t designs with small t, id ge 3500
# 3500: 5-(24,12,19956)
# 3501: 5-(24,12,19962)
# 3502: 5-(24,12,19968)
- clan: 13-(32,16,384), 4 times derived, 4 times residual
-
$ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
-
residual design of 6-(25,12,10752) (# 17818)
-
residual design of supplementary of 6-(25,12,16380) (# 17819)
-
derived from 6-(25,13,19968) (# 17821)
-
derived from supplementary of 6-(25,13,30420) (# 17822)
# 3503: 5-(24,12,19974)
# 3504: 5-(24,12,19980)
# 3505: 5-(24,12,19986)
# 3506: 5-(24,12,19992)
# 3507: 5-(24,12,19998)
# 3508: 5-(24,12,20004)
# 3509: 5-(24,12,20010)
# 3510: 5-(24,12,20016)
# 3511: 5-(24,12,20022)
# 3512: 5-(24,12,20028)
# 3513: 5-(24,12,20034)
# 3514: 5-(24,12,20040)
# 3515: 5-(24,12,20046)
# 3516: 5-(24,12,20052)
# 3517: 5-(24,12,20058)
# 3518: 5-(24,12,20064)
- clan: 7-(24,12,2464), 2 times reduced t
-
$ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
-
design 6-(24,12,7392) (# 9802) with respect to smaller t
-
Tran van Trung construction with complementary design for 5-(23,11,7392) (# 9803)
-
Tran van Trung construction (right) for 5-(23,11,7392) (# 9803) : der= 5-(23,11,7392) and res= 5-(23,12,12672) - the given design is the derived.
-
Tran van Trung construction (left) for 5-(23,12,12672) (# 9804) : der= 5-(23,11,7392) and res= 5-(23,12,12672) - the given design is the residual.
# 3519: 5-(24,12,20070)
# 3520: 5-(24,12,20076)
# 3521: 5-(24,12,20082)
# 3522: 5-(24,12,20088)
# 3523: 5-(24,12,20094)
# 3524: 5-(24,12,2010)
# 3525: 5-(24,12,20100)
# 3526: 5-(24,12,20106)
# 3527: 5-(24,12,20112)
# 3528: 5-(24,12,20118)
# 3529: 5-(24,12,20124)
# 3530: 5-(24,12,20130)
# 3531: 5-(24,12,20136)
# 3532: 5-(24,12,20142)
# 3533: 5-(24,12,20148)
# 3534: 5-(24,12,20154)
# 3535: 5-(24,12,20160)
# 3536: 5-(24,12,20166)
# 3537: 5-(24,12,20172)
# 3538: 5-(24,12,20178)
# 3539: 5-(24,12,20184)
# 3540: 5-(24,12,20190)
# 3541: 5-(24,12,20196)
# 3542: 5-(24,12,20202)
# 3543: 5-(24,12,20208)
# 3544: 5-(24,12,20214)
# 3545: 5-(24,12,20220)
# 3546: 5-(24,12,20226)
# 3547: 5-(24,12,20232)
# 3548: 5-(24,12,20238)
# 3549: 5-(24,12,20244)
# 3550: 5-(24,12,20250)
# 3551: 5-(24,12,20256)
# 3552: 5-(24,12,20262)
# 3553: 5-(24,12,20268)
# 3554: 5-(24,12,20274)
# 3555: 5-(24,12,2028)
# 3556: 5-(24,12,20280)
# 3557: 5-(24,12,20286)
# 3558: 5-(24,12,20292)
# 3559: 5-(24,12,20298)
# 3560: 5-(24,12,20304)
# 3561: 5-(24,12,20310)
# 3562: 5-(24,12,20316)
# 3563: 5-(24,12,20322)
# 3564: 5-(24,12,20328)
# 3565: 5-(24,12,20334)
# 3566: 5-(24,12,20340)
# 3567: 5-(24,12,20346)
# 3568: 5-(24,12,20352)
# 3569: 5-(24,12,20358)
- clan: 11-(30,15,1566), 3 times derived, 3 times residual
-
$ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
-
residual design of 6-(25,12,10962) (# 10044)
-
derived from 6-(25,13,20358) (# 10057)
-
residual design of supplementary of 6-(25,12,16170) (# 10059)
-
derived from supplementary of 6-(25,13,30030) (# 10060)
# 3570: 5-(24,12,20364)
# 3571: 5-(24,12,20370)
# 3572: 5-(24,12,20376)
# 3573: 5-(24,12,20382)
# 3574: 5-(24,12,20388)
# 3575: 5-(24,12,20394)
# 3576: 5-(24,12,20400)
# 3577: 5-(24,12,20406)
# 3578: 5-(24,12,20412)
# 3579: 5-(24,12,20418)
# 3580: 5-(24,12,20424)
# 3581: 5-(24,12,20430)
# 3582: 5-(24,12,20436)
# 3583: 5-(24,12,20442)
# 3584: 5-(24,12,20448)
# 3585: 5-(24,12,20454)
# 3586: 5-(24,12,2046)
# 3587: 5-(24,12,20460)
# 3588: 5-(24,12,20466)
# 3589: 5-(24,12,20472)
# 3590: 5-(24,12,20478)
# 3591: 5-(24,12,20484)
# 3592: 5-(24,12,20490)
# 3593: 5-(24,12,20496)
# 3594: 5-(24,12,20502)
# 3595: 5-(24,12,20508)
# 3596: 5-(24,12,20514)
# 3597: 5-(24,12,20526)
# 3598: 5-(24,12,20532)
# 3599: 5-(24,12,20538)
created: Fri Oct 23 11:09:57 CEST 2009