t designs with small t, id ge 4700
# 4700: 5-(24,12,7152)
# 4701: 5-(24,12,7158)
# 4702: 5-(24,12,7164)
# 4703: 5-(24,12,7170)
# 4704: 5-(24,12,7176)
# 4705: 5-(24,12,7188)
# 4706: 5-(24,12,7194)
# 4707: 5-(24,12,7200)
# 4708: 5-(24,12,7206)
# 4709: 5-(24,12,7212)
# 4710: 5-(24,12,7218)
# 4711: 5-(24,12,7224)
# 4712: 5-(24,12,7230)
# 4713: 5-(24,12,7236)
# 4714: 5-(24,12,7242)
# 4715: 5-(24,12,7248)
# 4716: 5-(24,12,7254)
# 4717: 5-(24,12,726)
# 4718: 5-(24,12,7260)
# 4719: 5-(24,12,7266)
# 4720: 5-(24,12,7272)
# 4721: 5-(24,12,7278)
# 4722: 5-(24,12,7284)
# 4723: 5-(24,12,7290)
# 4724: 5-(24,12,7302)
# 4725: 5-(24,12,7308)
# 4726: 5-(24,12,7314)
# 4727: 5-(24,12,7320)
# 4728: 5-(24,12,7326)
# 4729: 5-(24,12,7332)
# 4730: 5-(24,12,7338)
# 4731: 5-(24,12,7344)
# 4732: 5-(24,12,7350)
# 4733: 5-(24,12,7356)
# 4734: 5-(24,12,7362)
# 4735: 5-(24,12,7368)
# 4736: 5-(24,12,7374)
# 4737: 5-(24,12,7380)
# 4738: 5-(24,12,7386)
# 4739: 5-(24,12,7392)
# 4740: 5-(24,12,7398)
# 4741: 5-(24,12,7404)
# 4742: 5-(24,12,7410)
# 4743: 5-(24,12,7416)
# 4744: 5-(24,12,7422)
# 4745: 5-(24,12,7428)
# 4746: 5-(24,12,7434)
# 4747: 5-(24,12,7440)
# 4748: 5-(24,12,7446)
# 4749: 5-(24,12,7452)
# 4750: 5-(24,12,7458)
# 4751: 5-(24,12,7464)
# 4752: 5-(24,12,7470)
# 4753: 5-(24,12,7476)
# 4754: 5-(24,12,7482)
# 4755: 5-(24,12,7488)
# 4756: 5-(25,12,11520)
- clan: 13-(32,16,144), 1 times reduced t, 4 times derived, 3 times residual
-
Tran van Trung construction (left) for 5-(24,12,7488) (# 4755) : der= 5-(24,11,4032) and res= 5-(24,12,7488) - the given design is the residual.
# 4757: 5-(26,13,30240)
# 4758: 5-(26,12,17280)
- clan: 13-(32,16,144), 2 times reduced t, 4 times derived, 2 times residual
-
Tran van Trung construction (left) for 5-(25,12,11520) (# 4756) : der= 5-(25,11,5760) and res= 5-(25,12,11520) - the given design is the residual.
# 4759: 5-(27,13,47520)
- clan: 13-(32,16,144), 3 times reduced t, 3 times derived, 2 times residual
-
Tran van Trung construction (left) for 5-(26,13,30240) (# 4757) : der= 5-(26,12,17280) and res= 5-(26,13,30240) - the given design is the residual.
-
Tran van Trung construction (right) for 5-(26,12,17280) (# 4758) : der= 5-(26,12,17280) and res= 5-(26,13,30240) - the given design is the derived.
# 4760: 5-(28,14,121440)
# 4761: 5-(24,12,7494)
# 4762: 5-(24,12,7500)
# 4763: 5-(24,12,7506)
# 4764: 5-(24,12,7512)
# 4765: 5-(24,12,7518)
# 4766: 5-(24,12,7524)
# 4767: 5-(24,12,7530)
# 4768: 5-(24,12,7536)
# 4769: 5-(24,12,7542)
# 4770: 5-(24,12,7548)
# 4771: 5-(24,12,7554)
# 4772: 5-(24,12,756)
# 4773: 5-(24,12,7560)
# 4774: 5-(24,12,7566)
# 4775: 5-(24,12,7572)
# 4776: 5-(24,12,7578)
# 4777: 5-(24,12,7584)
# 4778: 5-(24,12,7590)
# 4779: 5-(24,12,7596)
# 4780: 5-(24,12,7602)
# 4781: 5-(24,12,7608)
# 4782: 5-(24,12,7614)
# 4783: 5-(24,12,7620)
# 4784: 5-(24,12,7626)
# 4785: 5-(24,12,7632)
# 4786: 5-(24,12,7644)
# 4787: 5-(24,12,7650)
# 4788: 5-(24,12,7656)
# 4789: 5-(24,12,7662)
# 4790: 5-(24,12,7668)
# 4791: 5-(24,12,7674)
# 4792: 5-(24,12,7680)
# 4793: 5-(24,12,7686)
# 4794: 5-(24,12,7692)
# 4795: 5-(24,12,7698)
# 4796: 5-(24,12,7704)
# 4797: 5-(24,12,7710)
# 4798: 5-(24,12,7716)
# 4799: 5-(24,12,7722)
created: Fri Oct 23 11:10:04 CEST 2009