t designs with small t, id ge 3900
# 3900: 5-(24,12,22278)
# 3901: 5-(24,12,22284)
# 3902: 5-(24,12,22290)
# 3903: 5-(24,12,22296)
# 3904: 5-(24,12,22302)
# 3905: 5-(24,12,22308)
- clan: 13-(32,16,429), 4 times derived, 4 times residual
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$ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
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residual design of 6-(25,12,12012) (# 10178)
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derived from 6-(25,13,22308) (# 10191)
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residual design of supplementary of 6-(25,12,15120) (# 10193)
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derived from supplementary of 6-(25,13,28080) (# 10194)
# 3906: 5-(24,12,22314)
# 3907: 5-(24,12,22320)
# 3908: 5-(24,12,22326)
# 3909: 5-(24,12,22332)
# 3910: 5-(24,12,22338)
# 3911: 5-(24,12,22344)
# 3912: 5-(24,12,22350)
# 3913: 5-(24,12,22356)
# 3914: 5-(24,12,22362)
# 3915: 5-(24,12,22368)
# 3916: 5-(24,12,22374)
# 3917: 5-(24,12,22380)
# 3918: 5-(24,12,22386)
# 3919: 5-(24,12,22392)
# 3920: 5-(24,12,22398)
# 3921: 5-(24,12,22404)
# 3922: 5-(24,12,22410)
# 3923: 5-(24,12,22416)
# 3924: 5-(24,12,22422)
# 3925: 5-(24,12,22428)
# 3926: 5-(24,12,22434)
# 3927: 5-(24,12,2244)
# 3928: 5-(24,12,22440)
# 3929: 5-(24,12,22446)
# 3930: 5-(24,12,22452)
# 3931: 5-(24,12,22458)
# 3932: 5-(24,12,22464)
# 3933: 5-(24,12,22470)
# 3934: 5-(24,12,22476)
# 3935: 5-(24,12,22482)
# 3936: 5-(24,12,22488)
# 3937: 5-(24,12,22494)
# 3938: 5-(24,12,22500)
# 3939: 5-(24,12,22506)
# 3940: 5-(24,12,22512)
# 3941: 5-(24,12,22518)
# 3942: 5-(24,12,22524)
# 3943: 5-(24,12,22530)
# 3944: 5-(24,12,22536)
# 3945: 5-(24,12,22542)
# 3946: 5-(24,12,22548)
# 3947: 5-(24,12,22554)
# 3948: 5-(24,12,22560)
# 3949: 5-(24,12,22566)
# 3950: 5-(24,12,22578)
# 3951: 5-(24,12,22584)
# 3952: 5-(24,12,22590)
# 3953: 5-(24,12,22596)
# 3954: 5-(24,12,22602)
# 3955: 5-(24,12,22608)
# 3956: 5-(24,12,22614)
# 3957: 5-(24,12,22620)
# 3958: 5-(24,12,22626)
# 3959: 5-(24,12,22632)
# 3960: 5-(24,12,22638)
# 3961: 5-(24,12,22644)
# 3962: 5-(24,12,22650)
# 3963: 5-(24,12,22656)
# 3964: 5-(24,12,22662)
# 3965: 5-(24,12,22668)
# 3966: 5-(24,12,22674)
# 3967: 5-(24,12,22680)
# 3968: 5-(24,12,22686)
- clan: 7-(24,12,2786), 2 times reduced t
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$ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
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Tran van Trung construction with complementary design for 5-(23,11,8358) (# 9614)
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design 6-(24,12,8358) (# 9616) with respect to smaller t
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Tran van Trung construction (left) for 5-(23,12,14328) (# 9620) : der= 5-(23,11,8358) and res= 5-(23,12,14328) - the given design is the residual.
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supplementary design of 6-(24,12,10206) (# 9624) with respect to smaller t
# 3969: 5-(24,12,22692)
# 3970: 5-(24,12,22698)
# 3971: 5-(24,12,22704)
# 3972: 5-(24,12,22710)
# 3973: 5-(24,12,22716)
# 3974: 5-(24,12,22722)
# 3975: 5-(24,12,22728)
# 3976: 5-(24,12,22734)
# 3977: 5-(24,12,2274)
# 3978: 5-(24,12,22740)
# 3979: 5-(24,12,22746)
# 3980: 5-(24,12,22752)
# 3981: 5-(24,12,22758)
# 3982: 5-(24,12,22764)
# 3983: 5-(24,12,22770)
# 3984: 5-(24,12,22776)
# 3985: 5-(24,12,22782)
# 3986: 5-(24,12,22788)
# 3987: 5-(24,12,22794)
# 3988: 5-(24,12,228)
# 3989: 5-(24,12,22800)
# 3990: 5-(24,12,22806)
# 3991: 5-(24,12,22812)
# 3992: 5-(24,12,22818)
# 3993: 5-(24,12,22824)
# 3994: 5-(24,12,22830)
# 3995: 5-(24,12,22836)
# 3996: 5-(24,12,22842)
# 3997: 5-(24,12,22848)
# 3998: 5-(24,12,22854)
# 3999: 5-(24,12,22860)
created: Fri Oct 23 11:09:59 CEST 2009