Miltenburg algorithm Simulated annealing algorithm Problem Set Scheme u s z Sequence u s z Sequence RPT A (22222) W 7.99 9 17 1234512345 7.99 8 15.99 3254114235 5.94 W1 7.99 9 136.47 1234512345 14.79 7 85.10 3324451215 37.64 W2 7.99 9 393.43 1234512345 28.02 4 199.30 4433112255 49.35 W3 7.99 9 152.47 1234512345 14 6 127.65 4522113345 16.27 B (32221) W 5.69 9 14.69 1234152341 5.69 9 14.69 1243513241 0 W1 5.69 9 134.17 1234152341 29.52 4 86.60 5223344111 35.45 W2 5.69 9 391.13 1234152341 30.92 4 202.20 3352244111 48.30 W3 5.69 9 145.57 1234152341 13.31 6 125.55 1354422311 13.75 C (33211) W 5.4 9 14.39 1234125312 6.2 8 14.20 1322154312 1.32 W1 5.4 9 133.07 1234125312 14.95 5 86.30 5244331112 35.14 W2 5.4 9 434.08 1234125312 24.95 5 239.05 5244331112 44.92 W3 5.4 9 144.67 1234125312 10.81 6 118.05 1223354112 18.40 D (42211) W 4.9 9 13.9 1231451231 5.69 8 13.69 1235114321 1.51 W1 4.9 9 133.37 1231451231 13.72 5 85.07 1142233511 36.21 W2 4.9 9 390.33 1231451231 30.92 4 202.2 5422331111 48.19 W3 4.9 9 143.179 1231451231 13.70 4 112.47 1143322511 21.14 E (43111) W 5.8 9 14.80 1231241521 6.2 8 14.20 2113251421 4.05 W1 5.8 9 134.27 1231241521 11.72 5 84.37 3115222411 37 W2 5.8 9 391.23 1231241521 30.22 4 201.5 3452221111 48.49 W3 5.8 9 145.87 1231241521 13.20 5 110.97 5112233411 23.92 F (52111) W 5.4 9 14.40 1231241521 6.6 7 13.60 1251143211 5.55 W1 5.4 9 133.87 1231241521 11.02 5 82.37 4111225311 38.4 W2 5.4 9 390.80 1231241521 30.42 4 201.7 4352211111 48.38 W3 5.4 9 144.67 1231241521 11 5 104.37 4111225311 27.85 G (61111) W 7.00 7 14.00 1121341151 8 5 13.0 4521311111 70.1 W1 7.00 7 99.92 1121341151 8.99 5 80.35 2111534111 24.8 W2 7.00 7 306.78 1121341151 27.02 4 27.02 4523111111 35.3 W3 7.00 7 120.377 1121341151 9 5 98.37 3111145211 18.64