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t designs with small t, id ge 700


# 700: 5-(18,9,310)


# 701: 5-(19,9,434)


# 702: 5-(20,10,1302)


# 703: 5-(19,10,868)


# 704: 5-(18,9,315)


# 705: 5-(19,9,441)


# 706: 5-(20,10,1323)


# 707: 5-(19,10,882)


# 708: 5-(18,9,320)


# 709: 5-(19,9,448)


# 710: 5-(20,10,1344)


# 711: 5-(19,10,896)


# 712: 5-(18,9,330)


# 713: 5-(19,9,462)


# 714: 5-(20,10,1386)


# 715: 5-(19,10,924)


# 716: 5-(20,9,630)


# 717: 5-(21,10,2016)


# 718: 5-(21,11,3696)


# 719: 5-(18,9,335)


# 720: 5-(18,9,340)


# 721: 5-(19,9,476)


# 722: 5-(20,10,1428)


# 723: 5-(19,10,952)


# 724: 5-(18,9,345)


# 725: 5-(19,9,483)


# 726: 5-(20,10,1449)


# 727: 5-(19,10,966)


# 728: 5-(18,9,35)


# 729: 5-(19,9,49)


# 730: 5-(20,10,147)


# 731: 5-(19,10,98)


# 732: 5-(18,9,350)


# 733: 5-(19,9,490)


# 734: 5-(20,10,1470)


# 735: 5-(19,10,980)


# 736: 5-(18,9,355)


# 737: 5-(19,9,497)


# 738: 5-(20,10,1491)


# 739: 5-(19,10,994)


# 740: 5-(18,9,40)


# 741: 5-(19,9,56)


# 742: 5-(20,10,168)


# 743: 5-(19,10,112)


# 744: 5-(18,9,45)


# 745: 5-(18,9,50)


# 746: 5-(18,9,55)


# 747: 5-(18,9,60)


# 748: 5-(18,9,65)


# 749: 5-(18,9,70)


# 750: 5-(18,9,75)


# 751: 5-(19,9,105)


# 752: 5-(20,10,315)


# 753: 5-(19,10,210)


# 754: 5-(18,9,80)


# 755: 5-(19,9,112)


# 756: 5-(20,10,336)


# 757: 5-(19,10,224)


# 758: 5-(18,9,85)


# 759: 5-(18,9,90)


# 760: 5-(19,9,126)


# 761: 5-(20,10,378)


# 762: 5-(19,10,252)


# 763: 5-(18,9,95)


# 764: 5-(19,9,133)


# 765: 5-(20,10,399)


# 766: 5-(19,10,266)


# 767: 5-(19,6,4)

  • clan: 5-(19,6,4)
  • $Hol(C_{19})$ (255 isom. types) \cite{Bettenetal98b}


# 768: 5-(19,6,6)

  • clan: 5-(19,6,6)
  • $Hol(C_{19})$ (17193 isom. types) no. of blocks = no. of 5-subsets \cite{Bettenetal98b}


# 769: 5-(19,7,42)


# 770: 5-(20,8,210)


# 771: 5-(21,9,840)


# 772: 5-(22,10,2856)


# 773: 5-(23,11,8568)


# 774: 5-(24,12,23256)


# 775: 5-(19,9,259)


# 776: 5-(20,10,777)


# 777: 5-(19,10,518)


# 778: 5-(19,9,350)


# 779: 5-(20,10,1050)


# 780: 5-(19,10,700)


# 781: 5-(19,9,371)


# 782: 5-(20,10,1113)


# 783: 5-(19,10,742)


# 784: 5-(19,9,406)


# 785: 5-(20,10,1218)


# 786: 5-(19,10,812)


# 787: 5-(19,9,469)


# 788: 5-(20,10,1407)


# 789: 5-(19,10,938)


# 790: 5-(19,9,504)


# 791: 5-(20,10,1512)


# 792: 5-(19,10,1008)


# 793: 5-(19,9,511)


# 794: 5-(20,10,1533)


# 795: 5-(19,10,1022)


# 796: 5-(19,9,518)


# 797: 5-(20,10,1554)


# 798: 5-(19,10,1036)


# 799: 5-(19,9,525)



created: Fri Oct 23 11:09:34 CEST 2009

University of Bayreuth -