Minimize obj: 1.0 I_0_0 + 1.0 I_1_0 + 1.0 I_2_0 + 1.0 I_3_0 + 1.0 I_4_0 + 1.0 I_0_1 + 1.0 I_1_1 + 1.0 I_2_1 + 1.0 I_3_1 + 1.0 I_4_1 + 1.0 I_0_2 + 1.0 I_1_2 + 1.0 I_2_2 + 1.0 I_3_2 + 1.0 I_4_2 + 1.0 I_0_3 + 1.0 I_1_3 + 1.0 I_2_3 + 1.0 I_3_3 + 1.0 I_4_3 + 1.0 I_0_4 + 1.0 I_1_4 + 1.0 I_2_4 + 1.0 I_3_4 + 1.0 I_4_4 + 1.0 I_0_5 + 1.0 I_1_5 + 1.0 I_2_5 + 1.0 I_3_5 + 1.0 I_4_5 + 1.0 I_0_6 + 1.0 I_1_6 + 1.0 I_2_6 + 1.0 I_3_6 + 1.0 I_4_6 + 1.0 I_0_7 + 1.0 I_1_7 + 1.0 I_2_7 + 1.0 I_3_7 + 1.0 I_4_7 + 1.0 I_0_8 + 1.0 I_1_8 + 1.0 I_2_8 + 1.0 I_3_8 + 1.0 I_4_8 + 1.0 I_0_9 + 1.0 I_1_9 + 1.0 I_2_9 + 1.0 I_3_9 + 1.0 I_4_9 + 1.0 I_0_10 + 1.0 I_1_10 + 1.0 I_2_10 + 1.0 I_3_10 + 1.0 I_4_10 + 1.0 I_0_11 + 1.0 I_1_11 + 1.0 I_2_11 + 1.0 I_3_11 + 1.0 I_4_11 + 1.0 I_0_12 + 1.0 I_1_12 + 1.0 I_2_12 + 1.0 I_3_12 + 1.0 I_4_12 + 1.0 I_0_13 + 1.0 I_1_13 + 1.0 I_2_13 + 1.0 I_3_13 + 1.0 I_4_13 + 1.0 I_0_14 + 1.0 I_1_14 + 1.0 I_2_14 + 1.0 I_3_14 + 1.0 I_4_14 Subject To B1: I_0_0 - I_0_0_1 >= 0 B2: I_1_0 - I_1_0_1 >= 0 B3: I_2_0 - I_2_0_1 >= 0 B4: I_3_0 - I_3_0_1 >= 0 B5: I_4_0 - I_4_0_1 >= 0 B6: I_0_1 - I_0_1_2 >= 0 B7: I_1_1 - I_1_1_2 >= 0 B8: I_2_1 - I_2_1_2 >= 0 B9: I_3_1 - I_3_1_2 >= 0 B10: I_4_1 - I_4_1_2 >= 0 B11: I_0_2 - I_0_2_3 >= 0 B12: I_1_2 - I_1_2_3 >= 0 B13: I_2_2 - I_2_2_3 >= 0 B14: I_3_2 - I_3_2_3 >= 0 B15: I_4_2 - I_4_2_3 >= 0 B16: I_0_3 - I_0_3_4 >= 0 B17: I_1_3 - I_1_3_4 >= 0 B18: I_2_3 - I_2_3_4 >= 0 B19: I_3_3 - I_3_3_4 >= 0 B20: I_4_3 - I_4_3_4 >= 0 B21: I_0_4 - I_0_4_5 >= 0 B22: I_1_4 - I_1_4_5 >= 0 B23: I_2_4 - I_2_4_5 >= 0 B24: I_3_4 - I_3_4_5 >= 0 B25: I_4_4 - I_4_4_5 >= 0 B26: I_0_5 - I_0_5_6 >= 0 B27: I_1_5 - I_1_5_6 >= 0 B28: I_2_5 - I_2_5_6 >= 0 B29: I_3_5 - I_3_5_6 >= 0 B30: I_4_5 - I_4_5_6 >= 0 B31: I_0_6 - I_0_6_7 >= 0 B32: I_1_6 - I_1_6_7 >= 0 B33: I_2_6 - I_2_6_7 >= 0 B34: I_3_6 - I_3_6_7 >= 0 B35: I_4_6 - I_4_6_7 >= 0 B36: I_0_7 - I_0_7_8 >= 0 B37: I_1_7 - I_1_7_8 >= 0 B38: I_2_7 - I_2_7_8 >= 0 B39: I_3_7 - I_3_7_8 >= 0 B40: I_4_7 - I_4_7_8 >= 0 B41: I_0_8 - I_0_8_9 >= 0 B42: I_1_8 - I_1_8_9 >= 0 B43: I_2_8 - I_2_8_9 >= 0 B44: I_3_8 - I_3_8_9 >= 0 B45: I_4_8 - I_4_8_9 >= 0 B46: I_0_9 - I_0_9_10 >= 0 B47: I_1_9 - I_1_9_10 >= 0 B48: I_2_9 - I_2_9_10 >= 0 B49: I_3_9 - I_3_9_10 >= 0 B50: I_4_9 - I_4_9_10 >= 0 B51: I_0_10 - I_0_10_11 >= 0 B52: I_1_10 - I_1_10_11 >= 0 B53: I_2_10 - I_2_10_11 >= 0 B54: I_3_10 - I_3_10_11 >= 0 B55: I_4_10 - I_4_10_11 >= 0 B56: I_0_11 - I_0_11_12 >= 0 B57: I_1_11 - I_1_11_12 >= 0 B58: I_2_11 - I_2_11_12 >= 0 B59: I_3_11 - I_3_11_12 >= 0 B60: I_4_11 - I_4_11_12 >= 0 B61: I_0_12 - I_0_12_13 >= 0 B62: I_1_12 - I_1_12_13 >= 0 B63: I_2_12 - I_2_12_13 >= 0 B64: I_3_12 - I_3_12_13 >= 0 B65: I_4_12 - I_4_12_13 >= 0 B66: I_0_13 - I_0_13_14 >= 0 B67: I_1_13 - I_1_13_14 >= 0 B68: I_2_13 - I_2_13_14 >= 0 B69: I_3_13 - I_3_13_14 >= 0 B70: I_4_13 - I_4_13_14 >= 0 C71: I_0_1 - I_0_0_1 >= 0 C72: I_1_1 - I_1_0_1 >= 0 C73: I_2_1 - I_2_0_1 >= 0 C74: I_3_1 - I_3_0_1 >= 0 C75: I_4_1 - I_4_0_1 >= 0 C76: I_0_2 - I_0_1_2 >= 0 C77: I_1_2 - I_1_1_2 >= 0 C78: I_2_2 - I_2_1_2 >= 0 C79: I_3_2 - I_3_1_2 >= 0 C80: I_4_2 - I_4_1_2 >= 0 C81: I_0_3 - I_0_2_3 >= 0 C82: I_1_3 - I_1_2_3 >= 0 C83: I_2_3 - I_2_2_3 >= 0 C84: I_3_3 - I_3_2_3 >= 0 C85: I_4_3 - I_4_2_3 >= 0 C86: I_0_4 - I_0_3_4 >= 0 C87: I_1_4 - I_1_3_4 >= 0 C88: I_2_4 - I_2_3_4 >= 0 C89: I_3_4 - I_3_3_4 >= 0 C90: I_4_4 - I_4_3_4 >= 0 C91: I_0_5 - I_0_4_5 >= 0 C92: I_1_5 - I_1_4_5 >= 0 C93: I_2_5 - I_2_4_5 >= 0 C94: I_3_5 - I_3_4_5 >= 0 C95: I_4_5 - I_4_4_5 >= 0 C96: I_0_6 - I_0_5_6 >= 0 C97: I_1_6 - I_1_5_6 >= 0 C98: I_2_6 - I_2_5_6 >= 0 C99: I_3_6 - I_3_5_6 >= 0 C100: I_4_6 - I_4_5_6 >= 0 C101: I_0_7 - I_0_6_7 >= 0 C102: I_1_7 - I_1_6_7 >= 0 C103: I_2_7 - I_2_6_7 >= 0 C104: I_3_7 - I_3_6_7 >= 0 C105: I_4_7 - I_4_6_7 >= 0 C106: I_0_8 - I_0_7_8 >= 0 C107: I_1_8 - I_1_7_8 >= 0 C108: I_2_8 - I_2_7_8 >= 0 C109: I_3_8 - I_3_7_8 >= 0 C110: I_4_8 - I_4_7_8 >= 0 C111: I_0_9 - I_0_8_9 >= 0 C112: I_1_9 - I_1_8_9 >= 0 C113: I_2_9 - I_2_8_9 >= 0 C114: I_3_9 - I_3_8_9 >= 0 C115: I_4_9 - I_4_8_9 >= 0 C116: I_0_10 - I_0_9_10 >= 0 C117: I_1_10 - I_1_9_10 >= 0 C118: I_2_10 - I_2_9_10 >= 0 C119: I_3_10 - I_3_9_10 >= 0 C120: I_4_10 - I_4_9_10 >= 0 C121: I_0_11 - I_0_10_11 >= 0 C122: I_1_11 - I_1_10_11 >= 0 C123: I_2_11 - I_2_10_11 >= 0 C124: I_3_11 - I_3_10_11 >= 0 C125: I_4_11 - I_4_10_11 >= 0 C126: I_0_12 - I_0_11_12 >= 0 C127: I_1_12 - I_1_11_12 >= 0 C128: I_2_12 - I_2_11_12 >= 0 C129: I_3_12 - I_3_11_12 >= 0 C130: I_4_12 - I_4_11_12 >= 0 C131: I_0_13 - I_0_12_13 >= 0 C132: I_1_13 - I_1_12_13 >= 0 C133: I_2_13 - I_2_12_13 >= 0 C134: I_3_13 - I_3_12_13 >= 0 C135: I_4_13 - I_4_12_13 >= 0 C136: I_0_14 - I_0_13_14 >= 0 C137: I_1_14 - I_1_13_14 >= 0 C138: I_2_14 - I_2_13_14 >= 0 C139: I_3_14 - I_3_13_14 >= 0 C140: I_4_14 - I_4_13_14 >= 0 D141: I_0_0 + I_1_0 + I_2_0 + I_3_0 + I_4_0 <= 4 D142: I_0_1 + I_1_1 + I_2_1 + I_3_1 + I_4_1 <= 4 D143: I_0_2 + I_1_2 + I_2_2 + I_3_2 + I_4_2 <= 4 D144: I_0_3 + I_1_3 + I_2_3 + I_3_3 + I_4_3 <= 3 D145: I_0_4 + I_1_4 + I_2_4 + I_3_4 + I_4_4 <= 4 D146: I_0_5 + I_1_5 + I_2_5 + I_3_5 + I_4_5 <= 3 D147: I_0_6 + I_1_6 + I_2_6 + I_3_6 + I_4_6 <= 3 D148: I_0_7 + I_1_7 + I_2_7 + I_3_7 + I_4_7 <= 4 D149: I_0_8 + I_1_8 + I_2_8 + I_3_8 + I_4_8 <= 2 D150: I_0_9 + I_1_9 + I_2_9 + I_3_9 + I_4_9 <= 3 D151: I_0_10 + I_1_10 + I_2_10 + I_3_10 + I_4_10 <= 3 D152: I_0_11 + I_1_11 + I_2_11 + I_3_11 + I_4_11 <= 2 D153: I_0_12 + I_1_12 + I_2_12 + I_3_12 + I_4_12 <= 3 D154: I_0_13 + I_1_13 + I_2_13 + I_3_13 + I_4_13 <= 2 D155: I_0_14 + I_1_14 + I_2_14 + I_3_14 + I_4_14 <= 2 E156: 3.2154 I_0_0_1 + 3.6978 I_1_0_1 + 3.8823 I_2_0_1 + 4.3581 I_3_0_1 + 3.9653 I_4_0_1 >= 3.1518000877085357 E157: 2.5716 I_0_1_2 + 2.4503 I_1_1_2 + 2.2336 I_2_1_2 + 2.5999 I_3_1_2 + 2.1701 I_4_1_2 >= 3.1518000877085357 E158: 3.0874 I_0_2_3 + 2.4991 I_1_2_3 + 2.3372 I_2_2_3 + 2.3603 I_3_2_3 + 2.1398 I_4_2_3 >= 3.1518000877085357 E159: 4.5511 I_0_3_4 + 3.8054 I_1_3_4 + 3.8142 I_2_3_4 + 3.2730 I_3_3_4 + 4.0335 I_4_3_4 >= 3.1518000877085357 E160: 4.1475 I_0_4_5 + 4.3666 I_1_4_5 + 4.2231 I_2_4_5 + 3.1942 I_3_4_5 + 4.5063 I_4_4_5 >= 3.1518000877085357 E161: 4.1190 I_0_5_6 + 3.7829 I_1_5_6 + 3.9364 I_2_5_6 + 3.2160 I_3_5_6 + 3.5902 I_4_5_6 >= 3.1518000877085357 E162: 2.7825 I_0_6_7 + 2.4993 I_1_6_7 + 2.1895 I_2_6_7 + 2.2279 I_3_6_7 + 2.0641 I_4_6_7 >= 3.1518000877085357 E163: 1.6083 I_0_7_8 + 1.5435 I_1_7_8 + 1.4937 I_2_7_8 + 1.3203 I_3_7_8 + 1.4374 I_4_7_8 >= 3.1518000877085357 E164: 1.7901 I_0_8_9 + 1.4307 I_1_8_9 + 1.4441 I_2_8_9 + 1.5655 I_3_8_9 + 1.5562 I_4_8_9 >= 3.1518000877085357 E165: 2.6911 I_0_9_10 + 2.5460 I_1_9_10 + 2.5243 I_2_9_10 + 3.0066 I_3_9_10 + 2.3280 I_4_9_10 >= 3.1518000877085357 E166: 1.9466 I_0_10_11 + 2.2846 I_1_10_11 + 2.1264 I_2_10_11 + 2.4800 I_3_10_11 + 2.5273 I_4_10_11 >= 3.1518000877085357 E167: 1.3272 I_0_11_12 + 1.6015 I_1_11_12 + 1.4543 I_2_11_12 + 1.6366 I_3_11_12 + 1.9763 I_4_11_12 >= 3.1518000877085357 E168: 2.6981 I_0_12_13 + 2.7539 I_1_12_13 + 2.7603 I_2_12_13 + 2.5259 I_3_12_13 + 2.5708 I_4_12_13 >= 3.1518000877085357 E169: 4.1778 I_0_13_14 + 3.3626 I_1_13_14 + 4.1798 I_2_13_14 + 3.4205 I_3_13_14 + 3.1551 I_4_13_14 >= 3.1518000877085357 Z1: I_0_0_1 = 1.0 Z2: I_0_1_2 = 1.0 Z3: I_3_1_2 = 1.0 Z4: I_0_2_3 = 1.0 Z5: I_3_2_3 = 1.0 Z6: I_0_3_4 = 1.0 Z7: I_0_4_5 = 1.0 Z8: I_0_5_6 = 1.0 Z9: I_0_6_7 = 1.0 Z10: I_1_6_7 = 1.0 Z11: I_0_7_8 = 1.0 Z12: I_1_7_8 = 1.0 Z13: I_0_8_9 = 1.0 Z14: I_1_8_9 = 1.0 Z15: I_0_9_10 = 1.0 Z16: I_1_9_10 = 1.0 Z17: I_1_10_11 = 1.0 Z18: I_4_10_11 = 1.0 Z19: I_1_11_12 = 1.0 Z20: I_4_11_12 = 1.0 Z21: I_1_12_13 = 1.0 Z22: I_4_12_13 = 1.0 Binary I_0_0 I_0_0_1 I_1_0 I_1_0_1 I_2_0 I_2_0_1 I_3_0 I_3_0_1 I_4_0 I_4_0_1 I_0_1 I_0_1_2 I_1_1 I_1_1_2 I_2_1 I_2_1_2 I_3_1 I_3_1_2 I_4_1 I_4_1_2 I_0_2 I_0_2_3 I_1_2 I_1_2_3 I_2_2 I_2_2_3 I_3_2 I_3_2_3 I_4_2 I_4_2_3 I_0_3 I_0_3_4 I_1_3 I_1_3_4 I_2_3 I_2_3_4 I_3_3 I_3_3_4 I_4_3 I_4_3_4 I_0_4 I_0_4_5 I_1_4 I_1_4_5 I_2_4 I_2_4_5 I_3_4 I_3_4_5 I_4_4 I_4_4_5 I_0_5 I_0_5_6 I_1_5 I_1_5_6 I_2_5 I_2_5_6 I_3_5 I_3_5_6 I_4_5 I_4_5_6 I_0_6 I_0_6_7 I_1_6 I_1_6_7 I_2_6 I_2_6_7 I_3_6 I_3_6_7 I_4_6 I_4_6_7 I_0_7 I_0_7_8 I_1_7 I_1_7_8 I_2_7 I_2_7_8 I_3_7 I_3_7_8 I_4_7 I_4_7_8 I_0_8 I_0_8_9 I_1_8 I_1_8_9 I_2_8 I_2_8_9 I_3_8 I_3_8_9 I_4_8 I_4_8_9 I_0_9 I_0_9_10 I_1_9 I_1_9_10 I_2_9 I_2_9_10 I_3_9 I_3_9_10 I_4_9 I_4_9_10 I_0_10 I_0_10_11 I_1_10 I_1_10_11 I_2_10 I_2_10_11 I_3_10 I_3_10_11 I_4_10 I_4_10_11 I_0_11 I_0_11_12 I_1_11 I_1_11_12 I_2_11 I_2_11_12 I_3_11 I_3_11_12 I_4_11 I_4_11_12 I_0_12 I_0_12_13 I_1_12 I_1_12_13 I_2_12 I_2_12_13 I_3_12 I_3_12_13 I_4_12 I_4_12_13 I_0_13 I_0_13_14 I_1_13 I_1_13_14 I_2_13 I_2_13_14 I_3_13 I_3_13_14 I_4_13 I_4_13_14 I_0_14 I_1_14 I_2_14 I_3_14 I_4_14 End