´

t designs with small t, id ge 5200


# 5200: 5-(24,12,9930)


# 5201: 5-(24,12,9936)


# 5202: 5-(24,12,9942)


# 5203: 5-(24,12,9948)


# 5204: 5-(24,12,9954)


# 5205: 5-(24,12,9960)


# 5206: 5-(24,12,9966)


# 5207: 5-(24,12,9972)


# 5208: 5-(24,12,9978)


# 5209: 5-(24,12,9984)


# 5210: 5-(24,12,9990)


# 5211: 5-(24,12,9996)


# 5212: 5-(24,6,1)


# 5213: 5-(24,6,2)

  • clan: 17-(36,18,2), 12 times derived
  • $PGL(2,11)\times C_2$ 1 isomorphism type, $PSL(2,11)\times C_2$ 611 solutions
  • $PGL(2,23)$ 6 isomorphism types, $PSL(2,23)$ 38 isomorphism types


# 5214: 5-(24,6,3)


# 5215: 5-(24,6,4)


# 5216: 5-(24,6,5)


# 5217: 5-(24,6,6)


# 5218: 5-(24,6,7)


# 5219: 5-(24,6,8)


# 5220: 5-(24,6,9)


# 5221: 5-(24,7,12)


# 5222: 5-(24,7,15)


# 5223: 5-(24,7,18)


# 5224: 5-(25,7,20)


# 5225: 5-(24,7,21)


# 5226: 5-(24,7,24)


# 5227: 5-(24,7,27)


# 5228: 5-(25,7,30)


# 5229: 5-(24,7,3)


# 5230: 5-(24,7,30)


# 5231: 5-(24,7,33)


# 5232: 5-(24,7,36)


# 5233: 5-(25,7,40)


# 5234: 5-(24,7,39)


# 5235: 5-(24,7,42)


# 5236: 5-(24,7,45)


# 5237: 5-(25,7,50)


# 5238: 5-(24,7,48)


# 5239: 5-(24,7,51)


# 5240: 5-(24,7,54)


# 5241: 5-(25,7,60)


# 5242: 5-(24,7,57)


# 5243: 5-(24,7,6)


# 5244: 5-(24,7,60)


# 5245: 5-(24,7,63)


# 5246: 5-(25,7,70)


# 5247: 5-(24,7,66)


# 5248: 5-(24,7,69)


# 5249: 5-(24,7,72)


# 5250: 5-(25,7,80)


# 5251: 5-(24,7,75)


# 5252: 5-(24,7,78)


# 5253: 5-(24,7,81)


# 5254: 5-(25,7,90)


# 5255: 5-(24,7,84)


# 5256: 5-(24,7,9)


# 5257: 5-(25,7,10)


# 5258: 5-(24,8,1)

  • clan: 5-(24,8,1)
  • \cite{Witt38} $M_{24}$ 1 isomorphism type


# 5259: 5-(24,8,10)


# 5260: 5-(24,8,11)


# 5261: 5-(24,8,12)


# 5262: 5-(24,8,13)


# 5263: 5-(24,8,14)


# 5264: 5-(24,8,15)


# 5265: 5-(24,8,100)


# 5266: 5-(24,8,101)

  • clan: 5-(24,8,101)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5267: 5-(24,8,102)


# 5268: 5-(25,8,120)


# 5269: 5-(26,8,140)


# 5270: 5-(24,8,103)

  • clan: 5-(24,8,103)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5271: 5-(24,8,104)


# 5272: 5-(24,8,105)


# 5273: 5-(24,8,106)

  • clan: 5-(24,8,106)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5274: 5-(24,8,107)

  • clan: 5-(24,8,107)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5275: 5-(24,8,108)


# 5276: 5-(24,8,109)

  • clan: 5-(24,8,109)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5277: 5-(24,8,110)

  • clan: 5-(24,8,110)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5278: 5-(24,8,111)


# 5279: 5-(24,8,112)


# 5280: 5-(24,8,113)

  • clan: 5-(24,8,113)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5281: 5-(24,8,114)


# 5282: 5-(25,9,570)


# 5283: 5-(26,10,2394)


# 5284: 5-(27,11,8778)


# 5285: 5-(28,12,28842)


# 5286: 5-(29,13,86526)


# 5287: 5-(30,14,240350)


# 5288: 5-(31,15,624910)


# 5289: 5-(32,16,1533870)


# 5290: 5-(24,8,115)

  • clan: 5-(24,8,115)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5291: 5-(24,8,116)


# 5292: 5-(24,8,117)


# 5293: 5-(24,8,118)

  • clan: 5-(24,8,118)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5294: 5-(24,8,119)


# 5295: 5-(25,8,140)


# 5296: 5-(24,8,120)


# 5297: 5-(24,8,121)

  • clan: 5-(24,8,121)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5298: 5-(24,8,122)

  • clan: 5-(24,8,122)
  • $ {\bf PSL(2,23)} \geq 1$ % -group 3 PSL 2 23 PSL_2_23


# 5299: 5-(24,8,123)



created: Fri Oct 23 11:10:08 CEST 2009

University of Bayreuth -