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t designs with small t, id ge 0


# 0: 3-(12,6,4)


# 1: 3-(14,5,5)


# 2: 3-(16,4,1)


# 3: 3-(16,5,12)


# 4: 3-(16,8,3)


# 5: 3-(16,8,12)


# 6: 3-(20,4,1)


# 7: 3-(20,5,8)


# 8: 3-(20,9,728)


# 9: 3-(22,5,3)


# 10: 3-(22,6,1)


# 11: 3-(22,7,8)


# 12: 3-(22,8,12)


# 13: 3-(22,9,84)


# 14: 3-(22,9,126)


# 15: 3-(32,16,7)


# 16: 3-(64,4,1)


# 17: 4-(11,5,1)


# 18: 5-(12,6,1)


# 19: 4-(11,5,2)


# 20: 5-(12,6,2)


# 21: 4-(11,5,3)


# 22: 5-(12,6,3)

  • clan: 5-(12,6,3)
  • Alltop construction for design 4-(11,5,3) (# 21)
  • $(C_2\times C_2)\times C_3$, 36 solutions
  • $(A_3)\times C_3$, 24 solutions
  • $(A_4)_6\times C_2$, 8 solutions


# 23: 4-(15,5,2)


# 24: 4-(15,7,20)


# 25: 5-(16,8,20)


# 26: 4-(15,7,25)


# 27: 5-(16,8,25)


# 28: 4-(15,7,30)


# 29: 5-(16,8,30)


# 30: 4-(15,7,35)


# 31: 5-(16,8,35)


# 32: 4-(15,7,40)


# 33: 5-(16,8,40)


# 34: 4-(15,7,45)


# 35: 5-(16,8,45)


# 36: 4-(15,7,50)


# 37: 5-(16,8,50)


# 38: 4-(15,7,55)


# 39: 5-(16,8,55)


# 40: 4-(15,7,60)


# 41: 5-(16,8,60)


# 42: 4-(15,7,65)


# 43: 5-(16,8,65)


# 44: 4-(15,7,70)


# 45: 5-(16,8,70)


# 46: 4-(15,7,75)


# 47: 5-(16,8,75)


# 48: 4-(15,7,80)


# 49: 5-(16,8,80)


# 50: 4-(16,6,6)


# 51: 4-(17,5,3)


# 52: 4-(17,5,6)


# 53: 4-(17,8,290)


# 54: 5-(18,9,290)


# 55: 4-(18,6,34)


# 56: 4-(18,6,38)


# 57: 4-(18,6,41)


# 58: 4-(18,6,44)


# 59: 4-(18,6,45)


# 60: 4-(21,6,48)


# 61: 4-(21,10,1036)


# 62: 5-(22,11,1036)


# 63: 4-(21,10,1092)


# 64: 5-(22,11,1092)


# 65: 4-(21,10,1120)


# 66: 5-(22,11,1120)


# 67: 4-(21,10,1176)


# 68: 5-(22,11,1176)


# 69: 4-(21,10,1204)


# 70: 5-(22,11,1204)


# 71: 4-(21,10,1260)


# 72: 5-(22,11,1260)


# 73: 4-(21,10,1344)


# 74: 5-(22,11,1344)


# 75: 4-(21,10,1372)


# 76: 5-(22,11,1372)


# 77: 4-(21,10,1456)


# 78: 5-(22,11,1456)


# 79: 4-(21,10,1512)


# 80: 5-(22,11,1512)


# 81: 4-(21,10,1540)


# 82: 5-(22,11,1540)


# 83: 4-(21,10,1596)


# 84: 5-(22,11,1596)


# 85: 4-(21,10,1624)


# 86: 5-(22,11,1624)


# 87: 4-(21,10,1680)


# 88: 5-(22,11,1680)


# 89: 4-(21,10,1764)


# 90: 5-(22,11,1764)


# 91: 4-(21,10,1792)


# 92: 5-(22,11,1792)


# 93: 4-(21,10,1876)


# 94: 5-(22,11,1876)


# 95: 4-(21,10,1932)


# 96: 5-(22,11,1932)


# 97: 4-(21,10,1960)


# 98: 5-(22,11,1960)


# 99: 4-(21,10,2016)



created: Fri Oct 23 11:09:27 CEST 2009

University of Bayreuth -