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t designs with small t, id ge 13100


# 13100: 5-(80,9,748890)


# 13101: 6-(81,9,29160)


# 13102: 5-(81,9,554040)


# 13103: 5-(80,8,29160)


# 13104: 5-(80,9,524880)


# 13105: 5-(81,9,728935)


# 13106: 5-(80,8,38365)


# 13107: 5-(80,9,690570)


# 13108: 6-(81,9,31885)


# 13109: 5-(81,9,605815)


# 13110: 5-(80,8,31885)


# 13111: 5-(80,9,573930)


# 13112: 5-(81,9,677160)


# 13113: 5-(80,8,35640)


# 13114: 5-(80,9,641520)


# 13115: 7-(20,10,134)

  • clan: 7-(20,10,134)
  • $ {\bf PSL(2,9)}{\bf C}_{2}\times $ (4 solutions, 1 isomorphism type) %-group 6 PSL 2 9 Cyclic 2 Direct_product PSL_2_9C2X
  • Alltop construction for design 6-(19,9,134) (# 13116)
  • PSL(2,19) (10 isom. types) \cite{Bettenetal97b}


# 13116: 6-(19,9,134)


# 13117: 6-(19,10,335)


# 13118: 6-(20,10,532)


# 13119: 6-(19,9,152)


# 13120: 6-(19,10,380)


# 13121: 5-(18,8,134)


# 13122: 5-(18,8,152)


# 13123: 5-(18,9,380)


# 13124: 5-(18,10,603)


# 13125: 5-(18,10,684)


# 13126: 7-(20,10,152)


# 13127: 7-(22,11,315)


# 13128: 6-(21,10,315)


# 13129: 6-(21,11,693)


# 13130: 6-(22,11,3360)


# 13131: 6-(21,10,1050)


# 13132: 6-(21,11,2310)


# 13133: 5-(20,9,1050)


# 13134: 5-(20,11,1155)


# 13135: 5-(20,11,3850)


# 13136: 7-(22,11,1050)


# 13137: 7-(22,11,630)


# 13138: 6-(21,10,630)


# 13139: 6-(21,11,1386)


# 13140: 6-(22,11,2352)


# 13141: 6-(21,10,735)


# 13142: 6-(21,11,1617)


# 13143: 5-(20,9,735)


# 13144: 5-(20,11,2310)


# 13145: 5-(20,11,2695)


# 13146: 7-(22,11,735)


# 13147: 7-(24,10,240)


# 13148: 6-(24,10,1080)


# 13149: 6-(23,9,240)


# 13150: 6-(23,10,840)


# 13151: 6-(24,10,1980)


# 13152: 6-(23,9,440)


# 13153: 6-(23,10,1540)


# 13154: 5-(23,10,3024)


# 13155: 5-(24,10,7524)


# 13156: 5-(23,9,1980)


# 13157: 5-(23,10,5544)


# 13158: 5-(22,8,440)


# 13159: 5-(22,9,1540)


# 13160: 5-(22,10,2184)


# 13161: 5-(22,10,4004)


# 13162: 5-(24,9,2508)


# 13163: 5-(23,11,6552)


# 13164: 5-(25,9,3135)


# 13165: 5-(25,10,10032)


# 13166: 7-(24,10,320)


# 13167: 6-(24,10,1440)


# 13168: 6-(23,9,320)


# 13169: 6-(24,10,1620)


# 13170: 6-(23,9,360)


# 13171: 6-(23,10,1260)


# 13172: 5-(24,10,6156)


# 13173: 5-(23,9,1620)


# 13174: 6-(25,11,5472)


# 13175: 5-(22,8,360)


# 13176: 6-(24,11,4536)


# 13177: 5-(25,11,20520)


# 13178: 5-(24,9,2052)


# 13179: 6-(26,12,18240)


# 13180: 6-(25,11,6156)


# 13181: 5-(26,12,61560)


# 13182: 5-(25,9,2565)


# 13183: 5-(25,10,8208)


# 13184: 6-(27,13,54720)


# 13185: 6-(26,12,20520)


# 13186: 5-(27,12,90288)


# 13187: 5-(27,13,169290)


# 13188: 6-(28,14,150480)


# 13189: 7-(28,14,54720)


# 13190: 6-(27,13,61560)


# 13191: 5-(28,12,129789)


# 13192: 5-(28,13,259578)


# 13193: 5-(28,14,432630)


# 13194: 5-(27,14,234080)


# 13195: 5-(27,14,263340)


# 13196: 6-(27,14,95760)


# 13197: 6-(28,14,169290)


# 13198: 6-(27,14,107730)


# 13199: 7-(28,14,61560)



created: Fri Oct 23 11:13:26 CEST 2009

University of Bayreuth -