# Domains
var X1 >= -1.0e8, <= 0;
var X2 >= -1.0e8, <= 0;
var X3 >= -1.0e8, <= 0;
var X4 >= -1.0e8, <= 0;
var X5 >= -1.0e8, <= 0;
var X6 >= -1.0e8, <= 0;
var X7 >= -1.0e8, <= 0;
var X8 >= -1.0e8, <= 0;
var X9 >= -1.0e8, <= 0;
var X10 >= -1.0e8, <= 0;
var X11 >= -1.0e8, <= 0;
var X12 >= -1.0e8, <= 0;
var X13 >= -1.0e8, <= 0;
var X14 >= -1.0e8, <= 0;
var X15 >= -1.0e8, <= 0;
var X16 >= -1.0e8, <= 0;
var X17 >= -1.0e8, <= 0;
var X18 >= -1.0e8, <= 0;
var X19 >= -1.0e8, <= 0;
var X20 >= -1.0e8, <= 0;
var X21 >= -1.0e8, <= 0;
var X22 >= -1.0e8, <= 0;
var X23 >= -1.0e8, <= 0;
var X24 >= -1.0e8, <= 0;
var X25 >= -1.0e8, <= 0;
var X26 >= -1.0e8, <= 0;
var X27 >= -1.0e8, <= 0;
var X28 >= -1.0e8, <= 0;
var X29 >= -1.0e8, <= 0;
var X30 >= -1.0e8, <= 0;
var X31 >= -1.0e8, <= 0;
var X32 >= -1.0e8, <= 0;
var X33 >= -1.0e8, <= 0;
var X34 >= -1.0e8, <= 0;
var X35 >= -1.0e8, <= 0;
var X36 >= -1.0e8, <= 0;
var X37 >= -1.0e8, <= 0;
var X38 >= -1.0e8, <= 0;
var X39 >= -1.0e8, <= 0;
var X40 >= -1.0e8, <= 0;

# Constants

param R_1 := 42/41;
param R_2 := 43/41;
param R_3 := 44/41;
param R_4 := 45/41;
param R_5 := 46/41;
param R_6 := 47/41;
param R_7 := 48/41;
param R_8 := 49/41;
param R_9 := 50/41;
param R_10 := 51/41;
param R_11 := 52/41;
param R_12 := 53/41;
param R_13 := 54/41;
param R_14 := 55/41;
param R_15 := 56/41;
param R_16 := 57/41;
param R_17 := 58/41;
param R_18 := 59/41;
param R_19 := 60/41;
param R_20 := 61/41;
param R_21 := 62/41;
param R_22 := 63/41;
param R_23 := 64/41;
param R_24 := 65/41;
param R_25 := 66/41;
param R_26 := 67/41;
param R_27 := 68/41;
param R_28 := 69/41;
param R_29 := 70/41;
param R_30 := 71/41;
param R_31 := 72/41;
param R_32 := 73/41;
param R_33 := 74/41;
param R_34 := 75/41;
param R_35 := 76/41;
param R_36 := 77/41;
param R_37 := 78/41;
param R_38 := 79/41;
param R_39 := 80/41;
param R_40 := 81/41;
param Ra_1_1 := 40/137842;
param Rb_1_2 := 39/137842;
param Rb_1_3 := 38/137842;
param Rb_1_4 := 37/137842;
param Rb_1_5 := 36/137842;
param Rb_1_6 := 35/137842;
param Rb_1_7 := 34/137842;
param Rb_1_8 := 33/137842;
param Rb_1_9 := 32/137842;
param Rb_1_10 := 31/137842;
param Rb_1_11 := 30/137842;
param Rb_1_12 := 29/137842;
param Rb_1_13 := 28/137842;
param Rb_1_14 := 27/137842;
param Rb_1_15 := 26/137842;
param Rb_1_16 := 25/137842;
param Rb_1_17 := 24/137842;
param Rb_1_18 := 23/137842;
param Rb_1_19 := 22/137842;
param Rb_1_20 := 21/137842;
param Rb_1_21 := 20/137842;
param Rb_1_22 := 19/137842;
param Rb_1_23 := 18/137842;
param Rb_1_24 := 17/137842;
param Rb_1_25 := 16/137842;
param Rb_1_26 := 15/137842;
param Rb_1_27 := 14/137842;
param Rb_1_28 := 13/137842;
param Rb_1_29 := 12/137842;
param Rb_1_30 := 11/137842;
param Rb_1_31 := 10/137842;
param Rb_1_32 := 9/137842;
param Rb_1_33 := 8/137842;
param Rb_1_34 := 7/137842;
param Rb_1_35 := 6/137842;
param Rb_1_36 := 5/137842;
param Rb_1_37 := 4/137842;
param Rb_1_38 := 3/137842;
param Rb_1_39 := 2/137842;
param Rb_1_40 := 1/137842;
param Ra_2_1 := 39/137842;
param Ra_2_2 := 78/137842;
param Rb_2_3 := 76/137842;
param Rb_2_4 := 74/137842;
param Rb_2_5 := 72/137842;
param Rb_2_6 := 70/137842;
param Rb_2_7 := 68/137842;
param Rb_2_8 := 66/137842;
param Rb_2_9 := 64/137842;
param Rb_2_10 := 62/137842;
param Rb_2_11 := 60/137842;
param Rb_2_12 := 58/137842;
param Rb_2_13 := 56/137842;
param Rb_2_14 := 54/137842;
param Rb_2_15 := 52/137842;
param Rb_2_16 := 50/137842;
param Rb_2_17 := 48/137842;
param Rb_2_18 := 46/137842;
param Rb_2_19 := 44/137842;
param Rb_2_20 := 42/137842;
param Rb_2_21 := 40/137842;
param Rb_2_22 := 38/137842;
param Rb_2_23 := 36/137842;
param Rb_2_24 := 34/137842;
param Rb_2_25 := 32/137842;
param Rb_2_26 := 30/137842;
param Rb_2_27 := 28/137842;
param Rb_2_28 := 26/137842;
param Rb_2_29 := 24/137842;
param Rb_2_30 := 22/137842;
param Rb_2_31 := 20/137842;
param Rb_2_32 := 18/137842;
param Rb_2_33 := 16/137842;
param Rb_2_34 := 14/137842;
param Rb_2_35 := 12/137842;
param Rb_2_36 := 10/137842;
param Rb_2_37 := 8/137842;
param Rb_2_38 := 6/137842;
param Rb_2_39 := 4/137842;
param Rb_2_40 := 2/137842;
param Ra_3_1 := 38/137842;
param Ra_3_2 := 76/137842;
param Ra_3_3 := 114/137842;
param Rb_3_4 := 111/137842;
param Rb_3_5 := 108/137842;
param Rb_3_6 := 105/137842;
param Rb_3_7 := 102/137842;
param Rb_3_8 := 99/137842;
param Rb_3_9 := 96/137842;
param Rb_3_10 := 93/137842;
param Rb_3_11 := 90/137842;
param Rb_3_12 := 87/137842;
param Rb_3_13 := 84/137842;
param Rb_3_14 := 81/137842;
param Rb_3_15 := 78/137842;
param Rb_3_16 := 75/137842;
param Rb_3_17 := 72/137842;
param Rb_3_18 := 69/137842;
param Rb_3_19 := 66/137842;
param Rb_3_20 := 63/137842;
param Rb_3_21 := 60/137842;
param Rb_3_22 := 57/137842;
param Rb_3_23 := 54/137842;
param Rb_3_24 := 51/137842;
param Rb_3_25 := 48/137842;
param Rb_3_26 := 45/137842;
param Rb_3_27 := 42/137842;
param Rb_3_28 := 39/137842;
param Rb_3_29 := 36/137842;
param Rb_3_30 := 33/137842;
param Rb_3_31 := 30/137842;
param Rb_3_32 := 27/137842;
param Rb_3_33 := 24/137842;
param Rb_3_34 := 21/137842;
param Rb_3_35 := 18/137842;
param Rb_3_36 := 15/137842;
param Rb_3_37 := 12/137842;
param Rb_3_38 := 9/137842;
param Rb_3_39 := 6/137842;
param Rb_3_40 := 3/137842;
param Ra_4_1 := 37/137842;
param Ra_4_2 := 74/137842;
param Ra_4_3 := 111/137842;
param Ra_4_4 := 148/137842;
param Rb_4_5 := 144/137842;
param Rb_4_6 := 140/137842;
param Rb_4_7 := 136/137842;
param Rb_4_8 := 132/137842;
param Rb_4_9 := 128/137842;
param Rb_4_10 := 124/137842;
param Rb_4_11 := 120/137842;
param Rb_4_12 := 116/137842;
param Rb_4_13 := 112/137842;
param Rb_4_14 := 108/137842;
param Rb_4_15 := 104/137842;
param Rb_4_16 := 100/137842;
param Rb_4_17 := 96/137842;
param Rb_4_18 := 92/137842;
param Rb_4_19 := 88/137842;
param Rb_4_20 := 84/137842;
param Rb_4_21 := 80/137842;
param Rb_4_22 := 76/137842;
param Rb_4_23 := 72/137842;
param Rb_4_24 := 68/137842;
param Rb_4_25 := 64/137842;
param Rb_4_26 := 60/137842;
param Rb_4_27 := 56/137842;
param Rb_4_28 := 52/137842;
param Rb_4_29 := 48/137842;
param Rb_4_30 := 44/137842;
param Rb_4_31 := 40/137842;
param Rb_4_32 := 36/137842;
param Rb_4_33 := 32/137842;
param Rb_4_34 := 28/137842;
param Rb_4_35 := 24/137842;
param Rb_4_36 := 20/137842;
param Rb_4_37 := 16/137842;
param Rb_4_38 := 12/137842;
param Rb_4_39 := 8/137842;
param Rb_4_40 := 4/137842;
param Ra_5_1 := 36/137842;
param Ra_5_2 := 72/137842;
param Ra_5_3 := 108/137842;
param Ra_5_4 := 144/137842;
param Ra_5_5 := 180/137842;
param Rb_5_6 := 175/137842;
param Rb_5_7 := 170/137842;
param Rb_5_8 := 165/137842;
param Rb_5_9 := 160/137842;
param Rb_5_10 := 155/137842;
param Rb_5_11 := 150/137842;
param Rb_5_12 := 145/137842;
param Rb_5_13 := 140/137842;
param Rb_5_14 := 135/137842;
param Rb_5_15 := 130/137842;
param Rb_5_16 := 125/137842;
param Rb_5_17 := 120/137842;
param Rb_5_18 := 115/137842;
param Rb_5_19 := 110/137842;
param Rb_5_20 := 105/137842;
param Rb_5_21 := 100/137842;
param Rb_5_22 := 95/137842;
param Rb_5_23 := 90/137842;
param Rb_5_24 := 85/137842;
param Rb_5_25 := 80/137842;
param Rb_5_26 := 75/137842;
param Rb_5_27 := 70/137842;
param Rb_5_28 := 65/137842;
param Rb_5_29 := 60/137842;
param Rb_5_30 := 55/137842;
param Rb_5_31 := 50/137842;
param Rb_5_32 := 45/137842;
param Rb_5_33 := 40/137842;
param Rb_5_34 := 35/137842;
param Rb_5_35 := 30/137842;
param Rb_5_36 := 25/137842;
param Rb_5_37 := 20/137842;
param Rb_5_38 := 15/137842;
param Rb_5_39 := 10/137842;
param Rb_5_40 := 5/137842;
param Ra_6_1 := 35/137842;
param Ra_6_2 := 70/137842;
param Ra_6_3 := 105/137842;
param Ra_6_4 := 140/137842;
param Ra_6_5 := 175/137842;
param Ra_6_6 := 210/137842;
param Rb_6_7 := 204/137842;
param Rb_6_8 := 198/137842;
param Rb_6_9 := 192/137842;
param Rb_6_10 := 186/137842;
param Rb_6_11 := 180/137842;
param Rb_6_12 := 174/137842;
param Rb_6_13 := 168/137842;
param Rb_6_14 := 162/137842;
param Rb_6_15 := 156/137842;
param Rb_6_16 := 150/137842;
param Rb_6_17 := 144/137842;
param Rb_6_18 := 138/137842;
param Rb_6_19 := 132/137842;
param Rb_6_20 := 126/137842;
param Rb_6_21 := 120/137842;
param Rb_6_22 := 114/137842;
param Rb_6_23 := 108/137842;
param Rb_6_24 := 102/137842;
param Rb_6_25 := 96/137842;
param Rb_6_26 := 90/137842;
param Rb_6_27 := 84/137842;
param Rb_6_28 := 78/137842;
param Rb_6_29 := 72/137842;
param Rb_6_30 := 66/137842;
param Rb_6_31 := 60/137842;
param Rb_6_32 := 54/137842;
param Rb_6_33 := 48/137842;
param Rb_6_34 := 42/137842;
param Rb_6_35 := 36/137842;
param Rb_6_36 := 30/137842;
param Rb_6_37 := 24/137842;
param Rb_6_38 := 18/137842;
param Rb_6_39 := 12/137842;
param Rb_6_40 := 6/137842;
param Ra_7_1 := 34/137842;
param Ra_7_2 := 68/137842;
param Ra_7_3 := 102/137842;
param Ra_7_4 := 136/137842;
param Ra_7_5 := 170/137842;
param Ra_7_6 := 204/137842;
param Ra_7_7 := 238/137842;
param Rb_7_8 := 231/137842;
param Rb_7_9 := 224/137842;
param Rb_7_10 := 217/137842;
param Rb_7_11 := 210/137842;
param Rb_7_12 := 203/137842;
param Rb_7_13 := 196/137842;
param Rb_7_14 := 189/137842;
param Rb_7_15 := 182/137842;
param Rb_7_16 := 175/137842;
param Rb_7_17 := 168/137842;
param Rb_7_18 := 161/137842;
param Rb_7_19 := 154/137842;
param Rb_7_20 := 147/137842;
param Rb_7_21 := 140/137842;
param Rb_7_22 := 133/137842;
param Rb_7_23 := 126/137842;
param Rb_7_24 := 119/137842;
param Rb_7_25 := 112/137842;
param Rb_7_26 := 105/137842;
param Rb_7_27 := 98/137842;
param Rb_7_28 := 91/137842;
param Rb_7_29 := 84/137842;
param Rb_7_30 := 77/137842;
param Rb_7_31 := 70/137842;
param Rb_7_32 := 63/137842;
param Rb_7_33 := 56/137842;
param Rb_7_34 := 49/137842;
param Rb_7_35 := 42/137842;
param Rb_7_36 := 35/137842;
param Rb_7_37 := 28/137842;
param Rb_7_38 := 21/137842;
param Rb_7_39 := 14/137842;
param Rb_7_40 := 7/137842;
param Ra_8_1 := 33/137842;
param Ra_8_2 := 66/137842;
param Ra_8_3 := 99/137842;
param Ra_8_4 := 132/137842;
param Ra_8_5 := 165/137842;
param Ra_8_6 := 198/137842;
param Ra_8_7 := 231/137842;
param Ra_8_8 := 264/137842;
param Rb_8_9 := 256/137842;
param Rb_8_10 := 248/137842;
param Rb_8_11 := 240/137842;
param Rb_8_12 := 232/137842;
param Rb_8_13 := 224/137842;
param Rb_8_14 := 216/137842;
param Rb_8_15 := 208/137842;
param Rb_8_16 := 200/137842;
param Rb_8_17 := 192/137842;
param Rb_8_18 := 184/137842;
param Rb_8_19 := 176/137842;
param Rb_8_20 := 168/137842;
param Rb_8_21 := 160/137842;
param Rb_8_22 := 152/137842;
param Rb_8_23 := 144/137842;
param Rb_8_24 := 136/137842;
param Rb_8_25 := 128/137842;
param Rb_8_26 := 120/137842;
param Rb_8_27 := 112/137842;
param Rb_8_28 := 104/137842;
param Rb_8_29 := 96/137842;
param Rb_8_30 := 88/137842;
param Rb_8_31 := 80/137842;
param Rb_8_32 := 72/137842;
param Rb_8_33 := 64/137842;
param Rb_8_34 := 56/137842;
param Rb_8_35 := 48/137842;
param Rb_8_36 := 40/137842;
param Rb_8_37 := 32/137842;
param Rb_8_38 := 24/137842;
param Rb_8_39 := 16/137842;
param Rb_8_40 := 8/137842;
param Ra_9_1 := 32/137842;
param Ra_9_2 := 64/137842;
param Ra_9_3 := 96/137842;
param Ra_9_4 := 128/137842;
param Ra_9_5 := 160/137842;
param Ra_9_6 := 192/137842;
param Ra_9_7 := 224/137842;
param Ra_9_8 := 256/137842;
param Ra_9_9 := 288/137842;
param Rb_9_10 := 279/137842;
param Rb_9_11 := 270/137842;
param Rb_9_12 := 261/137842;
param Rb_9_13 := 252/137842;
param Rb_9_14 := 243/137842;
param Rb_9_15 := 234/137842;
param Rb_9_16 := 225/137842;
param Rb_9_17 := 216/137842;
param Rb_9_18 := 207/137842;
param Rb_9_19 := 198/137842;
param Rb_9_20 := 189/137842;
param Rb_9_21 := 180/137842;
param Rb_9_22 := 171/137842;
param Rb_9_23 := 162/137842;
param Rb_9_24 := 153/137842;
param Rb_9_25 := 144/137842;
param Rb_9_26 := 135/137842;
param Rb_9_27 := 126/137842;
param Rb_9_28 := 117/137842;
param Rb_9_29 := 108/137842;
param Rb_9_30 := 99/137842;
param Rb_9_31 := 90/137842;
param Rb_9_32 := 81/137842;
param Rb_9_33 := 72/137842;
param Rb_9_34 := 63/137842;
param Rb_9_35 := 54/137842;
param Rb_9_36 := 45/137842;
param Rb_9_37 := 36/137842;
param Rb_9_38 := 27/137842;
param Rb_9_39 := 18/137842;
param Rb_9_40 := 9/137842;
param Ra_10_1 := 31/137842;
param Ra_10_2 := 62/137842;
param Ra_10_3 := 93/137842;
param Ra_10_4 := 124/137842;
param Ra_10_5 := 155/137842;
param Ra_10_6 := 186/137842;
param Ra_10_7 := 217/137842;
param Ra_10_8 := 248/137842;
param Ra_10_9 := 279/137842;
param Ra_10_10 := 310/137842;
param Rb_10_11 := 300/137842;
param Rb_10_12 := 290/137842;
param Rb_10_13 := 280/137842;
param Rb_10_14 := 270/137842;
param Rb_10_15 := 260/137842;
param Rb_10_16 := 250/137842;
param Rb_10_17 := 240/137842;
param Rb_10_18 := 230/137842;
param Rb_10_19 := 220/137842;
param Rb_10_20 := 210/137842;
param Rb_10_21 := 200/137842;
param Rb_10_22 := 190/137842;
param Rb_10_23 := 180/137842;
param Rb_10_24 := 170/137842;
param Rb_10_25 := 160/137842;
param Rb_10_26 := 150/137842;
param Rb_10_27 := 140/137842;
param Rb_10_28 := 130/137842;
param Rb_10_29 := 120/137842;
param Rb_10_30 := 110/137842;
param Rb_10_31 := 100/137842;
param Rb_10_32 := 90/137842;
param Rb_10_33 := 80/137842;
param Rb_10_34 := 70/137842;
param Rb_10_35 := 60/137842;
param Rb_10_36 := 50/137842;
param Rb_10_37 := 40/137842;
param Rb_10_38 := 30/137842;
param Rb_10_39 := 20/137842;
param Rb_10_40 := 10/137842;
param Ra_11_1 := 30/137842;
param Ra_11_2 := 60/137842;
param Ra_11_3 := 90/137842;
param Ra_11_4 := 120/137842;
param Ra_11_5 := 150/137842;
param Ra_11_6 := 180/137842;
param Ra_11_7 := 210/137842;
param Ra_11_8 := 240/137842;
param Ra_11_9 := 270/137842;
param Ra_11_10 := 300/137842;
param Ra_11_11 := 330/137842;
param Rb_11_12 := 319/137842;
param Rb_11_13 := 308/137842;
param Rb_11_14 := 297/137842;
param Rb_11_15 := 286/137842;
param Rb_11_16 := 275/137842;
param Rb_11_17 := 264/137842;
param Rb_11_18 := 253/137842;
param Rb_11_19 := 242/137842;
param Rb_11_20 := 231/137842;
param Rb_11_21 := 220/137842;
param Rb_11_22 := 209/137842;
param Rb_11_23 := 198/137842;
param Rb_11_24 := 187/137842;
param Rb_11_25 := 176/137842;
param Rb_11_26 := 165/137842;
param Rb_11_27 := 154/137842;
param Rb_11_28 := 143/137842;
param Rb_11_29 := 132/137842;
param Rb_11_30 := 121/137842;
param Rb_11_31 := 110/137842;
param Rb_11_32 := 99/137842;
param Rb_11_33 := 88/137842;
param Rb_11_34 := 77/137842;
param Rb_11_35 := 66/137842;
param Rb_11_36 := 55/137842;
param Rb_11_37 := 44/137842;
param Rb_11_38 := 33/137842;
param Rb_11_39 := 22/137842;
param Rb_11_40 := 11/137842;
param Ra_12_1 := 29/137842;
param Ra_12_2 := 58/137842;
param Ra_12_3 := 87/137842;
param Ra_12_4 := 116/137842;
param Ra_12_5 := 145/137842;
param Ra_12_6 := 174/137842;
param Ra_12_7 := 203/137842;
param Ra_12_8 := 232/137842;
param Ra_12_9 := 261/137842;
param Ra_12_10 := 290/137842;
param Ra_12_11 := 319/137842;
param Ra_12_12 := 348/137842;
param Rb_12_13 := 336/137842;
param Rb_12_14 := 324/137842;
param Rb_12_15 := 312/137842;
param Rb_12_16 := 300/137842;
param Rb_12_17 := 288/137842;
param Rb_12_18 := 276/137842;
param Rb_12_19 := 264/137842;
param Rb_12_20 := 252/137842;
param Rb_12_21 := 240/137842;
param Rb_12_22 := 228/137842;
param Rb_12_23 := 216/137842;
param Rb_12_24 := 204/137842;
param Rb_12_25 := 192/137842;
param Rb_12_26 := 180/137842;
param Rb_12_27 := 168/137842;
param Rb_12_28 := 156/137842;
param Rb_12_29 := 144/137842;
param Rb_12_30 := 132/137842;
param Rb_12_31 := 120/137842;
param Rb_12_32 := 108/137842;
param Rb_12_33 := 96/137842;
param Rb_12_34 := 84/137842;
param Rb_12_35 := 72/137842;
param Rb_12_36 := 60/137842;
param Rb_12_37 := 48/137842;
param Rb_12_38 := 36/137842;
param Rb_12_39 := 24/137842;
param Rb_12_40 := 12/137842;
param Ra_13_1 := 28/137842;
param Ra_13_2 := 56/137842;
param Ra_13_3 := 84/137842;
param Ra_13_4 := 112/137842;
param Ra_13_5 := 140/137842;
param Ra_13_6 := 168/137842;
param Ra_13_7 := 196/137842;
param Ra_13_8 := 224/137842;
param Ra_13_9 := 252/137842;
param Ra_13_10 := 280/137842;
param Ra_13_11 := 308/137842;
param Ra_13_12 := 336/137842;
param Ra_13_13 := 364/137842;
param Rb_13_14 := 351/137842;
param Rb_13_15 := 338/137842;
param Rb_13_16 := 325/137842;
param Rb_13_17 := 312/137842;
param Rb_13_18 := 299/137842;
param Rb_13_19 := 286/137842;
param Rb_13_20 := 273/137842;
param Rb_13_21 := 260/137842;
param Rb_13_22 := 247/137842;
param Rb_13_23 := 234/137842;
param Rb_13_24 := 221/137842;
param Rb_13_25 := 208/137842;
param Rb_13_26 := 195/137842;
param Rb_13_27 := 182/137842;
param Rb_13_28 := 169/137842;
param Rb_13_29 := 156/137842;
param Rb_13_30 := 143/137842;
param Rb_13_31 := 130/137842;
param Rb_13_32 := 117/137842;
param Rb_13_33 := 104/137842;
param Rb_13_34 := 91/137842;
param Rb_13_35 := 78/137842;
param Rb_13_36 := 65/137842;
param Rb_13_37 := 52/137842;
param Rb_13_38 := 39/137842;
param Rb_13_39 := 26/137842;
param Rb_13_40 := 13/137842;
param Ra_14_1 := 27/137842;
param Ra_14_2 := 54/137842;
param Ra_14_3 := 81/137842;
param Ra_14_4 := 108/137842;
param Ra_14_5 := 135/137842;
param Ra_14_6 := 162/137842;
param Ra_14_7 := 189/137842;
param Ra_14_8 := 216/137842;
param Ra_14_9 := 243/137842;
param Ra_14_10 := 270/137842;
param Ra_14_11 := 297/137842;
param Ra_14_12 := 324/137842;
param Ra_14_13 := 351/137842;
param Ra_14_14 := 378/137842;
param Rb_14_15 := 364/137842;
param Rb_14_16 := 350/137842;
param Rb_14_17 := 336/137842;
param Rb_14_18 := 322/137842;
param Rb_14_19 := 308/137842;
param Rb_14_20 := 294/137842;
param Rb_14_21 := 280/137842;
param Rb_14_22 := 266/137842;
param Rb_14_23 := 252/137842;
param Rb_14_24 := 238/137842;
param Rb_14_25 := 224/137842;
param Rb_14_26 := 210/137842;
param Rb_14_27 := 196/137842;
param Rb_14_28 := 182/137842;
param Rb_14_29 := 168/137842;
param Rb_14_30 := 154/137842;
param Rb_14_31 := 140/137842;
param Rb_14_32 := 126/137842;
param Rb_14_33 := 112/137842;
param Rb_14_34 := 98/137842;
param Rb_14_35 := 84/137842;
param Rb_14_36 := 70/137842;
param Rb_14_37 := 56/137842;
param Rb_14_38 := 42/137842;
param Rb_14_39 := 28/137842;
param Rb_14_40 := 14/137842;
param Ra_15_1 := 26/137842;
param Ra_15_2 := 52/137842;
param Ra_15_3 := 78/137842;
param Ra_15_4 := 104/137842;
param Ra_15_5 := 130/137842;
param Ra_15_6 := 156/137842;
param Ra_15_7 := 182/137842;
param Ra_15_8 := 208/137842;
param Ra_15_9 := 234/137842;
param Ra_15_10 := 260/137842;
param Ra_15_11 := 286/137842;
param Ra_15_12 := 312/137842;
param Ra_15_13 := 338/137842;
param Ra_15_14 := 364/137842;
param Ra_15_15 := 390/137842;
param Rb_15_16 := 375/137842;
param Rb_15_17 := 360/137842;
param Rb_15_18 := 345/137842;
param Rb_15_19 := 330/137842;
param Rb_15_20 := 315/137842;
param Rb_15_21 := 300/137842;
param Rb_15_22 := 285/137842;
param Rb_15_23 := 270/137842;
param Rb_15_24 := 255/137842;
param Rb_15_25 := 240/137842;
param Rb_15_26 := 225/137842;
param Rb_15_27 := 210/137842;
param Rb_15_28 := 195/137842;
param Rb_15_29 := 180/137842;
param Rb_15_30 := 165/137842;
param Rb_15_31 := 150/137842;
param Rb_15_32 := 135/137842;
param Rb_15_33 := 120/137842;
param Rb_15_34 := 105/137842;
param Rb_15_35 := 90/137842;
param Rb_15_36 := 75/137842;
param Rb_15_37 := 60/137842;
param Rb_15_38 := 45/137842;
param Rb_15_39 := 30/137842;
param Rb_15_40 := 15/137842;
param Ra_16_1 := 25/137842;
param Ra_16_2 := 50/137842;
param Ra_16_3 := 75/137842;
param Ra_16_4 := 100/137842;
param Ra_16_5 := 125/137842;
param Ra_16_6 := 150/137842;
param Ra_16_7 := 175/137842;
param Ra_16_8 := 200/137842;
param Ra_16_9 := 225/137842;
param Ra_16_10 := 250/137842;
param Ra_16_11 := 275/137842;
param Ra_16_12 := 300/137842;
param Ra_16_13 := 325/137842;
param Ra_16_14 := 350/137842;
param Ra_16_15 := 375/137842;
param Ra_16_16 := 400/137842;
param Rb_16_17 := 384/137842;
param Rb_16_18 := 368/137842;
param Rb_16_19 := 352/137842;
param Rb_16_20 := 336/137842;
param Rb_16_21 := 320/137842;
param Rb_16_22 := 304/137842;
param Rb_16_23 := 288/137842;
param Rb_16_24 := 272/137842;
param Rb_16_25 := 256/137842;
param Rb_16_26 := 240/137842;
param Rb_16_27 := 224/137842;
param Rb_16_28 := 208/137842;
param Rb_16_29 := 192/137842;
param Rb_16_30 := 176/137842;
param Rb_16_31 := 160/137842;
param Rb_16_32 := 144/137842;
param Rb_16_33 := 128/137842;
param Rb_16_34 := 112/137842;
param Rb_16_35 := 96/137842;
param Rb_16_36 := 80/137842;
param Rb_16_37 := 64/137842;
param Rb_16_38 := 48/137842;
param Rb_16_39 := 32/137842;
param Rb_16_40 := 16/137842;
param Ra_17_1 := 24/137842;
param Ra_17_2 := 48/137842;
param Ra_17_3 := 72/137842;
param Ra_17_4 := 96/137842;
param Ra_17_5 := 120/137842;
param Ra_17_6 := 144/137842;
param Ra_17_7 := 168/137842;
param Ra_17_8 := 192/137842;
param Ra_17_9 := 216/137842;
param Ra_17_10 := 240/137842;
param Ra_17_11 := 264/137842;
param Ra_17_12 := 288/137842;
param Ra_17_13 := 312/137842;
param Ra_17_14 := 336/137842;
param Ra_17_15 := 360/137842;
param Ra_17_16 := 384/137842;
param Ra_17_17 := 408/137842;
param Rb_17_18 := 391/137842;
param Rb_17_19 := 374/137842;
param Rb_17_20 := 357/137842;
param Rb_17_21 := 340/137842;
param Rb_17_22 := 323/137842;
param Rb_17_23 := 306/137842;
param Rb_17_24 := 289/137842;
param Rb_17_25 := 272/137842;
param Rb_17_26 := 255/137842;
param Rb_17_27 := 238/137842;
param Rb_17_28 := 221/137842;
param Rb_17_29 := 204/137842;
param Rb_17_30 := 187/137842;
param Rb_17_31 := 170/137842;
param Rb_17_32 := 153/137842;
param Rb_17_33 := 136/137842;
param Rb_17_34 := 119/137842;
param Rb_17_35 := 102/137842;
param Rb_17_36 := 85/137842;
param Rb_17_37 := 68/137842;
param Rb_17_38 := 51/137842;
param Rb_17_39 := 34/137842;
param Rb_17_40 := 17/137842;
param Ra_18_1 := 23/137842;
param Ra_18_2 := 46/137842;
param Ra_18_3 := 69/137842;
param Ra_18_4 := 92/137842;
param Ra_18_5 := 115/137842;
param Ra_18_6 := 138/137842;
param Ra_18_7 := 161/137842;
param Ra_18_8 := 184/137842;
param Ra_18_9 := 207/137842;
param Ra_18_10 := 230/137842;
param Ra_18_11 := 253/137842;
param Ra_18_12 := 276/137842;
param Ra_18_13 := 299/137842;
param Ra_18_14 := 322/137842;
param Ra_18_15 := 345/137842;
param Ra_18_16 := 368/137842;
param Ra_18_17 := 391/137842;
param Ra_18_18 := 414/137842;
param Rb_18_19 := 396/137842;
param Rb_18_20 := 378/137842;
param Rb_18_21 := 360/137842;
param Rb_18_22 := 342/137842;
param Rb_18_23 := 324/137842;
param Rb_18_24 := 306/137842;
param Rb_18_25 := 288/137842;
param Rb_18_26 := 270/137842;
param Rb_18_27 := 252/137842;
param Rb_18_28 := 234/137842;
param Rb_18_29 := 216/137842;
param Rb_18_30 := 198/137842;
param Rb_18_31 := 180/137842;
param Rb_18_32 := 162/137842;
param Rb_18_33 := 144/137842;
param Rb_18_34 := 126/137842;
param Rb_18_35 := 108/137842;
param Rb_18_36 := 90/137842;
param Rb_18_37 := 72/137842;
param Rb_18_38 := 54/137842;
param Rb_18_39 := 36/137842;
param Rb_18_40 := 18/137842;
param Ra_19_1 := 22/137842;
param Ra_19_2 := 44/137842;
param Ra_19_3 := 66/137842;
param Ra_19_4 := 88/137842;
param Ra_19_5 := 110/137842;
param Ra_19_6 := 132/137842;
param Ra_19_7 := 154/137842;
param Ra_19_8 := 176/137842;
param Ra_19_9 := 198/137842;
param Ra_19_10 := 220/137842;
param Ra_19_11 := 242/137842;
param Ra_19_12 := 264/137842;
param Ra_19_13 := 286/137842;
param Ra_19_14 := 308/137842;
param Ra_19_15 := 330/137842;
param Ra_19_16 := 352/137842;
param Ra_19_17 := 374/137842;
param Ra_19_18 := 396/137842;
param Ra_19_19 := 418/137842;
param Rb_19_20 := 399/137842;
param Rb_19_21 := 380/137842;
param Rb_19_22 := 361/137842;
param Rb_19_23 := 342/137842;
param Rb_19_24 := 323/137842;
param Rb_19_25 := 304/137842;
param Rb_19_26 := 285/137842;
param Rb_19_27 := 266/137842;
param Rb_19_28 := 247/137842;
param Rb_19_29 := 228/137842;
param Rb_19_30 := 209/137842;
param Rb_19_31 := 190/137842;
param Rb_19_32 := 171/137842;
param Rb_19_33 := 152/137842;
param Rb_19_34 := 133/137842;
param Rb_19_35 := 114/137842;
param Rb_19_36 := 95/137842;
param Rb_19_37 := 76/137842;
param Rb_19_38 := 57/137842;
param Rb_19_39 := 38/137842;
param Rb_19_40 := 19/137842;
param Ra_20_1 := 21/137842;
param Ra_20_2 := 42/137842;
param Ra_20_3 := 63/137842;
param Ra_20_4 := 84/137842;
param Ra_20_5 := 105/137842;
param Ra_20_6 := 126/137842;
param Ra_20_7 := 147/137842;
param Ra_20_8 := 168/137842;
param Ra_20_9 := 189/137842;
param Ra_20_10 := 210/137842;
param Ra_20_11 := 231/137842;
param Ra_20_12 := 252/137842;
param Ra_20_13 := 273/137842;
param Ra_20_14 := 294/137842;
param Ra_20_15 := 315/137842;
param Ra_20_16 := 336/137842;
param Ra_20_17 := 357/137842;
param Ra_20_18 := 378/137842;
param Ra_20_19 := 399/137842;
param Ra_20_20 := 420/137842;
param Rb_20_21 := 400/137842;
param Rb_20_22 := 380/137842;
param Rb_20_23 := 360/137842;
param Rb_20_24 := 340/137842;
param Rb_20_25 := 320/137842;
param Rb_20_26 := 300/137842;
param Rb_20_27 := 280/137842;
param Rb_20_28 := 260/137842;
param Rb_20_29 := 240/137842;
param Rb_20_30 := 220/137842;
param Rb_20_31 := 200/137842;
param Rb_20_32 := 180/137842;
param Rb_20_33 := 160/137842;
param Rb_20_34 := 140/137842;
param Rb_20_35 := 120/137842;
param Rb_20_36 := 100/137842;
param Rb_20_37 := 80/137842;
param Rb_20_38 := 60/137842;
param Rb_20_39 := 40/137842;
param Rb_20_40 := 20/137842;
param Ra_21_1 := 20/137842;
param Ra_21_2 := 40/137842;
param Ra_21_3 := 60/137842;
param Ra_21_4 := 80/137842;
param Ra_21_5 := 100/137842;
param Ra_21_6 := 120/137842;
param Ra_21_7 := 140/137842;
param Ra_21_8 := 160/137842;
param Ra_21_9 := 180/137842;
param Ra_21_10 := 200/137842;
param Ra_21_11 := 220/137842;
param Ra_21_12 := 240/137842;
param Ra_21_13 := 260/137842;
param Ra_21_14 := 280/137842;
param Ra_21_15 := 300/137842;
param Ra_21_16 := 320/137842;
param Ra_21_17 := 340/137842;
param Ra_21_18 := 360/137842;
param Ra_21_19 := 380/137842;
param Ra_21_20 := 400/137842;
param Ra_21_21 := 420/137842;
param Rb_21_22 := 399/137842;
param Rb_21_23 := 378/137842;
param Rb_21_24 := 357/137842;
param Rb_21_25 := 336/137842;
param Rb_21_26 := 315/137842;
param Rb_21_27 := 294/137842;
param Rb_21_28 := 273/137842;
param Rb_21_29 := 252/137842;
param Rb_21_30 := 231/137842;
param Rb_21_31 := 210/137842;
param Rb_21_32 := 189/137842;
param Rb_21_33 := 168/137842;
param Rb_21_34 := 147/137842;
param Rb_21_35 := 126/137842;
param Rb_21_36 := 105/137842;
param Rb_21_37 := 84/137842;
param Rb_21_38 := 63/137842;
param Rb_21_39 := 42/137842;
param Rb_21_40 := 21/137842;
param Ra_22_1 := 19/137842;
param Ra_22_2 := 38/137842;
param Ra_22_3 := 57/137842;
param Ra_22_4 := 76/137842;
param Ra_22_5 := 95/137842;
param Ra_22_6 := 114/137842;
param Ra_22_7 := 133/137842;
param Ra_22_8 := 152/137842;
param Ra_22_9 := 171/137842;
param Ra_22_10 := 190/137842;
param Ra_22_11 := 209/137842;
param Ra_22_12 := 228/137842;
param Ra_22_13 := 247/137842;
param Ra_22_14 := 266/137842;
param Ra_22_15 := 285/137842;
param Ra_22_16 := 304/137842;
param Ra_22_17 := 323/137842;
param Ra_22_18 := 342/137842;
param Ra_22_19 := 361/137842;
param Ra_22_20 := 380/137842;
param Ra_22_21 := 399/137842;
param Ra_22_22 := 418/137842;
param Rb_22_23 := 396/137842;
param Rb_22_24 := 374/137842;
param Rb_22_25 := 352/137842;
param Rb_22_26 := 330/137842;
param Rb_22_27 := 308/137842;
param Rb_22_28 := 286/137842;
param Rb_22_29 := 264/137842;
param Rb_22_30 := 242/137842;
param Rb_22_31 := 220/137842;
param Rb_22_32 := 198/137842;
param Rb_22_33 := 176/137842;
param Rb_22_34 := 154/137842;
param Rb_22_35 := 132/137842;
param Rb_22_36 := 110/137842;
param Rb_22_37 := 88/137842;
param Rb_22_38 := 66/137842;
param Rb_22_39 := 44/137842;
param Rb_22_40 := 22/137842;
param Ra_23_1 := 18/137842;
param Ra_23_2 := 36/137842;
param Ra_23_3 := 54/137842;
param Ra_23_4 := 72/137842;
param Ra_23_5 := 90/137842;
param Ra_23_6 := 108/137842;
param Ra_23_7 := 126/137842;
param Ra_23_8 := 144/137842;
param Ra_23_9 := 162/137842;
param Ra_23_10 := 180/137842;
param Ra_23_11 := 198/137842;
param Ra_23_12 := 216/137842;
param Ra_23_13 := 234/137842;
param Ra_23_14 := 252/137842;
param Ra_23_15 := 270/137842;
param Ra_23_16 := 288/137842;
param Ra_23_17 := 306/137842;
param Ra_23_18 := 324/137842;
param Ra_23_19 := 342/137842;
param Ra_23_20 := 360/137842;
param Ra_23_21 := 378/137842;
param Ra_23_22 := 396/137842;
param Ra_23_23 := 414/137842;
param Rb_23_24 := 391/137842;
param Rb_23_25 := 368/137842;
param Rb_23_26 := 345/137842;
param Rb_23_27 := 322/137842;
param Rb_23_28 := 299/137842;
param Rb_23_29 := 276/137842;
param Rb_23_30 := 253/137842;
param Rb_23_31 := 230/137842;
param Rb_23_32 := 207/137842;
param Rb_23_33 := 184/137842;
param Rb_23_34 := 161/137842;
param Rb_23_35 := 138/137842;
param Rb_23_36 := 115/137842;
param Rb_23_37 := 92/137842;
param Rb_23_38 := 69/137842;
param Rb_23_39 := 46/137842;
param Rb_23_40 := 23/137842;
param Ra_24_1 := 17/137842;
param Ra_24_2 := 34/137842;
param Ra_24_3 := 51/137842;
param Ra_24_4 := 68/137842;
param Ra_24_5 := 85/137842;
param Ra_24_6 := 102/137842;
param Ra_24_7 := 119/137842;
param Ra_24_8 := 136/137842;
param Ra_24_9 := 153/137842;
param Ra_24_10 := 170/137842;
param Ra_24_11 := 187/137842;
param Ra_24_12 := 204/137842;
param Ra_24_13 := 221/137842;
param Ra_24_14 := 238/137842;
param Ra_24_15 := 255/137842;
param Ra_24_16 := 272/137842;
param Ra_24_17 := 289/137842;
param Ra_24_18 := 306/137842;
param Ra_24_19 := 323/137842;
param Ra_24_20 := 340/137842;
param Ra_24_21 := 357/137842;
param Ra_24_22 := 374/137842;
param Ra_24_23 := 391/137842;
param Ra_24_24 := 408/137842;
param Rb_24_25 := 384/137842;
param Rb_24_26 := 360/137842;
param Rb_24_27 := 336/137842;
param Rb_24_28 := 312/137842;
param Rb_24_29 := 288/137842;
param Rb_24_30 := 264/137842;
param Rb_24_31 := 240/137842;
param Rb_24_32 := 216/137842;
param Rb_24_33 := 192/137842;
param Rb_24_34 := 168/137842;
param Rb_24_35 := 144/137842;
param Rb_24_36 := 120/137842;
param Rb_24_37 := 96/137842;
param Rb_24_38 := 72/137842;
param Rb_24_39 := 48/137842;
param Rb_24_40 := 24/137842;
param Ra_25_1 := 16/137842;
param Ra_25_2 := 32/137842;
param Ra_25_3 := 48/137842;
param Ra_25_4 := 64/137842;
param Ra_25_5 := 80/137842;
param Ra_25_6 := 96/137842;
param Ra_25_7 := 112/137842;
param Ra_25_8 := 128/137842;
param Ra_25_9 := 144/137842;
param Ra_25_10 := 160/137842;
param Ra_25_11 := 176/137842;
param Ra_25_12 := 192/137842;
param Ra_25_13 := 208/137842;
param Ra_25_14 := 224/137842;
param Ra_25_15 := 240/137842;
param Ra_25_16 := 256/137842;
param Ra_25_17 := 272/137842;
param Ra_25_18 := 288/137842;
param Ra_25_19 := 304/137842;
param Ra_25_20 := 320/137842;
param Ra_25_21 := 336/137842;
param Ra_25_22 := 352/137842;
param Ra_25_23 := 368/137842;
param Ra_25_24 := 384/137842;
param Ra_25_25 := 400/137842;
param Rb_25_26 := 375/137842;
param Rb_25_27 := 350/137842;
param Rb_25_28 := 325/137842;
param Rb_25_29 := 300/137842;
param Rb_25_30 := 275/137842;
param Rb_25_31 := 250/137842;
param Rb_25_32 := 225/137842;
param Rb_25_33 := 200/137842;
param Rb_25_34 := 175/137842;
param Rb_25_35 := 150/137842;
param Rb_25_36 := 125/137842;
param Rb_25_37 := 100/137842;
param Rb_25_38 := 75/137842;
param Rb_25_39 := 50/137842;
param Rb_25_40 := 25/137842;
param Ra_26_1 := 15/137842;
param Ra_26_2 := 30/137842;
param Ra_26_3 := 45/137842;
param Ra_26_4 := 60/137842;
param Ra_26_5 := 75/137842;
param Ra_26_6 := 90/137842;
param Ra_26_7 := 105/137842;
param Ra_26_8 := 120/137842;
param Ra_26_9 := 135/137842;
param Ra_26_10 := 150/137842;
param Ra_26_11 := 165/137842;
param Ra_26_12 := 180/137842;
param Ra_26_13 := 195/137842;
param Ra_26_14 := 210/137842;
param Ra_26_15 := 225/137842;
param Ra_26_16 := 240/137842;
param Ra_26_17 := 255/137842;
param Ra_26_18 := 270/137842;
param Ra_26_19 := 285/137842;
param Ra_26_20 := 300/137842;
param Ra_26_21 := 315/137842;
param Ra_26_22 := 330/137842;
param Ra_26_23 := 345/137842;
param Ra_26_24 := 360/137842;
param Ra_26_25 := 375/137842;
param Ra_26_26 := 390/137842;
param Rb_26_27 := 364/137842;
param Rb_26_28 := 338/137842;
param Rb_26_29 := 312/137842;
param Rb_26_30 := 286/137842;
param Rb_26_31 := 260/137842;
param Rb_26_32 := 234/137842;
param Rb_26_33 := 208/137842;
param Rb_26_34 := 182/137842;
param Rb_26_35 := 156/137842;
param Rb_26_36 := 130/137842;
param Rb_26_37 := 104/137842;
param Rb_26_38 := 78/137842;
param Rb_26_39 := 52/137842;
param Rb_26_40 := 26/137842;
param Ra_27_1 := 14/137842;
param Ra_27_2 := 28/137842;
param Ra_27_3 := 42/137842;
param Ra_27_4 := 56/137842;
param Ra_27_5 := 70/137842;
param Ra_27_6 := 84/137842;
param Ra_27_7 := 98/137842;
param Ra_27_8 := 112/137842;
param Ra_27_9 := 126/137842;
param Ra_27_10 := 140/137842;
param Ra_27_11 := 154/137842;
param Ra_27_12 := 168/137842;
param Ra_27_13 := 182/137842;
param Ra_27_14 := 196/137842;
param Ra_27_15 := 210/137842;
param Ra_27_16 := 224/137842;
param Ra_27_17 := 238/137842;
param Ra_27_18 := 252/137842;
param Ra_27_19 := 266/137842;
param Ra_27_20 := 280/137842;
param Ra_27_21 := 294/137842;
param Ra_27_22 := 308/137842;
param Ra_27_23 := 322/137842;
param Ra_27_24 := 336/137842;
param Ra_27_25 := 350/137842;
param Ra_27_26 := 364/137842;
param Ra_27_27 := 378/137842;
param Rb_27_28 := 351/137842;
param Rb_27_29 := 324/137842;
param Rb_27_30 := 297/137842;
param Rb_27_31 := 270/137842;
param Rb_27_32 := 243/137842;
param Rb_27_33 := 216/137842;
param Rb_27_34 := 189/137842;
param Rb_27_35 := 162/137842;
param Rb_27_36 := 135/137842;
param Rb_27_37 := 108/137842;
param Rb_27_38 := 81/137842;
param Rb_27_39 := 54/137842;
param Rb_27_40 := 27/137842;
param Ra_28_1 := 13/137842;
param Ra_28_2 := 26/137842;
param Ra_28_3 := 39/137842;
param Ra_28_4 := 52/137842;
param Ra_28_5 := 65/137842;
param Ra_28_6 := 78/137842;
param Ra_28_7 := 91/137842;
param Ra_28_8 := 104/137842;
param Ra_28_9 := 117/137842;
param Ra_28_10 := 130/137842;
param Ra_28_11 := 143/137842;
param Ra_28_12 := 156/137842;
param Ra_28_13 := 169/137842;
param Ra_28_14 := 182/137842;
param Ra_28_15 := 195/137842;
param Ra_28_16 := 208/137842;
param Ra_28_17 := 221/137842;
param Ra_28_18 := 234/137842;
param Ra_28_19 := 247/137842;
param Ra_28_20 := 260/137842;
param Ra_28_21 := 273/137842;
param Ra_28_22 := 286/137842;
param Ra_28_23 := 299/137842;
param Ra_28_24 := 312/137842;
param Ra_28_25 := 325/137842;
param Ra_28_26 := 338/137842;
param Ra_28_27 := 351/137842;
param Ra_28_28 := 364/137842;
param Rb_28_29 := 336/137842;
param Rb_28_30 := 308/137842;
param Rb_28_31 := 280/137842;
param Rb_28_32 := 252/137842;
param Rb_28_33 := 224/137842;
param Rb_28_34 := 196/137842;
param Rb_28_35 := 168/137842;
param Rb_28_36 := 140/137842;
param Rb_28_37 := 112/137842;
param Rb_28_38 := 84/137842;
param Rb_28_39 := 56/137842;
param Rb_28_40 := 28/137842;
param Ra_29_1 := 12/137842;
param Ra_29_2 := 24/137842;
param Ra_29_3 := 36/137842;
param Ra_29_4 := 48/137842;
param Ra_29_5 := 60/137842;
param Ra_29_6 := 72/137842;
param Ra_29_7 := 84/137842;
param Ra_29_8 := 96/137842;
param Ra_29_9 := 108/137842;
param Ra_29_10 := 120/137842;
param Ra_29_11 := 132/137842;
param Ra_29_12 := 144/137842;
param Ra_29_13 := 156/137842;
param Ra_29_14 := 168/137842;
param Ra_29_15 := 180/137842;
param Ra_29_16 := 192/137842;
param Ra_29_17 := 204/137842;
param Ra_29_18 := 216/137842;
param Ra_29_19 := 228/137842;
param Ra_29_20 := 240/137842;
param Ra_29_21 := 252/137842;
param Ra_29_22 := 264/137842;
param Ra_29_23 := 276/137842;
param Ra_29_24 := 288/137842;
param Ra_29_25 := 300/137842;
param Ra_29_26 := 312/137842;
param Ra_29_27 := 324/137842;
param Ra_29_28 := 336/137842;
param Ra_29_29 := 348/137842;
param Rb_29_30 := 319/137842;
param Rb_29_31 := 290/137842;
param Rb_29_32 := 261/137842;
param Rb_29_33 := 232/137842;
param Rb_29_34 := 203/137842;
param Rb_29_35 := 174/137842;
param Rb_29_36 := 145/137842;
param Rb_29_37 := 116/137842;
param Rb_29_38 := 87/137842;
param Rb_29_39 := 58/137842;
param Rb_29_40 := 29/137842;
param Ra_30_1 := 11/137842;
param Ra_30_2 := 22/137842;
param Ra_30_3 := 33/137842;
param Ra_30_4 := 44/137842;
param Ra_30_5 := 55/137842;
param Ra_30_6 := 66/137842;
param Ra_30_7 := 77/137842;
param Ra_30_8 := 88/137842;
param Ra_30_9 := 99/137842;
param Ra_30_10 := 110/137842;
param Ra_30_11 := 121/137842;
param Ra_30_12 := 132/137842;
param Ra_30_13 := 143/137842;
param Ra_30_14 := 154/137842;
param Ra_30_15 := 165/137842;
param Ra_30_16 := 176/137842;
param Ra_30_17 := 187/137842;
param Ra_30_18 := 198/137842;
param Ra_30_19 := 209/137842;
param Ra_30_20 := 220/137842;
param Ra_30_21 := 231/137842;
param Ra_30_22 := 242/137842;
param Ra_30_23 := 253/137842;
param Ra_30_24 := 264/137842;
param Ra_30_25 := 275/137842;
param Ra_30_26 := 286/137842;
param Ra_30_27 := 297/137842;
param Ra_30_28 := 308/137842;
param Ra_30_29 := 319/137842;
param Ra_30_30 := 330/137842;
param Rb_30_31 := 300/137842;
param Rb_30_32 := 270/137842;
param Rb_30_33 := 240/137842;
param Rb_30_34 := 210/137842;
param Rb_30_35 := 180/137842;
param Rb_30_36 := 150/137842;
param Rb_30_37 := 120/137842;
param Rb_30_38 := 90/137842;
param Rb_30_39 := 60/137842;
param Rb_30_40 := 30/137842;
param Ra_31_1 := 10/137842;
param Ra_31_2 := 20/137842;
param Ra_31_3 := 30/137842;
param Ra_31_4 := 40/137842;
param Ra_31_5 := 50/137842;
param Ra_31_6 := 60/137842;
param Ra_31_7 := 70/137842;
param Ra_31_8 := 80/137842;
param Ra_31_9 := 90/137842;
param Ra_31_10 := 100/137842;
param Ra_31_11 := 110/137842;
param Ra_31_12 := 120/137842;
param Ra_31_13 := 130/137842;
param Ra_31_14 := 140/137842;
param Ra_31_15 := 150/137842;
param Ra_31_16 := 160/137842;
param Ra_31_17 := 170/137842;
param Ra_31_18 := 180/137842;
param Ra_31_19 := 190/137842;
param Ra_31_20 := 200/137842;
param Ra_31_21 := 210/137842;
param Ra_31_22 := 220/137842;
param Ra_31_23 := 230/137842;
param Ra_31_24 := 240/137842;
param Ra_31_25 := 250/137842;
param Ra_31_26 := 260/137842;
param Ra_31_27 := 270/137842;
param Ra_31_28 := 280/137842;
param Ra_31_29 := 290/137842;
param Ra_31_30 := 300/137842;
param Ra_31_31 := 310/137842;
param Rb_31_32 := 279/137842;
param Rb_31_33 := 248/137842;
param Rb_31_34 := 217/137842;
param Rb_31_35 := 186/137842;
param Rb_31_36 := 155/137842;
param Rb_31_37 := 124/137842;
param Rb_31_38 := 93/137842;
param Rb_31_39 := 62/137842;
param Rb_31_40 := 31/137842;
param Ra_32_1 := 9/137842;
param Ra_32_2 := 18/137842;
param Ra_32_3 := 27/137842;
param Ra_32_4 := 36/137842;
param Ra_32_5 := 45/137842;
param Ra_32_6 := 54/137842;
param Ra_32_7 := 63/137842;
param Ra_32_8 := 72/137842;
param Ra_32_9 := 81/137842;
param Ra_32_10 := 90/137842;
param Ra_32_11 := 99/137842;
param Ra_32_12 := 108/137842;
param Ra_32_13 := 117/137842;
param Ra_32_14 := 126/137842;
param Ra_32_15 := 135/137842;
param Ra_32_16 := 144/137842;
param Ra_32_17 := 153/137842;
param Ra_32_18 := 162/137842;
param Ra_32_19 := 171/137842;
param Ra_32_20 := 180/137842;
param Ra_32_21 := 189/137842;
param Ra_32_22 := 198/137842;
param Ra_32_23 := 207/137842;
param Ra_32_24 := 216/137842;
param Ra_32_25 := 225/137842;
param Ra_32_26 := 234/137842;
param Ra_32_27 := 243/137842;
param Ra_32_28 := 252/137842;
param Ra_32_29 := 261/137842;
param Ra_32_30 := 270/137842;
param Ra_32_31 := 279/137842;
param Ra_32_32 := 288/137842;
param Rb_32_33 := 256/137842;
param Rb_32_34 := 224/137842;
param Rb_32_35 := 192/137842;
param Rb_32_36 := 160/137842;
param Rb_32_37 := 128/137842;
param Rb_32_38 := 96/137842;
param Rb_32_39 := 64/137842;
param Rb_32_40 := 32/137842;
param Ra_33_1 := 8/137842;
param Ra_33_2 := 16/137842;
param Ra_33_3 := 24/137842;
param Ra_33_4 := 32/137842;
param Ra_33_5 := 40/137842;
param Ra_33_6 := 48/137842;
param Ra_33_7 := 56/137842;
param Ra_33_8 := 64/137842;
param Ra_33_9 := 72/137842;
param Ra_33_10 := 80/137842;
param Ra_33_11 := 88/137842;
param Ra_33_12 := 96/137842;
param Ra_33_13 := 104/137842;
param Ra_33_14 := 112/137842;
param Ra_33_15 := 120/137842;
param Ra_33_16 := 128/137842;
param Ra_33_17 := 136/137842;
param Ra_33_18 := 144/137842;
param Ra_33_19 := 152/137842;
param Ra_33_20 := 160/137842;
param Ra_33_21 := 168/137842;
param Ra_33_22 := 176/137842;
param Ra_33_23 := 184/137842;
param Ra_33_24 := 192/137842;
param Ra_33_25 := 200/137842;
param Ra_33_26 := 208/137842;
param Ra_33_27 := 216/137842;
param Ra_33_28 := 224/137842;
param Ra_33_29 := 232/137842;
param Ra_33_30 := 240/137842;
param Ra_33_31 := 248/137842;
param Ra_33_32 := 256/137842;
param Ra_33_33 := 264/137842;
param Rb_33_34 := 231/137842;
param Rb_33_35 := 198/137842;
param Rb_33_36 := 165/137842;
param Rb_33_37 := 132/137842;
param Rb_33_38 := 99/137842;
param Rb_33_39 := 66/137842;
param Rb_33_40 := 33/137842;
param Ra_34_1 := 7/137842;
param Ra_34_2 := 14/137842;
param Ra_34_3 := 21/137842;
param Ra_34_4 := 28/137842;
param Ra_34_5 := 35/137842;
param Ra_34_6 := 42/137842;
param Ra_34_7 := 49/137842;
param Ra_34_8 := 56/137842;
param Ra_34_9 := 63/137842;
param Ra_34_10 := 70/137842;
param Ra_34_11 := 77/137842;
param Ra_34_12 := 84/137842;
param Ra_34_13 := 91/137842;
param Ra_34_14 := 98/137842;
param Ra_34_15 := 105/137842;
param Ra_34_16 := 112/137842;
param Ra_34_17 := 119/137842;
param Ra_34_18 := 126/137842;
param Ra_34_19 := 133/137842;
param Ra_34_20 := 140/137842;
param Ra_34_21 := 147/137842;
param Ra_34_22 := 154/137842;
param Ra_34_23 := 161/137842;
param Ra_34_24 := 168/137842;
param Ra_34_25 := 175/137842;
param Ra_34_26 := 182/137842;
param Ra_34_27 := 189/137842;
param Ra_34_28 := 196/137842;
param Ra_34_29 := 203/137842;
param Ra_34_30 := 210/137842;
param Ra_34_31 := 217/137842;
param Ra_34_32 := 224/137842;
param Ra_34_33 := 231/137842;
param Ra_34_34 := 238/137842;
param Rb_34_35 := 204/137842;
param Rb_34_36 := 170/137842;
param Rb_34_37 := 136/137842;
param Rb_34_38 := 102/137842;
param Rb_34_39 := 68/137842;
param Rb_34_40 := 34/137842;
param Ra_35_1 := 6/137842;
param Ra_35_2 := 12/137842;
param Ra_35_3 := 18/137842;
param Ra_35_4 := 24/137842;
param Ra_35_5 := 30/137842;
param Ra_35_6 := 36/137842;
param Ra_35_7 := 42/137842;
param Ra_35_8 := 48/137842;
param Ra_35_9 := 54/137842;
param Ra_35_10 := 60/137842;
param Ra_35_11 := 66/137842;
param Ra_35_12 := 72/137842;
param Ra_35_13 := 78/137842;
param Ra_35_14 := 84/137842;
param Ra_35_15 := 90/137842;
param Ra_35_16 := 96/137842;
param Ra_35_17 := 102/137842;
param Ra_35_18 := 108/137842;
param Ra_35_19 := 114/137842;
param Ra_35_20 := 120/137842;
param Ra_35_21 := 126/137842;
param Ra_35_22 := 132/137842;
param Ra_35_23 := 138/137842;
param Ra_35_24 := 144/137842;
param Ra_35_25 := 150/137842;
param Ra_35_26 := 156/137842;
param Ra_35_27 := 162/137842;
param Ra_35_28 := 168/137842;
param Ra_35_29 := 174/137842;
param Ra_35_30 := 180/137842;
param Ra_35_31 := 186/137842;
param Ra_35_32 := 192/137842;
param Ra_35_33 := 198/137842;
param Ra_35_34 := 204/137842;
param Ra_35_35 := 210/137842;
param Rb_35_36 := 175/137842;
param Rb_35_37 := 140/137842;
param Rb_35_38 := 105/137842;
param Rb_35_39 := 70/137842;
param Rb_35_40 := 35/137842;
param Ra_36_1 := 5/137842;
param Ra_36_2 := 10/137842;
param Ra_36_3 := 15/137842;
param Ra_36_4 := 20/137842;
param Ra_36_5 := 25/137842;
param Ra_36_6 := 30/137842;
param Ra_36_7 := 35/137842;
param Ra_36_8 := 40/137842;
param Ra_36_9 := 45/137842;
param Ra_36_10 := 50/137842;
param Ra_36_11 := 55/137842;
param Ra_36_12 := 60/137842;
param Ra_36_13 := 65/137842;
param Ra_36_14 := 70/137842;
param Ra_36_15 := 75/137842;
param Ra_36_16 := 80/137842;
param Ra_36_17 := 85/137842;
param Ra_36_18 := 90/137842;
param Ra_36_19 := 95/137842;
param Ra_36_20 := 100/137842;
param Ra_36_21 := 105/137842;
param Ra_36_22 := 110/137842;
param Ra_36_23 := 115/137842;
param Ra_36_24 := 120/137842;
param Ra_36_25 := 125/137842;
param Ra_36_26 := 130/137842;
param Ra_36_27 := 135/137842;
param Ra_36_28 := 140/137842;
param Ra_36_29 := 145/137842;
param Ra_36_30 := 150/137842;
param Ra_36_31 := 155/137842;
param Ra_36_32 := 160/137842;
param Ra_36_33 := 165/137842;
param Ra_36_34 := 170/137842;
param Ra_36_35 := 175/137842;
param Ra_36_36 := 180/137842;
param Rb_36_37 := 144/137842;
param Rb_36_38 := 108/137842;
param Rb_36_39 := 72/137842;
param Rb_36_40 := 36/137842;
param Ra_37_1 := 4/137842;
param Ra_37_2 := 8/137842;
param Ra_37_3 := 12/137842;
param Ra_37_4 := 16/137842;
param Ra_37_5 := 20/137842;
param Ra_37_6 := 24/137842;
param Ra_37_7 := 28/137842;
param Ra_37_8 := 32/137842;
param Ra_37_9 := 36/137842;
param Ra_37_10 := 40/137842;
param Ra_37_11 := 44/137842;
param Ra_37_12 := 48/137842;
param Ra_37_13 := 52/137842;
param Ra_37_14 := 56/137842;
param Ra_37_15 := 60/137842;
param Ra_37_16 := 64/137842;
param Ra_37_17 := 68/137842;
param Ra_37_18 := 72/137842;
param Ra_37_19 := 76/137842;
param Ra_37_20 := 80/137842;
param Ra_37_21 := 84/137842;
param Ra_37_22 := 88/137842;
param Ra_37_23 := 92/137842;
param Ra_37_24 := 96/137842;
param Ra_37_25 := 100/137842;
param Ra_37_26 := 104/137842;
param Ra_37_27 := 108/137842;
param Ra_37_28 := 112/137842;
param Ra_37_29 := 116/137842;
param Ra_37_30 := 120/137842;
param Ra_37_31 := 124/137842;
param Ra_37_32 := 128/137842;
param Ra_37_33 := 132/137842;
param Ra_37_34 := 136/137842;
param Ra_37_35 := 140/137842;
param Ra_37_36 := 144/137842;
param Ra_37_37 := 148/137842;
param Rb_37_38 := 111/137842;
param Rb_37_39 := 74/137842;
param Rb_37_40 := 37/137842;
param Ra_38_1 := 3/137842;
param Ra_38_2 := 6/137842;
param Ra_38_3 := 9/137842;
param Ra_38_4 := 12/137842;
param Ra_38_5 := 15/137842;
param Ra_38_6 := 18/137842;
param Ra_38_7 := 21/137842;
param Ra_38_8 := 24/137842;
param Ra_38_9 := 27/137842;
param Ra_38_10 := 30/137842;
param Ra_38_11 := 33/137842;
param Ra_38_12 := 36/137842;
param Ra_38_13 := 39/137842;
param Ra_38_14 := 42/137842;
param Ra_38_15 := 45/137842;
param Ra_38_16 := 48/137842;
param Ra_38_17 := 51/137842;
param Ra_38_18 := 54/137842;
param Ra_38_19 := 57/137842;
param Ra_38_20 := 60/137842;
param Ra_38_21 := 63/137842;
param Ra_38_22 := 66/137842;
param Ra_38_23 := 69/137842;
param Ra_38_24 := 72/137842;
param Ra_38_25 := 75/137842;
param Ra_38_26 := 78/137842;
param Ra_38_27 := 81/137842;
param Ra_38_28 := 84/137842;
param Ra_38_29 := 87/137842;
param Ra_38_30 := 90/137842;
param Ra_38_31 := 93/137842;
param Ra_38_32 := 96/137842;
param Ra_38_33 := 99/137842;
param Ra_38_34 := 102/137842;
param Ra_38_35 := 105/137842;
param Ra_38_36 := 108/137842;
param Ra_38_37 := 111/137842;
param Ra_38_38 := 114/137842;
param Rb_38_39 := 76/137842;
param Rb_38_40 := 38/137842;
param Ra_39_1 := 2/137842;
param Ra_39_2 := 4/137842;
param Ra_39_3 := 6/137842;
param Ra_39_4 := 8/137842;
param Ra_39_5 := 10/137842;
param Ra_39_6 := 12/137842;
param Ra_39_7 := 14/137842;
param Ra_39_8 := 16/137842;
param Ra_39_9 := 18/137842;
param Ra_39_10 := 20/137842;
param Ra_39_11 := 22/137842;
param Ra_39_12 := 24/137842;
param Ra_39_13 := 26/137842;
param Ra_39_14 := 28/137842;
param Ra_39_15 := 30/137842;
param Ra_39_16 := 32/137842;
param Ra_39_17 := 34/137842;
param Ra_39_18 := 36/137842;
param Ra_39_19 := 38/137842;
param Ra_39_20 := 40/137842;
param Ra_39_21 := 42/137842;
param Ra_39_22 := 44/137842;
param Ra_39_23 := 46/137842;
param Ra_39_24 := 48/137842;
param Ra_39_25 := 50/137842;
param Ra_39_26 := 52/137842;
param Ra_39_27 := 54/137842;
param Ra_39_28 := 56/137842;
param Ra_39_29 := 58/137842;
param Ra_39_30 := 60/137842;
param Ra_39_31 := 62/137842;
param Ra_39_32 := 64/137842;
param Ra_39_33 := 66/137842;
param Ra_39_34 := 68/137842;
param Ra_39_35 := 70/137842;
param Ra_39_36 := 72/137842;
param Ra_39_37 := 74/137842;
param Ra_39_38 := 76/137842;
param Ra_39_39 := 78/137842;
param Rb_39_40 := 39/137842;
param Ra_40_1 := 1/137842;
param Ra_40_2 := 2/137842;
param Ra_40_3 := 3/137842;
param Ra_40_4 := 4/137842;
param Ra_40_5 := 5/137842;
param Ra_40_6 := 6/137842;
param Ra_40_7 := 7/137842;
param Ra_40_8 := 8/137842;
param Ra_40_9 := 9/137842;
param Ra_40_10 := 10/137842;
param Ra_40_11 := 11/137842;
param Ra_40_12 := 12/137842;
param Ra_40_13 := 13/137842;
param Ra_40_14 := 14/137842;
param Ra_40_15 := 15/137842;
param Ra_40_16 := 16/137842;
param Ra_40_17 := 17/137842;
param Ra_40_18 := 18/137842;
param Ra_40_19 := 19/137842;
param Ra_40_20 := 20/137842;
param Ra_40_21 := 21/137842;
param Ra_40_22 := 22/137842;
param Ra_40_23 := 23/137842;
param Ra_40_24 := 24/137842;
param Ra_40_25 := 25/137842;
param Ra_40_26 := 26/137842;
param Ra_40_27 := 27/137842;
param Ra_40_28 := 28/137842;
param Ra_40_29 := 29/137842;
param Ra_40_30 := 30/137842;
param Ra_40_31 := 31/137842;
param Ra_40_32 := 32/137842;
param Ra_40_33 := 33/137842;
param Ra_40_34 := 34/137842;
param Ra_40_35 := 35/137842;
param Ra_40_36 := 36/137842;
param Ra_40_37 := 37/137842;
param Ra_40_38 := 38/137842;
param Ra_40_39 := 39/137842;
param Ra_40_40 := 40/137842;

subject to

cons1 : X1+Ra_1_1*(X1+R_1)^3+Rb_1_2*(X2+R_2)^3+Rb_1_3*(X3+R_3)^3+Rb_1_4*(X4+R_4)^3+Rb_1_5*(X5+R_5)^3+Rb_1_6*(X6+R_6)^3+Rb_1_7*(X7+R_7)^3+Rb_1_8*(X8+R_8)^3+Rb_1_9*(X9+R_9)^3+Rb_1_10*(X10+R_10)^3+Rb_1_11*(X11+R_11)^3+Rb_1_12*(X12+R_12)^3+Rb_1_13*(X13+R_13)^3+Rb_1_14*(X14+R_14)^3+Rb_1_15*(X15+R_15)^3+Rb_1_16*(X16+R_16)^3+Rb_1_17*(X17+R_17)^3+Rb_1_18*(X18+R_18)^3+Rb_1_19*(X19+R_19)^3+Rb_1_20*(X20+R_20)^3+Rb_1_21*(X21+R_21)^3+Rb_1_22*(X22+R_22)^3+Rb_1_23*(X23+R_23)^3+Rb_1_24*(X24+R_24)^3+Rb_1_25*(X25+R_25)^3+Rb_1_26*(X26+R_26)^3+Rb_1_27*(X27+R_27)^3+Rb_1_28*(X28+R_28)^3+Rb_1_29*(X29+R_29)^3+Rb_1_30*(X30+R_30)^3+Rb_1_31*(X31+R_31)^3+Rb_1_32*(X32+R_32)^3+Rb_1_33*(X33+R_33)^3+Rb_1_34*(X34+R_34)^3+Rb_1_35*(X35+R_35)^3+Rb_1_36*(X36+R_36)^3+Rb_1_37*(X37+R_37)^3+Rb_1_38*(X38+R_38)^3+Rb_1_39*(X39+R_39)^3+Rb_1_40*(X40+R_40)^3= 0;
cons2 : X2+Ra_2_1*(X1+R_1)^3+Ra_2_2*(X2+R_2)^3+Rb_2_3*(X3+R_3)^3+Rb_2_4*(X4+R_4)^3+Rb_2_5*(X5+R_5)^3+Rb_2_6*(X6+R_6)^3+Rb_2_7*(X7+R_7)^3+Rb_2_8*(X8+R_8)^3+Rb_2_9*(X9+R_9)^3+Rb_2_10*(X10+R_10)^3+Rb_2_11*(X11+R_11)^3+Rb_2_12*(X12+R_12)^3+Rb_2_13*(X13+R_13)^3+Rb_2_14*(X14+R_14)^3+Rb_2_15*(X15+R_15)^3+Rb_2_16*(X16+R_16)^3+Rb_2_17*(X17+R_17)^3+Rb_2_18*(X18+R_18)^3+Rb_2_19*(X19+R_19)^3+Rb_2_20*(X20+R_20)^3+Rb_2_21*(X21+R_21)^3+Rb_2_22*(X22+R_22)^3+Rb_2_23*(X23+R_23)^3+Rb_2_24*(X24+R_24)^3+Rb_2_25*(X25+R_25)^3+Rb_2_26*(X26+R_26)^3+Rb_2_27*(X27+R_27)^3+Rb_2_28*(X28+R_28)^3+Rb_2_29*(X29+R_29)^3+Rb_2_30*(X30+R_30)^3+Rb_2_31*(X31+R_31)^3+Rb_2_32*(X32+R_32)^3+Rb_2_33*(X33+R_33)^3+Rb_2_34*(X34+R_34)^3+Rb_2_35*(X35+R_35)^3+Rb_2_36*(X36+R_36)^3+Rb_2_37*(X37+R_37)^3+Rb_2_38*(X38+R_38)^3+Rb_2_39*(X39+R_39)^3+Rb_2_40*(X40+R_40)^3= 0;
cons3 : X3+Ra_3_1*(X1+R_1)^3+Ra_3_2*(X2+R_2)^3+Ra_3_3*(X3+R_3)^3+Rb_3_4*(X4+R_4)^3+Rb_3_5*(X5+R_5)^3+Rb_3_6*(X6+R_6)^3+Rb_3_7*(X7+R_7)^3+Rb_3_8*(X8+R_8)^3+Rb_3_9*(X9+R_9)^3+Rb_3_10*(X10+R_10)^3+Rb_3_11*(X11+R_11)^3+Rb_3_12*(X12+R_12)^3+Rb_3_13*(X13+R_13)^3+Rb_3_14*(X14+R_14)^3+Rb_3_15*(X15+R_15)^3+Rb_3_16*(X16+R_16)^3+Rb_3_17*(X17+R_17)^3+Rb_3_18*(X18+R_18)^3+Rb_3_19*(X19+R_19)^3+Rb_3_20*(X20+R_20)^3+Rb_3_21*(X21+R_21)^3+Rb_3_22*(X22+R_22)^3+Rb_3_23*(X23+R_23)^3+Rb_3_24*(X24+R_24)^3+Rb_3_25*(X25+R_25)^3+Rb_3_26*(X26+R_26)^3+Rb_3_27*(X27+R_27)^3+Rb_3_28*(X28+R_28)^3+Rb_3_29*(X29+R_29)^3+Rb_3_30*(X30+R_30)^3+Rb_3_31*(X31+R_31)^3+Rb_3_32*(X32+R_32)^3+Rb_3_33*(X33+R_33)^3+Rb_3_34*(X34+R_34)^3+Rb_3_35*(X35+R_35)^3+Rb_3_36*(X36+R_36)^3+Rb_3_37*(X37+R_37)^3+Rb_3_38*(X38+R_38)^3+Rb_3_39*(X39+R_39)^3+Rb_3_40*(X40+R_40)^3= 0;
cons4 : X4+Ra_4_1*(X1+R_1)^3+Ra_4_2*(X2+R_2)^3+Ra_4_3*(X3+R_3)^3+Ra_4_4*(X4+R_4)^3+Rb_4_5*(X5+R_5)^3+Rb_4_6*(X6+R_6)^3+Rb_4_7*(X7+R_7)^3+Rb_4_8*(X8+R_8)^3+Rb_4_9*(X9+R_9)^3+Rb_4_10*(X10+R_10)^3+Rb_4_11*(X11+R_11)^3+Rb_4_12*(X12+R_12)^3+Rb_4_13*(X13+R_13)^3+Rb_4_14*(X14+R_14)^3+Rb_4_15*(X15+R_15)^3+Rb_4_16*(X16+R_16)^3+Rb_4_17*(X17+R_17)^3+Rb_4_18*(X18+R_18)^3+Rb_4_19*(X19+R_19)^3+Rb_4_20*(X20+R_20)^3+Rb_4_21*(X21+R_21)^3+Rb_4_22*(X22+R_22)^3+Rb_4_23*(X23+R_23)^3+Rb_4_24*(X24+R_24)^3+Rb_4_25*(X25+R_25)^3+Rb_4_26*(X26+R_26)^3+Rb_4_27*(X27+R_27)^3+Rb_4_28*(X28+R_28)^3+Rb_4_29*(X29+R_29)^3+Rb_4_30*(X30+R_30)^3+Rb_4_31*(X31+R_31)^3+Rb_4_32*(X32+R_32)^3+Rb_4_33*(X33+R_33)^3+Rb_4_34*(X34+R_34)^3+Rb_4_35*(X35+R_35)^3+Rb_4_36*(X36+R_36)^3+Rb_4_37*(X37+R_37)^3+Rb_4_38*(X38+R_38)^3+Rb_4_39*(X39+R_39)^3+Rb_4_40*(X40+R_40)^3= 0;
cons5 : X5+Ra_5_1*(X1+R_1)^3+Ra_5_2*(X2+R_2)^3+Ra_5_3*(X3+R_3)^3+Ra_5_4*(X4+R_4)^3+Ra_5_5*(X5+R_5)^3+Rb_5_6*(X6+R_6)^3+Rb_5_7*(X7+R_7)^3+Rb_5_8*(X8+R_8)^3+Rb_5_9*(X9+R_9)^3+Rb_5_10*(X10+R_10)^3+Rb_5_11*(X11+R_11)^3+Rb_5_12*(X12+R_12)^3+Rb_5_13*(X13+R_13)^3+Rb_5_14*(X14+R_14)^3+Rb_5_15*(X15+R_15)^3+Rb_5_16*(X16+R_16)^3+Rb_5_17*(X17+R_17)^3+Rb_5_18*(X18+R_18)^3+Rb_5_19*(X19+R_19)^3+Rb_5_20*(X20+R_20)^3+Rb_5_21*(X21+R_21)^3+Rb_5_22*(X22+R_22)^3+Rb_5_23*(X23+R_23)^3+Rb_5_24*(X24+R_24)^3+Rb_5_25*(X25+R_25)^3+Rb_5_26*(X26+R_26)^3+Rb_5_27*(X27+R_27)^3+Rb_5_28*(X28+R_28)^3+Rb_5_29*(X29+R_29)^3+Rb_5_30*(X30+R_30)^3+Rb_5_31*(X31+R_31)^3+Rb_5_32*(X32+R_32)^3+Rb_5_33*(X33+R_33)^3+Rb_5_34*(X34+R_34)^3+Rb_5_35*(X35+R_35)^3+Rb_5_36*(X36+R_36)^3+Rb_5_37*(X37+R_37)^3+Rb_5_38*(X38+R_38)^3+Rb_5_39*(X39+R_39)^3+Rb_5_40*(X40+R_40)^3= 0;
cons6 : X6+Ra_6_1*(X1+R_1)^3+Ra_6_2*(X2+R_2)^3+Ra_6_3*(X3+R_3)^3+Ra_6_4*(X4+R_4)^3+Ra_6_5*(X5+R_5)^3+Ra_6_6*(X6+R_6)^3+Rb_6_7*(X7+R_7)^3+Rb_6_8*(X8+R_8)^3+Rb_6_9*(X9+R_9)^3+Rb_6_10*(X10+R_10)^3+Rb_6_11*(X11+R_11)^3+Rb_6_12*(X12+R_12)^3+Rb_6_13*(X13+R_13)^3+Rb_6_14*(X14+R_14)^3+Rb_6_15*(X15+R_15)^3+Rb_6_16*(X16+R_16)^3+Rb_6_17*(X17+R_17)^3+Rb_6_18*(X18+R_18)^3+Rb_6_19*(X19+R_19)^3+Rb_6_20*(X20+R_20)^3+Rb_6_21*(X21+R_21)^3+Rb_6_22*(X22+R_22)^3+Rb_6_23*(X23+R_23)^3+Rb_6_24*(X24+R_24)^3+Rb_6_25*(X25+R_25)^3+Rb_6_26*(X26+R_26)^3+Rb_6_27*(X27+R_27)^3+Rb_6_28*(X28+R_28)^3+Rb_6_29*(X29+R_29)^3+Rb_6_30*(X30+R_30)^3+Rb_6_31*(X31+R_31)^3+Rb_6_32*(X32+R_32)^3+Rb_6_33*(X33+R_33)^3+Rb_6_34*(X34+R_34)^3+Rb_6_35*(X35+R_35)^3+Rb_6_36*(X36+R_36)^3+Rb_6_37*(X37+R_37)^3+Rb_6_38*(X38+R_38)^3+Rb_6_39*(X39+R_39)^3+Rb_6_40*(X40+R_40)^3= 0;
cons7 : X7+Ra_7_1*(X1+R_1)^3+Ra_7_2*(X2+R_2)^3+Ra_7_3*(X3+R_3)^3+Ra_7_4*(X4+R_4)^3+Ra_7_5*(X5+R_5)^3+Ra_7_6*(X6+R_6)^3+Ra_7_7*(X7+R_7)^3+Rb_7_8*(X8+R_8)^3+Rb_7_9*(X9+R_9)^3+Rb_7_10*(X10+R_10)^3+Rb_7_11*(X11+R_11)^3+Rb_7_12*(X12+R_12)^3+Rb_7_13*(X13+R_13)^3+Rb_7_14*(X14+R_14)^3+Rb_7_15*(X15+R_15)^3+Rb_7_16*(X16+R_16)^3+Rb_7_17*(X17+R_17)^3+Rb_7_18*(X18+R_18)^3+Rb_7_19*(X19+R_19)^3+Rb_7_20*(X20+R_20)^3+Rb_7_21*(X21+R_21)^3+Rb_7_22*(X22+R_22)^3+Rb_7_23*(X23+R_23)^3+Rb_7_24*(X24+R_24)^3+Rb_7_25*(X25+R_25)^3+Rb_7_26*(X26+R_26)^3+Rb_7_27*(X27+R_27)^3+Rb_7_28*(X28+R_28)^3+Rb_7_29*(X29+R_29)^3+Rb_7_30*(X30+R_30)^3+Rb_7_31*(X31+R_31)^3+Rb_7_32*(X32+R_32)^3+Rb_7_33*(X33+R_33)^3+Rb_7_34*(X34+R_34)^3+Rb_7_35*(X35+R_35)^3+Rb_7_36*(X36+R_36)^3+Rb_7_37*(X37+R_37)^3+Rb_7_38*(X38+R_38)^3+Rb_7_39*(X39+R_39)^3+Rb_7_40*(X40+R_40)^3= 0;
cons8 : X8+Ra_8_1*(X1+R_1)^3+Ra_8_2*(X2+R_2)^3+Ra_8_3*(X3+R_3)^3+Ra_8_4*(X4+R_4)^3+Ra_8_5*(X5+R_5)^3+Ra_8_6*(X6+R_6)^3+Ra_8_7*(X7+R_7)^3+Ra_8_8*(X8+R_8)^3+Rb_8_9*(X9+R_9)^3+Rb_8_10*(X10+R_10)^3+Rb_8_11*(X11+R_11)^3+Rb_8_12*(X12+R_12)^3+Rb_8_13*(X13+R_13)^3+Rb_8_14*(X14+R_14)^3+Rb_8_15*(X15+R_15)^3+Rb_8_16*(X16+R_16)^3+Rb_8_17*(X17+R_17)^3+Rb_8_18*(X18+R_18)^3+Rb_8_19*(X19+R_19)^3+Rb_8_20*(X20+R_20)^3+Rb_8_21*(X21+R_21)^3+Rb_8_22*(X22+R_22)^3+Rb_8_23*(X23+R_23)^3+Rb_8_24*(X24+R_24)^3+Rb_8_25*(X25+R_25)^3+Rb_8_26*(X26+R_26)^3+Rb_8_27*(X27+R_27)^3+Rb_8_28*(X28+R_28)^3+Rb_8_29*(X29+R_29)^3+Rb_8_30*(X30+R_30)^3+Rb_8_31*(X31+R_31)^3+Rb_8_32*(X32+R_32)^3+Rb_8_33*(X33+R_33)^3+Rb_8_34*(X34+R_34)^3+Rb_8_35*(X35+R_35)^3+Rb_8_36*(X36+R_36)^3+Rb_8_37*(X37+R_37)^3+Rb_8_38*(X38+R_38)^3+Rb_8_39*(X39+R_39)^3+Rb_8_40*(X40+R_40)^3= 0;
cons9 : X9+Ra_9_1*(X1+R_1)^3+Ra_9_2*(X2+R_2)^3+Ra_9_3*(X3+R_3)^3+Ra_9_4*(X4+R_4)^3+Ra_9_5*(X5+R_5)^3+Ra_9_6*(X6+R_6)^3+Ra_9_7*(X7+R_7)^3+Ra_9_8*(X8+R_8)^3+Ra_9_9*(X9+R_9)^3+Rb_9_10*(X10+R_10)^3+Rb_9_11*(X11+R_11)^3+Rb_9_12*(X12+R_12)^3+Rb_9_13*(X13+R_13)^3+Rb_9_14*(X14+R_14)^3+Rb_9_15*(X15+R_15)^3+Rb_9_16*(X16+R_16)^3+Rb_9_17*(X17+R_17)^3+Rb_9_18*(X18+R_18)^3+Rb_9_19*(X19+R_19)^3+Rb_9_20*(X20+R_20)^3+Rb_9_21*(X21+R_21)^3+Rb_9_22*(X22+R_22)^3+Rb_9_23*(X23+R_23)^3+Rb_9_24*(X24+R_24)^3+Rb_9_25*(X25+R_25)^3+Rb_9_26*(X26+R_26)^3+Rb_9_27*(X27+R_27)^3+Rb_9_28*(X28+R_28)^3+Rb_9_29*(X29+R_29)^3+Rb_9_30*(X30+R_30)^3+Rb_9_31*(X31+R_31)^3+Rb_9_32*(X32+R_32)^3+Rb_9_33*(X33+R_33)^3+Rb_9_34*(X34+R_34)^3+Rb_9_35*(X35+R_35)^3+Rb_9_36*(X36+R_36)^3+Rb_9_37*(X37+R_37)^3+Rb_9_38*(X38+R_38)^3+Rb_9_39*(X39+R_39)^3+Rb_9_40*(X40+R_40)^3= 0;
cons10 : X10+Ra_10_1*(X1+R_1)^3+Ra_10_2*(X2+R_2)^3+Ra_10_3*(X3+R_3)^3+Ra_10_4*(X4+R_4)^3+Ra_10_5*(X5+R_5)^3+Ra_10_6*(X6+R_6)^3+Ra_10_7*(X7+R_7)^3+Ra_10_8*(X8+R_8)^3+Ra_10_9*(X9+R_9)^3+Ra_10_10*(X10+R_10)^3+Rb_10_11*(X11+R_11)^3+Rb_10_12*(X12+R_12)^3+Rb_10_13*(X13+R_13)^3+Rb_10_14*(X14+R_14)^3+Rb_10_15*(X15+R_15)^3+Rb_10_16*(X16+R_16)^3+Rb_10_17*(X17+R_17)^3+Rb_10_18*(X18+R_18)^3+Rb_10_19*(X19+R_19)^3+Rb_10_20*(X20+R_20)^3+Rb_10_21*(X21+R_21)^3+Rb_10_22*(X22+R_22)^3+Rb_10_23*(X23+R_23)^3+Rb_10_24*(X24+R_24)^3+Rb_10_25*(X25+R_25)^3+Rb_10_26*(X26+R_26)^3+Rb_10_27*(X27+R_27)^3+Rb_10_28*(X28+R_28)^3+Rb_10_29*(X29+R_29)^3+Rb_10_30*(X30+R_30)^3+Rb_10_31*(X31+R_31)^3+Rb_10_32*(X32+R_32)^3+Rb_10_33*(X33+R_33)^3+Rb_10_34*(X34+R_34)^3+Rb_10_35*(X35+R_35)^3+Rb_10_36*(X36+R_36)^3+Rb_10_37*(X37+R_37)^3+Rb_10_38*(X38+R_38)^3+Rb_10_39*(X39+R_39)^3+Rb_10_40*(X40+R_40)^3= 0;
cons11 : X11+Ra_11_1*(X1+R_1)^3+Ra_11_2*(X2+R_2)^3+Ra_11_3*(X3+R_3)^3+Ra_11_4*(X4+R_4)^3+Ra_11_5*(X5+R_5)^3+Ra_11_6*(X6+R_6)^3+Ra_11_7*(X7+R_7)^3+Ra_11_8*(X8+R_8)^3+Ra_11_9*(X9+R_9)^3+Ra_11_10*(X10+R_10)^3+Ra_11_11*(X11+R_11)^3+Rb_11_12*(X12+R_12)^3+Rb_11_13*(X13+R_13)^3+Rb_11_14*(X14+R_14)^3+Rb_11_15*(X15+R_15)^3+Rb_11_16*(X16+R_16)^3+Rb_11_17*(X17+R_17)^3+Rb_11_18*(X18+R_18)^3+Rb_11_19*(X19+R_19)^3+Rb_11_20*(X20+R_20)^3+Rb_11_21*(X21+R_21)^3+Rb_11_22*(X22+R_22)^3+Rb_11_23*(X23+R_23)^3+Rb_11_24*(X24+R_24)^3+Rb_11_25*(X25+R_25)^3+Rb_11_26*(X26+R_26)^3+Rb_11_27*(X27+R_27)^3+Rb_11_28*(X28+R_28)^3+Rb_11_29*(X29+R_29)^3+Rb_11_30*(X30+R_30)^3+Rb_11_31*(X31+R_31)^3+Rb_11_32*(X32+R_32)^3+Rb_11_33*(X33+R_33)^3+Rb_11_34*(X34+R_34)^3+Rb_11_35*(X35+R_35)^3+Rb_11_36*(X36+R_36)^3+Rb_11_37*(X37+R_37)^3+Rb_11_38*(X38+R_38)^3+Rb_11_39*(X39+R_39)^3+Rb_11_40*(X40+R_40)^3= 0;
cons12 : X12+Ra_12_1*(X1+R_1)^3+Ra_12_2*(X2+R_2)^3+Ra_12_3*(X3+R_3)^3+Ra_12_4*(X4+R_4)^3+Ra_12_5*(X5+R_5)^3+Ra_12_6*(X6+R_6)^3+Ra_12_7*(X7+R_7)^3+Ra_12_8*(X8+R_8)^3+Ra_12_9*(X9+R_9)^3+Ra_12_10*(X10+R_10)^3+Ra_12_11*(X11+R_11)^3+Ra_12_12*(X12+R_12)^3+Rb_12_13*(X13+R_13)^3+Rb_12_14*(X14+R_14)^3+Rb_12_15*(X15+R_15)^3+Rb_12_16*(X16+R_16)^3+Rb_12_17*(X17+R_17)^3+Rb_12_18*(X18+R_18)^3+Rb_12_19*(X19+R_19)^3+Rb_12_20*(X20+R_20)^3+Rb_12_21*(X21+R_21)^3+Rb_12_22*(X22+R_22)^3+Rb_12_23*(X23+R_23)^3+Rb_12_24*(X24+R_24)^3+Rb_12_25*(X25+R_25)^3+Rb_12_26*(X26+R_26)^3+Rb_12_27*(X27+R_27)^3+Rb_12_28*(X28+R_28)^3+Rb_12_29*(X29+R_29)^3+Rb_12_30*(X30+R_30)^3+Rb_12_31*(X31+R_31)^3+Rb_12_32*(X32+R_32)^3+Rb_12_33*(X33+R_33)^3+Rb_12_34*(X34+R_34)^3+Rb_12_35*(X35+R_35)^3+Rb_12_36*(X36+R_36)^3+Rb_12_37*(X37+R_37)^3+Rb_12_38*(X38+R_38)^3+Rb_12_39*(X39+R_39)^3+Rb_12_40*(X40+R_40)^3= 0;
cons13 : X13+Ra_13_1*(X1+R_1)^3+Ra_13_2*(X2+R_2)^3+Ra_13_3*(X3+R_3)^3+Ra_13_4*(X4+R_4)^3+Ra_13_5*(X5+R_5)^3+Ra_13_6*(X6+R_6)^3+Ra_13_7*(X7+R_7)^3+Ra_13_8*(X8+R_8)^3+Ra_13_9*(X9+R_9)^3+Ra_13_10*(X10+R_10)^3+Ra_13_11*(X11+R_11)^3+Ra_13_12*(X12+R_12)^3+Ra_13_13*(X13+R_13)^3+Rb_13_14*(X14+R_14)^3+Rb_13_15*(X15+R_15)^3+Rb_13_16*(X16+R_16)^3+Rb_13_17*(X17+R_17)^3+Rb_13_18*(X18+R_18)^3+Rb_13_19*(X19+R_19)^3+Rb_13_20*(X20+R_20)^3+Rb_13_21*(X21+R_21)^3+Rb_13_22*(X22+R_22)^3+Rb_13_23*(X23+R_23)^3+Rb_13_24*(X24+R_24)^3+Rb_13_25*(X25+R_25)^3+Rb_13_26*(X26+R_26)^3+Rb_13_27*(X27+R_27)^3+Rb_13_28*(X28+R_28)^3+Rb_13_29*(X29+R_29)^3+Rb_13_30*(X30+R_30)^3+Rb_13_31*(X31+R_31)^3+Rb_13_32*(X32+R_32)^3+Rb_13_33*(X33+R_33)^3+Rb_13_34*(X34+R_34)^3+Rb_13_35*(X35+R_35)^3+Rb_13_36*(X36+R_36)^3+Rb_13_37*(X37+R_37)^3+Rb_13_38*(X38+R_38)^3+Rb_13_39*(X39+R_39)^3+Rb_13_40*(X40+R_40)^3= 0;
cons14 : X14+Ra_14_1*(X1+R_1)^3+Ra_14_2*(X2+R_2)^3+Ra_14_3*(X3+R_3)^3+Ra_14_4*(X4+R_4)^3+Ra_14_5*(X5+R_5)^3+Ra_14_6*(X6+R_6)^3+Ra_14_7*(X7+R_7)^3+Ra_14_8*(X8+R_8)^3+Ra_14_9*(X9+R_9)^3+Ra_14_10*(X10+R_10)^3+Ra_14_11*(X11+R_11)^3+Ra_14_12*(X12+R_12)^3+Ra_14_13*(X13+R_13)^3+Ra_14_14*(X14+R_14)^3+Rb_14_15*(X15+R_15)^3+Rb_14_16*(X16+R_16)^3+Rb_14_17*(X17+R_17)^3+Rb_14_18*(X18+R_18)^3+Rb_14_19*(X19+R_19)^3+Rb_14_20*(X20+R_20)^3+Rb_14_21*(X21+R_21)^3+Rb_14_22*(X22+R_22)^3+Rb_14_23*(X23+R_23)^3+Rb_14_24*(X24+R_24)^3+Rb_14_25*(X25+R_25)^3+Rb_14_26*(X26+R_26)^3+Rb_14_27*(X27+R_27)^3+Rb_14_28*(X28+R_28)^3+Rb_14_29*(X29+R_29)^3+Rb_14_30*(X30+R_30)^3+Rb_14_31*(X31+R_31)^3+Rb_14_32*(X32+R_32)^3+Rb_14_33*(X33+R_33)^3+Rb_14_34*(X34+R_34)^3+Rb_14_35*(X35+R_35)^3+Rb_14_36*(X36+R_36)^3+Rb_14_37*(X37+R_37)^3+Rb_14_38*(X38+R_38)^3+Rb_14_39*(X39+R_39)^3+Rb_14_40*(X40+R_40)^3= 0;
cons15 : X15+Ra_15_1*(X1+R_1)^3+Ra_15_2*(X2+R_2)^3+Ra_15_3*(X3+R_3)^3+Ra_15_4*(X4+R_4)^3+Ra_15_5*(X5+R_5)^3+Ra_15_6*(X6+R_6)^3+Ra_15_7*(X7+R_7)^3+Ra_15_8*(X8+R_8)^3+Ra_15_9*(X9+R_9)^3+Ra_15_10*(X10+R_10)^3+Ra_15_11*(X11+R_11)^3+Ra_15_12*(X12+R_12)^3+Ra_15_13*(X13+R_13)^3+Ra_15_14*(X14+R_14)^3+Ra_15_15*(X15+R_15)^3+Rb_15_16*(X16+R_16)^3+Rb_15_17*(X17+R_17)^3+Rb_15_18*(X18+R_18)^3+Rb_15_19*(X19+R_19)^3+Rb_15_20*(X20+R_20)^3+Rb_15_21*(X21+R_21)^3+Rb_15_22*(X22+R_22)^3+Rb_15_23*(X23+R_23)^3+Rb_15_24*(X24+R_24)^3+Rb_15_25*(X25+R_25)^3+Rb_15_26*(X26+R_26)^3+Rb_15_27*(X27+R_27)^3+Rb_15_28*(X28+R_28)^3+Rb_15_29*(X29+R_29)^3+Rb_15_30*(X30+R_30)^3+Rb_15_31*(X31+R_31)^3+Rb_15_32*(X32+R_32)^3+Rb_15_33*(X33+R_33)^3+Rb_15_34*(X34+R_34)^3+Rb_15_35*(X35+R_35)^3+Rb_15_36*(X36+R_36)^3+Rb_15_37*(X37+R_37)^3+Rb_15_38*(X38+R_38)^3+Rb_15_39*(X39+R_39)^3+Rb_15_40*(X40+R_40)^3= 0;
cons16 : X16+Ra_16_1*(X1+R_1)^3+Ra_16_2*(X2+R_2)^3+Ra_16_3*(X3+R_3)^3+Ra_16_4*(X4+R_4)^3+Ra_16_5*(X5+R_5)^3+Ra_16_6*(X6+R_6)^3+Ra_16_7*(X7+R_7)^3+Ra_16_8*(X8+R_8)^3+Ra_16_9*(X9+R_9)^3+Ra_16_10*(X10+R_10)^3+Ra_16_11*(X11+R_11)^3+Ra_16_12*(X12+R_12)^3+Ra_16_13*(X13+R_13)^3+Ra_16_14*(X14+R_14)^3+Ra_16_15*(X15+R_15)^3+Ra_16_16*(X16+R_16)^3+Rb_16_17*(X17+R_17)^3+Rb_16_18*(X18+R_18)^3+Rb_16_19*(X19+R_19)^3+Rb_16_20*(X20+R_20)^3+Rb_16_21*(X21+R_21)^3+Rb_16_22*(X22+R_22)^3+Rb_16_23*(X23+R_23)^3+Rb_16_24*(X24+R_24)^3+Rb_16_25*(X25+R_25)^3+Rb_16_26*(X26+R_26)^3+Rb_16_27*(X27+R_27)^3+Rb_16_28*(X28+R_28)^3+Rb_16_29*(X29+R_29)^3+Rb_16_30*(X30+R_30)^3+Rb_16_31*(X31+R_31)^3+Rb_16_32*(X32+R_32)^3+Rb_16_33*(X33+R_33)^3+Rb_16_34*(X34+R_34)^3+Rb_16_35*(X35+R_35)^3+Rb_16_36*(X36+R_36)^3+Rb_16_37*(X37+R_37)^3+Rb_16_38*(X38+R_38)^3+Rb_16_39*(X39+R_39)^3+Rb_16_40*(X40+R_40)^3= 0;
cons17 : X17+Ra_17_1*(X1+R_1)^3+Ra_17_2*(X2+R_2)^3+Ra_17_3*(X3+R_3)^3+Ra_17_4*(X4+R_4)^3+Ra_17_5*(X5+R_5)^3+Ra_17_6*(X6+R_6)^3+Ra_17_7*(X7+R_7)^3+Ra_17_8*(X8+R_8)^3+Ra_17_9*(X9+R_9)^3+Ra_17_10*(X10+R_10)^3+Ra_17_11*(X11+R_11)^3+Ra_17_12*(X12+R_12)^3+Ra_17_13*(X13+R_13)^3+Ra_17_14*(X14+R_14)^3+Ra_17_15*(X15+R_15)^3+Ra_17_16*(X16+R_16)^3+Ra_17_17*(X17+R_17)^3+Rb_17_18*(X18+R_18)^3+Rb_17_19*(X19+R_19)^3+Rb_17_20*(X20+R_20)^3+Rb_17_21*(X21+R_21)^3+Rb_17_22*(X22+R_22)^3+Rb_17_23*(X23+R_23)^3+Rb_17_24*(X24+R_24)^3+Rb_17_25*(X25+R_25)^3+Rb_17_26*(X26+R_26)^3+Rb_17_27*(X27+R_27)^3+Rb_17_28*(X28+R_28)^3+Rb_17_29*(X29+R_29)^3+Rb_17_30*(X30+R_30)^3+Rb_17_31*(X31+R_31)^3+Rb_17_32*(X32+R_32)^3+Rb_17_33*(X33+R_33)^3+Rb_17_34*(X34+R_34)^3+Rb_17_35*(X35+R_35)^3+Rb_17_36*(X36+R_36)^3+Rb_17_37*(X37+R_37)^3+Rb_17_38*(X38+R_38)^3+Rb_17_39*(X39+R_39)^3+Rb_17_40*(X40+R_40)^3= 0;
cons18 : X18+Ra_18_1*(X1+R_1)^3+Ra_18_2*(X2+R_2)^3+Ra_18_3*(X3+R_3)^3+Ra_18_4*(X4+R_4)^3+Ra_18_5*(X5+R_5)^3+Ra_18_6*(X6+R_6)^3+Ra_18_7*(X7+R_7)^3+Ra_18_8*(X8+R_8)^3+Ra_18_9*(X9+R_9)^3+Ra_18_10*(X10+R_10)^3+Ra_18_11*(X11+R_11)^3+Ra_18_12*(X12+R_12)^3+Ra_18_13*(X13+R_13)^3+Ra_18_14*(X14+R_14)^3+Ra_18_15*(X15+R_15)^3+Ra_18_16*(X16+R_16)^3+Ra_18_17*(X17+R_17)^3+Ra_18_18*(X18+R_18)^3+Rb_18_19*(X19+R_19)^3+Rb_18_20*(X20+R_20)^3+Rb_18_21*(X21+R_21)^3+Rb_18_22*(X22+R_22)^3+Rb_18_23*(X23+R_23)^3+Rb_18_24*(X24+R_24)^3+Rb_18_25*(X25+R_25)^3+Rb_18_26*(X26+R_26)^3+Rb_18_27*(X27+R_27)^3+Rb_18_28*(X28+R_28)^3+Rb_18_29*(X29+R_29)^3+Rb_18_30*(X30+R_30)^3+Rb_18_31*(X31+R_31)^3+Rb_18_32*(X32+R_32)^3+Rb_18_33*(X33+R_33)^3+Rb_18_34*(X34+R_34)^3+Rb_18_35*(X35+R_35)^3+Rb_18_36*(X36+R_36)^3+Rb_18_37*(X37+R_37)^3+Rb_18_38*(X38+R_38)^3+Rb_18_39*(X39+R_39)^3+Rb_18_40*(X40+R_40)^3= 0;
cons19 : X19+Ra_19_1*(X1+R_1)^3+Ra_19_2*(X2+R_2)^3+Ra_19_3*(X3+R_3)^3+Ra_19_4*(X4+R_4)^3+Ra_19_5*(X5+R_5)^3+Ra_19_6*(X6+R_6)^3+Ra_19_7*(X7+R_7)^3+Ra_19_8*(X8+R_8)^3+Ra_19_9*(X9+R_9)^3+Ra_19_10*(X10+R_10)^3+Ra_19_11*(X11+R_11)^3+Ra_19_12*(X12+R_12)^3+Ra_19_13*(X13+R_13)^3+Ra_19_14*(X14+R_14)^3+Ra_19_15*(X15+R_15)^3+Ra_19_16*(X16+R_16)^3+Ra_19_17*(X17+R_17)^3+Ra_19_18*(X18+R_18)^3+Ra_19_19*(X19+R_19)^3+Rb_19_20*(X20+R_20)^3+Rb_19_21*(X21+R_21)^3+Rb_19_22*(X22+R_22)^3+Rb_19_23*(X23+R_23)^3+Rb_19_24*(X24+R_24)^3+Rb_19_25*(X25+R_25)^3+Rb_19_26*(X26+R_26)^3+Rb_19_27*(X27+R_27)^3+Rb_19_28*(X28+R_28)^3+Rb_19_29*(X29+R_29)^3+Rb_19_30*(X30+R_30)^3+Rb_19_31*(X31+R_31)^3+Rb_19_32*(X32+R_32)^3+Rb_19_33*(X33+R_33)^3+Rb_19_34*(X34+R_34)^3+Rb_19_35*(X35+R_35)^3+Rb_19_36*(X36+R_36)^3+Rb_19_37*(X37+R_37)^3+Rb_19_38*(X38+R_38)^3+Rb_19_39*(X39+R_39)^3+Rb_19_40*(X40+R_40)^3= 0;
cons20 : X20+Ra_20_1*(X1+R_1)^3+Ra_20_2*(X2+R_2)^3+Ra_20_3*(X3+R_3)^3+Ra_20_4*(X4+R_4)^3+Ra_20_5*(X5+R_5)^3+Ra_20_6*(X6+R_6)^3+Ra_20_7*(X7+R_7)^3+Ra_20_8*(X8+R_8)^3+Ra_20_9*(X9+R_9)^3+Ra_20_10*(X10+R_10)^3+Ra_20_11*(X11+R_11)^3+Ra_20_12*(X12+R_12)^3+Ra_20_13*(X13+R_13)^3+Ra_20_14*(X14+R_14)^3+Ra_20_15*(X15+R_15)^3+Ra_20_16*(X16+R_16)^3+Ra_20_17*(X17+R_17)^3+Ra_20_18*(X18+R_18)^3+Ra_20_19*(X19+R_19)^3+Ra_20_20*(X20+R_20)^3+Rb_20_21*(X21+R_21)^3+Rb_20_22*(X22+R_22)^3+Rb_20_23*(X23+R_23)^3+Rb_20_24*(X24+R_24)^3+Rb_20_25*(X25+R_25)^3+Rb_20_26*(X26+R_26)^3+Rb_20_27*(X27+R_27)^3+Rb_20_28*(X28+R_28)^3+Rb_20_29*(X29+R_29)^3+Rb_20_30*(X30+R_30)^3+Rb_20_31*(X31+R_31)^3+Rb_20_32*(X32+R_32)^3+Rb_20_33*(X33+R_33)^3+Rb_20_34*(X34+R_34)^3+Rb_20_35*(X35+R_35)^3+Rb_20_36*(X36+R_36)^3+Rb_20_37*(X37+R_37)^3+Rb_20_38*(X38+R_38)^3+Rb_20_39*(X39+R_39)^3+Rb_20_40*(X40+R_40)^3= 0;
cons21 : X21+Ra_21_1*(X1+R_1)^3+Ra_21_2*(X2+R_2)^3+Ra_21_3*(X3+R_3)^3+Ra_21_4*(X4+R_4)^3+Ra_21_5*(X5+R_5)^3+Ra_21_6*(X6+R_6)^3+Ra_21_7*(X7+R_7)^3+Ra_21_8*(X8+R_8)^3+Ra_21_9*(X9+R_9)^3+Ra_21_10*(X10+R_10)^3+Ra_21_11*(X11+R_11)^3+Ra_21_12*(X12+R_12)^3+Ra_21_13*(X13+R_13)^3+Ra_21_14*(X14+R_14)^3+Ra_21_15*(X15+R_15)^3+Ra_21_16*(X16+R_16)^3+Ra_21_17*(X17+R_17)^3+Ra_21_18*(X18+R_18)^3+Ra_21_19*(X19+R_19)^3+Ra_21_20*(X20+R_20)^3+Ra_21_21*(X21+R_21)^3+Rb_21_22*(X22+R_22)^3+Rb_21_23*(X23+R_23)^3+Rb_21_24*(X24+R_24)^3+Rb_21_25*(X25+R_25)^3+Rb_21_26*(X26+R_26)^3+Rb_21_27*(X27+R_27)^3+Rb_21_28*(X28+R_28)^3+Rb_21_29*(X29+R_29)^3+Rb_21_30*(X30+R_30)^3+Rb_21_31*(X31+R_31)^3+Rb_21_32*(X32+R_32)^3+Rb_21_33*(X33+R_33)^3+Rb_21_34*(X34+R_34)^3+Rb_21_35*(X35+R_35)^3+Rb_21_36*(X36+R_36)^3+Rb_21_37*(X37+R_37)^3+Rb_21_38*(X38+R_38)^3+Rb_21_39*(X39+R_39)^3+Rb_21_40*(X40+R_40)^3= 0;
cons22 : X22+Ra_22_1*(X1+R_1)^3+Ra_22_2*(X2+R_2)^3+Ra_22_3*(X3+R_3)^3+Ra_22_4*(X4+R_4)^3+Ra_22_5*(X5+R_5)^3+Ra_22_6*(X6+R_6)^3+Ra_22_7*(X7+R_7)^3+Ra_22_8*(X8+R_8)^3+Ra_22_9*(X9+R_9)^3+Ra_22_10*(X10+R_10)^3+Ra_22_11*(X11+R_11)^3+Ra_22_12*(X12+R_12)^3+Ra_22_13*(X13+R_13)^3+Ra_22_14*(X14+R_14)^3+Ra_22_15*(X15+R_15)^3+Ra_22_16*(X16+R_16)^3+Ra_22_17*(X17+R_17)^3+Ra_22_18*(X18+R_18)^3+Ra_22_19*(X19+R_19)^3+Ra_22_20*(X20+R_20)^3+Ra_22_21*(X21+R_21)^3+Ra_22_22*(X22+R_22)^3+Rb_22_23*(X23+R_23)^3+Rb_22_24*(X24+R_24)^3+Rb_22_25*(X25+R_25)^3+Rb_22_26*(X26+R_26)^3+Rb_22_27*(X27+R_27)^3+Rb_22_28*(X28+R_28)^3+Rb_22_29*(X29+R_29)^3+Rb_22_30*(X30+R_30)^3+Rb_22_31*(X31+R_31)^3+Rb_22_32*(X32+R_32)^3+Rb_22_33*(X33+R_33)^3+Rb_22_34*(X34+R_34)^3+Rb_22_35*(X35+R_35)^3+Rb_22_36*(X36+R_36)^3+Rb_22_37*(X37+R_37)^3+Rb_22_38*(X38+R_38)^3+Rb_22_39*(X39+R_39)^3+Rb_22_40*(X40+R_40)^3= 0;
cons23 : X23+Ra_23_1*(X1+R_1)^3+Ra_23_2*(X2+R_2)^3+Ra_23_3*(X3+R_3)^3+Ra_23_4*(X4+R_4)^3+Ra_23_5*(X5+R_5)^3+Ra_23_6*(X6+R_6)^3+Ra_23_7*(X7+R_7)^3+Ra_23_8*(X8+R_8)^3+Ra_23_9*(X9+R_9)^3+Ra_23_10*(X10+R_10)^3+Ra_23_11*(X11+R_11)^3+Ra_23_12*(X12+R_12)^3+Ra_23_13*(X13+R_13)^3+Ra_23_14*(X14+R_14)^3+Ra_23_15*(X15+R_15)^3+Ra_23_16*(X16+R_16)^3+Ra_23_17*(X17+R_17)^3+Ra_23_18*(X18+R_18)^3+Ra_23_19*(X19+R_19)^3+Ra_23_20*(X20+R_20)^3+Ra_23_21*(X21+R_21)^3+Ra_23_22*(X22+R_22)^3+Ra_23_23*(X23+R_23)^3+Rb_23_24*(X24+R_24)^3+Rb_23_25*(X25+R_25)^3+Rb_23_26*(X26+R_26)^3+Rb_23_27*(X27+R_27)^3+Rb_23_28*(X28+R_28)^3+Rb_23_29*(X29+R_29)^3+Rb_23_30*(X30+R_30)^3+Rb_23_31*(X31+R_31)^3+Rb_23_32*(X32+R_32)^3+Rb_23_33*(X33+R_33)^3+Rb_23_34*(X34+R_34)^3+Rb_23_35*(X35+R_35)^3+Rb_23_36*(X36+R_36)^3+Rb_23_37*(X37+R_37)^3+Rb_23_38*(X38+R_38)^3+Rb_23_39*(X39+R_39)^3+Rb_23_40*(X40+R_40)^3= 0;
cons24 : X24+Ra_24_1*(X1+R_1)^3+Ra_24_2*(X2+R_2)^3+Ra_24_3*(X3+R_3)^3+Ra_24_4*(X4+R_4)^3+Ra_24_5*(X5+R_5)^3+Ra_24_6*(X6+R_6)^3+Ra_24_7*(X7+R_7)^3+Ra_24_8*(X8+R_8)^3+Ra_24_9*(X9+R_9)^3+Ra_24_10*(X10+R_10)^3+Ra_24_11*(X11+R_11)^3+Ra_24_12*(X12+R_12)^3+Ra_24_13*(X13+R_13)^3+Ra_24_14*(X14+R_14)^3+Ra_24_15*(X15+R_15)^3+Ra_24_16*(X16+R_16)^3+Ra_24_17*(X17+R_17)^3+Ra_24_18*(X18+R_18)^3+Ra_24_19*(X19+R_19)^3+Ra_24_20*(X20+R_20)^3+Ra_24_21*(X21+R_21)^3+Ra_24_22*(X22+R_22)^3+Ra_24_23*(X23+R_23)^3+Ra_24_24*(X24+R_24)^3+Rb_24_25*(X25+R_25)^3+Rb_24_26*(X26+R_26)^3+Rb_24_27*(X27+R_27)^3+Rb_24_28*(X28+R_28)^3+Rb_24_29*(X29+R_29)^3+Rb_24_30*(X30+R_30)^3+Rb_24_31*(X31+R_31)^3+Rb_24_32*(X32+R_32)^3+Rb_24_33*(X33+R_33)^3+Rb_24_34*(X34+R_34)^3+Rb_24_35*(X35+R_35)^3+Rb_24_36*(X36+R_36)^3+Rb_24_37*(X37+R_37)^3+Rb_24_38*(X38+R_38)^3+Rb_24_39*(X39+R_39)^3+Rb_24_40*(X40+R_40)^3= 0;
cons25 : X25+Ra_25_1*(X1+R_1)^3+Ra_25_2*(X2+R_2)^3+Ra_25_3*(X3+R_3)^3+Ra_25_4*(X4+R_4)^3+Ra_25_5*(X5+R_5)^3+Ra_25_6*(X6+R_6)^3+Ra_25_7*(X7+R_7)^3+Ra_25_8*(X8+R_8)^3+Ra_25_9*(X9+R_9)^3+Ra_25_10*(X10+R_10)^3+Ra_25_11*(X11+R_11)^3+Ra_25_12*(X12+R_12)^3+Ra_25_13*(X13+R_13)^3+Ra_25_14*(X14+R_14)^3+Ra_25_15*(X15+R_15)^3+Ra_25_16*(X16+R_16)^3+Ra_25_17*(X17+R_17)^3+Ra_25_18*(X18+R_18)^3+Ra_25_19*(X19+R_19)^3+Ra_25_20*(X20+R_20)^3+Ra_25_21*(X21+R_21)^3+Ra_25_22*(X22+R_22)^3+Ra_25_23*(X23+R_23)^3+Ra_25_24*(X24+R_24)^3+Ra_25_25*(X25+R_25)^3+Rb_25_26*(X26+R_26)^3+Rb_25_27*(X27+R_27)^3+Rb_25_28*(X28+R_28)^3+Rb_25_29*(X29+R_29)^3+Rb_25_30*(X30+R_30)^3+Rb_25_31*(X31+R_31)^3+Rb_25_32*(X32+R_32)^3+Rb_25_33*(X33+R_33)^3+Rb_25_34*(X34+R_34)^3+Rb_25_35*(X35+R_35)^3+Rb_25_36*(X36+R_36)^3+Rb_25_37*(X37+R_37)^3+Rb_25_38*(X38+R_38)^3+Rb_25_39*(X39+R_39)^3+Rb_25_40*(X40+R_40)^3= 0;
cons26 : X26+Ra_26_1*(X1+R_1)^3+Ra_26_2*(X2+R_2)^3+Ra_26_3*(X3+R_3)^3+Ra_26_4*(X4+R_4)^3+Ra_26_5*(X5+R_5)^3+Ra_26_6*(X6+R_6)^3+Ra_26_7*(X7+R_7)^3+Ra_26_8*(X8+R_8)^3+Ra_26_9*(X9+R_9)^3+Ra_26_10*(X10+R_10)^3+Ra_26_11*(X11+R_11)^3+Ra_26_12*(X12+R_12)^3+Ra_26_13*(X13+R_13)^3+Ra_26_14*(X14+R_14)^3+Ra_26_15*(X15+R_15)^3+Ra_26_16*(X16+R_16)^3+Ra_26_17*(X17+R_17)^3+Ra_26_18*(X18+R_18)^3+Ra_26_19*(X19+R_19)^3+Ra_26_20*(X20+R_20)^3+Ra_26_21*(X21+R_21)^3+Ra_26_22*(X22+R_22)^3+Ra_26_23*(X23+R_23)^3+Ra_26_24*(X24+R_24)^3+Ra_26_25*(X25+R_25)^3+Ra_26_26*(X26+R_26)^3+Rb_26_27*(X27+R_27)^3+Rb_26_28*(X28+R_28)^3+Rb_26_29*(X29+R_29)^3+Rb_26_30*(X30+R_30)^3+Rb_26_31*(X31+R_31)^3+Rb_26_32*(X32+R_32)^3+Rb_26_33*(X33+R_33)^3+Rb_26_34*(X34+R_34)^3+Rb_26_35*(X35+R_35)^3+Rb_26_36*(X36+R_36)^3+Rb_26_37*(X37+R_37)^3+Rb_26_38*(X38+R_38)^3+Rb_26_39*(X39+R_39)^3+Rb_26_40*(X40+R_40)^3= 0;
cons27 : X27+Ra_27_1*(X1+R_1)^3+Ra_27_2*(X2+R_2)^3+Ra_27_3*(X3+R_3)^3+Ra_27_4*(X4+R_4)^3+Ra_27_5*(X5+R_5)^3+Ra_27_6*(X6+R_6)^3+Ra_27_7*(X7+R_7)^3+Ra_27_8*(X8+R_8)^3+Ra_27_9*(X9+R_9)^3+Ra_27_10*(X10+R_10)^3+Ra_27_11*(X11+R_11)^3+Ra_27_12*(X12+R_12)^3+Ra_27_13*(X13+R_13)^3+Ra_27_14*(X14+R_14)^3+Ra_27_15*(X15+R_15)^3+Ra_27_16*(X16+R_16)^3+Ra_27_17*(X17+R_17)^3+Ra_27_18*(X18+R_18)^3+Ra_27_19*(X19+R_19)^3+Ra_27_20*(X20+R_20)^3+Ra_27_21*(X21+R_21)^3+Ra_27_22*(X22+R_22)^3+Ra_27_23*(X23+R_23)^3+Ra_27_24*(X24+R_24)^3+Ra_27_25*(X25+R_25)^3+Ra_27_26*(X26+R_26)^3+Ra_27_27*(X27+R_27)^3+Rb_27_28*(X28+R_28)^3+Rb_27_29*(X29+R_29)^3+Rb_27_30*(X30+R_30)^3+Rb_27_31*(X31+R_31)^3+Rb_27_32*(X32+R_32)^3+Rb_27_33*(X33+R_33)^3+Rb_27_34*(X34+R_34)^3+Rb_27_35*(X35+R_35)^3+Rb_27_36*(X36+R_36)^3+Rb_27_37*(X37+R_37)^3+Rb_27_38*(X38+R_38)^3+Rb_27_39*(X39+R_39)^3+Rb_27_40*(X40+R_40)^3= 0;
cons28 : X28+Ra_28_1*(X1+R_1)^3+Ra_28_2*(X2+R_2)^3+Ra_28_3*(X3+R_3)^3+Ra_28_4*(X4+R_4)^3+Ra_28_5*(X5+R_5)^3+Ra_28_6*(X6+R_6)^3+Ra_28_7*(X7+R_7)^3+Ra_28_8*(X8+R_8)^3+Ra_28_9*(X9+R_9)^3+Ra_28_10*(X10+R_10)^3+Ra_28_11*(X11+R_11)^3+Ra_28_12*(X12+R_12)^3+Ra_28_13*(X13+R_13)^3+Ra_28_14*(X14+R_14)^3+Ra_28_15*(X15+R_15)^3+Ra_28_16*(X16+R_16)^3+Ra_28_17*(X17+R_17)^3+Ra_28_18*(X18+R_18)^3+Ra_28_19*(X19+R_19)^3+Ra_28_20*(X20+R_20)^3+Ra_28_21*(X21+R_21)^3+Ra_28_22*(X22+R_22)^3+Ra_28_23*(X23+R_23)^3+Ra_28_24*(X24+R_24)^3+Ra_28_25*(X25+R_25)^3+Ra_28_26*(X26+R_26)^3+Ra_28_27*(X27+R_27)^3+Ra_28_28*(X28+R_28)^3+Rb_28_29*(X29+R_29)^3+Rb_28_30*(X30+R_30)^3+Rb_28_31*(X31+R_31)^3+Rb_28_32*(X32+R_32)^3+Rb_28_33*(X33+R_33)^3+Rb_28_34*(X34+R_34)^3+Rb_28_35*(X35+R_35)^3+Rb_28_36*(X36+R_36)^3+Rb_28_37*(X37+R_37)^3+Rb_28_38*(X38+R_38)^3+Rb_28_39*(X39+R_39)^3+Rb_28_40*(X40+R_40)^3= 0;
cons29 : X29+Ra_29_1*(X1+R_1)^3+Ra_29_2*(X2+R_2)^3+Ra_29_3*(X3+R_3)^3+Ra_29_4*(X4+R_4)^3+Ra_29_5*(X5+R_5)^3+Ra_29_6*(X6+R_6)^3+Ra_29_7*(X7+R_7)^3+Ra_29_8*(X8+R_8)^3+Ra_29_9*(X9+R_9)^3+Ra_29_10*(X10+R_10)^3+Ra_29_11*(X11+R_11)^3+Ra_29_12*(X12+R_12)^3+Ra_29_13*(X13+R_13)^3+Ra_29_14*(X14+R_14)^3+Ra_29_15*(X15+R_15)^3+Ra_29_16*(X16+R_16)^3+Ra_29_17*(X17+R_17)^3+Ra_29_18*(X18+R_18)^3+Ra_29_19*(X19+R_19)^3+Ra_29_20*(X20+R_20)^3+Ra_29_21*(X21+R_21)^3+Ra_29_22*(X22+R_22)^3+Ra_29_23*(X23+R_23)^3+Ra_29_24*(X24+R_24)^3+Ra_29_25*(X25+R_25)^3+Ra_29_26*(X26+R_26)^3+Ra_29_27*(X27+R_27)^3+Ra_29_28*(X28+R_28)^3+Ra_29_29*(X29+R_29)^3+Rb_29_30*(X30+R_30)^3+Rb_29_31*(X31+R_31)^3+Rb_29_32*(X32+R_32)^3+Rb_29_33*(X33+R_33)^3+Rb_29_34*(X34+R_34)^3+Rb_29_35*(X35+R_35)^3+Rb_29_36*(X36+R_36)^3+Rb_29_37*(X37+R_37)^3+Rb_29_38*(X38+R_38)^3+Rb_29_39*(X39+R_39)^3+Rb_29_40*(X40+R_40)^3= 0;
cons30 : X30+Ra_30_1*(X1+R_1)^3+Ra_30_2*(X2+R_2)^3+Ra_30_3*(X3+R_3)^3+Ra_30_4*(X4+R_4)^3+Ra_30_5*(X5+R_5)^3+Ra_30_6*(X6+R_6)^3+Ra_30_7*(X7+R_7)^3+Ra_30_8*(X8+R_8)^3+Ra_30_9*(X9+R_9)^3+Ra_30_10*(X10+R_10)^3+Ra_30_11*(X11+R_11)^3+Ra_30_12*(X12+R_12)^3+Ra_30_13*(X13+R_13)^3+Ra_30_14*(X14+R_14)^3+Ra_30_15*(X15+R_15)^3+Ra_30_16*(X16+R_16)^3+Ra_30_17*(X17+R_17)^3+Ra_30_18*(X18+R_18)^3+Ra_30_19*(X19+R_19)^3+Ra_30_20*(X20+R_20)^3+Ra_30_21*(X21+R_21)^3+Ra_30_22*(X22+R_22)^3+Ra_30_23*(X23+R_23)^3+Ra_30_24*(X24+R_24)^3+Ra_30_25*(X25+R_25)^3+Ra_30_26*(X26+R_26)^3+Ra_30_27*(X27+R_27)^3+Ra_30_28*(X28+R_28)^3+Ra_30_29*(X29+R_29)^3+Ra_30_30*(X30+R_30)^3+Rb_30_31*(X31+R_31)^3+Rb_30_32*(X32+R_32)^3+Rb_30_33*(X33+R_33)^3+Rb_30_34*(X34+R_34)^3+Rb_30_35*(X35+R_35)^3+Rb_30_36*(X36+R_36)^3+Rb_30_37*(X37+R_37)^3+Rb_30_38*(X38+R_38)^3+Rb_30_39*(X39+R_39)^3+Rb_30_40*(X40+R_40)^3= 0;
cons31 : X31+Ra_31_1*(X1+R_1)^3+Ra_31_2*(X2+R_2)^3+Ra_31_3*(X3+R_3)^3+Ra_31_4*(X4+R_4)^3+Ra_31_5*(X5+R_5)^3+Ra_31_6*(X6+R_6)^3+Ra_31_7*(X7+R_7)^3+Ra_31_8*(X8+R_8)^3+Ra_31_9*(X9+R_9)^3+Ra_31_10*(X10+R_10)^3+Ra_31_11*(X11+R_11)^3+Ra_31_12*(X12+R_12)^3+Ra_31_13*(X13+R_13)^3+Ra_31_14*(X14+R_14)^3+Ra_31_15*(X15+R_15)^3+Ra_31_16*(X16+R_16)^3+Ra_31_17*(X17+R_17)^3+Ra_31_18*(X18+R_18)^3+Ra_31_19*(X19+R_19)^3+Ra_31_20*(X20+R_20)^3+Ra_31_21*(X21+R_21)^3+Ra_31_22*(X22+R_22)^3+Ra_31_23*(X23+R_23)^3+Ra_31_24*(X24+R_24)^3+Ra_31_25*(X25+R_25)^3+Ra_31_26*(X26+R_26)^3+Ra_31_27*(X27+R_27)^3+Ra_31_28*(X28+R_28)^3+Ra_31_29*(X29+R_29)^3+Ra_31_30*(X30+R_30)^3+Ra_31_31*(X31+R_31)^3+Rb_31_32*(X32+R_32)^3+Rb_31_33*(X33+R_33)^3+Rb_31_34*(X34+R_34)^3+Rb_31_35*(X35+R_35)^3+Rb_31_36*(X36+R_36)^3+Rb_31_37*(X37+R_37)^3+Rb_31_38*(X38+R_38)^3+Rb_31_39*(X39+R_39)^3+Rb_31_40*(X40+R_40)^3= 0;
cons32 : X32+Ra_32_1*(X1+R_1)^3+Ra_32_2*(X2+R_2)^3+Ra_32_3*(X3+R_3)^3+Ra_32_4*(X4+R_4)^3+Ra_32_5*(X5+R_5)^3+Ra_32_6*(X6+R_6)^3+Ra_32_7*(X7+R_7)^3+Ra_32_8*(X8+R_8)^3+Ra_32_9*(X9+R_9)^3+Ra_32_10*(X10+R_10)^3+Ra_32_11*(X11+R_11)^3+Ra_32_12*(X12+R_12)^3+Ra_32_13*(X13+R_13)^3+Ra_32_14*(X14+R_14)^3+Ra_32_15*(X15+R_15)^3+Ra_32_16*(X16+R_16)^3+Ra_32_17*(X17+R_17)^3+Ra_32_18*(X18+R_18)^3+Ra_32_19*(X19+R_19)^3+Ra_32_20*(X20+R_20)^3+Ra_32_21*(X21+R_21)^3+Ra_32_22*(X22+R_22)^3+Ra_32_23*(X23+R_23)^3+Ra_32_24*(X24+R_24)^3+Ra_32_25*(X25+R_25)^3+Ra_32_26*(X26+R_26)^3+Ra_32_27*(X27+R_27)^3+Ra_32_28*(X28+R_28)^3+Ra_32_29*(X29+R_29)^3+Ra_32_30*(X30+R_30)^3+Ra_32_31*(X31+R_31)^3+Ra_32_32*(X32+R_32)^3+Rb_32_33*(X33+R_33)^3+Rb_32_34*(X34+R_34)^3+Rb_32_35*(X35+R_35)^3+Rb_32_36*(X36+R_36)^3+Rb_32_37*(X37+R_37)^3+Rb_32_38*(X38+R_38)^3+Rb_32_39*(X39+R_39)^3+Rb_32_40*(X40+R_40)^3= 0;
cons33 : X33+Ra_33_1*(X1+R_1)^3+Ra_33_2*(X2+R_2)^3+Ra_33_3*(X3+R_3)^3+Ra_33_4*(X4+R_4)^3+Ra_33_5*(X5+R_5)^3+Ra_33_6*(X6+R_6)^3+Ra_33_7*(X7+R_7)^3+Ra_33_8*(X8+R_8)^3+Ra_33_9*(X9+R_9)^3+Ra_33_10*(X10+R_10)^3+Ra_33_11*(X11+R_11)^3+Ra_33_12*(X12+R_12)^3+Ra_33_13*(X13+R_13)^3+Ra_33_14*(X14+R_14)^3+Ra_33_15*(X15+R_15)^3+Ra_33_16*(X16+R_16)^3+Ra_33_17*(X17+R_17)^3+Ra_33_18*(X18+R_18)^3+Ra_33_19*(X19+R_19)^3+Ra_33_20*(X20+R_20)^3+Ra_33_21*(X21+R_21)^3+Ra_33_22*(X22+R_22)^3+Ra_33_23*(X23+R_23)^3+Ra_33_24*(X24+R_24)^3+Ra_33_25*(X25+R_25)^3+Ra_33_26*(X26+R_26)^3+Ra_33_27*(X27+R_27)^3+Ra_33_28*(X28+R_28)^3+Ra_33_29*(X29+R_29)^3+Ra_33_30*(X30+R_30)^3+Ra_33_31*(X31+R_31)^3+Ra_33_32*(X32+R_32)^3+Ra_33_33*(X33+R_33)^3+Rb_33_34*(X34+R_34)^3+Rb_33_35*(X35+R_35)^3+Rb_33_36*(X36+R_36)^3+Rb_33_37*(X37+R_37)^3+Rb_33_38*(X38+R_38)^3+Rb_33_39*(X39+R_39)^3+Rb_33_40*(X40+R_40)^3= 0;
cons34 : X34+Ra_34_1*(X1+R_1)^3+Ra_34_2*(X2+R_2)^3+Ra_34_3*(X3+R_3)^3+Ra_34_4*(X4+R_4)^3+Ra_34_5*(X5+R_5)^3+Ra_34_6*(X6+R_6)^3+Ra_34_7*(X7+R_7)^3+Ra_34_8*(X8+R_8)^3+Ra_34_9*(X9+R_9)^3+Ra_34_10*(X10+R_10)^3+Ra_34_11*(X11+R_11)^3+Ra_34_12*(X12+R_12)^3+Ra_34_13*(X13+R_13)^3+Ra_34_14*(X14+R_14)^3+Ra_34_15*(X15+R_15)^3+Ra_34_16*(X16+R_16)^3+Ra_34_17*(X17+R_17)^3+Ra_34_18*(X18+R_18)^3+Ra_34_19*(X19+R_19)^3+Ra_34_20*(X20+R_20)^3+Ra_34_21*(X21+R_21)^3+Ra_34_22*(X22+R_22)^3+Ra_34_23*(X23+R_23)^3+Ra_34_24*(X24+R_24)^3+Ra_34_25*(X25+R_25)^3+Ra_34_26*(X26+R_26)^3+Ra_34_27*(X27+R_27)^3+Ra_34_28*(X28+R_28)^3+Ra_34_29*(X29+R_29)^3+Ra_34_30*(X30+R_30)^3+Ra_34_31*(X31+R_31)^3+Ra_34_32*(X32+R_32)^3+Ra_34_33*(X33+R_33)^3+Ra_34_34*(X34+R_34)^3+Rb_34_35*(X35+R_35)^3+Rb_34_36*(X36+R_36)^3+Rb_34_37*(X37+R_37)^3+Rb_34_38*(X38+R_38)^3+Rb_34_39*(X39+R_39)^3+Rb_34_40*(X40+R_40)^3= 0;
cons35 : X35+Ra_35_1*(X1+R_1)^3+Ra_35_2*(X2+R_2)^3+Ra_35_3*(X3+R_3)^3+Ra_35_4*(X4+R_4)^3+Ra_35_5*(X5+R_5)^3+Ra_35_6*(X6+R_6)^3+Ra_35_7*(X7+R_7)^3+Ra_35_8*(X8+R_8)^3+Ra_35_9*(X9+R_9)^3+Ra_35_10*(X10+R_10)^3+Ra_35_11*(X11+R_11)^3+Ra_35_12*(X12+R_12)^3+Ra_35_13*(X13+R_13)^3+Ra_35_14*(X14+R_14)^3+Ra_35_15*(X15+R_15)^3+Ra_35_16*(X16+R_16)^3+Ra_35_17*(X17+R_17)^3+Ra_35_18*(X18+R_18)^3+Ra_35_19*(X19+R_19)^3+Ra_35_20*(X20+R_20)^3+Ra_35_21*(X21+R_21)^3+Ra_35_22*(X22+R_22)^3+Ra_35_23*(X23+R_23)^3+Ra_35_24*(X24+R_24)^3+Ra_35_25*(X25+R_25)^3+Ra_35_26*(X26+R_26)^3+Ra_35_27*(X27+R_27)^3+Ra_35_28*(X28+R_28)^3+Ra_35_29*(X29+R_29)^3+Ra_35_30*(X30+R_30)^3+Ra_35_31*(X31+R_31)^3+Ra_35_32*(X32+R_32)^3+Ra_35_33*(X33+R_33)^3+Ra_35_34*(X34+R_34)^3+Ra_35_35*(X35+R_35)^3+Rb_35_36*(X36+R_36)^3+Rb_35_37*(X37+R_37)^3+Rb_35_38*(X38+R_38)^3+Rb_35_39*(X39+R_39)^3+Rb_35_40*(X40+R_40)^3= 0;
cons36 : X36+Ra_36_1*(X1+R_1)^3+Ra_36_2*(X2+R_2)^3+Ra_36_3*(X3+R_3)^3+Ra_36_4*(X4+R_4)^3+Ra_36_5*(X5+R_5)^3+Ra_36_6*(X6+R_6)^3+Ra_36_7*(X7+R_7)^3+Ra_36_8*(X8+R_8)^3+Ra_36_9*(X9+R_9)^3+Ra_36_10*(X10+R_10)^3+Ra_36_11*(X11+R_11)^3+Ra_36_12*(X12+R_12)^3+Ra_36_13*(X13+R_13)^3+Ra_36_14*(X14+R_14)^3+Ra_36_15*(X15+R_15)^3+Ra_36_16*(X16+R_16)^3+Ra_36_17*(X17+R_17)^3+Ra_36_18*(X18+R_18)^3+Ra_36_19*(X19+R_19)^3+Ra_36_20*(X20+R_20)^3+Ra_36_21*(X21+R_21)^3+Ra_36_22*(X22+R_22)^3+Ra_36_23*(X23+R_23)^3+Ra_36_24*(X24+R_24)^3+Ra_36_25*(X25+R_25)^3+Ra_36_26*(X26+R_26)^3+Ra_36_27*(X27+R_27)^3+Ra_36_28*(X28+R_28)^3+Ra_36_29*(X29+R_29)^3+Ra_36_30*(X30+R_30)^3+Ra_36_31*(X31+R_31)^3+Ra_36_32*(X32+R_32)^3+Ra_36_33*(X33+R_33)^3+Ra_36_34*(X34+R_34)^3+Ra_36_35*(X35+R_35)^3+Ra_36_36*(X36+R_36)^3+Rb_36_37*(X37+R_37)^3+Rb_36_38*(X38+R_38)^3+Rb_36_39*(X39+R_39)^3+Rb_36_40*(X40+R_40)^3= 0;
cons37 : X37+Ra_37_1*(X1+R_1)^3+Ra_37_2*(X2+R_2)^3+Ra_37_3*(X3+R_3)^3+Ra_37_4*(X4+R_4)^3+Ra_37_5*(X5+R_5)^3+Ra_37_6*(X6+R_6)^3+Ra_37_7*(X7+R_7)^3+Ra_37_8*(X8+R_8)^3+Ra_37_9*(X9+R_9)^3+Ra_37_10*(X10+R_10)^3+Ra_37_11*(X11+R_11)^3+Ra_37_12*(X12+R_12)^3+Ra_37_13*(X13+R_13)^3+Ra_37_14*(X14+R_14)^3+Ra_37_15*(X15+R_15)^3+Ra_37_16*(X16+R_16)^3+Ra_37_17*(X17+R_17)^3+Ra_37_18*(X18+R_18)^3+Ra_37_19*(X19+R_19)^3+Ra_37_20*(X20+R_20)^3+Ra_37_21*(X21+R_21)^3+Ra_37_22*(X22+R_22)^3+Ra_37_23*(X23+R_23)^3+Ra_37_24*(X24+R_24)^3+Ra_37_25*(X25+R_25)^3+Ra_37_26*(X26+R_26)^3+Ra_37_27*(X27+R_27)^3+Ra_37_28*(X28+R_28)^3+Ra_37_29*(X29+R_29)^3+Ra_37_30*(X30+R_30)^3+Ra_37_31*(X31+R_31)^3+Ra_37_32*(X32+R_32)^3+Ra_37_33*(X33+R_33)^3+Ra_37_34*(X34+R_34)^3+Ra_37_35*(X35+R_35)^3+Ra_37_36*(X36+R_36)^3+Ra_37_37*(X37+R_37)^3+Rb_37_38*(X38+R_38)^3+Rb_37_39*(X39+R_39)^3+Rb_37_40*(X40+R_40)^3= 0;
cons38 : X38+Ra_38_1*(X1+R_1)^3+Ra_38_2*(X2+R_2)^3+Ra_38_3*(X3+R_3)^3+Ra_38_4*(X4+R_4)^3+Ra_38_5*(X5+R_5)^3+Ra_38_6*(X6+R_6)^3+Ra_38_7*(X7+R_7)^3+Ra_38_8*(X8+R_8)^3+Ra_38_9*(X9+R_9)^3+Ra_38_10*(X10+R_10)^3+Ra_38_11*(X11+R_11)^3+Ra_38_12*(X12+R_12)^3+Ra_38_13*(X13+R_13)^3+Ra_38_14*(X14+R_14)^3+Ra_38_15*(X15+R_15)^3+Ra_38_16*(X16+R_16)^3+Ra_38_17*(X17+R_17)^3+Ra_38_18*(X18+R_18)^3+Ra_38_19*(X19+R_19)^3+Ra_38_20*(X20+R_20)^3+Ra_38_21*(X21+R_21)^3+Ra_38_22*(X22+R_22)^3+Ra_38_23*(X23+R_23)^3+Ra_38_24*(X24+R_24)^3+Ra_38_25*(X25+R_25)^3+Ra_38_26*(X26+R_26)^3+Ra_38_27*(X27+R_27)^3+Ra_38_28*(X28+R_28)^3+Ra_38_29*(X29+R_29)^3+Ra_38_30*(X30+R_30)^3+Ra_38_31*(X31+R_31)^3+Ra_38_32*(X32+R_32)^3+Ra_38_33*(X33+R_33)^3+Ra_38_34*(X34+R_34)^3+Ra_38_35*(X35+R_35)^3+Ra_38_36*(X36+R_36)^3+Ra_38_37*(X37+R_37)^3+Ra_38_38*(X38+R_38)^3+Rb_38_39*(X39+R_39)^3+Rb_38_40*(X40+R_40)^3= 0;
cons39 : X39+Ra_39_1*(X1+R_1)^3+Ra_39_2*(X2+R_2)^3+Ra_39_3*(X3+R_3)^3+Ra_39_4*(X4+R_4)^3+Ra_39_5*(X5+R_5)^3+Ra_39_6*(X6+R_6)^3+Ra_39_7*(X7+R_7)^3+Ra_39_8*(X8+R_8)^3+Ra_39_9*(X9+R_9)^3+Ra_39_10*(X10+R_10)^3+Ra_39_11*(X11+R_11)^3+Ra_39_12*(X12+R_12)^3+Ra_39_13*(X13+R_13)^3+Ra_39_14*(X14+R_14)^3+Ra_39_15*(X15+R_15)^3+Ra_39_16*(X16+R_16)^3+Ra_39_17*(X17+R_17)^3+Ra_39_18*(X18+R_18)^3+Ra_39_19*(X19+R_19)^3+Ra_39_20*(X20+R_20)^3+Ra_39_21*(X21+R_21)^3+Ra_39_22*(X22+R_22)^3+Ra_39_23*(X23+R_23)^3+Ra_39_24*(X24+R_24)^3+Ra_39_25*(X25+R_25)^3+Ra_39_26*(X26+R_26)^3+Ra_39_27*(X27+R_27)^3+Ra_39_28*(X28+R_28)^3+Ra_39_29*(X29+R_29)^3+Ra_39_30*(X30+R_30)^3+Ra_39_31*(X31+R_31)^3+Ra_39_32*(X32+R_32)^3+Ra_39_33*(X33+R_33)^3+Ra_39_34*(X34+R_34)^3+Ra_39_35*(X35+R_35)^3+Ra_39_36*(X36+R_36)^3+Ra_39_37*(X37+R_37)^3+Ra_39_38*(X38+R_38)^3+Ra_39_39*(X39+R_39)^3+Rb_39_40*(X40+R_40)^3= 0;
cons40 : X40+Ra_40_1*(X1+R_1)^3+Ra_40_2*(X2+R_2)^3+Ra_40_3*(X3+R_3)^3+Ra_40_4*(X4+R_4)^3+Ra_40_5*(X5+R_5)^3+Ra_40_6*(X6+R_6)^3+Ra_40_7*(X7+R_7)^3+Ra_40_8*(X8+R_8)^3+Ra_40_9*(X9+R_9)^3+Ra_40_10*(X10+R_10)^3+Ra_40_11*(X11+R_11)^3+Ra_40_12*(X12+R_12)^3+Ra_40_13*(X13+R_13)^3+Ra_40_14*(X14+R_14)^3+Ra_40_15*(X15+R_15)^3+Ra_40_16*(X16+R_16)^3+Ra_40_17*(X17+R_17)^3+Ra_40_18*(X18+R_18)^3+Ra_40_19*(X19+R_19)^3+Ra_40_20*(X20+R_20)^3+Ra_40_21*(X21+R_21)^3+Ra_40_22*(X22+R_22)^3+Ra_40_23*(X23+R_23)^3+Ra_40_24*(X24+R_24)^3+Ra_40_25*(X25+R_25)^3+Ra_40_26*(X26+R_26)^3+Ra_40_27*(X27+R_27)^3+Ra_40_28*(X28+R_28)^3+Ra_40_29*(X29+R_29)^3+Ra_40_30*(X30+R_30)^3+Ra_40_31*(X31+R_31)^3+Ra_40_32*(X32+R_32)^3+Ra_40_33*(X33+R_33)^3+Ra_40_34*(X34+R_34)^3+Ra_40_35*(X35+R_35)^3+Ra_40_36*(X36+R_36)^3+Ra_40_37*(X37+R_37)^3+Ra_40_38*(X38+R_38)^3+Ra_40_39*(X39+R_39)^3+Ra_40_40*(X40+R_40)^3= 0;

solve;
display X1, X10, X11, X12, X13, X14, X15, X16, X17, X18, X19, X2, X20, X21, X22, X23, X24, X25, X26, X27, X28, X29, X3, X30, X31, X32, X33, X34, X35, X36, X37, X38, X39, X4, X40, X5, X6, X7, X8, X9;