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t designs with small t, id ge 13300


# 13300: 5-(26,11,38304)


# 13301: 5-(26,12,82080)


# 13302: 5-(27,11,52668)


# 13303: 5-(27,12,120384)


# 13304: 5-(27,13,225720)


# 13305: 5-(28,12,173052)


# 13306: 5-(28,13,346104)


# 13307: 5-(28,14,576840)


# 13308: 5-(29,13,519156)


# 13309: 5-(29,14,922944)


# 13310: 5-(30,14,1442100)


# 13311: 5-(30,15,2307360)


# 13312: 5-(31,15,3749460)


# 13313: 5-(32,16,9203220)


# 13314: 7-(24,8,6)


# 13315: 6-(23,7,6)


# 13316: 6-(23,8,48)


# 13317: 6-(24,8,99)


# 13318: 6-(23,7,11)


# 13319: 6-(23,8,88)


# 13320: 5-(22,7,48)


# 13321: 5-(22,6,11)


# 13322: 5-(22,7,88)


# 13323: 6-(24,9,288)


# 13324: 6-(24,9,528)


# 13325: 6-(25,9,342)


# 13326: 6-(25,10,1368)


# 13327: 6-(25,9,627)


# 13328: 6-(25,10,2508)


# 13329: 6-(26,10,1710)


# 13330: 6-(26,11,5472)


# 13331: 6-(26,10,3135)


# 13332: 6-(26,11,10032)


# 13333: 6-(27,12,19152)


# 13334: 6-(27,11,13167)


# 13335: 6-(27,12,35112)


# 13336: 6-(28,12,26334)


# 13337: 6-(28,13,60192)


# 13338: 6-(28,12,48279)


# 13339: 6-(28,13,110352)


# 13340: 6-(29,13,86526)


# 13341: 6-(29,14,173052)


# 13342: 6-(29,13,158631)


# 13343: 6-(29,14,317262)


# 13344: 6-(30,14,259578)


# 13345: 6-(30,15,461472)


# 13346: 7-(30,15,173052)


# 13347: 6-(30,14,475893)


# 13348: 6-(30,15,846032)


# 13349: 7-(30,15,317262)


# 13350: 6-(31,15,721050)


# 13351: 5-(29,15,692208)


# 13352: 5-(29,15,1269048)


# 13353: 6-(29,15,288420)


# 13354: 6-(29,15,528770)


# 13355: 6-(31,15,1321925)


# 13356: 6-(32,16,1874730)


# 13357: 7-(32,16,721050)


# 13358: 5-(28,15,403788)


# 13359: 5-(28,15,740278)


# 13360: 6-(32,16,3437005)


# 13361: 7-(32,16,1321925)


# 13362: 5-(31,16,2726880)


# 13363: 5-(31,16,4999280)


# 13364: 6-(31,16,1153680)


# 13365: 6-(31,16,2115080)


# 13366: 5-(30,16,1573200)


# 13367: 5-(30,16,2884200)


# 13368: 7-(24,8,7)


# 13369: 6-(23,7,7)


# 13370: 6-(23,8,56)


# 13371: 6-(24,8,90)


# 13372: 6-(23,7,10)


# 13373: 6-(23,8,80)


# 13374: 5-(22,6,7)


# 13375: 5-(22,7,56)


# 13376: 5-(22,6,10)


# 13377: 5-(22,7,80)


# 13378: 5-(22,8,400)


# 13379: 7-(24,8,8)

  • clan: 15-(32,16,8), 8 times derived
  • PSL(2,23) (>= 63 isom. types) PGL(2,23) (4 isom. types) no. of blocks = no. of 7-subsets \cite{Bettenetal98b}, \cite{Bettenetal97b}


# 13380: 6-(23,7,8)


# 13381: 6-(23,8,64)


# 13382: 6-(24,8,81)


# 13383: 6-(23,7,9)


# 13384: 6-(23,8,72)


# 13385: 5-(22,6,8)


# 13386: 5-(22,7,64)


# 13387: 5-(22,6,9)


# 13388: 5-(22,7,72)


# 13389: 6-(24,9,384)


# 13390: 6-(24,9,432)


# 13391: 6-(25,9,456)


# 13392: 6-(25,10,1824)


# 13393: 6-(25,9,513)


# 13394: 6-(25,10,2052)


# 13395: 6-(26,10,2280)


# 13396: 6-(26,11,7296)


# 13397: 6-(26,10,2565)


# 13398: 6-(26,11,8208)


# 13399: 6-(27,12,25536)



created: Fri Oct 23 11:13:30 CEST 2009

University of Bayreuth -