´

t designs with small t, id ge 8100


# 8100: 5-(30,9,5300)


# 8101: 5-(28,9,3780)


# 8102: 5-(29,9,4536)


# 8103: 5-(28,9,3815)


# 8104: 5-(29,9,4578)


# 8105: 5-(28,9,3885)


# 8106: 5-(29,9,4662)


# 8107: 5-(28,9,3920)


# 8108: 5-(29,9,4704)


# 8109: 5-(30,9,5600)


# 8110: 5-(28,9,3990)


# 8111: 5-(29,9,4788)


# 8112: 5-(28,9,4025)


# 8113: 5-(29,9,4830)


# 8114: 5-(28,9,4095)


# 8115: 5-(29,9,4914)


# 8116: 5-(28,9,4130)


# 8117: 5-(29,9,4956)


# 8118: 5-(28,9,420)


# 8119: 5-(29,9,504)


# 8120: 5-(28,9,4200)


# 8121: 5-(29,9,5040)


# 8122: 5-(30,9,6000)


# 8123: 5-(28,9,4235)


# 8124: 5-(29,9,5082)


# 8125: 5-(28,9,4305)


# 8126: 5-(29,9,5166)


# 8127: 5-(30,9,6150)


# 8128: 5-(28,9,4340)


# 8129: 5-(29,9,5208)


# 8130: 5-(28,9,455)


# 8131: 5-(29,9,546)


# 8132: 5-(28,9,525)


# 8133: 5-(29,9,630)


# 8134: 5-(30,9,750)


# 8135: 5-(28,9,560)


# 8136: 5-(29,9,672)


# 8137: 5-(28,9,630)


# 8138: 5-(29,9,756)


# 8139: 5-(28,9,665)


# 8140: 5-(29,9,798)


# 8141: 5-(28,9,735)


# 8142: 5-(29,9,882)


# 8143: 5-(30,9,1050)


# 8144: 5-(28,9,770)


# 8145: 5-(29,9,924)


# 8146: 5-(30,9,1100)


# 8147: 5-(31,9,1300)


# 8148: 5-(28,9,840)


# 8149: 5-(29,9,1008)


# 8150: 5-(28,9,875)


# 8151: 5-(29,9,1050)


# 8152: 5-(28,9,945)


# 8153: 5-(29,9,1134)


# 8154: 5-(28,9,980)


# 8155: 5-(29,9,1176)


# 8156: 5-(30,9,1400)


# 8157: 5-(30,12,220)


# 8158: 5-(30,14,5390)


# 8159: 5-(30,14,56375)


# 8160: 5-(30,6,5)

  • clan: 23-(48,24,5), 18 times derived
  • $\lambda=5$ $PSL(2,29)$ has 192 solutions (17 isom. types), $PGL(2,29)$ has 158 solutions (=158 isom. types)
  • \cite{Kreher95}


# 8161: 5-(30,7,150)


# 8162: 5-(30,7,90)

  • clan: 5-(30,7,90)
  • $PSL(2,29)$ $\ge 400000$ isomorphism types


# 8163: 5-(30,8,100)


# 8164: 5-(31,9,6370)


# 8165: 5-(32,6,3)


# 8166: 5-(32,6,6)


# 8167: 5-(32,6,9)


# 8168: 5-(32,6,12)


# 8169: 5-(32,7,15)


# 8170: 5-(32,7,21)


# 8171: 5-(32,7,30)


# 8172: 5-(32,7,36)


# 8173: 5-(32,7,45)


# 8174: 5-(32,7,51)


# 8175: 5-(32,7,60)


# 8176: 5-(32,7,63)


# 8177: 5-(32,7,66)


# 8178: 5-(32,7,75)


# 8179: 5-(32,7,78)


# 8180: 5-(33,7,84)


# 8181: 5-(32,7,81)


# 8182: 5-(32,7,84)


# 8183: 5-(32,7,90)


# 8184: 5-(32,7,96)


# 8185: 5-(32,7,99)


# 8186: 5-(32,7,105)


# 8187: 5-(32,7,111)


# 8188: 5-(32,7,120)


# 8189: 5-(32,7,126)


# 8190: 5-(32,7,135)


# 8191: 5-(32,7,141)


# 8192: 5-(32,7,147)


# 8193: 5-(32,7,150)


# 8194: 5-(32,7,156)


# 8195: 5-(33,7,168)


# 8196: 5-(32,7,162)


# 8197: 5-(32,7,165)


# 8198: 5-(32,7,168)


# 8199: 5-(32,7,171)



created: Fri Oct 23 11:11:37 CEST 2009

University of Bayreuth -