) * q17_18_4 +
-        T(0.75) * q1_17_4 - T(0.25) * q17_18_3 + T(0.25) * q1_17_3 - 1
-      cx[153] =
-        p18_4 / ((1) + (1) * p18_4) - p18_3 / ((1) + (1) * p18_3) - T(0.75) * q18_19_4 +
-        T(0.75) * q17_18_4 - T(0.25) * q18_19_3 + T(0.25) * q17_18_3 - 1
-      cx[154] =
-        p19_4 / ((1) + (1) * p19_4) - p19_3 / ((1) + (1) * p19_3) - f19_20_4 +
-        T(0.75) * q18_19_4 +
-        T(0.25) * q18_19_3
-      cx[155] =
-        p20_4 / ((1) + (1) * p20_4) - p20_3 / ((1) + (1) * p20_3) - T(0.75) * q20_21_4 + f19_20_4 -
-        T(0.25) * q20_21_3
-      cx[156] =
-        p21_4 / ((1) + (1) * p21_4) - p21_3 / ((1) + (1) * p21_3) - T(0.75) * q21_22_4 +
-        T(0.75) * q20_21_4 - T(0.25) * q21_22_3 + T(0.25) * q20_21_3 - 1
-      cx[157] =
-        p22_4 / ((1) + (1) * p22_4) - p22_3 / ((1) + (1) * p22_3) - T(0.75) * q22_23_4 +
-        T(0.75) * q21_22_4 - T(0.25) * q22_23_3 + T(0.25) * q21_22_3 - 1
-      cx[158] =
-        p23_4 / ((1) + (1) * p23_4) - p23_3 / ((1) + (1) * p23_3) +
-        T(0.75) * q22_23_4 +
-        T(0.25) * q22_23_3 - out23_4
-      cx[159] = p3_4 * r3_4_4 - p4_4
-      cx[160] = p5_4 * r5_7_4 - p7_4
-      cx[161] = p19_4 * r19_20_4 - p20_4
-      cx[162] =
-        p1_4 * p1_4 - p2_4 * p2_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_4 + p2_4)) * ((abs(q1_2_4))^T(1.8539))
-      cx[163] =
-        p1_4 * p1_4 - p17_4 * p17_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_4 + p17_4)) * ((abs(q1_17_4))^T(1.8539))
-      cx[164] =
-        p2_4 * p2_4 - p3_4 * p3_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_4 + p3_4)) * ((abs(q2_3_4))^T(1.8539))
-      cx[165] =
-        p4_4 * p4_4 - p5_4 * p5_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_4 + p5_4)) * ((abs(q4_5_4))^T(1.8539))
-      cx[166] =
-        p5_4 * p5_4 - p6_4 * p6_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_4 + p6_4)) * ((abs(q5_6_4))^T(1.8539))
-      cx[167] =
-        p7_4 * p7_4 - p8_4 * p8_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_4 + p8_4)) * ((abs(q7_8_4))^T(1.8539))
-      cx[168] =
-        p8_4 * p8_4 - p9_4 * p9_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_4 + p9_4)) * ((abs(q8_9_4))^T(1.8539))
-      cx[169] =
-        p8_4 * p8_4 - p10_4 * p10_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_4 + p10_4)) * ((abs(q8_10_4))^T(1.8539))
-      cx[170] =
-        p8_4 * p8_4 - p11_4 * p11_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_4 + p11_4)) * ((abs(q8_11_4))^T(1.8539))
-      cx[171] =
-        p11_4 * p11_4 - p12_4 * p12_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_4 + p12_4)) * ((abs(q11_12_4))^T(1.8539))
-      cx[172] =
-        p12_4 * p12_4 - p13_4 * p13_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_4 + p13_4)) * ((abs(q12_13_4))^T(1.8539))
-      cx[173] =
-        p13_4 * p13_4 - p14_4 * p14_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_4 + p14_4)) * ((abs(q13_14_4))^T(1.8539))
-      cx[174] =
-        p13_4 * p13_4 - p15_4 * p15_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_4 + p15_4)) * ((abs(q13_15_4))^T(1.8539))
-      cx[175] =
-        p15_4 * p15_4 - p16_4 * p16_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_4 + p16_4)) * ((abs(q15_16_4))^T(1.8539))
-      cx[176] =
-        p17_4 * p17_4 - p18_4 * p18_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_4 + p18_4)) * ((abs(q17_18_4))^T(1.8539))
-      cx[177] =
-        p18_4 * p18_4 - p19_4 * p19_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_4 + p19_4)) * ((abs(q18_19_4))^T(1.8539))
-      cx[178] =
-        p20_4 * p20_4 - p21_4 * p21_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_4 + p21_4)) * ((abs(q20_21_4))^T(1.8539))
-      cx[179] =
-        p21_4 * p21_4 - p22_4 * p22_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_4 + p22_4)) * ((abs(q21_22_4))^T(1.8539))
-      cx[180] =
-        p22_4 * p22_4 - p23_4 * p23_4 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_4 + p23_4)) * ((abs(q22_23_4))^T(1.8539))
-      cx[181] =
-        p1_5 / ((1) + (1) * p1_5) - p1_4 / ((1) + (1) * p1_4) - T(0.75) * q1_17_5 - T(0.75) * q1_2_5 +
-        in1_5 - T(0.25) * q1_17_4 - T(0.25) * q1_2_4
-      cx[182] =
-        p2_5 / ((1) + (1) * p2_5) - p2_4 / ((1) + (1) * p2_4) - T(0.75) * q2_3_5 + T(0.75) * q1_2_5 -
-        T(0.25) * q2_3_4 + T(0.25) * q1_2_4 - 1
-      cx[183] =
-        p3_5 / ((1) + (1) * p3_5) - p3_4 / ((1) + (1) * p3_4) - f3_4_5 +
-        T(0.75) * q2_3_5 +
-        T(0.25) * q2_3_4
-      cx[184] =
-        p4_5 / ((1) + (1) * p4_5) - p4_4 / ((1) + (1) * p4_4) - T(0.75) * q4_5_5 + f3_4_5 -
-        T(0.25) * q4_5_4
-      cx[185] =
-        p5_5 / ((1) + (1) * p5_5) - p5_4 / ((1) + (1) * p5_4) - T(0.75) * q5_6_5 - f5_7_5 +
-        T(0.75) * q4_5_5 - T(0.25) * q5_6_4 + T(0.25) * q4_5_4
-      cx[186] =
-        p6_5 / ((1) + (1) * p6_5) - p6_4 / ((1) + (1) * p6_4) + T(0.75) * q5_6_5 + T(0.25) * q5_6_4 -
-        1
-      cx[187] =
-        p7_5 / ((1) + (1) * p7_5) - p7_4 / ((1) + (1) * p7_4) - T(0.75) * q7_8_5 + f5_7_5 -
-        T(0.25) * q7_8_4
-      cx[188] =
-        p8_5 / ((1) + (1) * p8_5) - p8_4 / ((1) + (1) * p8_4) - T(0.75) * q8_9_5 - T(0.75) * q8_10_5 -
-        T(0.75) * q8_11_5 + T(0.75) * q7_8_5 - T(0.25) * q8_9_4 - T(0.25) * q8_10_4 -
-        T(0.25) * q8_11_4 + T(0.25) * q7_8_4
-      cx[189] =
-        p9_5 / ((1) + (1) * p9_5) - p9_4 / ((1) + (1) * p9_4) + T(0.75) * q8_9_5 + T(0.25) * q8_9_4
-      cx[190] =
-        p10_5 / ((1) + (1) * p10_5) - p10_4 / ((1) + (1) * p10_4) +
-        T(0.75) * q8_10_5 +
-        T(0.25) * q8_10_4 - 1
-      cx[191] =
-        p11_5 / ((1) + (1) * p11_5) - p11_4 / ((1) + (1) * p11_4) - T(0.75) * q11_12_5 +
-        T(0.75) * q8_11_5 - T(0.25) * q11_12_4 + T(0.25) * q8_11_4
-      cx[192] =
-        p12_5 / ((1) + (1) * p12_5) - p12_4 / ((1) + (1) * p12_4) - T(0.75) * q12_13_5 +
-        T(0.75) * q11_12_5 - T(0.25) * q12_13_4 + T(0.25) * q11_12_4
-      cx[193] =
-        p13_5 / ((1) + (1) * p13_5) - p13_4 / ((1) + (1) * p13_4) - T(0.75) * q13_14_5 -
-        T(0.75) * q13_15_5 + T(0.75) * q12_13_5 - T(0.25) * q13_14_4 - T(0.25) * q13_15_4 +
-        T(0.25) * q12_13_4 - 1
-      cx[194] =
-        p14_5 / ((1) + (1) * p14_5) - p14_4 / ((1) + (1) * p14_4) +
-        T(0.75) * q13_14_5 +
-        T(0.25) * q13_14_4
-      cx[195] =
-        p15_5 / ((1) + (1) * p15_5) - p15_4 / ((1) + (1) * p15_4) - T(0.75) * q15_16_5 +
-        T(0.75) * q13_15_5 - T(0.25) * q15_16_4 + T(0.25) * q13_15_4 - 1
-      cx[196] =
-        p16_5 / ((1) + (1) * p16_5) - p16_4 / ((1) + (1) * p16_4) +
-        T(0.75) * q15_16_5 +
-        T(0.25) * q15_16_4 - out16_5
-      cx[197] =
-        p17_5 / ((1) + (1) * p17_5) - p17_4 / ((1) + (1) * p17_4) - T(0.75) * q17_18_5 +
-        T(0.75) * q1_17_5 - T(0.25) * q17_18_4 + T(0.25) * q1_17_4 - 1
-      cx[198] =
-        p18_5 / ((1) + (1) * p18_5) - p18_4 / ((1) + (1) * p18_4) - T(0.75) * q18_19_5 +
-        T(0.75) * q17_18_5 - T(0.25) * q18_19_4 + T(0.25) * q17_18_4 - 1
-      cx[199] =
-        p19_5 / ((1) + (1) * p19_5) - p19_4 / ((1) + (1) * p19_4) - f19_20_5 +
-        T(0.75) * q18_19_5 +
-        T(0.25) * q18_19_4
-      cx[200] =
-        p20_5 / ((1) + (1) * p20_5) - p20_4 / ((1) + (1) * p20_4) - T(0.75) * q20_21_5 + f19_20_5 -
-        T(0.25) * q20_21_4
-      cx[201] =
-        p21_5 / ((1) + (1) * p21_5) - p21_4 / ((1) + (1) * p21_4) - T(0.75) * q21_22_5 +
-        T(0.75) * q20_21_5 - T(0.25) * q21_22_4 + T(0.25) * q20_21_4 - 1
-      cx[202] =
-        p22_5 / ((1) + (1) * p22_5) - p22_4 / ((1) + (1) * p22_4) - T(0.75) * q22_23_5 +
-        T(0.75) * q21_22_5 - T(0.25) * q22_23_4 + T(0.25) * q21_22_4 - 1
-      cx[203] =
-        p23_5 / ((1) + (1) * p23_5) - p23_4 / ((1) + (1) * p23_4) +
-        T(0.75) * q22_23_5 +
-        T(0.25) * q22_23_4 - out23_5
-      cx[204] = p3_5 * r3_4_5 - p4_5
-      cx[205] = p5_5 * r5_7_5 - p7_5
-      cx[206] = p19_5 * r19_20_5 - p20_5
-      cx[207] =
-        p1_5 * p1_5 - p2_5 * p2_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_5 + p2_5)) * ((abs(q1_2_5))^T(1.8539))
-      cx[208] =
-        p1_5 * p1_5 - p17_5 * p17_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_5 + p17_5)) * ((abs(q1_17_5))^T(1.8539))
-      cx[209] =
-        p2_5 * p2_5 - p3_5 * p3_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_5 + p3_5)) * ((abs(q2_3_5))^T(1.8539))
-      cx[210] =
-        p4_5 * p4_5 - p5_5 * p5_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_5 + p5_5)) * ((abs(q4_5_5))^T(1.8539))
-      cx[211] =
-        p5_5 * p5_5 - p6_5 * p6_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_5 + p6_5)) * ((abs(q5_6_5))^T(1.8539))
-      cx[212] =
-        p7_5 * p7_5 - p8_5 * p8_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_5 + p8_5)) * ((abs(q7_8_5))^T(1.8539))
-      cx[213] =
-        p8_5 * p8_5 - p9_5 * p9_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_5 + p9_5)) * ((abs(q8_9_5))^T(1.8539))
-      cx[214] =
-        p8_5 * p8_5 - p10_5 * p10_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_5 + p10_5)) * ((abs(q8_10_5))^T(1.8539))
-      cx[215] =
-        p8_5 * p8_5 - p11_5 * p11_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_5 + p11_5)) * ((abs(q8_11_5))^T(1.8539))
-      cx[216] =
-        p11_5 * p11_5 - p12_5 * p12_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_5 + p12_5)) * ((abs(q11_12_5))^T(1.8539))
-      cx[217] =
-        p12_5 * p12_5 - p13_5 * p13_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_5 + p13_5)) * ((abs(q12_13_5))^T(1.8539))
-      cx[218] =
-        p13_5 * p13_5 - p14_5 * p14_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_5 + p14_5)) * ((abs(q13_14_5))^T(1.8539))
-      cx[219] =
-        p13_5 * p13_5 - p15_5 * p15_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_5 + p15_5)) * ((abs(q13_15_5))^T(1.8539))
-      cx[220] =
-        p15_5 * p15_5 - p16_5 * p16_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_5 + p16_5)) * ((abs(q15_16_5))^T(1.8539))
-      cx[221] =
-        p17_5 * p17_5 - p18_5 * p18_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_5 + p18_5)) * ((abs(q17_18_5))^T(1.8539))
-      cx[222] =
-        p18_5 * p18_5 - p19_5 * p19_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_5 + p19_5)) * ((abs(q18_19_5))^T(1.8539))
-      cx[223] =
-        p20_5 * p20_5 - p21_5 * p21_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_5 + p21_5)) * ((abs(q20_21_5))^T(1.8539))
-      cx[224] =
-        p21_5 * p21_5 - p22_5 * p22_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_5 + p22_5)) * ((abs(q21_22_5))^T(1.8539))
-      cx[225] =
-        p22_5 * p22_5 - p23_5 * p23_5 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_5 + p23_5)) * ((abs(q22_23_5))^T(1.8539))
-      cx[226] =
-        p1_6 / ((1) + (1) * p1_6) - p1_5 / ((1) + (1) * p1_5) - T(0.75) * q1_17_6 - T(0.75) * q1_2_6 +
-        in1_6 - T(0.25) * q1_17_5 - T(0.25) * q1_2_5
-      cx[227] =
-        p2_6 / ((1) + (1) * p2_6) - p2_5 / ((1) + (1) * p2_5) - T(0.75) * q2_3_6 + T(0.75) * q1_2_6 -
-        T(0.25) * q2_3_5 + T(0.25) * q1_2_5 - 1
-      cx[228] =
-        p3_6 / ((1) + (1) * p3_6) - p3_5 / ((1) + (1) * p3_5) - f3_4_6 +
-        T(0.75) * q2_3_6 +
-        T(0.25) * q2_3_5
-      cx[229] =
-        p4_6 / ((1) + (1) * p4_6) - p4_5 / ((1) + (1) * p4_5) - T(0.75) * q4_5_6 + f3_4_6 -
-        T(0.25) * q4_5_5
-      cx[230] =
-        p5_6 / ((1) + (1) * p5_6) - p5_5 / ((1) + (1) * p5_5) - T(0.75) * q5_6_6 - f5_7_6 +
-        T(0.75) * q4_5_6 - T(0.25) * q5_6_5 + T(0.25) * q4_5_5
-      cx[231] =
-        p6_6 / ((1) + (1) * p6_6) - p6_5 / ((1) + (1) * p6_5) + T(0.75) * q5_6_6 + T(0.25) * q5_6_5 -
-        1
-      cx[232] =
-        p7_6 / ((1) + (1) * p7_6) - p7_5 / ((1) + (1) * p7_5) - T(0.75) * q7_8_6 + f5_7_6 -
-        T(0.25) * q7_8_5
-      cx[233] =
-        p8_6 / ((1) + (1) * p8_6) - p8_5 / ((1) + (1) * p8_5) - T(0.75) * q8_9_6 - T(0.75) * q8_10_6 -
-        T(0.75) * q8_11_6 + T(0.75) * q7_8_6 - T(0.25) * q8_9_5 - T(0.25) * q8_10_5 -
-        T(0.25) * q8_11_5 + T(0.25) * q7_8_5
-      cx[234] =
-        p9_6 / ((1) + (1) * p9_6) - p9_5 / ((1) + (1) * p9_5) + T(0.75) * q8_9_6 + T(0.25) * q8_9_5
-      cx[235] =
-        p10_6 / ((1) + (1) * p10_6) - p10_5 / ((1) + (1) * p10_5) +
-        T(0.75) * q8_10_6 +
-        T(0.25) * q8_10_5 - 1
-      cx[236] =
-        p11_6 / ((1) + (1) * p11_6) - p11_5 / ((1) + (1) * p11_5) - T(0.75) * q11_12_6 +
-        T(0.75) * q8_11_6 - T(0.25) * q11_12_5 + T(0.25) * q8_11_5
-      cx[237] =
-        p12_6 / ((1) + (1) * p12_6) - p12_5 / ((1) + (1) * p12_5) - T(0.75) * q12_13_6 +
-        T(0.75) * q11_12_6 - T(0.25) * q12_13_5 + T(0.25) * q11_12_5
-      cx[238] =
-        p13_6 / ((1) + (1) * p13_6) - p13_5 / ((1) + (1) * p13_5) - T(0.75) * q13_14_6 -
-        T(0.75) * q13_15_6 + T(0.75) * q12_13_6 - T(0.25) * q13_14_5 - T(0.25) * q13_15_5 +
-        T(0.25) * q12_13_5 - 1
-      cx[239] =
-        p14_6 / ((1) + (1) * p14_6) - p14_5 / ((1) + (1) * p14_5) +
-        T(0.75) * q13_14_6 +
-        T(0.25) * q13_14_5
-      cx[240] =
-        p15_6 / ((1) + (1) * p15_6) - p15_5 / ((1) + (1) * p15_5) - T(0.75) * q15_16_6 +
-        T(0.75) * q13_15_6 - T(0.25) * q15_16_5 + T(0.25) * q13_15_5 - 1
-      cx[241] =
-        p16_6 / ((1) + (1) * p16_6) - p16_5 / ((1) + (1) * p16_5) +
-        T(0.75) * q15_16_6 +
-        T(0.25) * q15_16_5 - out16_6
-      cx[242] =
-        p17_6 / ((1) + (1) * p17_6) - p17_5 / ((1) + (1) * p17_5) - T(0.75) * q17_18_6 +
-        T(0.75) * q1_17_6 - T(0.25) * q17_18_5 + T(0.25) * q1_17_5 - 1
-      cx[243] =
-        p18_6 / ((1) + (1) * p18_6) - p18_5 / ((1) + (1) * p18_5) - T(0.75) * q18_19_6 +
-        T(0.75) * q17_18_6 - T(0.25) * q18_19_5 + T(0.25) * q17_18_5 - 1
-      cx[244] =
-        p19_6 / ((1) + (1) * p19_6) - p19_5 / ((1) + (1) * p19_5) - f19_20_6 +
-        T(0.75) * q18_19_6 +
-        T(0.25) * q18_19_5
-      cx[245] =
-        p20_6 / ((1) + (1) * p20_6) - p20_5 / ((1) + (1) * p20_5) - T(0.75) * q20_21_6 + f19_20_6 -
-        T(0.25) * q20_21_5
-      cx[246] =
-        p21_6 / ((1) + (1) * p21_6) - p21_5 / ((1) + (1) * p21_5) - T(0.75) * q21_22_6 +
-        T(0.75) * q20_21_6 - T(0.25) * q21_22_5 + T(0.25) * q20_21_5 - 1
-      cx[247] =
-        p22_6 / ((1) + (1) * p22_6) - p22_5 / ((1) + (1) * p22_5) - T(0.75) * q22_23_6 +
-        T(0.75) * q21_22_6 - T(0.25) * q22_23_5 + T(0.25) * q21_22_5 - 1
-      cx[248] =
-        p23_6 / ((1) + (1) * p23_6) - p23_5 / ((1) + (1) * p23_5) +
-        T(0.75) * q22_23_6 +
-        T(0.25) * q22_23_5 - out23_6
-      cx[249] = p3_6 * r3_4_6 - p4_6
-      cx[250] = p5_6 * r5_7_6 - p7_6
-      cx[251] = p19_6 * r19_20_6 - p20_6
-      cx[252] =
-        p1_6 * p1_6 - p2_6 * p2_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_6 + p2_6)) * ((abs(q1_2_6))^T(1.8539))
-      cx[253] =
-        p1_6 * p1_6 - p17_6 * p17_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_6 + p17_6)) * ((abs(q1_17_6))^T(1.8539))
-      cx[254] =
-        p2_6 * p2_6 - p3_6 * p3_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_6 + p3_6)) * ((abs(q2_3_6))^T(1.8539))
-      cx[255] =
-        p4_6 * p4_6 - p5_6 * p5_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_6 + p5_6)) * ((abs(q4_5_6))^T(1.8539))
-      cx[256] =
-        p5_6 * p5_6 - p6_6 * p6_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_6 + p6_6)) * ((abs(q5_6_6))^T(1.8539))
-      cx[257] =
-        p7_6 * p7_6 - p8_6 * p8_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_6 + p8_6)) * ((abs(q7_8_6))^T(1.8539))
-      cx[258] =
-        p8_6 * p8_6 - p9_6 * p9_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_6 + p9_6)) * ((abs(q8_9_6))^T(1.8539))
-      cx[259] =
-        p8_6 * p8_6 - p10_6 * p10_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_6 + p10_6)) * ((abs(q8_10_6))^T(1.8539))
-      cx[260] =
-        p8_6 * p8_6 - p11_6 * p11_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_6 + p11_6)) * ((abs(q8_11_6))^T(1.8539))
-      cx[261] =
-        p11_6 * p11_6 - p12_6 * p12_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_6 + p12_6)) * ((abs(q11_12_6))^T(1.8539))
-      cx[262] =
-        p12_6 * p12_6 - p13_6 * p13_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_6 + p13_6)) * ((abs(q12_13_6))^T(1.8539))
-      cx[263] =
-        p13_6 * p13_6 - p14_6 * p14_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_6 + p14_6)) * ((abs(q13_14_6))^T(1.8539))
-      cx[264] =
-        p13_6 * p13_6 - p15_6 * p15_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_6 + p15_6)) * ((abs(q13_15_6))^T(1.8539))
-      cx[265] =
-        p15_6 * p15_6 - p16_6 * p16_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_6 + p16_6)) * ((abs(q15_16_6))^T(1.8539))
-      cx[266] =
-        p17_6 * p17_6 - p18_6 * p18_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_6 + p18_6)) * ((abs(q17_18_6))^T(1.8539))
-      cx[267] =
-        p18_6 * p18_6 - p19_6 * p19_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_6 + p19_6)) * ((abs(q18_19_6))^T(1.8539))
-      cx[268] =
-        p20_6 * p20_6 - p21_6 * p21_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_6 + p21_6)) * ((abs(q20_21_6))^T(1.8539))
-      cx[269] =
-        p21_6 * p21_6 - p22_6 * p22_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_6 + p22_6)) * ((abs(q21_22_6))^T(1.8539))
-      cx[270] =
-        p22_6 * p22_6 - p23_6 * p23_6 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_6 + p23_6)) * ((abs(q22_23_6))^T(1.8539))
-      cx[271] =
-        p1_7 / ((1) + (1) * p1_7) - p1_6 / ((1) + (1) * p1_6) - T(0.75) * q1_17_7 - T(0.75) * q1_2_7 +
-        in1_7 - T(0.25) * q1_17_6 - T(0.25) * q1_2_6
-      cx[272] =
-        p2_7 / ((1) + (1) * p2_7) - p2_6 / ((1) + (1) * p2_6) - T(0.75) * q2_3_7 + T(0.75) * q1_2_7 -
-        T(0.25) * q2_3_6 + T(0.25) * q1_2_6 - 1
-      cx[273] =
-        p3_7 / ((1) + (1) * p3_7) - p3_6 / ((1) + (1) * p3_6) - f3_4_7 +
-        T(0.75) * q2_3_7 +
-        T(0.25) * q2_3_6
-      cx[274] =
-        p4_7 / ((1) + (1) * p4_7) - p4_6 / ((1) + (1) * p4_6) - T(0.75) * q4_5_7 + f3_4_7 -
-        T(0.25) * q4_5_6
-      cx[275] =
-        p5_7 / ((1) + (1) * p5_7) - p5_6 / ((1) + (1) * p5_6) - T(0.75) * q5_6_7 - f5_7_7 +
-        T(0.75) * q4_5_7 - T(0.25) * q5_6_6 + T(0.25) * q4_5_6
-      cx[276] =
-        p6_7 / ((1) + (1) * p6_7) - p6_6 / ((1) + (1) * p6_6) + T(0.75) * q5_6_7 + T(0.25) * q5_6_6 -
-        1
-      cx[277] =
-        p7_7 / ((1) + (1) * p7_7) - p7_6 / ((1) + (1) * p7_6) - T(0.75) * q7_8_7 + f5_7_7 -
-        T(0.25) * q7_8_6
-      cx[278] =
-        p8_7 / ((1) + (1) * p8_7) - p8_6 / ((1) + (1) * p8_6) - T(0.75) * q8_9_7 - T(0.75) * q8_10_7 -
-        T(0.75) * q8_11_7 + T(0.75) * q7_8_7 - T(0.25) * q8_9_6 - T(0.25) * q8_10_6 -
-        T(0.25) * q8_11_6 + T(0.25) * q7_8_6
-      cx[279] =
-        p9_7 / ((1) + (1) * p9_7) - p9_6 / ((1) + (1) * p9_6) + T(0.75) * q8_9_7 + T(0.25) * q8_9_6
-      cx[280] =
-        p10_7 / ((1) + (1) * p10_7) - p10_6 / ((1) + (1) * p10_6) +
-        T(0.75) * q8_10_7 +
-        T(0.25) * q8_10_6 - 1
-      cx[281] =
-        p11_7 / ((1) + (1) * p11_7) - p11_6 / ((1) + (1) * p11_6) - T(0.75) * q11_12_7 +
-        T(0.75) * q8_11_7 - T(0.25) * q11_12_6 + T(0.25) * q8_11_6
-      cx[282] =
-        p12_7 / ((1) + (1) * p12_7) - p12_6 / ((1) + (1) * p12_6) - T(0.75) * q12_13_7 +
-        T(0.75) * q11_12_7 - T(0.25) * q12_13_6 + T(0.25) * q11_12_6
-      cx[283] =
-        p13_7 / ((1) + (1) * p13_7) - p13_6 / ((1) + (1) * p13_6) - T(0.75) * q13_14_7 -
-        T(0.75) * q13_15_7 + T(0.75) * q12_13_7 - T(0.25) * q13_14_6 - T(0.25) * q13_15_6 +
-        T(0.25) * q12_13_6 - 1
-      cx[284] =
-        p14_7 / ((1) + (1) * p14_7) - p14_6 / ((1) + (1) * p14_6) +
-        T(0.75) * q13_14_7 +
-        T(0.25) * q13_14_6
-      cx[285] =
-        p15_7 / ((1) + (1) * p15_7) - p15_6 / ((1) + (1) * p15_6) - T(0.75) * q15_16_7 +
-        T(0.75) * q13_15_7 - T(0.25) * q15_16_6 + T(0.25) * q13_15_6 - 1
-      cx[286] =
-        p16_7 / ((1) + (1) * p16_7) - p16_6 / ((1) + (1) * p16_6) +
-        T(0.75) * q15_16_7 +
-        T(0.25) * q15_16_6 - out16_7
-      cx[287] =
-        p17_7 / ((1) + (1) * p17_7) - p17_6 / ((1) + (1) * p17_6) - T(0.75) * q17_18_7 +
-        T(0.75) * q1_17_7 - T(0.25) * q17_18_6 + T(0.25) * q1_17_6 - 1
-      cx[288] =
-        p18_7 / ((1) + (1) * p18_7) - p18_6 / ((1) + (1) * p18_6) - T(0.75) * q18_19_7 +
-        T(0.75) * q17_18_7 - T(0.25) * q18_19_6 + T(0.25) * q17_18_6 - 1
-      cx[289] =
-        p19_7 / ((1) + (1) * p19_7) - p19_6 / ((1) + (1) * p19_6) - f19_20_7 +
-        T(0.75) * q18_19_7 +
-        T(0.25) * q18_19_6
-      cx[290] =
-        p20_7 / ((1) + (1) * p20_7) - p20_6 / ((1) + (1) * p20_6) - T(0.75) * q20_21_7 + f19_20_7 -
-        T(0.25) * q20_21_6
-      cx[291] =
-        p21_7 / ((1) + (1) * p21_7) - p21_6 / ((1) + (1) * p21_6) - T(0.75) * q21_22_7 +
-        T(0.75) * q20_21_7 - T(0.25) * q21_22_6 + T(0.25) * q20_21_6 - 1
-      cx[292] =
-        p22_7 / ((1) + (1) * p22_7) - p22_6 / ((1) + (1) * p22_6) - T(0.75) * q22_23_7 +
-        T(0.75) * q21_22_7 - T(0.25) * q22_23_6 + T(0.25) * q21_22_6 - 1
-      cx[293] =
-        p23_7 / ((1) + (1) * p23_7) - p23_6 / ((1) + (1) * p23_6) +
-        T(0.75) * q22_23_7 +
-        T(0.25) * q22_23_6 - out23_7
-      cx[294] = p3_7 * r3_4_7 - p4_7
-      cx[295] = p5_7 * r5_7_7 - p7_7
-      cx[296] = p19_7 * r19_20_7 - p20_7
-      cx[297] =
-        p1_7 * p1_7 - p2_7 * p2_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_7 + p2_7)) * ((abs(q1_2_7))^T(1.8539))
-      cx[298] =
-        p1_7 * p1_7 - p17_7 * p17_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_7 + p17_7)) * ((abs(q1_17_7))^T(1.8539))
-      cx[299] =
-        p2_7 * p2_7 - p3_7 * p3_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_7 + p3_7)) * ((abs(q2_3_7))^T(1.8539))
-      cx[300] =
-        p4_7 * p4_7 - p5_7 * p5_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_7 + p5_7)) * ((abs(q4_5_7))^T(1.8539))
-      cx[301] =
-        p5_7 * p5_7 - p6_7 * p6_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_7 + p6_7)) * ((abs(q5_6_7))^T(1.8539))
-      cx[302] =
-        p7_7 * p7_7 - p8_7 * p8_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_7 + p8_7)) * ((abs(q7_8_7))^T(1.8539))
-      cx[303] =
-        p8_7 * p8_7 - p9_7 * p9_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_7 + p9_7)) * ((abs(q8_9_7))^T(1.8539))
-      cx[304] =
-        p8_7 * p8_7 - p10_7 * p10_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_7 + p10_7)) * ((abs(q8_10_7))^T(1.8539))
-      cx[305] =
-        p8_7 * p8_7 - p11_7 * p11_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_7 + p11_7)) * ((abs(q8_11_7))^T(1.8539))
-      cx[306] =
-        p11_7 * p11_7 - p12_7 * p12_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_7 + p12_7)) * ((abs(q11_12_7))^T(1.8539))
-      cx[307] =
-        p12_7 * p12_7 - p13_7 * p13_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_7 + p13_7)) * ((abs(q12_13_7))^T(1.8539))
-      cx[308] =
-        p13_7 * p13_7 - p14_7 * p14_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_7 + p14_7)) * ((abs(q13_14_7))^T(1.8539))
-      cx[309] =
-        p13_7 * p13_7 - p15_7 * p15_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_7 + p15_7)) * ((abs(q13_15_7))^T(1.8539))
-      cx[310] =
-        p15_7 * p15_7 - p16_7 * p16_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_7 + p16_7)) * ((abs(q15_16_7))^T(1.8539))
-      cx[311] =
-        p17_7 * p17_7 - p18_7 * p18_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_7 + p18_7)) * ((abs(q17_18_7))^T(1.8539))
-      cx[312] =
-        p18_7 * p18_7 - p19_7 * p19_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_7 + p19_7)) * ((abs(q18_19_7))^T(1.8539))
-      cx[313] =
-        p20_7 * p20_7 - p21_7 * p21_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_7 + p21_7)) * ((abs(q20_21_7))^T(1.8539))
-      cx[314] =
-        p21_7 * p21_7 - p22_7 * p22_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_7 + p22_7)) * ((abs(q21_22_7))^T(1.8539))
-      cx[315] =
-        p22_7 * p22_7 - p23_7 * p23_7 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_7 + p23_7)) * ((abs(q22_23_7))^T(1.8539))
-      cx[316] =
-        p1_8 / ((1) + (1) * p1_8) - p1_7 / ((1) + (1) * p1_7) - T(0.75) * q1_17_8 - T(0.75) * q1_2_8 +
-        in1_8 - T(0.25) * q1_17_7 - T(0.25) * q1_2_7
-      cx[317] =
-        p2_8 / ((1) + (1) * p2_8) - p2_7 / ((1) + (1) * p2_7) - T(0.75) * q2_3_8 + T(0.75) * q1_2_8 -
-        T(0.25) * q2_3_7 + T(0.25) * q1_2_7 - 1
-      cx[318] =
-        p3_8 / ((1) + (1) * p3_8) - p3_7 / ((1) + (1) * p3_7) - f3_4_8 +
-        T(0.75) * q2_3_8 +
-        T(0.25) * q2_3_7
-      cx[319] =
-        p4_8 / ((1) + (1) * p4_8) - p4_7 / ((1) + (1) * p4_7) - T(0.75) * q4_5_8 + f3_4_8 -
-        T(0.25) * q4_5_7
-      cx[320] =
-        p5_8 / ((1) + (1) * p5_8) - p5_7 / ((1) + (1) * p5_7) - T(0.75) * q5_6_8 - f5_7_8 +
-        T(0.75) * q4_5_8 - T(0.25) * q5_6_7 + T(0.25) * q4_5_7
-      cx[321] =
-        p6_8 / ((1) + (1) * p6_8) - p6_7 / ((1) + (1) * p6_7) + T(0.75) * q5_6_8 + T(0.25) * q5_6_7 -
-        1
-      cx[322] =
-        p7_8 / ((1) + (1) * p7_8) - p7_7 / ((1) + (1) * p7_7) - T(0.75) * q7_8_8 + f5_7_8 -
-        T(0.25) * q7_8_7
-      cx[323] =
-        p8_8 / ((1) + (1) * p8_8) - p8_7 / ((1) + (1) * p8_7) - T(0.75) * q8_9_8 - T(0.75) * q8_10_8 -
-        T(0.75) * q8_11_8 + T(0.75) * q7_8_8 - T(0.25) * q8_9_7 - T(0.25) * q8_10_7 -
-        T(0.25) * q8_11_7 + T(0.25) * q7_8_7
-      cx[324] =
-        p9_8 / ((1) + (1) * p9_8) - p9_7 / ((1) + (1) * p9_7) + T(0.75) * q8_9_8 + T(0.25) * q8_9_7
-      cx[325] =
-        p10_8 / ((1) + (1) * p10_8) - p10_7 / ((1) + (1) * p10_7) +
-        T(0.75) * q8_10_8 +
-        T(0.25) * q8_10_7 - 1
-      cx[326] =
-        p11_8 / ((1) + (1) * p11_8) - p11_7 / ((1) + (1) * p11_7) - T(0.75) * q11_12_8 +
-        T(0.75) * q8_11_8 - T(0.25) * q11_12_7 + T(0.25) * q8_11_7
-      cx[327] =
-        p12_8 / ((1) + (1) * p12_8) - p12_7 / ((1) + (1) * p12_7) - T(0.75) * q12_13_8 +
-        T(0.75) * q11_12_8 - T(0.25) * q12_13_7 + T(0.25) * q11_12_7
-      cx[328] =
-        p13_8 / ((1) + (1) * p13_8) - p13_7 / ((1) + (1) * p13_7) - T(0.75) * q13_14_8 -
-        T(0.75) * q13_15_8 + T(0.75) * q12_13_8 - T(0.25) * q13_14_7 - T(0.25) * q13_15_7 +
-        T(0.25) * q12_13_7 - 1
-      cx[329] =
-        p14_8 / ((1) + (1) * p14_8) - p14_7 / ((1) + (1) * p14_7) +
-        T(0.75) * q13_14_8 +
-        T(0.25) * q13_14_7
-      cx[330] =
-        p15_8 / ((1) + (1) * p15_8) - p15_7 / ((1) + (1) * p15_7) - T(0.75) * q15_16_8 +
-        T(0.75) * q13_15_8 - T(0.25) * q15_16_7 + T(0.25) * q13_15_7 - 1
-      cx[331] =
-        p16_8 / ((1) + (1) * p16_8) - p16_7 / ((1) + (1) * p16_7) +
-        T(0.75) * q15_16_8 +
-        T(0.25) * q15_16_7 - out16_8
-      cx[332] =
-        p17_8 / ((1) + (1) * p17_8) - p17_7 / ((1) + (1) * p17_7) - T(0.75) * q17_18_8 +
-        T(0.75) * q1_17_8 - T(0.25) * q17_18_7 + T(0.25) * q1_17_7 - 1
-      cx[333] =
-        p18_8 / ((1) + (1) * p18_8) - p18_7 / ((1) + (1) * p18_7) - T(0.75) * q18_19_8 +
-        T(0.75) * q17_18_8 - T(0.25) * q18_19_7 + T(0.25) * q17_18_7 - 1
-      cx[334] =
-        p19_8 / ((1) + (1) * p19_8) - p19_7 / ((1) + (1) * p19_7) - f19_20_8 +
-        T(0.75) * q18_19_8 +
-        T(0.25) * q18_19_7
-      cx[335] =
-        p20_8 / ((1) + (1) * p20_8) - p20_7 / ((1) + (1) * p20_7) - T(0.75) * q20_21_8 + f19_20_8 -
-        T(0.25) * q20_21_7
-      cx[336] =
-        p21_8 / ((1) + (1) * p21_8) - p21_7 / ((1) + (1) * p21_7) - T(0.75) * q21_22_8 +
-        T(0.75) * q20_21_8 - T(0.25) * q21_22_7 + T(0.25) * q20_21_7 - 1
-      cx[337] =
-        p22_8 / ((1) + (1) * p22_8) - p22_7 / ((1) + (1) * p22_7) - T(0.75) * q22_23_8 +
-        T(0.75) * q21_22_8 - T(0.25) * q22_23_7 + T(0.25) * q21_22_7 - 1
-      cx[338] =
-        p23_8 / ((1) + (1) * p23_8) - p23_7 / ((1) + (1) * p23_7) +
-        T(0.75) * q22_23_8 +
-        T(0.25) * q22_23_7 - out23_8
-      cx[339] = p3_8 * r3_4_8 - p4_8
-      cx[340] = p5_8 * r5_7_8 - p7_8
-      cx[341] = p19_8 * r19_20_8 - p20_8
-      cx[342] =
-        p1_8 * p1_8 - p2_8 * p2_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_8 + p2_8)) * ((abs(q1_2_8))^T(1.8539))
-      cx[343] =
-        p1_8 * p1_8 - p17_8 * p17_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p1_8 + p17_8)) * ((abs(q1_17_8))^T(1.8539))
-      cx[344] =
-        p2_8 * p2_8 - p3_8 * p3_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p2_8 + p3_8)) * ((abs(q2_3_8))^T(1.8539))
-      cx[345] =
-        p4_8 * p4_8 - p5_8 * p5_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p4_8 + p5_8)) * ((abs(q4_5_8))^T(1.8539))
-      cx[346] =
-        p5_8 * p5_8 - p6_8 * p6_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p5_8 + p6_8)) * ((abs(q5_6_8))^T(1.8539))
-      cx[347] =
-        p7_8 * p7_8 - p8_8 * p8_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p7_8 + p8_8)) * ((abs(q7_8_8))^T(1.8539))
-      cx[348] =
-        p8_8 * p8_8 - p9_8 * p9_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_8 + p9_8)) * ((abs(q8_9_8))^T(1.8539))
-      cx[349] =
-        p8_8 * p8_8 - p10_8 * p10_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_8 + p10_8)) * ((abs(q8_10_8))^T(1.8539))
-      cx[350] =
-        p8_8 * p8_8 - p11_8 * p11_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p8_8 + p11_8)) * ((abs(q8_11_8))^T(1.8539))
-      cx[351] =
-        p11_8 * p11_8 - p12_8 * p12_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p11_8 + p12_8)) * ((abs(q11_12_8))^T(1.8539))
-      cx[352] =
-        p12_8 * p12_8 - p13_8 * p13_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p12_8 + p13_8)) * ((abs(q12_13_8))^T(1.8539))
-      cx[353] =
-        p13_8 * p13_8 - p14_8 * p14_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_8 + p14_8)) * ((abs(q13_14_8))^T(1.8539))
-      cx[354] =
-        p13_8 * p13_8 - p15_8 * p15_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p13_8 + p15_8)) * ((abs(q13_15_8))^T(1.8539))
-      cx[355] =
-        p15_8 * p15_8 - p16_8 * p16_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p15_8 + p16_8)) * ((abs(q15_16_8))^T(1.8539))
-      cx[356] =
-        p17_8 * p17_8 - p18_8 * p18_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p17_8 + p18_8)) * ((abs(q17_18_8))^T(1.8539))
-      cx[357] =
-        p18_8 * p18_8 - p19_8 * p19_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p18_8 + p19_8)) * ((abs(q18_19_8))^T(1.8539))
-      cx[358] =
-        p20_8 * p20_8 - p21_8 * p21_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p20_8 + p21_8)) * ((abs(q20_21_8))^T(1.8539))
-      cx[359] =
-        p21_8 * p21_8 - p22_8 * p22_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p21_8 + p22_8)) * ((abs(q21_22_8))^T(1.8539))
-      cx[360] =
-        p22_8 * p22_8 - p23_8 * p23_8 -
-        T(0.01) * ((1) + (T(0.5) * 1) * (p22_8 + p23_8)) * ((abs(q22_23_8))^T(1.8539))
-      return cx
-    end
-    lvar = T[
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-    lcon = zeros(T, 360)
-    ucon = zeros(T, 360)
-  
-    return ADNLPModels.ADNLPModel!(f, x0, lvar, uvar, c!, lcon, ucon, name = "britgas"; kwargs...)
-  end
-  
-nlp_jump = MathOptNLPModel(OptimizationProblems.PureJuMP.britgas())
-nlp_ad = ad_britgas()
-
-using Test, LinearAlgebra
-@test nlp_jump.meta.lcon == nlp_ad.meta.lcon
-@test nlp_jump.meta.ucon == nlp_ad.meta.ucon
-x1 = rand(nlp_jump.meta.nvar)
-@test cons(nlp_jump, x1) == cons(nlp_ad, x1)
-@test norm(cons(nlp_jump, x1) - cons(nlp_ad, x1), Inf) # doesn't work
-
-cx_jump = cons(nlp_jump, x1)
-cx_ad = cons(nlp_ad, x1)
-temp = similar(cx_jump)
-perm = Vector{Int}(undef, 360)
-for i=1:360
-  cxi = cx_ad[i]
-  temp .= abs.(cx_jump .- cxi)
-  perm[i] = findmin(temp)[2]
-end
-@info "Got it"
-print(perm)
-
-#=
-lin = nlp_jump.meta.lin
-x1 = rand(nlp_jump.meta.nvar)
-@test nlp_jump.meta.lcon[lin] == nlp_ad.meta.lcon[lin]
-@test nlp_jump.meta.ucon[lin] == nlp_ad.meta.ucon[lin]
-@test cons(nlp_jump, x1)[lin] == cons(nlp_ad, x1)[lin]
-
-julia> print(cons(nlp_jump, x1))
-[0.07603028392558386, -0.04180293449708273, -0.12027019593411356, -0.8633162570686043, -0.3415466734561188, 0.025832980009622808, 0.20043287709440905, 0.6018743336817175, -0.4614533310267914, -0.1715562144799927, 0.03910155502168616, -0.4317669102325602, 0.027208275919786418, -0.1738670900284014, -0.8417469205129362, 0.12180357726196395, -0.6401486613066865, 0.13026610769410174, -0.2851676123211968, -0.6885900365384215, -0.7148501616146516, -0.06321438107010624, -0.05841498811320478, -0.3348636722800158, 0.24832472931969524, -1.2542496948449402, 0.21381443228990277, -0.45685410829035744, -0.5598244936733758, -0.7048194182760813, 0.39913216324691536, -0.648402389842205, 0.15145998032712296, -0.46259154238746614, -0.09279878394883007, -0.34206887618827503, -1.2739793300311522, 0.9557989536674552, -0.9443559455730748, -0.11451968802154298, -1.0475664247328194, -0.9755641848036378, -0.42548332776282227, -0.06363424081886179, -0.7583503503699474, -1.5423721196659668, 0.8887794521078196, 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0.06354866105071572, 0.17620742347486845, -1.9263985970037134, 0.5047295936513158, -0.5518335844515252, -0.04065073081497683, -0.9396073980605424, -1.7360479451754576, -0.42184085198431337, 0.4737032040459568, -0.49772460309156263, -1.634456354072944, 0.03923118273902415, 0.7330318236068623, 0.6696919092253737, -0.7310488679175849, 0.12961202340764164, -0.4433670398424991, 0.21668043593295996, -0.8204605229652516, 0.020213994426133572, -0.8336545519025329, 0.8255039448759048, -0.22806884400197022, -0.06606849311485685, 0.22414296969841535, -0.31051223845490616, 0.06529615750699516, -0.22003578350577496, -0.08911397318597897, 0.3751870578581672, -0.043276431891478936]
-julia> print(cons(nlp_ad, x1))
-[0.24832472931969524, -1.2542496948449402, 0.2138144322899027, -0.45685410829035744, -0.5598244936733758, -0.7048194182760813, 0.39913216324691536, -0.6484023898422049, 0.15145998032712302, -0.46259154238746614, -0.09279878394883007, -0.34206887618827503, -1.2739793300311522, 0.9557989536674552, -0.9443559455730748, -0.11451968802154298, -1.0475664247328194, -0.9755641848036377, -0.42548332776282227, -0.06363424081886179, -0.7583503503699474, -1.5423721196659668, 0.8887794521078196, 0.07603028392558386, -0.04180293449708273, -0.12027019593411356, -0.09134577603674292, -0.5637330224249043, -0.28704477332879114, -0.3137982807602207, 0.285399710850732, -0.39281576755426684, 0.24023906984613433, -0.012742572499277065, 0.3777917653114558, -0.6728169067049697, 0.6775451748928671, -0.049455297426029915, -0.10383767104215509, 0.10065445524501075, -0.04475117711584723, 0.6738134108731152, -0.44017587369537314, 0.15751271763136912, -0.16187297284595037, -0.5218072427803044, -0.7290443005019076, -0.4280673470066571, 0.7630494165262538, -1.3777792115225098, -0.23609305638496247, 0.8329994706389785, -1.4557120502028986, 0.8241884906311883, -0.4056834295191709, -0.22802742004358598, -0.6311638291477523, -0.668336648365214, 0.6563401623897016, -1.2171730926782236, 0.4615439367712688, -1.2263897646607016, -0.9121518357085054, 0.06277985627370333, 0.07650920600067121, -0.9156605654063705, -1.492288852335982, 0.3023117149363266, -0.8633162570686043, -0.3415466734561188, 0.025832980009622808, 0.8014758077028789, 0.7076119517337865, -0.4273550265646162, -0.06388997761552562, 0.842957774797145, 0.22482139619947172, -0.7589318607371387, -0.6289404991637162, -0.0037587298229506856, -0.06897918030559184, -0.3688867898046568, 0.3149285588350054, -0.05899225068479119, -0.25163787298894646, -0.027860334127987895, -0.058097282164177665, -0.4487122313925046, -0.3856039150456618, 0.20084297840175117, -0.33720715979942884, -1.1807343477303192, -0.21389137906941477, 0.23364243375388982, -0.7123070203065534, -0.26653442154797924, -0.49830495869533153, -1.6586286822084213, 0.5336655471006645, -0.23491441451894501, 0.4798131678326661, -0.07381606169803742, -0.8518774035807873, 0.5376587491677874, -2.095612115903304, 0.4279389606334477, -1.2437290646425547, -0.6473400942811238, 0.18339345380714478, 0.24253504581503893, -0.8959226454099868, -1.3510647369529787, -0.49853261889437417, 0.20043287709440905, 0.6018743336817175, -0.4614533310267914, -0.0560955815783552, -0.6564991295681278, -0.36970723067420314, -0.2892244664107196, -0.4924747785723765, -0.0046126402180158965, -0.06120802607182477, -0.45513792002393244, -1.0065485476947764, 0.8148946561705998, -0.267149806975416, 0.37453817368092995, 0.4084031042116283, -0.9353144499866508, 0.6634622466450619, -0.872513473704879, 0.5004109371037503, 0.2305725769116156, -0.3426626206851821, -0.4805580711472016, -1.0342365738851456, -0.04144372052501022, -0.04324335160886361, -1.1875434889184202, -0.27723688484052067, 0.14965518701897457, -1.3849308654661137, 0.5428859763526835, -0.17119241783313055, 0.6571692703902818, -0.4503534305012822, -1.8715524595834414, 0.9974524985941183, -0.17409604227606934, -0.9154037602260907, -0.8990214505016072, -1.1072099941103255, -0.7269621815494798, 0.29078887155019506, -1.8900986067490244, -0.6335471357941256, -0.053995071263578276, -0.1715562144799927, 0.03910155502168616, -0.4317669102325602, -0.3706411956442473, 0.021043942444233264, 0.42712808127254975, -0.16637950839565574, -0.363428018860556, -0.6485075155716202, 0.7435849761346739, 0.026337259323013493, -0.06431255270559368, 0.4988007939948236, 0.21590646990154963, -0.59425176713116, -0.7887687291315262, 0.7096700580208247, 0.011755968380762281, 0.021941064620681867, 0.22064070450894557, -0.8565330005627129, 0.450315709703854, -0.8487292890756035, -1.6644296765716473, 0.9129653722304996, -0.37600435909639557, -0.11580309530340821, -0.6896357760655358, -0.3414561774330158, -0.7933642298609511, 1.0453962709046611, -0.6365321002427236, -0.20948563289330596, 0.10727975100961179, -0.9109914763609538, 0.0646742481422456, -1.1847464945652586, -0.2677770659429475, -0.39274955572852543, -0.8144214644955288, 0.4448112892786896, 0.21666315063766622, -1.1291571491277388, -1.4337353668286765, -0.16627158461053548, 0.027208275919786418, -0.1738670900284014, -0.8417469205129362, 0.6115360934372086, -0.10596382654667957, -0.2842016240037079, -0.011085880161962524, -0.7211258713797528, -0.5351842546704618, 0.43021584916544625, -0.3775962447748488, -0.16425592685907386, 0.31563558435838146, -0.15985907502191699, 0.3961775225954566, 0.4236853794049791, -0.718380037953641, 0.6094829211746471, 0.06290537518928499, 0.6305654439793439, 0.33891001423130857, -0.4940933572842904, -1.0014680960667526, -0.818614992276123, -0.11430653117131515, 0.2892966003407744, -0.11717922447657983, -0.6431637522109316, -0.44754969911268416, -1.2099344607140428, 0.9295299260005505, -0.6285374636724854, -0.40565006244105156, 0.13691848110271426, -1.350641345002157, 0.47089151641935456, -0.8458340225685173, -0.07441438988020566, -1.1052046885780549, -0.48408679242259656, 0.17061015016968697, -0.2584297886038116, -1.023313501536027, -0.7661321471070319, -0.5259068752442893, 0.12180357726196395, -0.6401486613066865, 0.13026610769410174, -0.7304422388246034, 0.014049265478702076, 0.5446369302908135, 0.06435304594080028, -0.8575583682287723, 0.5117792948239506, -0.4127676775015375, -0.47194068071488754, -0.33288020881214264, 0.33175145731694533, -0.37845661225434457, -0.008683498223294478, -0.2711996979547916, 0.4320488225740305, -0.8611936911761245, -0.021175077978903993, -0.2679501505614843, 0.6160149856535049, -0.10144186154321823, 0.8410015216944188, -1.754747414121457, -0.17084816651716708, 0.6722259080937025, -0.29885278952295363, -1.0310063401773564, 0.004678730828003297, -0.7743908152794694, 0.5036920712619095, -0.5662330452706793, -0.19331478985098904, 0.8515722878251863, -1.5172993569396787, 0.5621345300528322, -1.0854990796226327, -0.29949387527941224, -0.8390386502735672, -1.3288668866163402, -0.49598910292633347, 0.6341739329717755, -1.4726181904712645, -0.9520268997921122, -0.45060490461726466, -0.2851676123211968, -0.6885900365384215, -0.7148501616146516, 0.25402451226195943, 0.021706800729812067, -0.488151412439068, 0.6833934512029959, -0.009774063575964314, 0.35103791449222166, -0.4918931602192716, -0.034530274123627316, -0.09012200990035593, -0.2007033405372189, 0.26168237635809255, -0.3150440314748766, -0.08177467824607852, 0.16435270737321328, -0.6554342664306317, 0.7396928040669126, 0.9442606665623856, -0.38649231427226627, 0.37101244404258704, 0.06066478757693844, -1.1662174981066729, 0.5606045360395112, -0.37150024208810795, 0.20132964986683213, -0.8499012822033529, -0.15750601413136478, -1.7044006771242763, 0.739482789351005, -0.7994383001429904, 0.06354866105071572, 0.17620742347486845, -1.9263985970037134, 0.5047295936513159, -0.5518335844515252, -0.04065073081497683, -0.9396073980605424, -1.7360479451754576, -0.42184085198431337, 0.4737032040459568, -0.49772460309156263, -1.634456354072944, 0.03923118273902415, -0.06321438107010624, -0.05841498811320478, -0.3348636722800158, 0.7330318236068623, 0.6696919092253737, -0.7310488679175849, 0.12961202340764164, -0.4433670398424991, 0.21668043593295996, -0.8204605229652516, 0.020213994426133572, -0.8336545519025329, 0.8255039448759048, -0.22806884400197022, -0.06606849311485685, 0.22414296969841535, -0.31051223845490616, 0.06529615750699516, -0.22003578350577496, -0.08911397318597895, 0.3751870578581672, -0.043276431891478936]
-
-=#
\ No newline at end of file