1. FFFF80001FE00FF803FA0100FF783C1E1E1E8663303FC83307E67881E3333E0EAB5554A1D2D95 95331934AD664D817BC49A4D8D2E92B556917189E9E68A30E7D12B43D1539C586EA68C72C359C CCA955B10763AAA1EB07952AB1B6A4A43DDA27136687287A652DCCE84BD12556694E5A5E90E48 FA2C99C65936CC34F08F86C692EE2C94ACE52C3695666AD5127651C7384E3C653C87952A9A58 The number of non-isomorphic designs = 22 Hadamard matrix has automorphism group of order = 72 Distribution of descendants is [16,1] [4,3] [1,2] [1,6] 2. FFFF80001FE00FF803FA0100FF783C1E1E1E8663303FC83307E67881E3333E0F8B4716A1E4CB9 D12B854CB5650BD3C9A499C6922F92A3B5B151B1A6558E316B722D458F14BCC8AD555562C336A E3196456B85D2C5B23749534B618F2A59936D49358655B6265574AA347AC1C93A8CADE5690E64 A669A9C16F86D435475871669B84B8B8ADA81BD91564F710D2734E52A64D66749E079C42E638 The number of non-isomorphic designs = 22 Hadamard matrix has automorphism group of order = 72 Distribution of descendants is [16,1] [4,3] [1,2] [1,6] 3. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FC81726E67451D612BE1C652735A827DCA 5947851E1AE64B80FF14C4CDB24E91D365B3119699AB461EC46AC3C334F8C72865E6A558C91E5 B31986E52B3C2A6A4CF2A52A6F2992A4759E459354A5A7A2671B33234B61A9798963AAA2ACE84 EA3599AB46268F3515E32CA65CA2EAD0AB6947A294E67D1922736346B43C9A1D56476A8E41E8 The number of non-isomorphic designs = 1296 Hadamard matrix has automorphism group of order = 1 Distribution of descendants is [1296,1] 4. FFFF80001FE00FF803FA0100FF783C1E1E1E86623A3BC82B34A6F4926172BE0E5B8AB8A90B96B 4D43C9D1B1A62E86D274AD283CE9931CE265B1A66C8D4E2B1B7838C358DCD34865E4DB14C935C 718D88DD53362C8B44FF054C72E64CA3E1AD46932B355C2A5C69C54B4B714B14E8E555C370E0B 7B41D1AA1EC94D33963512E655695E44B760331E9568D3BC8276C136E43CC561AAC7175CA6A0 The number of non-isomorphic designs = 324 Hadamard matrix has automorphism group of order = 4 Distribution of descendants is [324,1] 5. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FA38634C7714CA556D6117AB4B4B01ECAE A553161B31E8B1AD5934AC6594AB92E1E1DA31ACA8CD8E314FE236458E94BB886B8CF21AD12BA 9E2592AC8FB431A3658E95A19934CEA92EDA0CD4C96B2A72666572D449E8D9A648EB4C1E1CE4A B911E9AA8C3DB4346D5951C5C477464C9ED0633A91ECBB05A1E4E15AB235E41DAA866D9CCE20 The number of non-isomorphic designs = 324 Hadamard matrix has automorphism group of order = 4 Distribution of descendants is [324,1] 6. FFFF80001FE00FF803FA0100FF783C1E1E1E8663303FA88B15E6716C4932BE0EB26D2CB18993A 4F4A5592B368C1ED1BC4C5703EF09853EA4CD16B4A1E4E2A97B4C1C36C4F85A863D72958D43A1 39AD912F965930DA6D2B25839D5638A665477294A3BE22AA6878F1C64BC8A655A8DC6A6D84D27 9998599AAA38D532E31CD1C5C651D4D4B352C7E214F4B55581D93391723AC9A91AC5DB0A59B0 The number of non-isomorphic designs = 164 Hadamard matrix has automorphism group of order = 8 Distribution of descendants is [160,1] [4,2] 7. FFFF80001FE00FF803FA0100FF783C1E1E1F04723A3B98E13487F0D921E7960DB2AB8CA992A4C F3511B3E52A887BE24B4A969866E94A3CE98B25A3A3C8E38AC95C9C5A72536585D96B170D15AA 5AC594AB2695B15995A66591989FA8B08FD8AA94C6D582DA66E32C474785BC26A8D9565F20D87 21D569AE30CAD331E8E662C5AA62D698AD87C466933AA67581C36F32E037685562C6BA8761E0 The number of non-isomorphic designs = 164 Hadamard matrix has automorphism group of order = 8 Distribution of descendants is [160,1] [4,2] 8. FFFF80001FE00FF803FA0100FF783C1E1E1F04723A3B98C934A6F0DC21E3B60CBAD8E8A9AA03F 874A47E813E8A973598CC86D26F8948E9EA4D2476D4A5A3365C619C5695AB8C875C48E9AD09DD 2999947455CB314E7348B58B654CAAA96353D294D0F43D1A71586CAD4B89BA2AA8BD4CCCE0E74 439179B0D49A7931E8D993858A79D740ACD8E29D1372996E41D34E334A34DAAE5285F18B4698 The number of non-isomorphic designs = 164 Hadamard matrix has automorphism group of order = 8 Distribution of descendants is [160,1] [4,2] 9. FFFF80001FE00FF803FA0100FF783C1E1E1F0662383F98A326E670F24632BE183D7178AA1C85C DB4A6515F1A926D3C19CC4779343982BDC93923A9D2AD227C596A543B32A2AB86AD33B48D24BB 249D92979368B0E569CE8551B60E5AA5652BCC948F52D65268F1A8D64CE8AE45C95AC9D614E53 41BD91A638EB4C3391B611E575452E64A9CDC93A132E7C51A1E43A99C63B68351E45DA31CAA8 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 10. FFFF80001FE00FF803FA0100FF783C1E1E1F0662383F98A334C770C74956E60D56E43CAA2991D 674B2545BA68A973CA4CC4E72707944F49F5123E2A699A349AE4E345AB270B386CB36AA4D12E2 F69192796529B1A645766590BE32E2A94B5CAC94F0A55C5A63C63CCA4AE368D8A8E6AE14ACE4C C33AD1AA2EA4D5321BFA11C5B925A0BCA7B1C9CC133972B341E2E164DA35A9731E05EE02ECA8 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 11. FFFF80001FE00FF803F30180FE791C0E1E3F0A61383F9A0B30E6F07652EC3603BBB350AA29C36 9B491E59B168D0ED2974C876707694D28F65324CBD32C635E0962DC54F38AAA87B092DE8D22D4 7785A2C6B51B3236636AA561AE0E2EA71A0BDE145AAE56627258B8B54AD4DC89A8F46D41ACE94 C2B6D1AAAA8A673199F613253D4B1CC49CD934CE13665D9521CA3D5B84387A754B06F9099C38 The number of non-isomorphic designs = 324 Hadamard matrix has automorphism group of order = 4 Distribution of descendants is [324,1] 12. FFFF80001FE00FF803F30180FE791C0E1E3F0A61383F986316E6B0F45192BE0CB7C329AB4481F 4F521B6C1EA926C8F70CD05E554D91AD2CF2922E5CB32A31B955A8C36C4EC3C86677A14CD0AE3 9B3194AB233B310F73994585D69866AC4B4A9B5550E5AD8A5751372A49E8BB18A8F1AA3728D33 339459961DCB523179536585963E941CAE8D345C93BA155591F1A3053E3B2C1E5986AD34B780 The number of non-isomorphic designs = 324 Hadamard matrix has automorphism group of order = 4 Distribution of descendants is [324,1] 13. FFFF80001FE00FF803FA0100FF783C1E1E1F0662383F98A326E67261CB1AAE1564D72CA94AC2E C74A722997A8A57D819CA53A8EE1930BA5B7123A5F0A3A3872A663C539A786C85EC4F324D1651 BAC995173256B1C58D8CB582DE6594AA2D2E5994B651783A4EE38C78473A6256A8CC7F1548E07 D6ACA1A64D5A743334C96B25955EA434AD94C5D3136B137C81E4E1C4763B62554AC6F825A6A8 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 14. FFFF80001FE00FF803FA0100FF783C1E1E1F04723A3B98C934A6F246D45A9E19A42FCCAA0EA8C CF4B251E4AE8771994B4C1D6B43C94A5E54E325A3B321E278DA3D443B49986E868F1EBA0D1872 EB9192E52B26B115F689A55498CE6CA93C63AA9469BE8A325CA9E03D4AEC47A468EA5C53C4E4D 42E7919F10A65B330DD27525B5163654B157D2A5133B2CB341E332670E3A9C9A3346B62ADAC0 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 15. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FA88734C77211F95E162570B6B2B1858F1 575136999668C6AC967491BA9D6891B4E8F291B5246D962D39645AC3E84AD538669EC85CCA1D5 35E18D870B78B1566AB0D591AC6A4EAC3A13B1D4765C51D25D19C58B4A95BE0E88BE49E330E38 A67331A93BA05732CB27B285AAA29EB0B0E76CC9136B353231E32A55723999E53246DB039AD0 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 16. FFFF80001FE00FF803FA0100FF783C1E1E1F0662383F98A326E6720D7A33A6165AD247AA0B8DA 674B380DD568CB34556CAC954A6B940FEE31923C6A9CE22CD8786D44F471DC286D53594CD3076 9335929A6BD130CEBC91A5529970ECA62E877854B32376C26A7322B34ABA276588EE19943CE56 42B571C2B6AB4632B1E652659CA9E1A49D8CA5EA132D794781E2D30E963974B32546F12E89A8 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 17. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FA80F64E67158D253AE12D68F86B0AB0BE 9552273A2EA8A37B48ACC176B47493C32694F1B3834C9E2CD513E4C3725AA6A85D8EA9B0D18D9 CB0D8D166AB630D6B86B259C885E72A963B903D4C78B12F2694D39C64A9B730D28D6C1F6C0D45 B86B19A2EA3AAC33B0935AA5C5551AB4B34CD3AA13B52B11B1E4D199A634E3D4CC86799E4C60 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 18. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FA88726E67268C633AE14D75307B087BD0 9D46968E1CE8C7247EA4A372669692B545E531B1C4D72631576AB144F478AAA8731AE178D03EA CAB19237A658B0F267358591A8DA74AA5A46D994F125A53A531F2DC44736591968DB269968E8A 62B659AA97066D31B372B245C4D68CCCB74435C393750DD2C1CB8D70AA369AF04746B58AD780 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 19. FFFF80001FE00FF803FA0100FF783C1E1E1F07403C3F9887744770E8CC669E0CE7598AAA138D5 574B1C3499E878735AA4C1778AB4960D87B8B23A6AD2B230F5722D45E6127398672E2EC4D22B2 5FC1A2A79A13B127B46CC54C5B54D4A93693CC54C9B383CA6B306DA64ABA176988EB1A8A5CE52 B46A59A959339A3296BCA2C59ACCE3449CD5C49693744DCB81DB0A8D9A36B2561D86B9569C18 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 20. FFFF80001FE00FF803FA0100FF783C1E1E1F07403C3F9887744770E8CC669E0CE7598AAA0EA2E C7483EE8A5A878793A64C19E6D32960D8D99B239CB51D236B0559CC5E8872A78672D35D0D22B2 D3E195272539B14D8CF2C58CAD4D16A94E5C9A94D1A95DA269B247C54A6D5728C8D71CD0D4E4A D8C569AC94B94732A5DA72259C973298AB59B42C93B50759A1CD923FA03671709785D55C2958 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 21. FFFF80001FE00FF803FA0100FF783C1E1E1E8663303FC83307E67461CA3AAE1A2CB56AA83746D C943959E4D26553314DCB0752CA7919B7319519C533F0A2AA7D186C39E0CA7C86F16A866C92BB A11D86B3C3592A31F2A7852B29E938A4DA96E19352D6256A64F1732A4BD0A35CA96748B54CE82 E69399C98D4D2E35E806C9E65ACA3CA4AB34B66C13A99A3962726EA3923B4A2E6C47173CAAA0 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 22. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FC28734E73431C1FB162177A25AA887F51 4B447693B1A66A2358BCB24D0EB9932E52A5B1B2C51F262AC67A3C43A8F314785DC5B164CB322 98BD949726B8AC8DA38D95316AC96CA5A9B293538CA4DD1A565BC51349E8E2DC88D5A5E630E07 7A9951A716748B349AB3AA8674A64B4CB938393A95A64ADCA23F2656703AC6721B871D553CA0 The number of non-isomorphic designs = 648 Hadamard matrix has automorphism group of order = 2 Distribution of descendants is [648,1] 23. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FC31626E67413B2BAA62954AC6EA893DE0 8F4C4B19B6665163CD5496CA2E2D92A6F1B07193972AD22CCC8BF243A6B907385F26C634CC875 2C9D865796B82C94F229754D1B2D94A54E7C0F133991D70A5A96C4B94A3D596948F381D61CE63 8A3359A9A6932D343B4B96466AC2AB58B13DD2C615744B73223E8EB1983C354E564778466AA8 The number of non-isomorphic designs = 1296 Hadamard matrix has automorphism group of order = 1 Distribution of descendants is [1296,1] 24. FFFF80001FE00FF803FA0100FF783C1E1E1E8742383FC30770C77842F0E71E2670BB92A4374CD B131C5A98AE59166A5ACA4E74A47933911F1D16A54ABD22AA6BAA944EAAD968872E6625AC5392 D9B1689A2DE4ACA6A27555525B50F4A4B6D48E936C43953A61D6CD3446D1E5B1287CCF1318E05 FD8C31A7191F6433960DA6663D19E270B92C742796A6547AA2AAD715624EE1A4D4C7668CA6C8 The number of non-isomorphic designs = 1296 Hadamard matrix has automorphism group of order = 1 Distribution of descendants is [1296,1]