?16 32 4 $ C_{32,1}; W_{32}; alpha=1212; |Aut|=18; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[10302231]; b=[31100022]; c=[11212033]; $
10000000000000002013130321100033
01000000000000000131303132110003
00100000000000002011110133211000
00010000000000000111101103321100
00001000000000003310302300332110
00000100000000001302330100033211
00000010000000000321220210003321
00000001000000002311030211000332
00000000100000003212330110203321
00000000010000003020133011020332
00000000001000001302102021102033
00000000000100003021020332110203
00000000000010000210203233211020
00000000000001002102032003321102
00000000000000103221033220332110
00000000000000010011021102033211
$1z^{0}+1212z^{10}+59220z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,2}; W_{32}; alpha=1272; |Aut|=24; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[32211223]; b=[31100102]; c=[13102211]; $
10000000000000001232011021100103
01000000000000002320110322110010
00100000000000003201103102211001
00010000000000002011031230221100
00001000000000000110312103022110
00000100000000001103121000302211
00000010000000001031210330030221
00000001000000000312103333003022
00000000100000000123121123311332
00000000010000001231211012331133
00000000001000002312110321233113
00000000000100003121103122123311
00000000000010001211031232212331
00000000000001002110312333221233
00000000000000101103123123322123
00000000000000011031231322332212
$1z^{0}+1272z^{10}+58800z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,3}; W_{32}; alpha=1293; |Aut|=9; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[30102321]; b=[13100031]; c=[21112012]; $
10000000000000000333233012100021
01000000000000003332330031210002
00100000000000000120122213121000
00010000000000001201222001312100
00001000000000003313113300131210
00000100000000001033022300013121
00000010000000001031110330001312
00000001000000003112321113000131
00000000100000000312120020103231
00000000010000001023311232010323
00000000001000003030330123201032
00000000000100000303301112320103
00000000000010003033011021232010
00000000000001000330110102123201
00000000000000101203010230212320
00000000000000011233320103021232
$1z^{0}+1293z^{10}+58653z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,4}; W_{32}; alpha=1398; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[10010230]; b=[11110231]; c=[10300010]; $
10000000000000001103021311110321
01000000000000001030213231111032
00100000000000000302132213111103
00010000000000003221332221311110
00001000000000002213322102131111
00000100000000002233201030213111
00000010000000002232020233021311
00000001000000002320202333302131
00000000100000001330121110010320
00000000010000003101201001001032
00000000001000001212000310100103
00000000000100002320013021010010
00000000000010003200130302101001
00000000000001002301323230210100
00000000000000103113202203021010
00000000000000011332032300302101
$1z^{0}+1398z^{10}+57918z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,5}; W_{32}; alpha=1416; |Aut|=48; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[13320102]; b=[13222303]; c=[13013122]; $
10000000000000000100130312333202
01000000000000001001303011233320
00100000000000000013030301123332
00010000000000000130303010112333
00001000000000001303030021011233
00000100000000003030300322101123
00000010000000000303003222210112
00000001000000003030032012221011
00000000100000003211012212230103
00000000010000002110122221223010
00000000001000001101222102122301
00000000000100001012221330212230
00000000000010000122213303021223
00000000000001001222133020302122
00000000000000102221330312030212
00000000000000012213303111203021
$1z^{0}+1416z^{10}+57792z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,6}; W_{32}; alpha=1464; |Aut|=24; (Theorem 3.1) R='F4'; lambda=1; mu=1; a=[03232020]; b=[31223133]; c=[32202231]; $
10000000000000003311121021332122
01000000000000003111210322133212
00100000000000001112103322213321
00010000000000001121033112221332
00001000000000001210331121222133
00000100000000002103311132122213
00000010000000001033111233212221
00000001000000000331112113321222
00000000100000001031013102323030
00000000010000000310131100232303
00000000001000003101311030023230
00000000000100001013110303002323
00000000000010000131103130300232
00000000000001001311031023030023
00000000000000103110310132303002
00000000000000011103101323230300
$1z^{0}+1464z^{10}+57456z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,7}; W_{32}; alpha=1470; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[02111223]; b=[01032222]; c=[13010203]; $
10000000000000003223032301023333
01000000000000000220021130102333
00100000000000003230010233010233
00010000000000003330303033301023
00001000000000002333231033330102
00000100000000001322012223333010
00000010000000001230220002333301
00000001000000001322303210233330
00000000100000000101003103111332
00000000010000000020230220311133
00000000001000000202302032031113
00000000000100001003123133203111
00000000000010002021133013320311
00000000000001002201032211332031
00000000000000100000020211133203
00000000000000012010100331113320
$1z^{0}+1470z^{10}+57414z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,8}; W_{32}; alpha=1482; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[32213330]; b=[23310210]; c=[11132220]; $
10000000000000001020310232210310
01000000000000000312331103221031
00100000000000003032122330322103
00010000000000000012301323032210
00001000000000000301302102303221
00000100000000003231330130230322
00000010000000002131010013023032
00000001000000001310100311302303
00000000100000000102132323312220
00000000010000001203032102331222
00000000001000002212030310233122
00000000000100002213221111023312
00000000000010002132211311102331
00000000000001001233320031110233
00000000000000102000322023111023
00000000000000010003220322311102
$1z^{0}+1482z^{10}+57330z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,9}; W_{32}; alpha=1488; |Aut|=24; (Theorem 3.1) R='F4'; lambda=1; mu=1; a=[30121002]; b=[10003310]; c=[10300131]; $
10000000000000003200033210002210
01000000000000002000332301000221
00100000000000000003323210100022
00010000000000000033232021010002
00001000000000000332320022101000
00000100000000003323200002210100
00000010000000003232000300221010
00000001000000002320003300022101
00000000100000000130030120131003
00000000010000001300301032013100
00000000001000003003010103201310
00000000000100000030101300320131
00000000000010000301013010032013
00000000000001003010130031003201
00000000000000100101300313100320
00000000000000011013003001310032
$1z^{0}+1488z^{10}+57288z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,10}; W_{32}; alpha=1506; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=2; a=[13113012]; b=[33011101]; c=[20300113]; $
10000000000000002030220322011101
01000000000000001122213012201110
00100000000000003112110301220111
00010000000000003211123010122011
00001000000000003331220211012201
00000100000000003312202111101220
00000010000000001212001001110122
00000001000000001030020020111012
00000000100000001232231212112013
00000000010000003102302131211201
00000000001000001023021113121120
00000000000100002100231301312112
00000000000010003332333220131211
00000000000001001013312012013121
00000000000000100133120211201312
00000000000000013001222121120131
$1z^{0}+1506z^{10}+57162z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,11}; W_{32}; alpha=1515; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[21003333]; b=[21202313]; c=[02013201]; $
10000000000000002331122131303212
01000000000000001320022233130321
00100000000000003200222123313032
00010000000000002002221332331303
00001000000000001001311213233130
00000100000000001030010101323313
00000010000000001323003110132331
00000001000000002213133121013233
00000000100000001021213331002222
00000000010000002223330133100222
00000000001000001221000233310022
00000000000100002210002133331002
00000000000010001112320233333100
00000000000001000100300103333310
00000000000000103032202000333331
00000000000000011301122320033333
$1z^{0}+1515z^{10}+57099z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,12}; W_{32}; alpha=1524; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[03233000]; b=[32333201]; c=[10302000]; $
10000000000000002011322023222301
01000000000000000111210232322230
00100000000000001113122303232223
00010000000000001133213320323222
00001000000000001330103312032322
00000100000000003301033211203232
00000010000000003010332111120323
00000001000000000103321121112032
00000000100000001200012102322000
00000000010000002001101100232200
00000000001000000013021200023220
00000000000100000132222100002322
00000000000010001320211110000232
00000000000001003203131111000023
00000000000000102031311121100002
00000000000000010310101112110000
$1z^{0}+1524z^{10}+57036z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,13}; W_{32}; alpha=1533; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[03022133]; b=[10220103]; c=[32202231]; $
10000000000000000112201210330102
01000000000000003011021111033010
00100000000000000110211301103301
00010000000000000220131330110330
00001000000000003123331303011033
00000100000000002022302120301103
00000010000000002310012322030110
00000001000000001033110302203011
00000000100000001220021002033122
00000000010000002200210110203312
00000000001000003320123111020331
00000000000100002123213031102033
00000000000010001232130223110203
00000000000001001130313322311020
00000000000000101303133102231102
00000000000000011102302010223110
$1z^{0}+1533z^{10}+56973z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,14}; W_{32}; alpha=1536; |Aut|=24; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[31320303]; b=[23201323]; c=[31210211]; $
10000000000000003133112232301232
01000000000000001331122213230123
00100000000000003311222321323012
00010000000000003112223212132301
00001000000000001122232231213230
00000100000000001222322303121323
00000010000000002223223320312132
00000001000000002232233112031213
00000000100000000313211121230202
00000000010000003132111012123020
00000000001000001321110201212302
00000000000100003211102310121230
00000000000010002111023201012123
00000000000001001110232120101212
00000000000000101102321312010121
00000000000000011023213331201012
$1z^{0}+1536z^{10}+56952z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,15}; W_{32}; alpha=1551; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[10312210]; b=[21303003]; c=[00203133]; $
10000000000000000313302331202002
01000000000000003133023013120200
00100000000000002023210101312020
00010000000000001313131300131202
00001000000000001303303210013120
00000100000000001201022201001312
00000010000000003131212210100131
00000001000000001312122131010013
00000000100000002023333310213310
00000000010000001312303301021331
00000000001000000230013230102133
00000000000100002300132023010213
00000000000010000312300322301021
00000000000001003123003032230102
00000000000000101230030113223010
00000000000000011013321201322301
$1z^{0}+1551z^{10}+56847z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,16}; W_{32}; alpha=1560; |Aut|=24; (Theorem 3.1) R='F4'; lambda=3; mu=2; a=[03110212]; b=[01131112]; c=[10323223]; $
10000000000000000300022101121113
01000000000000003000221010112111
00100000000000000002210121011211
00010000000000000022101022101121
00001000000000000221010022210112
00000100000000002210100032221011
00000010000000002101000323222101
00000001000000001010003322322210
00000000100000002331321002110313
00000000010000003313210310211031
00000000001000003132103121021103
00000000000100001321031112102110
00000000000010003210311201210211
00000000000001002103112120121021
00000000000000101031121322012102
00000000000000010311213232201210
$1z^{0}+1560z^{10}+56784z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,17}; W_{32}; alpha=1563; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[32021203]; b=[11213011]; c=[20300232]; $
10000000000000001131102011312011
01000000000000000101000021131201
00100000000000001010000022113120
00010000000000001310020002211312
00001000000000000030210230221131
00000100000000001112122123022113
00000010000000001121221112302211
00000001000000003132221321230221
00000000100000002032121223031302
00000000010000003211202132303130
00000000001000003302001203230313
00000000000100000110002010323031
00000000000010003220010221032303
00000000000001002200102312103230
00000000000000101131033101210323
00000000000000012220321210121032
$1z^{0}+1563z^{10}+56763z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,18}; W_{32}; alpha=1569; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[02203110]; b=[23032301]; c=[20010221]; $
10000000000000003002300032023201
01000000000000001203100133202320
00100000000000003211101303320232
00010000000000002111013310332023
00001000000000003220333121033202
00000100000000001313031212103320
00000010000000000020012001210332
00000001000000000200120010121033
00000000100000000030130203302110
00000000010000002031102300330211
00000000001000000311023230033021
00000000000100001220032333003302
00000000000010003020223313300330
00000000000001002132033001330033
00000000000000101320330220133003
00000000000000010313002022013300
$1z^{0}+1569z^{10}+56721z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,19}; W_{32}; alpha=1572; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[02321321]; b=[02032223]; c=[00202020]; $
10000000000000000203312003023332
01000000000000002231100010302333
00100000000000002012030221030233
00010000000000000322322222103023
00001000000000003322232022210302
00000100000000003121310312221030
00000010000000001011123301222103
00000001000000000010223120122210
00000000100000001021112003231231
00000000010000000013100130323123
00000000001000000131001023032312
00000000000100001013020012303231
00000000000010000332220131230323
00000000000001003120221023123032
00000000000000101000230312312303
00000000000000010301333121231230
$1z^{0}+1572z^{10}+56700z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,20}; W_{32}; alpha=1578; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[23103311]; b=[00232322]; c=[23001013]; $
10000000000000001322330200323233
01000000000000002021303010032323
00100000000000002110032011003232
00010000000000001100320131100323
00001000000000000201200013110032
00000100000000003210001331311003
00000010000000000203011313131100
00000001000000000333111101313110
00000000100000000233320232102211
00000000010000002333202023210221
00000000001000000233023322321022
00000000000100003132232332232102
00000000000010002223320033223210
00000000000001003031201203322321
00000000000000103213011020332232
00000000000000011031113032033223
$1z^{0}+1578z^{10}+56658z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,21}; W_{32}; alpha=1581; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[02122313]; b=[21213323]; c=[22203030]; $
10000000000000003222302231312232
01000000000000002021033013131223
00100000000000000311303021313122
00010000000000003311021112131312
00001000000000003312200011213131
00000100000000003221022331121313
00000010000000002311210223112131
00000001000000003211120132311213
00000000100000001323123203133212
00000000010000003330201110313321
00000000001000003100000031031332
00000000000100001101033213103133
00000000000010001313310021310313
00000000000001003230122022131031
00000000000000102103231032213103
00000000000000011331332123221310
$1z^{0}+1581z^{10}+56637z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,22}; W_{32}; alpha=1587; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[23311302]; b=[03102312]; c=[00030201]; $
10000000000000003012120002103213
01000000000000001101100120210321
00100000000000000031301232021032
00010000000000002323112013202103
00001000000000001201020321320210
00000100000000003030103202132021
00000010000000000301032130213202
00000001000000000000121013021320
00000000100000001021033232211203
00000000010000001230032223221120
00000000001000000330222202322112
00000000000100003302222010232211
00000000000010000032020131023221
00000000000001001300101033102322
00000000000000101031110213310232
00000000000000013301302211331023
$1z^{0}+1587z^{10}+56595z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,23}; W_{32}; alpha=1590; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[03203120]; b=[10223210]; c=[00010101]; $
10000000000000003102312310332310
01000000000000000033023301033231
00100000000000003300133020103323
00010000000000003001330312010332
00001000000000001003203331201033
00000100000000002012233113120103
00000010000000003112031211312010
00000001000000001120312301131201
00000000100000000131200002302130
00000000010000001312000000230213
00000000001000000110300110023021
00000000000100002133301021002302
00000000000010000323110232100230
00000000000001000201202003210023
00000000000000100032220010321002
00000000000000010322200031032100
$1z^{0}+1590z^{10}+56574z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,24}; W_{32}; alpha=1596; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[02011312]; b=[03023210]; c=[23110113]; $
10000000000000000131120202032310
01000000000000003021130100203231
00100000000000000211301320020323
00010000000000003333232312002032
00001000000000002112102031200203
00000100000000002031133013120020
00000010000000001131111101312002
00000001000000003021223030131200
00000000100000003132033203011213
00000000010000002230221110301121
00000000001000002302211221030112
00000000000100001312220332103011
00000000000010000032310323210301
00000000000001002013231122321030
00000000000000101312130102232103
00000000000000013121301110223210
$1z^{0}+1596z^{10}+56532z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,25}; W_{32}; alpha=1599; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[23010312]; b=[02113003]; c=[33001023]; $
10000000000000002113121203112002
01000000000000002330211010311200
00100000000000003302110301031120
00010000000000002323102000103112
00001000000000003231020310010311
00000100000000001111200231001031
00000010000000000210003333100103
00000001000000000003031223310010
00000000100000001330130032010213
00000000010000001202302023201021
00000000001000003321021332320102
00000000000100002112212013232010
00000000000010002323123001323201
00000000000001003231230330132320
00000000000000102312303103013232
00000000000000010322032010301323
$1z^{0}+1599z^{10}+56511z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,26}; W_{32}; alpha=1605; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[11301111]; b=[10120132]; c=[20103000]; $
10000000000000002132330210130123
01000000000000001322322021013012
00100000000000003220230012101301
00010000000000002202300131210130
00001000000000002022021003121013
00000100000000000221230020312101
00000010000000002213320332031210
00000001000000002132223003203121
00000000100000002012012111201111
00000000010000000120121331120111
00000000001000001200233333112011
00000000000100002000303333311201
00000000000010000003033333331120
00000000000001000031313303333112
00000000000000100310123210333311
00000000000000013103202131033331
$1z^{0}+1605z^{10}+56469z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,27}; W_{32}; alpha=1608; |Aut|=24; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[33223323]; b=[21012113]; c=[11233302]; $
10000000000000000101002331013112
01000000000000001010023013101311
00100000000000000100230331310131
00010000000000001002303033131013
00001000000000000023030323313101
00000100000000000230303032331310
00000010000000002303030003233131
00000001000000003030300130323313
00000000100000000211321322332232
00000000010000002113213012233223
00000000001000001132130121223322
00000000000100001321301312122332
00000000000010003213013311212233
00000000000001002130133221121223
00000000000000101301332122112122
00000000000000013013321312211212
$1z^{0}+1608z^{10}+56448z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,28}; W_{32}; alpha=1614; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=2; a=[31010121]; b=[13112110]; c=[12133310]; $
10000000000000003020231312113110
01000000000000000120122201211311
00100000000000001201222010121131
00010000000000002330011111012113
00001000000000003300111331101211
00000100000000003323322213110121
00000010000000003300130011311012
00000001000000003323131221131101
00000000100000001023003121010131
00000000010000000021112012101013
00000000001000000133311331210101
00000000000100001011322313121010
00000000000010000020131301312101
00000000000001000123122310131210
00000000000000101113012301013121
00000000000000011130123210101312
$1z^{0}+1614z^{10}+56406z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,29}; W_{32}; alpha=1617; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[31020133]; b=[23303030]; c=[20012110]; $
10000000000000000232031132202020
01000000000000002011011103220202
00100000000000000110111210322020
00010000000000001013012201032202
00001000000000000130122110103220
00000100000000001030121101010322
00000010000000000122011210101032
00000001000000001003312311010103
00000000100000002221100021030122
00000000010000002032200112103012
00000000001000000101201111210301
00000000000100001012011031121030
00000000000010000303310203112103
00000000000001003033102020311210
00000000000000100112220002031121
00000000000000011122200030203112
$1z^{0}+1617z^{10}+56385z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,30}; W_{32}; alpha=1623; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[33001330]; b=[22003121]; c=[10300131]; $
10000000000000003230333133002131
01000000000000000223321133300213
00100000000000002233211023330021
00010000000000002332110232333002
00001000000000000111122113233300
00000100000000003031231201323330
00000010000000002232302100132333
00000001000000002323021220013233
00000000100000003310233022001220
00000000010000002212300202200122
00000000001000002123002210220012
00000000000100001230022211022001
00000000000010000220232331102200
00000000000001001032303303110220
00000000000000101033003000311022
00000000000000013100010210031102
$1z^{0}+1623z^{10}+56343z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,31}; W_{32}; alpha=1626; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[32100120]; b=[11310301]; c=[32103010]; $
10000000000000000221323211210201
01000000000000002111203221121020
00100000000000001313011302112102
00010000000000003130113130211210
00001000000000001301131303021121
00000100000000003210330020302112
00000010000000002201331132030211
00000001000000002013311223203021
00000000100000000112313023100130
00000000010000001322113102310013
00000000001000003322123210231001
00000000000100003020211221023100
00000000000010000202112302102310
00000000000001002122131300210231
00000000000000101221313220021023
00000000000000012012111012002102
$1z^{0}+1626z^{10}+56322z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,32}; W_{32}; alpha=1635; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[33232010]; b=[12301300]; c=[02030100]; $
10000000000000002331020113201200
01000000000000003330302101320120
00100000000000003313323200132012
00010000000000003113331230013201
00001000000000001123010223001320
00000100000000001230102302300132
00000010000000002331222330230013
00000001000000003312223113023001
00000000100000001100223022323010
00000000010000001012132302232301
00000000001000000101220320223230
00000000000100001012203002022323
00000000000010000112231310202232
00000000000001001102210031020223
00000000000000101022100313102022
00000000000000010221003331310202
$1z^{0}+1635z^{10}+56259z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,33}; W_{32}; alpha=1641; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[03222023]; b=[31313032]; c=[02332020]; $
10000000000000002101000321212023
01000000000000001212331132121202
00100000000000002022130323212120
00010000000000000320122102321212
00001000000000003300000020232121
00000100000000003000000212023212
00000010000000000101223221202321
00000001000000001210100012120232
00000000100000003011233202333032
00000000010000000211221220233303
00000000001000002310120032023330
00000000000100003202313103202333
00000000000010002221203230320233
00000000000001002212032133032023
00000000000000102322013133303202
00000000000000013321310123330320
$1z^{0}+1641z^{10}+56217z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,34}; W_{32}; alpha=1644; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[32230211]; b=[33131311]; c=[31130300]; $
10000000000000003013032022121211
01000000000000000110113012212121
00100000000000001121303211221212
00010000000000001223323021122121
00001000000000002233230312112212
00000100000000002312130321211221
00000010000000003131221012121122
00000001000000001302332321212112
00000000100000000013212323320311
00000000010000000102232312332031
00000000001000001032201111233203
00000000000100000312300031123320
00000000000010003133122103112332
00000000000001001301130120311233
00000000000000103001223232031123
00000000000000010002310333203112
$1z^{0}+1644z^{10}+56196z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,35}; W_{32}; alpha=1650; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[11200331]; b=[23122201]; c=[01010100]; $
10000000000000002301302332133301
01000000000000003023320233213330
00100000000000000223303303321333
00010000000000002233033020332133
00001000000000002330330222033213
00000100000000003323100222203321
00000010000000003211200332220332
00000001000000002122300313222033
00000000100000001210003111300221
00000000010000002120233131130022
00000000001000001232032213113002
00000000000100002330223111311300
00000000000010003312330201131130
00000000000001003133203300113113
00000000000000101332033320011311
00000000000000013310030132001131
$1z^{0}+1650z^{10}+56154z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,36}; W_{32}; alpha=1653; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[22302110]; b=[30213001]; c=[20102013]; $
10000000000000002230030020312001
01000000000000000001330322031200
00100000000000003111313202203120
00010000000000001113132300220312
00001000000000003230313030022031
00000100000000003100110023002203
00000010000000000202120012300220
00000001000000002021200001230022
00000000100000002331130133203110
00000000010000003311301203320311
00000000001000001212022220332031
00000000000100003323202222033203
00000000000010000330032112203320
00000000000001003300321001220332
00000000000000103003210330122033
00000000000000011231123013012203
$1z^{0}+1653z^{10}+56133z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,37}; W_{32}; alpha=1659; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[30131110]; b=[31022222]; c=[03002322]; $
10000000000000000111203221033333
01000000000000001112032012103333
00100000000000002233321111210333
00010000000000000101212211121033
00001000000000002301123011112103
00000100000000000302231211111210
00000010000000000331313001111121
00000001000000003313130020111112
00000000100000002222203320121110
00000000010000001131032202012111
00000000001000001310322120201211
00000000000100002022223122020121
00000000000010001303233222202012
00000000000001002113330132220201
00000000000000100012303223222020
00000000000000011002030002322202
$1z^{0}+1659z^{10}+56091z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,38}; W_{32}; alpha=1662; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[13112331]; b=[22220001]; c=[22121033]; $
10000000000000001200321133330001
01000000000000001302003033333000
00100000000000002122313103333300
00010000000000000321212000333330
00001000000000001011011100033333
00000100000000003211303020003333
00000010000000001212222322000333
00000001000000003020100122200033
00000000100000003231322012113221
00000000010000000110311031211322
00000000001000003300021113121132
00000000000100001203320011312113
00000000000010002033200221131211
00000000000001000332002332113121
00000000000000103320023033211312
00000000000000012302113213321131
$1z^{0}+1662z^{10}+56070z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,39}; W_{32}; alpha=1668; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[02113301]; b=[33121130]; c=[12003032]; $
10000000000000003333311122131120
01000000000000001030113302213112
00100000000000001103132030221311
00010000000000000233321023022131
00001000000000001232213222302213
00000100000000001223131112230221
00000010000000002231311321223022
00000001000000003111112232122302
00000000100000000000210303112201
00000000010000003103100220311220
00000000001000000233003102031122
00000000000100000033033130203112
00000000000010001132330333020311
00000000000001000121302023302031
00000000000000102312023222330203
00000000000000013120232112233020
$1z^{0}+1668z^{10}+56028z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,40}; W_{32}; alpha=1671; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[31011120]; b=[10302220]; c=[31010032]; $
10000000000000002322223110203330
01000000000000000322033201020333
00100000000000003220332020102033
00010000000000001303122022010203
00001000000000000131022322201020
00000100000000002210021102220102
00000010000000003300112110222010
00000001000000003001121101022201
00000000100000000330232021011130
00000000010000003302320002101113
00000000001000001323301220210111
00000000000100003233012232021011
00000000000010003130221333202101
00000000000001000102110333320210
00000000000000100221200203332021
00000000000000012212002030333202
$1z^{0}+1671z^{10}+56007z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,41}; W_{32}; alpha=1677; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=2; a=[22310332]; b=[00003212]; c=[22203030]; $
10000000000000003002023300002313
01000000000000000323211330000231
00100000000000003333120313000023
00010000000000003133212031300002
00001000000000001332120123130000
00000100000000003220232102313000
00000010000000002303312200231300
00000001000000003330100100023130
00000000100000000230221233210223
00000000010000002302212033321022
00000000001000003022120323332102
00000000000100000221203122333210
00000000000010002313002302233321
00000000000001003233001110223332
00000000000000102132000021022333
00000000000000011023022132102233
$1z^{0}+1677z^{10}+55965z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,42}; W_{32}; alpha=1680; |Aut|=24; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[30301212]; b=[03112111]; c=[33203231]; $
10000000000000003200212202113111
01000000000000002002122230211311
00100000000000000021222133021131
00010000000000000212221033302113
00001000000000002122210023330211
00000100000000001222100132333021
00000010000000002221001333233302
00000001000000002210013113323330
00000000100000002023212120201313
00000000010000000232121122020131
00000000001000002321211032202013
00000000000100003212110123220201
00000000000010002121101232322020
00000000000001001211012103232202
00000000000000102110121310323220
00000000000000011101213101032322
$1z^{0}+1680z^{10}+55944z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,43}; W_{32}; alpha=1686; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[30230231]; b=[13020022]; c=[20030322]; $
10000000000000001032120112030033
01000000000000000321201331203003
00100000000000002332213133120300
00010000000000001112231303312030
00001000000000001122313300331203
00000100000000000303333230033120
00000010000000001203032203003312
00000001000000001320222020300331
00000000100000001022111120320321
00000000010000002011211112032032
00000000001000000112111121203203
00000000000100000001311132120320
00000000000010000013111003212032
00000000000001000131110020321203
00000000000000100231300132032120
00000000000000013233201103203212
$1z^{0}+1686z^{10}+55902z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,44}; W_{32}; alpha=1689; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=2; a=[11233332]; b=[02220101]; c=[02000302]; $
10000000000000003332123103330101
01000000000000002301230110333010
00100000000000001022303301033301
00010000000000003233030210103330
00001000000000001320301101010333
00000100000000000213012230101033
00000010000000001120121033010103
00000001000000003231212233301010
00000000100000003111230311322223
00000000010000003122301131132222
00000000001000003213013123113222
00000000000100000100133122311322
00000000000010001001331022231132
00000000000001001033311222223113
00000000000000100333112232222311
00000000000000012311123013222231
$1z^{0}+1689z^{10}+55881z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,45}; W_{32}; alpha=1695; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[03021031]; b=[31200133]; c=[00103020]; $
10000000000000000121111121300122
01000000000000001012101012130012
00100000000000000121010211213001
00010000000000001312132031121300
00001000000000003220300203112130
00000100000000002203002100311213
00000010000000002233031320031121
00000001000000002031333332003112
00000000100000003201302202031021
00000000010000002312002130203102
00000000001000003022011313020310
00000000000100000220113101302031
00000000000010002201131030130203
00000000000001002310330323013020
00000000000000103300313302301302
00000000000000013200123110230130
$1z^{0}+1695z^{10}+55839z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,46}; W_{32}; alpha=1698; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[30020132]; b=[01211012]; c=[02001121]; $
10000000000000002310313101311013
01000000000000003103131130131101
00100000000000001031311213013110
00010000000000003220113301301311
00001000000000002201133210130131
00000100000000000333331111013013
00000010000000002122313031101301
00000001000000002310131113110130
00000000100000001202203220030123
00000000010000000300031332003012
00000000001000000133312023200301
00000000000100003011123012320030
00000000000010002233233201232003
00000000000001002332332130123200
00000000000000101001322103012320
00000000000000013120220300301232
$1z^{0}+1698z^{10}+55818z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,47}; W_{32}; alpha=1704; |Aut|=24; (Theorem 3.1) R='F4'; lambda=1; mu=1; a=[20313312]; b=[20022323]; c=[00102212]; $
10000000000000003023332130033232
01000000000000000233321323003323
00100000000000002333213032300332
00010000000000003332130223230033
00001000000000003321302332323003
00000100000000003213023333232300
00000010000000002130233303323230
00000001000000001302333200332323
00000000100000000212220130212213
00000000010000002122201033021221
00000000001000001222010213302122
00000000000100002220102121330212
00000000000010002201021222133021
00000000000001002010212212213302
00000000000000100102122221221330
00000000000000011021222002122133
$1z^{0}+1704z^{10}+55776z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,48}; W_{32}; alpha=1707; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[13200022]; b=[00030231]; c=[30100030]; $
10000000000000002033122200020321
01000000000000000231202020002032
00100000000000002012030332000203
00010000000000000120303113200020
00001000000000001203031001320002
00000100000000002030310330132000
00000010000000000003113203013200
00000001000000000331122300301320
00000000100000000002310312300033
00000000010000000023103011230003
00000000001000000231030011123000
00000000000100002210320101112300
00000000000010002103201100111230
00000000000001001332001200011123
00000000000000103220032210001112
00000000000000012000312031000111
$1z^{0}+1707z^{10}+55755z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,49}; W_{32}; alpha=1713; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[10131012]; b=[10322131]; c=[10101110]; $
10000000000000000322000210233121
01000000000000003220002021023312
00100000000000002022000132102331
00010000000000000331011323210233
00001000000000003132133212321023
00000100000000001321332311232102
00000010000000003031303331123210
00000001000000000020003003112321
00000000100000003300310310121013
00000000010000003003103311012101
00000000001000000120023221101210
00000000000100001133202302110121
00000000000010001001013220211012
00000000000001000232112332021101
00000000000000102230133123202110
00000000000000012123311002320211
$1z^{0}+1713z^{10}+55713z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,50}; W_{32}; alpha=1716; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[13003002]; b=[12200310]; c=[02021303]; $
10000000000000001321123213300210
01000000000000000220030201330021
00100000000000002200302030133002
00010000000000002003020313013300
00001000000000003001001301301330
00000100000000000010013100130133
00000010000000000100131020013013
00000001000000003022211022001301
00000000100000002330322312002003
00000000010000001320322321200200
00000000001000001220322202120020
00000000000100002203222200212002
00000000000010002032222310021200
00000000000001003313021301002120
00000000000000102122110100100212
00000000000000011221101310010021
$1z^{0}+1716z^{10}+55692z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,51}; W_{32}; alpha=1722; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[12220013]; b=[12313102]; c=[12232210]; $
10000000000000002031013113212103
01000000000000000001320111321210
00100000000000000302010301132121
00010000000000003331312320113212
00001000000000003313123332011321
00000100000000003131233323201132
00000010000000001121200132320113
00000001000000001330323013232011
00000000100000002102031013330012
00000000010000001331101131333001
00000000001000003233333023133300
00000000000100002100203102313330
00000000000010001120313300231333
00000000000001001030000310023133
00000000000000100300003111002313
00000000000000013311220311100231
$1z^{0}+1722z^{10}+55650z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,52}; W_{32}; alpha=1725; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[13330131]; b=[12323010]; c=[03010321]; $
10000000000000002313310313232010
01000000000000001223302201323201
00100000000000000123223130132320
00010000000000003122030003013232
00001000000000001220300310301323
00000100000000001323301121030132
00000010000000001123210112103013
00000001000000002312203121210301
00000000100000002323333212220121
00000000010000002003231231222012
00000000001000002322113213122201
00000000000100002011031231312220
00000000000010002200113203131222
00000000000001002001132210313122
00000000000000103131020211031312
00000000000000011310202311103131
$1z^{0}+1725z^{10}+55629z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,53}; W_{32}; alpha=1731; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[13332131]; b=[22230131]; c=[02132132]; $
10000000000000001113212333320121
01000000000000002011000323332012
00100000000000003033120132333201
00010000000000003212322223233320
00001000000000000231130202323332
00000100000000003120133030232333
00000010000000002322213213023233
00000001000000002013303111302323
00000000100000002121023312223121
00000000010000003102121121222312
00000000001000003333103232122231
00000000000100000212111223212223
00000000000010002121112012321222
00000000000001000020311131232122
00000000000000103320032033123212
00000000000000012031111233312321
$1z^{0}+1731z^{10}+55587z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,54}; W_{32}; alpha=1734; |Aut|=6; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[30303231]; b=[11011213]; c=[10123030]; $
10000000000000003301201111011312
01000000000000003012011221101131
00100000000000000223302312110113
00010000000000002233023031211011
00001000000000002033020013121101
00000100000000000132330211312110
00000010000000001020112101131211
00000001000000000300201110113121
00000000100000001212331020202321
00000000010000002022030112020232
00000000001000000220301121202023
00000000000100002302331232120202
00000000000010003122032323212020
00000000000001001022213102321202
00000000000000100323211120232120
00000000000000013131301102023212
$1z^{0}+1734z^{10}+55566z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,55}; W_{32}; alpha=1740; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[23012003]; b=[10023113]; c=[20200311]; $
10000000000000002013213210032112
01000000000000002322102231003211
00100000000000003221022123100321
00010000000000001130231322310032
00001000000000000232333132231003
00000100000000002323331013223100
00000010000000003233310101322310
00000001000000000123131100132231
00000000100000003301020032013002
00000000010000003010200233201300
00000000001000000102002203320130
00000000000100000110002200332013
00000000000010003310012310033201
00000000000001000220133321003320
00000000000000101121323102100332
00000000000000013003201030210033
$1z^{0}+1740z^{10}+55524z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,56}; W_{32}; alpha=1743; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[31223203]; b=[31103000]; c=[11101010]; $
10000000000000000222300321102000
01000000000000002120030302110200
00100000000000001301312300211020
00010000000000003112132000021102
00001000000000001323302110002110
00000100000000003332030001000211
00000010000000003320300330100021
00000001000000003001021133010002
00000000100000000030201221332302
00000000010000000001021312133230
00000000001000000313220301213323
00000000000100003132203020121332
00000000000010001120012112012133
00000000000001001200121121201213
00000000000000102001211122120121
00000000000000010012111232212012
$1z^{0}+1743z^{10}+55503z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,57}; W_{32}; alpha=1749; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[31311012]; b=[32111231]; c=[20001020]; $
10000000000000003130130023111321
01000000000000001202300322311132
00100000000000002321003032231113
00010000000000003313030013223111
00001000000000003033300321322311
00000100000000000333003222132231
00000010000000003233032122213223
00000001000000002131321012221322
00000000100000002231222121211013
00000000010000002113221312121101
00000000001000001031213021212110
00000000000100000211130202121211
00000000000010002012302120212121
00000000000001000322021322021212
00000000000000103122213332202121
00000000000000011321133323220212
$1z^{0}+1749z^{10}+55461z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,58}; W_{32}; alpha=1752; |Aut|=24; (Theorem 3.1) R='F4'; lambda=3; mu=2; a=[12020213]; b=[01133212]; c=[03113002]; $
10000000000000000332012201122313
01000000000000003320122010112231
00100000000000003201220121011223
00010000000000002012201112101122
00001000000000000122011331210112
00000100000000001220113033121011
00000010000000002201130223312101
00000001000000002011302322331210
00000000100000001220120013030312
00000000010000002201200231303031
00000000001000002012002323130303
00000000000100000120023312313030
00000000000010001200233001231303
00000000000001002002330210123130
00000000000000100023302301012313
00000000000000010233023010101231
$1z^{0}+1752z^{10}+55440z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,59}; W_{32}; alpha=1758; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[03131032]; b=[01010123]; c=[30021120]; $
10000000000000000313202301010132
01000000000000003323223310101013
00100000000000003110133021010101
00010000000000001310130232101010
00001000000000003223002303210101
00000100000000002230023130321010
00000010000000002111031003032101
00000001000000001023210130303210
00000000100000002101301002121023
00000000010000001331310220212102
00000000001000003313102212021210
00000000000100003213322001202121
00000000000010002133220130120212
00000000000001001010101213012021
00000000000000100032112031301202
00000000000000010130320313130120
$1z^{0}+1758z^{10}+55398z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,60}; W_{32}; alpha=1761; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=2; a=[02233332]; b=[21123111]; c=[02212030]; $
10000000000000002330031031132111
01000000000000003101001333113211
00100000000000001211302133311321
00010000000000002211103233331132
00001000000000002213110313333113
00000100000000002233021321333311
00000010000000002032331332133331
00000001000000000122002333213333
00000000100000001323031003322223
00000000010000003333123220332222
00000000001000003232001112033222
00000000000100002121300111203322
00000000000010001111123311120332
00000000000001001012000211112033
00000000000000100023231221111203
00000000000000010331121022111120
$1z^{0}+1761z^{10}+55377z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,61}; W_{32}; alpha=1767; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[03011200]; b=[32031131]; c=[12001022]; $
10000000000000002130223023021121
01000000000000002000233032302112
00100000000000000002330213230211
00010000000000001120303331323021
00001000000000000300032233132302
00000100000000001201320113313230
00000010000000002013201101331323
00000001000000000132011220133132
00000000100000003310223102011300
00000000010000001303233200201130
00000000001000003032332100020113
00000000000100003021322120002011
00000000000010001310220032000201
00000000000001002001201233200020
00000000000000103310011003320002
00000000000000012003111010332000
$1z^{0}+1767z^{10}+55335z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,62}; W_{32}; alpha=1770; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[00031213]; b=[11321312]; c=[20202000]; $
10000000000000001020110111231213
01000000000000000201101111123121
00100000000000002011011021112312
00010000000000000112130032111231
00001000000000001122330323211123
00000100000000001222313012321112
00000010000000002220100231232111
00000001000000002203022023123211
00000000100000000332001000021312
00000000010000003323020330002131
00000000001000003232223123000213
00000000000100002323221212300021
00000000000010003231222121230002
00000000000001002310201132123000
00000000000000103101021103212300
00000000000000011011201200321230
$1z^{0}+1770z^{10}+55314z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,63}; W_{32}; alpha=1779; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[32012103]; b=[23031222]; c=[32003022]; $
10000000000000000320100332021333
01000000000000001002001323202133
00100000000000000020013122320213
00010000000000001302130222232021
00001000000000001222300232223202
00000100000000003321003313222320
00000010000000003210033301322232
00000001000000001201330210132223
00000000100000003103112223013102
00000000010000002330121212301310
00000000001000003301212201230131
00000000000100000313121230123013
00000000000010002033213223012301
00000000000001002131130132301230
00000000000000103112303103230123
00000000000000013320033020323012
$1z^{0}+1779z^{10}+55251z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,64}; W_{32}; alpha=1788; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[12222310]; b=[33322211]; c=[03020312]; $
10000000000000000003322222233311
01000000000000002103021032223331
00100000000000003100013233222333
00010000000000003130331323322233
00001000000000003233110322332223
00000100000000001121202322233222
00000010000000000132121112223322
00000001000000001321211011222332
00000000100000000302132113333210
00000000010000000231020001333321
00000000001000001100101030133332
00000000000100003131213113013333
00000000000010003222332321301333
00000000000001000313120322130133
00000000000000102211301022213013
00000000000000013233112222221301
$1z^{0}+1788z^{10}+55188z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,65}; W_{32}; alpha=1794; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=1; a=[30301031]; b=[31001121]; c=[01000101]; $
10000000000000003320332321001131
01000000000000003203323322100113
00100000000000003023232312210011
00010000000000000232323321221001
00001000000000000303231022122100
00000100000000003032310002212210
00000010000000001333101300221221
00000001000000001311011120022122
00000000100000002000201320201021
00000000010000002022011222020102
00000000001000000220112232202010
00000000000100002201122003220201
00000000000010000031222220322020
00000000000001002332220002032202
00000000000000100312203230203220
00000000000000011102030003020322
$1z^{0}+1794z^{10}+55146z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,66}; W_{32}; alpha=1797; |Aut|=3; (Theorem 3.1) R='F4'; lambda=3; mu=3; a=[11133110]; b=[12303021]; c=[00102030]; $
10000000000000003020011113202031
01000000000000000001121221320203
00100000000000000210222012132020
00010000000000002001200001213202
00001000000000000111020130121320
00000100000000001311231003012132
00000010000000003313320330301213
00000001000000003133203213030121
00000000100000002330203111122110
00000000010000003000021101112211
00000000001000000103231220111221
00000000000100001032312022011122
00000000000010000220100332201112
00000000000001002201003033220111
00000000000000102312020123322011
00000000000000013321231122332201
$1z^{0}+1797z^{10}+55125z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,67}; W_{32}; alpha=1812; |Aut|=3; (Theorem 3.1) R='F4'; lambda=2; mu=1; a=[01110103]; b=[12100213]; c=[33230020]; $
10000000000000001111022313100312
01000000000000001010031311310031
00100000000000000000101331131003
00010000000000000101201223113100
00001000000000001012012002311310
00000100000000000020332300231131
00000010000000000203323030023113
00000001000000002333301123002311
00000000100000001111221101110102
00000000010000001312132210111010
00000000001000003021130301011101
00000000000100000211303330101110
00000000000010002113033003010111
00000000000001001330013130301011
00000000000000103200323333030101
00000000000000012303302233303010
$1z^{0}+1812z^{10}+55020z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,68}; W_{32}; alpha=1833; |Aut|=3; (Theorem 3.1) R='F4'; lambda=1; mu=3; a=[31011212]; b=[02231013]; c=[00203010]; $
10000000000000001210222103321012
01000000000000002303211320332101
00100000000000003032113112033210
00010000000000000120101201203321
00001000000000001000022010120332
00000100000000000302230321012033
00000010000000003223333032101203
00000001000000002131320233210120
00000000100000002133003321011313
00000000010000001032023132101131
00000000001000000022221313210113
00000000000100000321233031321011
00000000000010003013300013132101
00000000000001000133000211313210
00000000000000101131032001131321
00000000000000011213300310113132
$1z^{0}+1833z^{10}+54873z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,69}; W_{32}; alpha=1848; |Aut|=24; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[10020133]; b=[10122220]; c=[31133012]; $
10000000000000001000013010133330
01000000000000000000130301013333
00100000000000000001303020101333
00010000000000000013030022010133
00001000000000000130300022201013
00000100000000001303000022220101
00000010000000003030000332222010
00000001000000000300003203222201
00000000100000003023312010030122
00000000010000000233120211003012
00000000001000002331202011100301
00000000000100003312020131110030
00000000000010003120201203111003
00000000000001001202012220311100
00000000000000102020122302031110
00000000000000010201223100203111
$1z^{0}+1848z^{10}+54768z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,70}; W_{32}; alpha=1896; |Aut|=48; (Theorem 3.1) R='F4'; lambda=2; mu=3; a=[31102210]; b=[02102210]; c=[32232301]; $
10000000000000003022030003103310
01000000000000000220300200310331
00100000000000002203002030031033
00010000000000002030020123003103
00001000000000000300201122300310
00000100000000003002011002230031
00000010000000000020110230223003
00000001000000000201102023022300
00000000100000003301300321103310
00000000010000003013003202110331
00000000001000000130032230211033
00000000000100001300322023021103
00000000000010003003220322302110
00000000000001000032203202230211
00000000000000100322032030223021
00000000000000013220320033022302
$1z^{0}+1896z^{10}+54432z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,71}; W_{32}; alpha=1248; |Aut|=24; (Theorem 3.1) R='F4+uF4'; lambda=3; mu=2; a=[9C33]; b=[3EF3]; c=[C188]; $
10000000000000001301133313112123
01000000000000002130113331121212
00100000000000000213111311213121
00010000000000001021111112122312
00001000000000001111122203203330
00000100000000002111312232000333
00000010000000002211331220011033
00000001000000002221333100131103
00000000100000001211023003032013
00000000010000002113230020300131
00000000001000001131300102031310
00000000000100001313001220203103
00000000000010003123201130120321
00000000000001001312220101212032
00000000000000103131222012103203
00000000000000012313022221021320
$1z^{0}+1248z^{10}+58968z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,72}; W_{32}; alpha=1320; |Aut|=18; (Theorem 3.1) R='F4+uF4'; lambda=5; mu=F; a=[29F1]; b=[3429]; c=[4B16]; $
10000000000000001030123112121203
01000000000000000012210231010001
00100000000000001130131213200123
00010000000000002310012130313003
00001000000000002313300103030212
00000100000000000113202133200033
00000010000000002022300331202023
00000001000000000322211002021013
00000000100000000201321003220312
00000000010000000112023321202132
00000000001000002031101210331313
00000000000100001103121222130230
00000000000010003031012232103213
00000000000001002032333202230233
00000000000000100103223233321320
00000000000000010013303000312310
$1z^{0}+1320z^{10}+58464z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,73}; W_{32}; alpha=1500; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=F; mu=3; a=[34CB]; b=[38A9]; c=[8A80]; $
10000000000000002220213223213002
01000000000000001131201012010310
00100000000000002122011302002023
00010000000000001021323323012201
00001000000000001323020000230220
00000100000000001311021113022013
00000010000000003101001132302310
00000001000000002333310310330113
00000000100000001122032310222310
00000000010000001101220322230002
00000000001000002311003301310033
00000000000100000313013310003002
00000000000010001200230311313222
00000000000001001313230032131031
00000000000000100130311110203210
00000000000000010212223122102202
$1z^{0}+1500z^{10}+57204z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,74}; W_{32}; alpha=1518; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=F; mu=1; a=[ECD5]; b=[1AC4]; c=[3C0C]; $
10000000000000003212213230131030
01000000000000003322223310131322
00100000000000002320112102202133
00010000000000001332121213111302
00001000000000003211231110210022
00000100000000002301221200313003
00000010000000001323001330133211
00000001000000001222101300233322
00000000100000001013012212302331
00000000010000001311321321002120
00000000001000001331123303300233
00000000000100001313002001300021
00000000000010001331220210122103
00000000000001001131322131113000
00000000000000101232211122133101
00000000000000010123123333333333
$1z^{0}+1518z^{10}+57078z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,75}; W_{32}; alpha=1542; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=1; mu=3; a=[5CC9]; b=[CFAB]; c=[48C1]; $
10000000000000001010323001302331
01000000000000000001130032312002
00100000000000001010303210013123
00010000000000000101230300133312
00001000000000002123023012011312
00000100000000003202312113003212
00000010000000002020230023200202
00000001000000000032010022210120
00000000100000000210113311010031
00000000010000001300322311300230
00000000001000002201003302121301
00000000000100000112100110313301
00000000000010003322120000121101
00000000000001002012233103221102
00000000000000102031110322000010
00000000000000011323333010111301
$1z^{0}+1542z^{10}+56910z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,76}; W_{32}; alpha=1554; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=F; mu=F; a=[3368]; b=[DEEF]; c=[A31C]; $
10000000000000000023303130231103
01000000000000002133222113023020
00100000000000001132131110301202
00010000000000001201332221313132
00001000000000002020030221103113
00000100000000002123021202223023
00000010000000001230312200011013
00000001000000001000320002313021
00000000100000002000313002120201
00000000010000002113333223123302
00000000001000001111312302110120
00000000000100003311112202212223
00000000000010000311311132212002
00000000000001002220233213101120
00000000000000103221230122010123
00000000000000010013013001122331
$1z^{0}+1554z^{10}+56826z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,77}; W_{32}; alpha=1806; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=A; mu=3; a=[C6BD]; b=[1A26]; c=[09AB]; $
10000000000000000023033121010212
01000000000000001102310023033303
00100000000000000313031031202201
00010000000000003132102021331033
00001000000000003332330300232221
00000100000000001300233121231110
00000010000000000210100231110001
00000001000000001000213023213101
00000000100000002132230333333132
00000000010000000121030223010321
00000000001000002231211311002301
00000000000100001030110103111022
00000000000010001101331221222223
00000000000001001201101101310120
00000000000000103020230113030121
00000000000000010021223011301310
$1z^{0}+1806z^{10}+55062z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,78}; W_{32}; alpha=1830; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=5; mu=3; a=[A00A]; b=[75CD]; c=[040F]; $
10000000000000000210022212031301
01000000000000003023302011031202
00100000000000001310111212201013
00010000000000000201031230200201
00001000000000000210121203313020
00000100000000003012312000101313
00000010000000003311130111332200
00000001000000003033301113310313
00000000100000001112001111321110
00000000010000003130201210301120
00000000001000000033212222011122
00000000000100002200102130102002
00000000000010001110213011130311
00000000000001002303023211102132
00000000000000100010310113301200
00000000000000011321020200331301
$1z^{0}+1830z^{10}+54894z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,79}; W_{32}; alpha=1842; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=1; mu=2; a=[62B3]; b=[D70F]; c=[5FA0]; $
10000000000000000111122210303300
01000000000000001011212203020330
00100000000000001101221232110033
00010000000000001110222121113003
00001000000000001333111103222312
00000100000000003133111133032231
00000010000000003313111130311223
00000001000000003331111100033122
00000000100000001023022011320330
00000000010000000231220011133300
00000000001000002011302021131030
00000000000100000311321232211323
00000000000010002002331202110203
00000000000001002200233122023020
00000000000000100220123320230302
00000000000000010022312300022030
$1z^{0}+1842z^{10}+54810z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,80}; W_{32}; alpha=1860; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=3; mu=F; a=[5F19]; b=[CFE2]; c=[5241]; $
10000000000000002310112210133000
01000000000000000103013332313233
00100000000000002302231303130002
00010000000000002121302212132300
00001000000000003103301203332112
00000100000000001301031121002302
00000010000000001010030311120111
00000001000000002100011203223201
00000000100000002100201312323002
00000000010000001113120300012320
00000000001000002110031022033022
00000000000100003020113232201333
00000000000010001011132130323013
00000000000001000302121302020010
00000000000000101030230133003100
00000000000000010011322112132022
$1z^{0}+1860z^{10}+54684z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,81}; W_{32}; alpha=1866; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=F; mu=1; a=[ADE2]; b=[E9C3]; c=[F0FF]; $
10000000000000003103303023133231
01000000000000001233202223122213
00100000000000001000212100321132
00010000000000001110012211130332
00001000000000001020131200230030
00000100000000003112100110013303
00000010000000001023120023000013
00000001000000002011112001212223
00000000100000000123221102102132
00000000010000002012321222233233
00000000001000001013112120202232
00000000000100002121133213233032
00000000000010000130212212112102
00000000000001000033320021311012
00000000000000100100331030013330
00000000000000010333313202323000
$1z^{0}+1866z^{10}+54642z^{12} GL-K:0 GL-LK:0$

?16 32 4 $ C_{32,82}; W_{32}; alpha=1884; |Aut|=6; (Theorem 3.1) R='F4+uF4'; lambda=3; mu=A; a=[16AF]; b=[0BBE]; c=[FC5F]; $
10000000000000000110230012022132
01000000000000001000200130302223
00100000000000001012301012123231
00010000000000000031220310122320
00001000000000003323023021013221
00000100000000002003311323213310
00000010000000000010211220030330
00000001000000000102023001323010
00000000100000001211333002120333
00000000010000003030120131303201
00000000001000000211030212122311
00000000000100003033112330303020
00000000000010003323220202320020
00000000000001001332322023200002
00000000000000102323312120133001
00000000000000013210100021100310
$1z^{0}+1884z^{10}+54516z^{12} GL-K:0 GL-LK:0$