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t designs with small t, id ge 16500


# 16500: 5-(32,10,50922)


# 16501: 7-(34,10,1125)


# 16502: 6-(34,10,7875)


# 16503: 6-(33,10,6750)


# 16504: 6-(34,10,12600)


# 16505: 6-(33,10,10800)


# 16506: 7-(35,10,1260)


# 16507: 5-(34,10,45675)


# 16508: 5-(33,10,37800)


# 16509: 5-(34,10,73080)


# 16510: 5-(33,10,60480)


# 16511: 6-(35,10,9135)


# 16512: 5-(32,10,31050)


# 16513: 5-(32,10,49680)


# 16514: 6-(35,10,14616)


# 16515: 5-(35,10,54810)


# 16516: 5-(35,10,87696)


# 16517: 7-(34,10,1140)


# 16518: 6-(34,10,7980)


# 16519: 6-(33,10,6840)


# 16520: 6-(34,10,12495)


# 16521: 6-(33,9,1785)


# 16522: 6-(33,10,10710)


# 16523: 5-(34,10,46284)


# 16524: 5-(33,10,38304)


# 16525: 5-(34,10,72471)


# 16526: 5-(33,10,59976)


# 16527: 5-(32,10,31464)


# 16528: 5-(32,10,49266)


# 16529: 7-(34,10,1185)

  • clan: 9-(36,12,1185), 2 times derived
  • $ {\bf P\Gamma L(2,32)}^+ \geq 800$ % -group 4 PGGL 2 32 Add_fixpoint PGGL_2_32+
  • $ {\bf P\Gamma L(2,32)}^+ \geq 35$ % -group 4 PGGL 2 32 Add_fixpoint PGGL_2_32+


# 16530: 6-(34,10,8295)


# 16531: 6-(33,10,7110)


# 16532: 6-(34,10,12180)


# 16533: 6-(33,9,1740)


# 16534: 6-(33,10,10440)


# 16535: 5-(34,10,48111)


# 16536: 5-(33,10,39816)


# 16537: 5-(34,10,70644)


# 16538: 5-(33,10,58464)


# 16539: 5-(32,10,32706)


# 16540: 5-(32,10,48024)


# 16541: 7-(34,10,1245)


# 16542: 6-(34,10,8715)


# 16543: 6-(33,10,7470)


# 16544: 6-(34,10,11760)


# 16545: 6-(33,9,1680)


# 16546: 6-(33,10,10080)


# 16547: 5-(34,10,50547)


# 16548: 5-(33,10,41832)


# 16549: 5-(34,10,68208)


# 16550: 5-(33,10,56448)


# 16551: 5-(32,10,34362)


# 16552: 5-(32,10,46368)


# 16553: 7-(34,10,1260)


# 16554: 6-(33,10,7560)


# 16555: 6-(34,10,11655)


# 16556: 6-(33,10,9990)


# 16557: 5-(32,10,34776)


# 16558: 5-(32,10,45954)


# 16559: 7-(34,10,1305)


# 16560: 6-(33,10,7830)


# 16561: 6-(34,10,11340)


# 16562: 6-(33,10,9720)


# 16563: 5-(32,10,36018)


# 16564: 5-(32,10,44712)


# 16565: 7-(34,10,1320)


# 16566: 6-(34,10,9240)


# 16567: 6-(33,10,7920)


# 16568: 6-(34,10,11235)


# 16569: 6-(33,9,1605)


# 16570: 6-(33,10,9630)


# 16571: 5-(34,10,53592)


# 16572: 5-(33,10,44352)


# 16573: 5-(34,10,65163)


# 16574: 5-(33,10,53928)


# 16575: 5-(32,10,36432)


# 16576: 5-(32,10,44298)


# 16577: 7-(34,10,1365)


# 16578: 6-(34,10,9555)


# 16579: 6-(33,10,8190)


# 16580: 6-(34,10,10920)


# 16581: 6-(33,9,1560)


# 16582: 6-(33,10,9360)


# 16583: 5-(34,10,55419)


# 16584: 5-(33,10,45864)


# 16585: 5-(34,10,63336)


# 16586: 5-(33,10,52416)


# 16587: 5-(32,10,37674)


# 16588: 5-(32,10,43056)


# 16589: 7-(34,10,1380)


# 16590: 6-(34,10,9660)


# 16591: 6-(33,10,8280)


# 16592: 6-(34,10,10815)


# 16593: 6-(33,9,1545)


# 16594: 6-(33,10,9270)


# 16595: 5-(34,10,56028)


# 16596: 5-(33,10,46368)


# 16597: 5-(34,10,62727)


# 16598: 5-(33,10,51912)


# 16599: 5-(32,10,38088)



created: Fri Oct 23 11:14:18 CEST 2009

University of Bayreuth -