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Elementary Divisors for Partitions of n = 12

Partition	Specht degree	elementary divisors
(23,16)	154	[26*33*5] [26*33*52]9 [26*34*52] [26*35*52]33 [27*35*52]10 [29*35*52]100
(24,14)	275	[27*33] [27*34]9 [29*34]44 [29*34*7]57 [210*34*7]33 [210*35*7]131
(25,12)	297	[27*32*5] [28*32*5]10 [28*32*5*7]142 [28*32*52*7]12 [29*32*52*7]100 [210*32*52*7]32
(26)	132	[26*33*5] [26*33*5*7]42 [26*33*52*7]57 [27*33*52*7]31 [27*34*52*7]
(3,2,17)	320	[24*32*5*7]10 [24*33*5*7]43 [24*33*5*7*11]2 [24*34*5*7*11]145 [24*35*5*7*11]120
(3,22,15)	891	[25*3*5]10 [27*3*5]143 [27*3*52]2 [28*3*52]164 [29*3*52] [29*3*52*7] [210*3*52*7]570
(3,23,13)	1408	[23*32]55 [23*32*7]88 [23*33*7]10 [23*33*5*7]122 [23*34*5*7]120 [23*35*5*7]641 [23*35*52*7]372
(3,24,1)	1155	[25*32]100 [26*32]31 [26*33]165 [27*33] [29*33]23 [29*33*5]547 [210*33*5]278 [210*34*5]10
(32,16)	616	[25*32*5]43 [25*32*52] [26*32*52]101 [26*33*52]120 [26*34*52]141 [26*35*52]210
(32,2,14)	1925	[26*3]143 [26*32] [26*33]261 [26*34]331 [27*34]101 [29*34]42 [210*34]794 [210*35]252
(32,22,12)	2673	[24]43 [24*5]121 [25*5]101 [27*5]451 [27*52]161 [28*52]476 [28*52*7]858 [29*52*7]46 [210*52*7]416
(32,23)	1320	[24*32]55 [24*32*5]231 [24*32*5*7]284 [25*32*5*7]334 [26*32*5*7]109 [26*33*5*7]262 [26*34*5*7]45
(33,13)	1650	[24*32]100 [26*32]42 [27*32]429 [27*32*7]487 [27*33*7]174 [28*33*7]208 [28*34*7]210
(33,2,1)	2112	[23*3]11 [23*3*5]210 [23*3*5*7]99 [24*3*5*7]693 [24*32*5*7]513 [24*33*5*7]442 [24*33*52*7]24 [24*34*52*7]120
(34)	462	[25*3] [25*3*5]43 [26*3*5]87 [26*32*5]211 [26*33*5]31 [26*33*52]89
(4,2,16)	945	[24*32*5]44 [26*32*5]121 [27*32*5]102 [27*32*5*11]468 [28*32*5*11]2 [29*32*5*11]208
(4,22,14)	2376	[24*3]165 [24*3*7]407 [25*3*7]166 [25*3*5*7]207 [25*32*5*7] [26*32*5*7]164 [26*32*52*7]1266
(4,23,12)	3080	[23*32]164 [24*32]781 [24*32*5]68 [24*33*5]120 [24*34*5]11 [24*35*5]1022 [25*35*5]498 [26*35*5]416
(4,24)	1485	[24*3]131 [24*3*7]34 [24*3*5*7]405 [25*3*5*7]288 [26*3*5*7] [27*3*5*7]210 [28*3*5*7]362 [28*32*5*7]54
(4,3,15)	2079	[23*3*5]351 [23*32*5]219 [24*32*5]2 [25*32*5] [25*32*52]207 [26*32*52] [27*32*52]1046 [28*32*52]252
(4,3,2,13)	5632	[2*3]573 [2*3*5]485 [2*32*5]513 [2*33*5]341 [2*34*5]299 [2*34*5*7]1825 [2*34*52*7]168 [2*35*52*7]1428
(4,3,22,1)	5775	[22]570 [23]288 [24]47 [25]108 [25*3]503 [25*32]1015 [26*32]42 [27*32]278 [28*32]416 [29*32]140 [210*32]675 [210*33]1550 [210*34]143
(4,32,12)	4158	[24]1090 [25]341 [25*3]119 [27*3]220 [28*3]187 [28*3*5]473 [28*32*5]1356 [28*32*52]372
(4,32,2)	2970	[23]44 [24]253 [24*3]165 [25*3]120 [26*3]1309 [26*3*7]134 [26*32*7]110 [26*32*5*7]835
(42,14)	1925	[24*3]141 [24*32]210 [24*33]146 [24*34]549 [25*34]252 [27*34]419 [28*34]208
(42,2,12)	4455	[22]891 [22*3]155 [23*3]42 [25*3]177 [25*3*5]442 [26*3*5]240 [27*3*5]1474 [27*3*5*7]934 [28*3*5*7]100
(42,22)	2640	[23]131 [23*3]353 [23*32]836 [23*32*5*7]836 [23*33*5*7]353 [23*34*5*7]131
(42,3,1)	2970	[23]835 [23*5]110 [23*3*5]134 [23*3*5*7]1309 [24*3*5*7]120 [25*3*5*7]165 [25*32*5*7]253 [26*32*5*7]44
(43)	462	[23*3]89 [23*3*5]31 [23*32*5]211 [23*33*5]87 [24*33*5]43 [24*33*52]
(5,2,15)	1728	[23*3*5]330 [23*3*5*7]348 [23*3*5*7*11]588 [23*3*52*7*11]462
(5,22,13)	3696	[23*3]120 [23*32]1146 [23*32*5]164 [24*32*5]670 [24*32*52]166 [25*32*52]2 [25*33*52]1428
(5,23,1)	3520	[22*3]330 [22*3*5]1024 [22*3*5*7]374 [23*3*5*7]208 [23*32*5*7]11 [23*33*5*7]1428 [23*34*5*7]145
(5,3,14)	3564	[23*3]1046 [24*3]352 [24*3*7]108 [24*3*5*7]210 [25*3*5*7]418 [26*3*5*7]968 [26*3*52*7]462
(5,3,2,12)	7700	[2]1046 [22]460 [23]44 [24]386 [24*3]1560 [24*32]354 [24*33]354 [24*34]1560 [24*35]386 [25*35]44 [26*35]460 [27*35]1046
(5,3,22)	4455	[22]100 [23]934 [23*7]1474 [24*7]240 [25*7]442 [25*5*7]177 [27*5*7]42 [28*5*7]155 [28*3*5*7]891
(5,32,1)	4158	[2]372 [2*5]1356 [2*3*5]473 [2*3*52]187 [22*3*52]220 [24*3*52]119 [24*32*52]341 [25*32*52]1090
(5,4,13)	3520	[2*3]145 [2*32]1428 [2*33]11 [2*34]208 [22*34]374 [22*34*7]1024 [22*34*5*7]330
(5,4,2,1)	5775	[1]143 [3]1550 [32]675 [2*32]140 [22*32]416 [23*32]278 [24*32]42 [25*32]1015 [25*33]503 [25*34]108 [26*34]47 [27*34]288 [28*34]570
(5,4,3)	2112	[1]120 [3]24 [3*5]442 [32*5]513 [33*5]693 [2*33*5]99 [2*33*5*7]210 [2*33*52*7]11
(52,12)	1485	[22]54 [22*3]362 [23*3]210 [24*3] [25*3]288 [26*3]405 [26*3*5]34 [26*3*5*7]131
(52,2)	1320	[2]45 [2*3]262 [2*32]109 [22*32]334 [23*32]284 [23*32*7]231 [23*32*5*7]55
(6,2,14)	2100	[23*3]208 [24*3]2 [24*32]840 [24*32*11]840 [24*33*11]2 [25*33*11]208
(6,22,12)	3564	[22]462 [22*5]968 [23*5]418 [24*5]210 [24*52]108 [24*52*7]352 [25*52*7]1046
(6,23)	1925	[22*3]208 [23*3]419 [25*3]252 [26*3]549 [26*32]146 [26*33]210 [26*34]141
(6,3,13)	3696	[2*3]1428 [2*32]2 [22*32]166 [22*32*5]670 [23*32*5]164 [23*32*52]1146 [23*33*52]120
(6,3,2,1)	5632	[1]1428 [3]168 [3*5]1825 [3*5*7]299 [32*5*7]341 [33*5*7]513 [34*5*7]485 [34*52*7]573
(6,32)	1650	[2]210 [2*3]208 [22*3]174 [22*32]487 [22*32*7]429 [23*32*7]42 [25*32*7]100
(6,4,12)	3080	[2]416 [22]498 [23]1022 [23*3]11 [23*32]120 [23*33]68 [23*33*5]781 [24*33*5]164
(6,4,2)	2673	[1]416 [2]46 [22]858 [22*7]476 [23*7]161 [23*5*7]451 [25*5*7]101 [26*5*7]121 [26*52*7]43
(6,5,1)	1155	[1]10 [3]278 [2*3]547 [2*3*5]23 [23*3*5] [24*3*5]165 [24*32*5]31 [25*32*5]100
(62)	132	[2] [2*3]31 [22*3]57 [22*3*5]42 [22*3*5*7]
(7,2,13)	1728	[2*3]462 [2*3*5]588 [2*3*5*11]348 [2*3*5*7*11]330
(7,22,1)	2079	[22]252 [23]1046 [24] [25]207 [25*5] [26*5]2 [27*5]219 [27*3*5]351
(7,3,12)	2376	[2]1266 [2*5]164 [22*5] [22*3*5]207 [22*3*52]166 [23*3*52]407 [23*3*52*7]165
(7,3,2)	1925	[1]252 [3]794 [2*3]42 [23*3]101 [24*3]331 [24*32]261 [24*33] [24*34]143
(7,4,1)	1408	[1]372 [5]641 [3*5]120 [32*5]122 [32*52]10 [33*52]88 [33*52*7]55
(7,5)	297	[1]32 [2]100 [22]12 [22*5]142 [22*5*7]10 [23*5*7]
(8,2,12)	945	[2]208 [22]2 [23]468 [23*11]102 [24*11]121 [26*11]44
(8,22)	616	[2]210 [2*3]141 [2*32]120 [2*33]101 [22*33] [22*33*5]43
(8,3,1)	891	[1]570 [2] [2*7] [22*7]164 [23*7]2 [23*5*7]143 [25*5*7]10
(8,4)	275	[1]131 [3]33 [2*3]57 [2*3*7]44 [23*3*7]9 [23*32*7]
(9,2,1)	320	[1]120 [3]145 [32]2 [32*11]43 [33*11]10
(9,3)	154	[1]100 [22]10 [23]33 [23*3] [23*32]9 [23*32*5]

Known Jantzen Filtrations

Partition	Prime	Jantzen Filtration
(112)	2	[D(12)]10
(112)	3	[D(62)]5
(112)	5	[D(34)]2
(112)	7	[D(26)]1
(112)	11	[D(22,18)]1
(2,110)	2	[D(12)]8 +[D(11,1)]10
(2,110)	3	[D(62)]4 +[D(6,5,1)]5
(2,110)	5	[D(33,2,1)]2
(2,110)	7	[D(25,12)]1
(22,18)	2	[D(11,1)]8 +[D(10,2)]9
(22,18)	3	[D(52,12)]2
(22,18)	5	[D(33,2,1)]1 +[D(32,22,12)]2
(22,18)	7	[D(24,14)]1
(22,18)	11	[D(22,18)]0 +[D(3,2,17)]1
(23,16)	2	[D(10,2)]6 +[D(11,1)]7 +[D(9,3)]9
(23,16)	3	[D(6,5,1)]3 +[D(62)]4 +[D(5,4,2,1)]5
(23,16)	5	[D(34)]1 +[D(3,23,13)]2
(24,14)	2	[D(11,1)]7 +[D(9,3)+D(12)]9 +[D(8,4)]10
(24,14)	3	[D(62)]3 +[D(5,4,2,1)]4 +[D(42,22)]5
(24,14)	7	[D(24,14)]0 +[D(33,2,1)]1
(25,12)	2	[D(12)]7 +[D(8,4)]8 +[D(9,3)]9 +[D(7,5)]10
(25,12)	3	[D(4,32,2)]2
(25,12)	5	[D(3,23,13)]1 +[D(5,4,3)]2
(25,12)	7	[D(25,12)]0 +[D(32,23)]1
(26)	2	[D(9,3)]6 +[D(7,5)]7
(26)	3	[D(42,22)]3 +[D(12)]4
(26)	5	[D(32,22,12)]1 +[D(43)]2
(26)	7	[D(26)]0 +[D(4,24)]1
(3,19)	2	[D(11,1)]7 +[D(10,2)+D(12)]9
(3,19)	3	[D(6,5,1)]4 +[D(52,2)]5
(3,19)	5	[D(32,23)]1
(3,19)	7	[D(3,23,13)]1
(3,2,17)	2	[D(9,2,1)]4
(3,2,17)	3	[D(6,5,1)]2 +[D(52,2)]3 +[D(5,4,2,1)+2*D(62)]4 +[D(5,4,3)]5
(3,2,17)	5	[D(3,24,1)]1
(3,2,17)	7	[D(3,22,15)]1
(3,2,17)	11	[D(3,2,17)]0 +[D(4,2,16)]1
(3,22,15)	2	[D(11,1)]5 +[D(9,3)+D(10,2)+D(12)]7 +[D(8,4)]8 +[2*D(12)]9 +[D(8,3,1)]10
(3,22,15)	3	[D(42,2,12)]1
(3,22,15)	5	[D(3,23,13)]1 +[D(4,22,14)]2
(3,22,15)	7	[D(3,22,15)]0 +[D(33,13)]1
(3,23,13)	2	[D(7,4,1)]3
(3,23,13)	3	[D(5,4,2,1)]2 +[D(42,22)+D(62)]3 +[D(5,4,3)]4 +[D(4,3,22,1)]5
(3,23,13)	5	[D(3,23,13)]0 +[D(34)+D(4,22,14)+D(5,4,3)]1 +[D(5,32,1)]2
(3,23,13)	7	[D(3,23,13)]0 +[D(32,22,12)]1
(3,24,1)	2	[D(9,3)]5 +[D(7,5)+D(8,4)]6 +[D(12)]7 +[D(8,3,1)]9 +[D(6,5,1)]10
(3,24,1)	3	[D(42,22)]2 +[D(4,3,22,1)+D(12)]3 +[D(11,1)]4
(3,24,1)	5	[D(3,24,1)]0 +[D(42,3,1)]1
(32,16)	2	[D(10,2)]5 +[D(8,3,1)+2*D(12)]6
(32,16)	3	[D(5,4,2,1)+2*D(62)]2 +[D(5,4,3)]3 +[D(42,22)+D(6,5,1)]4 +[D(6,32)]5
(32,16)	5	[D(32,22,12)]1 +[D(4,3,2,13)]2
(32,2,14)	2	[D(8,3,1)+D(8,4)+2*D(12)]6 +[D(9,3)+D(12)]7 +[D(7,5)+D(11,1)]9 +[D(7,3,2)]10
(32,2,14)	3	[D(5,4,2,1)]1 +[D(62)]2 +[D(42,22)+D(5,4,3)+D(6,5,1)]3 +[D(4,3,22,1)+D(52,2)+D(6,32)]4 +[D(7,3,2)]5
(32,22,12)	2	[D(8,4)]4 +[D(9,3)+D(12)]5 +[D(7,5)+D(8,3,1)+D(11,1)]7 +[D(6,5,1)+D(7,3,2)]8 +[D(10,2)+2*D(12)]9 +[D(6,4,2)]10
(32,22,12)	5	[D(32,22,12)]0 +[D(33,2,1)+D(4,3,2,13)+D(43)]1 +[D(4,32,12)]2
(32,22,12)	7	[D(32,22,12)]0 +[D(42,22)]1
(32,23)	2	[D(8,3,1)]4 +[D(6,5,1)+D(10,2)+2*D(12)]5 +[D(6,4,2)]6
(32,23)	3	[D(4,3,22,1)]2 +[D(7,3,2)+D(11,1)]3 +[D(10,12)]4
(32,23)	5	[D(32,23)]0 +[D(42,2,12)]1
(32,23)	7	[D(32,23)]0 +[D(5,3,22)]1
(33,13)	2	[D(9,3)]4 +[D(7,5)+D(11,1)]6 +[D(7,3,2)+D(10,2)]7 +[D(6,4,2)+2*D(12)]8
(33,13)	3	[D(4,3,22,1)+D(52,2)]2 +[D(5,4,3)+D(7,3,2)+D(11,1)]3 +[D(8,22)]4
(33,13)	7	[D(33,13)]0 +[D(42,3,1)]1
(33,2,1)	2	[D(9,2,1)]3 +[D(5,4,3)]4
(33,2,1)	5	[D(33,2,1)]0 +[D(4,32,12)]1 +[D(7,5)]2
(33,2,1)	7	[D(33,2,1)]0 +[D(4,32,2)]1
(34)	2	[D(10,2)]5 +[D(6,4,2)+2*D(12)]6
(34)	3	[D(42,22)]1 +[D(6,32)+D(12)]2 +[D(9,2,1)]3
(34)	5	[D(34)]0 +[D(5,32,1)]1 +[D(62)]2
(4,18)	2	[D(10,2)+D(12)]7 +[D(9,3)+2*D(11,1)]9
(4,18)	3	[D(52,2)]2 +[D(5,4,3)]3
(4,18)	5	[D(4,24)]1
(4,18)	7	[D(4,22,14)]1
(4,2,16)	2	[D(10,2)]4 +[D(9,3)+2*D(11,1)+D(12)]6 +[D(8,3,1)]7 +[2*D(12)]8 +[D(8,4)+D(10,2)]9
(4,2,16)	3	[D(42,3,1)]2
(4,2,16)	5	[D(4,23,12)]1
(4,2,16)	11	[D(4,2,16)]0 +[D(5,2,15)]1
(4,22,14)	3	[D(42,3,1)]1 +[D(4,32,12)]2
(4,22,14)	5	[D(4,22,14)]0 +[D(5,32,1)]1 +[D(5,22,13)]2
(4,22,14)	7	[D(4,22,14)]0 +[D(4,3,2,13)]1
(4,23,12)	3	[D(4,3,22,1)]2 +[D(5,4,3)]3 +[D(62)+D(11,1)]4 +[D(5,3,2,12)]5
(4,23,12)	5	[D(4,23,12)]0 +[D(4,32,2)]1
(4,24)	2	[D(8,3,1)]4 +[D(6,5,1)]5 +[D(12)]6 +[D(8,4)+D(10,2)+2*D(12)]7 +[D(6,4,2)]8
(4,24)	3	[D(4,32,12)]1 +[D(10,2)]2
(4,24)	5	[D(4,24)]0 +[D(42,22)]1
(4,24)	7	[D(4,24)]0 +[D(5,23,1)]1
(4,3,15)	2	[D(8,3,1)]3 +[2*D(12)]4 +[D(8,4)+D(10,2)]5 +[D(12)]6 +[D(7,3,2)]7 +[D(7,5)+2*D(9,3)+2*D(11,1)]8
(4,3,15)	3	[D(4,32,2)+D(52,12)]1 +[D(5,32,1)]2
(4,3,15)	5	[D(4,3,2,13)]1 +[D(5,3,14)]2
(4,3,2,13)	2	[D(6,3,2,1)]1
(4,3,2,13)	5	[D(4,3,2,13)]0 +[D(4,32,12)+D(5,3,14)]1 +[D(6,3,13)]2
(4,3,2,13)	7	[D(4,3,2,13)]0 +[D(42,2,12)]1
(4,3,22,1)	2	[D(8,3,1)]2 +[D(6,5,1)]3 +[D(10,2)+3*D(12)]4 +[D(6,4,2)+D(7,3,2)+D(8,4)]5 +[D(7,5)+D(11,1)]6 +[D(7,5)+2*D(9,3)+D(10,2)+2*D(12)]7 +[D(6,4,2)]8 +[D(9,3)+4*D(11,1)]9 +[D(5,4,2,1)]10
(4,32,12)	3	[D(4,32,12)]0 +[D(42,3,1)+D(10,2)]1 +[D(7,22,1)]2
(4,32,12)	5	[D(4,32,12)]0 +[D(43)+D(6,3,13)+D(7,5)]1 +[D(7,4,1)]2
(4,32,2)	2	[D(10,2)]3 +[D(6,4,2)+2*D(12)]4 +[D(9,3)+2*D(11,1)]5 +[D(5,4,2,1)+2*D(11,1)]6
(4,32,2)	3	[D(4,32,2)]0 +[D(5,32,1)]1 +[D(8,2,12)]2
(4,32,2)	5	[D(4,32,2)]0 +[D(6,5,1)]1
(4,32,2)	7	[D(4,32,2)]0 +[D(6,32)]1
(42,14)	2	[D(7,3,2)]4 +[D(7,5)+2*D(9,3)+2*D(11,1)]5 +[D(6,4,2)+3*D(12)]7 +[D(8,4)+D(10,2)]8
(42,14)	3	[D(42,22)+D(6,5,1)]1 +[D(6,32)]2 +[D(5,4,2,1)+2*D(62)+D(12)]3 +[D(6,3,2,1)]4
(42,2,12)	2	[D(7,3,2)]2 +[D(7,5)+D(11,1)]3 +[D(6,4,2)+2*D(9,3)+3*D(12)]5 +[D(7,5)+D(8,4)+D(10,2)]6 +[D(5,4,2,1)+4*D(11,1)]7 +[D(9,3)]8
(42,2,12)	3	[D(42,2,12)]0 +[D(6,22,12)]1
(42,2,12)	5	[D(42,2,12)]0 +[D(5,4,13)]1
(42,2,12)	7	[D(42,2,12)]0 +[D(52,2)]1
(42,22)	2	[D(5,4,2,1)+D(7,5)+2*D(9,3)+4*D(11,1)]3
(42,22)	5	[D(42,22)]0 +[D(52,12)]1
(42,22)	7	[D(42,22)]0 +[D(6,4,2)]1
(42,3,1)	2	[D(5,4,2,1)+2*D(11,1)]3 +[D(9,3)+2*D(11,1)]4 +[D(6,4,2)+2*D(12)]5 +[D(10,2)]6
(42,3,1)	3	[D(42,3,1)]0 +[D(7,22,1)]1 +[D(7,5)]2
(42,3,1)	5	[D(42,3,1)]0 +[D(6,4,12)]1
(42,3,1)	7	[D(42,3,1)]0 +[D(5,4,3)]1
(43)	2	[D(6,4,2)+2*D(12)]3 +[D(10,2)]4
(43)	3	[D(5,4,3)]1 +[D(62)+D(8,22)]2 +[D(8,4)]3
(43)	5	[D(43)]0 +[D(7,4,1)]1 +[D(12)]2
(5,17)	2	[D(9,3)+2*D(11,1)]4 +[D(8,4)+D(10,2)+2*D(12)]6
(5,17)	3	[D(5,4,3)]2 +[D(6,32)]3
(5,17)	5	[D(5,23,1)]1
(5,17)	7	[D(5,2,15)]1
(5,2,15)	2	[D(7,4,1)+D(9,2,1)]3
(5,2,15)	3	[D(5,32,1)]1
(5,2,15)	5	[D(5,22,13)]1 +[D(6,22,12)]2
(5,2,15)	7	[D(5,2,15)]0 +[D(5,3,14)]1
(5,2,15)	11	[D(5,2,15)]0 +[D(6,2,14)]1
(5,22,13)	3	[D(5,4,3)]1 +[D(5,3,2,12)+D(6,32)+2*D(62)]2 +[D(6,3,2,1)]3
(5,22,13)	5	[D(5,22,13)]0 +[D(5,32,1)+D(6,22,12)]1 +[D(6,3,2,1)]2
(5,23,1)	2	[D(7,4,1)+D(9,2,1)]2 +[D(5,4,3)]3
(5,23,1)	5	[D(5,23,1)]0 +[D(5,3,22)]1
(5,23,1)	7	[D(5,23,1)]0 +[D(6,22,12)]1
(5,3,14)	3	[D(5,3,22)]1
(5,3,14)	5	[D(5,3,14)]0 +[D(6,3,13)]1 +[D(7,2,13)]2
(5,3,14)	7	[D(5,3,14)]0 +[D(5,4,13)]1
(5,3,22)	2	[D(9,3)]2 +[D(5,4,2,1)+4*D(11,1)]3 +[D(7,5)+D(8,4)+D(10,2)]4 +[D(6,4,2)+2*D(9,3)+3*D(12)]5 +[D(7,5)+D(11,1)]7 +[D(7,3,2)]8
(5,3,22)	3	[D(5,3,22)]0 +[D(8,3,1)]1
(5,3,22)	5	[D(5,3,22)]0 +[D(52,2)]1
(5,3,22)	7	[D(5,3,22)]0 +[D(6,3,2,1)]1
(5,32,1)	3	[D(5,32,1)]0 +[D(52,12)+D(8,2,12)]1 +[D(7,3,12)]2
(5,32,1)	5	[D(5,32,1)]0 +[D(5,4,3)+D(6,3,2,1)+D(62)]1 +[D(6,4,2)]2
(5,4,13)	2	[D(5,4,3)]1 +[D(7,4,1)+D(9,2,1)]2
(5,4,13)	5	[D(5,4,13)]0 +[D(8,14)]1
(5,4,13)	7	[D(5,4,13)]0 +[D(52,12)]1
(5,4,2,1)	2	[D(5,4,2,1)]0 +[D(9,3)+4*D(11,1)]1 +[D(6,4,2)]2 +[D(7,5)+2*D(9,3)+D(10,2)+2*D(12)]3 +[D(7,5)+D(11,1)]4 +[D(6,4,2)+D(7,3,2)+D(8,4)]5 +[D(10,2)+3*D(12)]6 +[D(6,5,1)]7 +[D(8,3,1)]8
(5,4,3)	2	[D(5,4,3)]0 +[D(9,2,1)]1
(5,4,3)	3	[D(5,4,3)]0 +[D(52,2)+D(6,32)+D(62)+D(8,22)]1 +[D(6,5,1)+D(7,3,2)+D(8,4)+D(9,2,1)]2 +[D(7,4,1)]3
(5,4,3)	5	[D(5,4,3)]0 +[D(6,4,2)]1 +[D(11,1)]2
(5,4,3)	7	[D(5,4,3)]0 +[D(8,4)]1
(52,12)	2	[D(6,4,2)]2 +[D(8,4)+D(10,2)+2*D(12)]3 +[D(12)]4 +[D(6,5,1)]5 +[D(8,3,1)]6
(52,12)	3	[D(52,12)]0 +[D(7,3,12)]1
(52,12)	5	[D(52,12)]0 +[D(9,13)]1
(52,12)	7	[D(52,12)]0 +[D(62)]1
(52,2)	2	[D(6,4,2)]1 +[D(6,5,1)+D(10,2)+2*D(12)]2 +[D(8,3,1)]3
(52,2)	3	[D(52,2)]0 +[D(6,5,1)+D(7,3,2)]1 +[D(7,4,1)]2
(52,2)	5	[D(52,2)]0 +[D(10,12)]1
(52,2)	7	[D(52,2)]0 +[D(7,5)]1
(6,16)	3	[D(6,32)]2 +[D(7,3,2)]3
(6,16)	5	[D(6,22,12)]1
(6,2,14)	11	[D(6,2,14)]0 +[D(7,2,13)]1
(6,22,12)	5	[D(6,22,12)]0 +[D(6,3,2,1)]1 +[D(7,22,1)]2
(6,22,12)	7	[D(6,22,12)]0 +[D(7,2,13)]1
(6,23)	2	[D(8,4)+D(10,2)]2 +[D(6,4,2)+3*D(12)]3 +[D(7,5)+2*D(9,3)+2*D(11,1)]5 +[D(7,3,2)]6
(6,23)	3	[D(6,3,2,1)]1 +[D(62)+D(9,3)+2*D(12)]2 +[D(8,22)]3 +[D(8,4)+D(11,1)]4
(6,3,13)	3	[D(6,3,2,1)]1 +[D(6,4,12)+D(8,22)+2*D(12)]2 +[D(9,2,1)]3
(6,3,13)	5	[D(6,3,13)]0 +[D(7,2,13)+D(7,4,1)]1 +[D(7,3,12)]2
(6,3,2,1)	5	[D(6,3,2,1)]0 +[D(6,4,2)+D(7,22,1)]1 +[D(8,22)]2
(6,3,2,1)	7	[D(6,3,2,1)]0 +[D(7,3,12)]1
(6,32)	2	[D(6,4,2)+2*D(12)]1 +[D(7,3,2)+D(10,2)]2 +[D(7,5)+D(11,1)]3 +[D(9,3)]5
(6,32)	3	[D(6,32)]0 +[D(6,5,1)+D(7,3,2)+D(9,2,1)]1 +[D(7,4,1)+D(10,12)]2
(6,32)	7	[D(6,32)]0 +[D(8,3,1)]1
(6,4,12)	3	[D(6,4,12)]0 +[D(6,5,1)+D(12)]1 +[D(9,2,1)]2 +[D(7,4,1)]3
(6,4,12)	5	[D(6,4,12)]0 +[D(8,2,12)]1
(6,4,2)	2	[D(6,4,2)]0 +[D(10,2)+2*D(12)]1 +[D(6,5,1)+D(7,3,2)]2 +[D(7,5)+D(8,3,1)+D(11,1)]3 +[D(9,3)+D(12)]5 +[D(8,4)]6
(6,4,2)	5	[D(6,4,2)]0 +[D(62)+D(8,22)+D(11,1)]1 +[D(10,2)]2
(6,4,2)	7	[D(6,4,2)]0 +[D(7,4,1)]1
(6,5,1)	2	[D(6,5,1)]0 +[D(8,3,1)]1 +[D(12)]3 +[D(7,5)+D(8,4)]4 +[D(9,3)]5
(6,5,1)	3	[D(6,5,1)]0 +[D(62)+D(7,4,1)]1 +[D(8,4)]2
(6,5,1)	5	[D(6,5,1)]0 +[D(9,2,1)]1
(62)	2	[D(7,5)]1 +[D(9,3)]2
(62)	3	[D(62)]0 +[D(8,4)]1
(62)	5	[D(62)]0 +[D(10,2)]1
(62)	7	[D(62)]0 +[D(12)]1
(7,15)	3	[D(7,3,2)]1 +[D(8,22)]2
(7,15)	5	[D(7,2,13)]1
(7,2,13)	2	[D(7,4,1)+D(9,2,1)]1
(7,2,13)	3	[D(7,22,1)]1
(7,2,13)	5	[D(7,2,13)]0 +[D(7,3,12)]1
(7,2,13)	7	[D(7,2,13)]0 +[D(8,14)]1
(7,2,13)	11	[D(7,2,13)]0 +[D(8,2,12)]1
(7,22,1)	2	[D(7,5)+2*D(9,3)+2*D(11,1)]2 +[D(7,3,2)]3 +[D(12)]4 +[D(8,4)+D(10,2)]5 +[2*D(12)]6 +[D(8,3,1)]7
(7,22,1)	3	[D(7,22,1)]0 +[D(7,5)+D(10,2)]1
(7,22,1)	5	[D(7,22,1)]0 +[D(8,22)]1
(7,3,12)	3	[D(7,3,12)]0 +[D(8,2,12)]1
(7,3,12)	5	[D(7,3,12)]0 +[D(7,4,1)]1 +[D(8,3,1)]2
(7,3,12)	7	[D(7,3,12)]0 +[D(9,13)]1
(7,3,2)	2	[D(7,3,2)]0 +[D(7,5)+D(11,1)]1 +[D(9,3)+D(12)]3 +[D(8,3,1)+D(8,4)+2*D(12)]4
(7,3,2)	3	[D(7,3,2)]0 +[D(7,4,1)+D(8,22)+D(10,12)]1 +[D(8,4)+D(9,2,1)+D(11,1)]2 +[D(12)]3 +[D(9,3)]4
(7,4,1)	3	[D(7,4,1)]0 +[D(9,2,1)]1 +[D(8,4)+D(12)]2 +[D(9,3)]3
(7,4,1)	5	[D(7,4,1)]0 +[D(7,5)+D(8,3,1)+D(12)]1 +[D(9,3)]2
(7,4,1)	7	[D(7,4,1)]0 +[D(10,12)]1
(7,5)	2	[D(7,5)]0 +[D(9,3)]1 +[D(8,4)]2 +[D(12)]3
(7,5)	5	[D(7,5)]0 +[D(9,3)]1
(7,5)	7	[D(7,5)]0 +[D(11,1)]1
(8,14)	2	[D(8,4)+D(10,2)+2*D(12)]3 +[D(9,3)+2*D(11,1)]5
(8,14)	3	[D(8,22)]1 +[D(9,2,1)]2
(8,2,12)	2	[D(8,4)+D(10,2)]1 +[2*D(12)]2 +[D(8,3,1)]3 +[D(9,3)+2*D(11,1)+D(12)]4 +[D(10,2)]6
(8,2,12)	11	[D(8,2,12)]0 +[D(9,2,1)]1
(8,22)	2	[D(8,3,1)+2*D(12)]1 +[D(10,2)]2
(8,22)	3	[D(8,22)]0 +[D(8,4)+D(11,1)]1 +[D(9,2,1)]2 +[D(9,3)+2*D(12)]3
(8,22)	5	[D(8,22)]0 +[D(10,2)]1
(8,3,1)	2	[D(8,3,1)]0 +[2*D(12)]1 +[D(8,4)]2 +[D(9,3)+D(10,2)+D(12)]3 +[D(11,1)]5
(8,3,1)	5	[D(8,3,1)]0 +[D(9,3)]1
(8,3,1)	7	[D(8,3,1)]0 +[D(9,2,1)]1
(8,4)	2	[D(8,4)]0 +[D(9,3)+D(12)]1 +[D(11,1)]3
(8,4)	3	[D(8,4)]0 +[D(9,3)]1 +[D(12)]2
(8,4)	7	[D(8,4)]0 +[D(10,2)]1
(9,13)	2	[D(9,3)+2*D(11,1)]1 +[D(10,2)+D(12)]3
(9,13)	3	[D(9,2,1)]1 +[D(10,12)]2
(9,2,1)	3	[D(9,2,1)]0 +[D(9,3)+2*D(12)]1 +[D(10,12)]2 +[D(11,1)]3
(9,2,1)	11	[D(9,2,1)]0 +[D(10,2)]1
(9,3)	2	[D(9,3)]0 +[D(11,1)]2 +[D(10,2)]3
(9,3)	3	[D(9,3)]0 +[D(12)]1 +[D(11,1)]2
(9,3)	5	[D(9,3)]0 +[D(12)]1
(10,12)	2	[D(10,2)+D(12)]1 +[D(11,1)]3
(10,12)	3	[D(10,12)]0 +[D(11,1)]1
(10,2)	2	[D(10,2)]0 +[D(11,1)]1
(10,2)	5	[D(10,2)]0 +[D(11,1)]1
(10,2)	11	[D(10,2)]0 +[D(12)]1
(11,1)	2	[D(11,1)]0 +[D(12)]2
(11,1)	3	[D(11,1)]0 +[D(12)]1

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Last updated: Mon Jul 12 23:23:19 2004 (CET)