n=28 sets=117 splits=[(1, 0)] candidates=1 classes=1 (by whole thirds contained: {1: 1})
n=29 sets=118 splits=[(1, 1)] candidates=27 classes=1 (by whole thirds contained: {1: 1})
n=30 sets=119 splits=[(2, 1)] candidates=27 classes=1 (by whole thirds contained: {1: 1})
n=31 sets=121 splits=[(2, 2), (3, 1)] candidates=378 classes=3 (by whole thirds contained: {1: 3})
n=32 sets=124 splits=[(3, 2)] candidates=351 classes=2 (by whole thirds contained: {1: 2})
n=33 sets=128 splits=[(3, 3)] candidates=117 classes=2 (by whole thirds contained: {1: 2})
n=34 sets=131 splits=[(4, 3)] candidates=117 classes=3 (by whole thirds contained: {1: 3})
n=35 sets=135 splits=[(4, 4), (5, 3)] candidates=2925 classes=10 (by whole thirds contained: {1: 10})
n=36 sets=140 splits=[(5, 4)] candidates=2808 classes=6 (by whole thirds contained: {1: 6})
n=37 sets=146 splits=[(5, 5)] candidates=2106 classes=6 (by whole thirds contained: {1: 6})
n=38 sets=152 splits=[(6, 5)] candidates=2106 classes=6 (by whole thirds contained: {1: 6})
n=39 sets=159 splits=[(6, 6), (7, 5)] candidates=4914 classes=13 (by whole thirds contained: {1: 13})
n=40 sets=167 splits=[(7, 6), (8, 5)] candidates=4914 classes=9 (by whole thirds contained: {1: 9})
n=41 sets=176 splits=[(7, 7), (8, 6), (9, 5)] candidates=6318 classes=11 (by whole thirds contained: {1: 11})
n=42 sets=186 splits=[(8, 7), (9, 6)] candidates=4212 classes=6 (by whole thirds contained: {1: 6})
n=43 sets=197 splits=[(8, 8), (9, 7)] candidates=1755 classes=5 (by whole thirds contained: {1: 5})
n=44 sets=209 splits=[(9, 8)] candidates=351 classes=2 (by whole thirds contained: {1: 2})
n=45 sets=222 splits=[(9, 9)] candidates=39 classes=2 (by whole thirds contained: {1: 1, 2: 1})
n=46 sets=231 splits=[(10, 9)] candidates=39 classes=2 (by whole thirds contained: {1: 1, 2: 1})
n=47 sets=241 splits=[(10, 10), (11, 9)] candidates=741 classes=5 (by whole thirds contained: {1: 3, 2: 2})