design clan: 15_32_16

---

15-(32,16,m*1), 1 <= m <= 8; (8/448) lambda_max=17, lambda_max_half=8
the clan contains 8 families:

• family 0, lambda = 1 containing 10 designs:
  
  minpath=(0, 6, 0) minimal_t=3
  • 9-(26,10,1)
    

  • 8-(26,10,9) 8-(25,10,8)
    8-(25,9,1)
    

  • 7-(26,10,57) 7-(25,10,48) 7-(24,10,40)
    7-(25,9,9) 7-(24,9,8)
    7-(24,8,1)
    

  • 6-(26,10,285) 6-(25,10,228) 6-(24,10,180) 6-(23,10,140)
    6-(25,9,57) 6-(24,9,48) 6-(23,9,40)
    6-(24,8,9) 6-(23,8,8)
    6-(23,7,1)
    

  • 5-(26,10,1197) (#6942) 5-(25,10,912) (#6941) 5-(24,10,684) (#1569) 5-(23,10,504) 5-(22,10,364)
    5-(25,9,285) (#6940) 5-(24,9,228) (#6939) 5-(23,9,180) 5-(22,9,140)
    5-(24,8,57) (#5825) 5-(23,8,48) 5-(22,8,40) (#1172)
    5-(23,7,9) 5-(22,7,8)
    5-(22,6,1)
    

  • 4-(26,10,4389) 4-(25,10,3192) 4-(24,10,2280) 4-(23,10,1596) 4-(22,10,1092) 4-(21,10,728)
    4-(25,9,1197) 4-(24,9,912) 4-(23,9,684) 4-(22,9,504) 4-(21,9,364)
    4-(24,8,285) 4-(23,8,228) 4-(22,8,180) 4-(21,8,140)
    4-(23,7,57) 4-(22,7,48) 4-(21,7,40)
    4-(22,6,9) 4-(21,6,8)
    4-(21,5,1)
    

  • 3-(26,10,14421) 3-(25,10,10032) 3-(24,10,6840) 3-(23,10,4560) 3-(22,10,2964) 3-(21,10,1872) 3-(20,10,1144)
    3-(25,9,4389) 3-(24,9,3192) 3-(23,9,2280) 3-(22,9,1596) 3-(21,9,1092) 3-(20,9,728) (#8)
    3-(24,8,1197) 3-(23,8,912) 3-(22,8,684) 3-(21,8,504) 3-(20,8,364)
    3-(23,7,285) 3-(22,7,228) 3-(21,7,180) 3-(20,7,140)
    3-(22,6,57) 3-(21,6,48) 3-(20,6,40)
    3-(21,5,9) 3-(20,5,8) (#7)
    3-(20,4,1) (#6)
    

• family 1, lambda = 2 containing 48 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 15-(32,16,2)
    

  • 14-(32,16,18) 14-(31,16,16)
    14-(31,15,2)
    

  • 13-(32,16,114) 13-(31,16,96) 13-(30,16,80)
    13-(31,15,18) 13-(30,15,16)
    13-(30,14,2)
    

  • 12-(32,16,570) 12-(31,16,456) 12-(30,16,360) 12-(29,16,280)
    12-(31,15,114) 12-(30,15,96) 12-(29,15,80)
    12-(30,14,18) 12-(29,14,16)
    12-(29,13,2)
    

  • 11-(32,16,2394) 11-(31,16,1824) 11-(30,16,1368) 11-(29,16,1008) 11-(28,16,728)
    11-(31,15,570) 11-(30,15,456) 11-(29,15,360) 11-(28,15,280)
    11-(30,14,114) 11-(29,14,96) 11-(28,14,80)
    11-(29,13,18) 11-(28,13,16)
    11-(28,12,2)
    

  • 10-(32,16,8778) 10-(31,16,6384) 10-(30,16,4560) 10-(29,16,3192) 10-(28,16,2184) 10-(27,16,1456)
    10-(31,15,2394) 10-(30,15,1824) 10-(29,15,1368) 10-(28,15,1008) 10-(27,15,728)
    10-(30,14,570) 10-(29,14,456) 10-(28,14,360) 10-(27,14,280)
    10-(29,13,114) 10-(28,13,96) 10-(27,13,80)
    10-(28,12,18) 10-(27,12,16)
    10-(27,11,2)
    

  • 9-(32,16,28842) 9-(31,16,20064) 9-(30,16,13680) 9-(29,16,9120) 9-(28,16,5928) 9-(27,16,3744) 9-(26,16,2288)
    9-(31,15,8778) 9-(30,15,6384) 9-(29,15,4560) 9-(28,15,3192) 9-(27,15,2184) 9-(26,15,1456)
    9-(30,14,2394) 9-(29,14,1824) 9-(28,14,1368) 9-(27,14,1008) 9-(26,14,728)
    9-(29,13,570) 9-(28,13,456) 9-(27,13,360) 9-(26,13,280)
    9-(28,12,114) 9-(27,12,96) 9-(26,12,80)
    9-(27,11,18) 9-(26,11,16)
    9-(26,10,2)
    

  • 8-(32,16,86526) 8-(31,16,57684) 8-(30,16,37620) 8-(29,16,23940) 8-(28,16,14820) 8-(27,16,8892) 8-(26,16,5148) 8-(25,16,2860)
    8-(31,15,28842) 8-(30,15,20064) 8-(29,15,13680) 8-(28,15,9120) 8-(27,15,5928) 8-(26,15,3744) 8-(25,15,2288)
    8-(30,14,8778) 8-(29,14,6384) 8-(28,14,4560) 8-(27,14,3192) 8-(26,14,2184) 8-(25,14,1456)
    8-(29,13,2394) 8-(28,13,1824) 8-(27,13,1368) 8-(26,13,1008) 8-(25,13,728)
    8-(28,12,570) 8-(27,12,456) 8-(26,12,360) 8-(25,12,280)
    8-(27,11,114) 8-(26,11,96) 8-(25,11,80)
    8-(26,10,18) 8-(25,10,16)
    8-(25,9,2)
    

  • 7-(32,16,240350) 7-(31,16,153824) 7-(30,16,96140) 7-(29,16,58520) 7-(28,16,34580) 7-(27,16,19760) 7-(26,16,10868) 7-(25,16,5720) 7-(24,16,2860)
    7-(31,15,86526) 7-(30,15,57684) 7-(29,15,37620) 7-(28,15,23940) 7-(27,15,14820) 7-(26,15,8892) 7-(25,15,5148) 7-(24,15,2860)
    7-(30,14,28842) 7-(29,14,20064) 7-(28,14,13680) (#15071) 7-(27,14,9120) 7-(26,14,5928) 7-(25,14,3744) 7-(24,14,2288)
    7-(29,13,8778) 7-(28,13,6384) 7-(27,13,4560) (#15067) 7-(26,13,3192) 7-(25,13,2184) 7-(24,13,1456)
    7-(28,12,2394) 7-(27,12,1824) 7-(26,12,1368) 7-(25,12,1008) 7-(24,12,728)
    7-(27,11,570) 7-(26,11,456) 7-(25,11,360) 7-(24,11,280)
    7-(26,10,114) 7-(25,10,96) 7-(24,10,80)
    7-(25,9,18) 7-(24,9,16)
    7-(24,8,2)
    

  • 6-(32,16,624910) 6-(31,16,384560) 6-(30,16,230736) 6-(29,16,134596) 6-(28,16,76076) 6-(27,16,41496) 6-(26,16,21736) 6-(25,16,10868) 6-(24,16,5148) 6-(23,16,2288)
    6-(31,15,240350) 6-(30,15,153824) 6-(29,15,96140) 6-(28,15,58520) 6-(27,15,34580) 6-(26,15,19760) 6-(25,15,10868) 6-(24,15,5720) 6-(23,15,2860)
    6-(30,14,86526) 6-(29,14,57684) 6-(28,14,37620) (#15075) 6-(27,14,23940) (#15083) 6-(26,14,14820) 6-(25,14,8892) 6-(24,14,5148) 6-(23,14,2860)
    6-(29,13,28842) 6-(28,13,20064) 6-(27,13,13680) (#15068) 6-(26,13,9120) (#15070) 6-(25,13,5928) 6-(24,13,3744) 6-(23,13,2288)
    6-(28,12,8778) 6-(27,12,6384) 6-(26,12,4560) (#15069) 6-(25,12,3192) 6-(24,12,2184) 6-(23,12,1456)
    6-(27,11,2394) 6-(26,11,1824) 6-(25,11,1368) 6-(24,11,1008) 6-(23,11,728)
    6-(26,10,570) (#10533) 6-(25,10,456) 6-(24,10,360) 6-(23,10,280)
    6-(25,9,114) 6-(24,9,96) 6-(23,9,80)
    6-(24,8,18) 6-(23,8,16)
    6-(23,7,2)
    

  • 5-(32,16,1533870) (#5289) 5-(31,16,908960) 5-(30,16,524400) 5-(29,16,293664) 5-(28,16,159068) 5-(27,16,82992) 5-(26,16,41496) 5-(25,16,19760) 5-(24,16,8892) 5-(23,16,3744) 5-(22,16,1456)
    5-(31,15,624910) (#5288) 5-(30,15,384560) (#1233) 5-(29,15,230736) 5-(28,15,134596) 5-(27,15,76076) 5-(26,15,41496) 5-(25,15,21736) 5-(24,15,10868) 5-(23,15,5148) 5-(22,15,2288)
    5-(30,14,240350) (#5287) 5-(29,14,153824) (#1232) 5-(28,14,96140) (#1231) 5-(27,14,58520) (#15087) 5-(26,14,34580) (#15091) 5-(25,14,19760) 5-(24,14,10868) 5-(23,14,5720) 5-(22,14,2860)
    5-(29,13,86526) (#5286) 5-(28,13,57684) (#1230) 5-(27,13,37620) (#1229) 5-(26,13,23940) (#1227) 5-(25,13,14820) (#15081) 5-(24,13,8892) 5-(23,13,5148) 5-(22,13,2860)
    5-(28,12,28842) (#5285) 5-(27,12,20064) (#1228) 5-(26,12,13680) (#1226) 5-(25,12,9120) (#1224) 5-(24,12,5928) (#1111) 5-(23,12,3744) 5-(22,12,2288)
    5-(27,11,8778) (#5284) 5-(26,11,6384) (#1225) 5-(25,11,4560) (#1223) 5-(24,11,3192) (#1221) 5-(23,11,2184) (#1110) 5-(22,11,1456) (#78)
    5-(26,10,2394) (#5283) 5-(25,10,1824) (#1222) 5-(24,10,1368) (#1220) 5-(23,10,1008) (#1218) 5-(22,10,728) (#1109)
    5-(25,9,570) (#5282) 5-(24,9,456) (#1219) 5-(23,9,360) (#1217) 5-(22,9,280) (#1216)
    5-(24,8,114) (#5281) 5-(23,8,96) (#1175) 5-(22,8,80) (#1174)
    5-(23,7,18) 5-(22,7,16) (#1147)
    5-(22,6,2)
    

  • 4-(32,16,3579030) 4-(31,16,2045160) 4-(30,16,1136200) 4-(29,16,611800) 4-(28,16,318136) 4-(27,16,159068) 4-(26,16,76076) 4-(25,16,34580) 4-(24,16,14820) 4-(23,16,5928) 4-(22,16,2184) 4-(21,16,728)
    4-(31,15,1533870) 4-(30,15,908960) 4-(29,15,524400) 4-(28,15,293664) 4-(27,15,159068) 4-(26,15,82992) 4-(25,15,41496) 4-(24,15,19760) 4-(23,15,8892) 4-(22,15,3744) 4-(21,15,1456)
    4-(30,14,624910) 4-(29,14,384560) 4-(28,14,230736) 4-(27,14,134596) 4-(26,14,76076) 4-(25,14,41496) 4-(24,14,21736) 4-(23,14,10868) 4-(22,14,5148) 4-(21,14,2288)
    4-(29,13,240350) 4-(28,13,153824) 4-(27,13,96140) 4-(26,13,58520) 4-(25,13,34580) 4-(24,13,19760) 4-(23,13,10868) 4-(22,13,5720) 4-(21,13,2860)
    4-(28,12,86526) 4-(27,12,57684) 4-(26,12,37620) 4-(25,12,23940) 4-(24,12,14820) 4-(23,12,8892) 4-(22,12,5148) 4-(21,12,2860)
    4-(27,11,28842) 4-(26,11,20064) 4-(25,11,13680) 4-(24,11,9120) 4-(23,11,5928) 4-(22,11,3744) 4-(21,11,2288)
    4-(26,10,8778) 4-(25,10,6384) 4-(24,10,4560) 4-(23,10,3192) 4-(22,10,2184) 4-(21,10,1456) (#77)
    4-(25,9,2394) 4-(24,9,1824) 4-(23,9,1368) 4-(22,9,1008) 4-(21,9,728)
    4-(24,8,570) 4-(23,8,456) 4-(22,8,360) 4-(21,8,280)
    4-(23,7,114) 4-(22,7,96) 4-(21,7,80)
    4-(22,6,18) 4-(21,6,16) (#357)
    4-(21,5,2) (#349)
    

• family 2, lambda = 3 containing 50 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 15-(32,16,3)
    

  • 14-(32,16,27) 14-(31,16,24)
    14-(31,15,3)
    

  • 13-(32,16,171) 13-(31,16,144) 13-(30,16,120)
    13-(31,15,27) 13-(30,15,24)
    13-(30,14,3)
    

  • 12-(32,16,855) 12-(31,16,684) 12-(30,16,540) 12-(29,16,420)
    12-(31,15,171) 12-(30,15,144) 12-(29,15,120)
    12-(30,14,27) 12-(29,14,24)
    12-(29,13,3)
    

  • 11-(32,16,3591) 11-(31,16,2736) 11-(30,16,2052) 11-(29,16,1512) 11-(28,16,1092)
    11-(31,15,855) 11-(30,15,684) 11-(29,15,540) 11-(28,15,420)
    11-(30,14,171) 11-(29,14,144) 11-(28,14,120)
    11-(29,13,27) 11-(28,13,24)
    11-(28,12,3)
    

  • 10-(32,16,13167) 10-(31,16,9576) 10-(30,16,6840) 10-(29,16,4788) 10-(28,16,3276) 10-(27,16,2184)
    10-(31,15,3591) 10-(30,15,2736) 10-(29,15,2052) 10-(28,15,1512) 10-(27,15,1092)
    10-(30,14,855) 10-(29,14,684) 10-(28,14,540) 10-(27,14,420)
    10-(29,13,171) 10-(28,13,144) 10-(27,13,120)
    10-(28,12,27) 10-(27,12,24)
    10-(27,11,3)
    

  • 9-(32,16,43263) 9-(31,16,30096) 9-(30,16,20520) 9-(29,16,13680) 9-(28,16,8892) 9-(27,16,5616) 9-(26,16,3432)
    9-(31,15,13167) 9-(30,15,9576) 9-(29,15,6840) 9-(28,15,4788) 9-(27,15,3276) 9-(26,15,2184)
    9-(30,14,3591) 9-(29,14,2736) 9-(28,14,2052) 9-(27,14,1512) 9-(26,14,1092)
    9-(29,13,855) 9-(28,13,684) 9-(27,13,540) 9-(26,13,420)
    9-(28,12,171) 9-(27,12,144) 9-(26,12,120)
    9-(27,11,27) 9-(26,11,24)
    9-(26,10,3)
    

  • 8-(32,16,129789) 8-(31,16,86526) 8-(30,16,56430) 8-(29,16,35910) 8-(28,16,22230) 8-(27,16,13338) 8-(26,16,7722) 8-(25,16,4290)
    8-(31,15,43263) 8-(30,15,30096) 8-(29,15,20520) 8-(28,15,13680) 8-(27,15,8892) 8-(26,15,5616) 8-(25,15,3432)
    8-(30,14,13167) 8-(29,14,9576) 8-(28,14,6840) 8-(27,14,4788) 8-(26,14,3276) 8-(25,14,2184)
    8-(29,13,3591) 8-(28,13,2736) 8-(27,13,2052) 8-(26,13,1512) 8-(25,13,1092)
    8-(28,12,855) 8-(27,12,684) 8-(26,12,540) 8-(25,12,420)
    8-(27,11,171) 8-(26,11,144) 8-(25,11,120)
    8-(26,10,27) 8-(25,10,24)
    8-(25,9,3)
    

  • 7-(32,16,360525) 7-(31,16,230736) 7-(30,16,144210) 7-(29,16,87780) 7-(28,16,51870) 7-(27,16,29640) 7-(26,16,16302) 7-(25,16,8580) 7-(24,16,4290)
    7-(31,15,129789) 7-(30,15,86526) 7-(29,15,56430) 7-(28,15,35910) 7-(27,15,22230) 7-(26,15,13338) 7-(25,15,7722) 7-(24,15,4290)
    7-(30,14,43263) 7-(29,14,30096) 7-(28,14,20520) 7-(27,14,13680) 7-(26,14,8892) 7-(25,14,5616) 7-(24,14,3432)
    7-(29,13,13167) 7-(28,13,9576) 7-(27,13,6840) 7-(26,13,4788) (#8870) 7-(25,13,3276) 7-(24,13,2184)
    7-(28,12,3591) 7-(27,12,2736) 7-(26,12,2052) 7-(25,12,1512) 7-(24,12,1092) (#8855)
    7-(27,11,855) 7-(26,11,684) 7-(25,11,540) 7-(24,11,420)
    7-(26,10,171) 7-(25,10,144) 7-(24,10,120)
    7-(25,9,27) 7-(24,9,24)
    7-(24,8,3)
    

  • 6-(32,16,937365) 6-(31,16,576840) 6-(30,16,346104) 6-(29,16,201894) 6-(28,16,114114) 6-(27,16,62244) 6-(26,16,32604) 6-(25,16,16302) 6-(24,16,7722) 6-(23,16,3432)
    6-(31,15,360525) 6-(30,15,230736) 6-(29,15,144210) 6-(28,15,87780) 6-(27,15,51870) 6-(26,15,29640) 6-(25,15,16302) 6-(24,15,8580) 6-(23,15,4290)
    6-(30,14,129789) 6-(29,14,86526) 6-(28,14,56430) 6-(27,14,35910) 6-(26,14,22230) 6-(25,14,13338) 6-(24,14,7722) 6-(23,14,4290)
    6-(29,13,43263) 6-(28,13,30096) 6-(27,13,20520) 6-(26,13,13680) (#8869) 6-(25,13,8892) (#8877) 6-(24,13,5616) 6-(23,13,3432)
    6-(28,12,13167) 6-(27,12,9576) 6-(26,12,6840) 6-(25,12,4788) (#8862) 6-(24,12,3276) (#8854) 6-(23,12,2184) (#8863)
    6-(27,11,3591) 6-(26,11,2736) 6-(25,11,2052) 6-(24,11,1512) (#8858) 6-(23,11,1092) (#8853)
    6-(26,10,855) 6-(25,10,684) 6-(24,10,540) 6-(23,10,420) (#8775)
    6-(25,9,171) 6-(24,9,144) 6-(23,9,120)
    6-(24,8,27) 6-(23,8,24)
    6-(23,7,3)
    

  • 5-(32,16,2300805) (#7339) 5-(31,16,1363440) 5-(30,16,786600) 5-(29,16,440496) 5-(28,16,238602) 5-(27,16,124488) 5-(26,16,62244) 5-(25,16,29640) 5-(24,16,13338) 5-(23,16,5616) 5-(22,16,2184)
    5-(31,15,937365) (#7338) 5-(30,15,576840) (#7337) 5-(29,15,346104) 5-(28,15,201894) 5-(27,15,114114) 5-(26,15,62244) 5-(25,15,32604) 5-(24,15,16302) 5-(23,15,7722) 5-(22,15,3432)
    5-(30,14,360525) (#7336) 5-(29,14,230736) (#7335) 5-(28,14,144210) (#1244) 5-(27,14,87780) 5-(26,14,51870) 5-(25,14,29640) 5-(24,14,16302) 5-(23,14,8580) 5-(22,14,4290)
    5-(29,13,129789) (#7334) 5-(28,13,86526) (#7333) 5-(27,13,56430) (#1243) 5-(26,13,35910) (#1242) 5-(25,13,22230) (#8875) 5-(24,13,13338) (#8881) 5-(23,13,7722) 5-(22,13,4290)
    5-(28,12,43263) (#7332) 5-(27,12,30096) (#7331) 5-(26,12,20520) (#1241) 5-(25,12,13680) (#1240) 5-(24,12,8892) (#984) 5-(23,12,5616) (#8859) 5-(22,12,3432) (#8871)
    5-(27,11,13167) (#7330) 5-(26,11,9576) (#7329) 5-(25,11,6840) (#1239) 5-(24,11,4788) (#1238) 5-(23,11,3276) (#983) 5-(22,11,2184) (#108)
    5-(26,10,3591) (#7328) 5-(25,10,2736) (#7327) 5-(24,10,2052) (#1237) 5-(23,10,1512) (#1236) 5-(22,10,1092) (#982)
    5-(25,9,855) (#7326) 5-(24,9,684) (#7325) 5-(23,9,540) (#1235) 5-(22,9,420) (#1234)
    5-(24,8,171) (#5354) 5-(23,8,144) 5-(22,8,120) (#1156)
    5-(23,7,27) 5-(22,7,24)
    5-(22,6,3)
    

  • 4-(32,16,5368545) 4-(31,16,3067740) 4-(30,16,1704300) 4-(29,16,917700) 4-(28,16,477204) 4-(27,16,238602) 4-(26,16,114114) 4-(25,16,51870) 4-(24,16,22230) 4-(23,16,8892) 4-(22,16,3276) 4-(21,16,1092)
    4-(31,15,2300805) 4-(30,15,1363440) 4-(29,15,786600) 4-(28,15,440496) 4-(27,15,238602) 4-(26,15,124488) 4-(25,15,62244) 4-(24,15,29640) 4-(23,15,13338) 4-(22,15,5616) 4-(21,15,2184)
    4-(30,14,937365) 4-(29,14,576840) 4-(28,14,346104) 4-(27,14,201894) 4-(26,14,114114) 4-(25,14,62244) 4-(24,14,32604) 4-(23,14,16302) 4-(22,14,7722) 4-(21,14,3432)
    4-(29,13,360525) 4-(28,13,230736) 4-(27,13,144210) 4-(26,13,87780) 4-(25,13,51870) 4-(24,13,29640) 4-(23,13,16302) 4-(22,13,8580) 4-(21,13,4290)
    4-(28,12,129789) 4-(27,12,86526) 4-(26,12,56430) 4-(25,12,35910) 4-(24,12,22230) 4-(23,12,13338) 4-(22,12,7722) 4-(21,12,4290)
    4-(27,11,43263) 4-(26,11,30096) 4-(25,11,20520) 4-(24,11,13680) 4-(23,11,8892) 4-(22,11,5616) 4-(21,11,3432)
    4-(26,10,13167) 4-(25,10,9576) 4-(24,10,6840) 4-(23,10,4788) 4-(22,10,3276) 4-(21,10,2184) (#107)
    4-(25,9,3591) 4-(24,9,2736) 4-(23,9,2052) 4-(22,9,1512) 4-(21,9,1092)
    4-(24,8,855) 4-(23,8,684) 4-(22,8,540) 4-(21,8,420)
    4-(23,7,171) 4-(22,7,144) 4-(21,7,120)
    4-(22,6,27) (#379) 4-(21,6,24) (#360)
    4-(21,5,3) (#350)
    

• family 3, lambda = 4 containing 20 designs:
  
  minpath=(0, 4, 0) minimal_t=4
  • 11-(28,12,4)
    

  • 10-(28,12,36) 10-(27,12,32)
    10-(27,11,4)
    

  • 9-(28,12,228) 9-(27,12,192) 9-(26,12,160)
    9-(27,11,36) 9-(26,11,32)
    9-(26,10,4)
    

  • 8-(28,12,1140) 8-(27,12,912) 8-(26,12,720) 8-(25,12,560)
    8-(27,11,228) 8-(26,11,192) 8-(25,11,160)
    8-(26,10,36) 8-(25,10,32)
    8-(25,9,4)
    

  • 7-(28,12,4788) 7-(27,12,3648) 7-(26,12,2736) 7-(25,12,2016) 7-(24,12,1456)
    7-(27,11,1140) 7-(26,11,912) 7-(25,11,720) 7-(24,11,560)
    7-(26,10,228) 7-(25,10,192) 7-(24,10,160)
    7-(25,9,36) 7-(24,9,32)
    7-(24,8,4) (#13276)
    

  • 6-(28,12,17556) 6-(27,12,12768) 6-(26,12,9120) 6-(25,12,6384) 6-(24,12,4368) 6-(23,12,2912)
    6-(27,11,4788) 6-(26,11,3648) 6-(25,11,2736) 6-(24,11,2016) 6-(23,11,1456)
    6-(26,10,1140) 6-(25,10,912) 6-(24,10,720) 6-(23,10,560)
    6-(25,9,228) 6-(24,9,192) 6-(23,9,160)
    6-(24,8,36) (#9832) 6-(23,8,32) (#13278)
    6-(23,7,4) (#13277)
    

  • 5-(28,12,57684) 5-(27,12,40128) 5-(26,12,27360) 5-(25,12,18240) 5-(24,12,11856) (#2020) 5-(23,12,7488) 5-(22,12,4576)
    5-(27,11,17556) 5-(26,11,12768) 5-(25,11,9120) 5-(24,11,6384) 5-(23,11,4368) 5-(22,11,2912)
    5-(26,10,4788) (#7522) 5-(25,10,3648) (#7521) 5-(24,10,2736) (#1379) 5-(23,10,2016) 5-(22,10,1456)
    5-(25,9,1140) (#7520) 5-(24,9,912) (#7519) 5-(23,9,720) (#1248) 5-(22,9,560) (#1247)
    5-(24,8,228) (#5421) 5-(23,8,192) (#9834) 5-(22,8,160) (#1158)
    5-(23,7,36) (#9833) 5-(22,7,32) (#13283)
    5-(22,6,4) (#13282)
    

  • 4-(28,12,173052) 4-(27,12,115368) 4-(26,12,75240) 4-(25,12,47880) 4-(24,12,29640) 4-(23,12,17784) 4-(22,12,10296) 4-(21,12,5720)
    4-(27,11,57684) 4-(26,11,40128) 4-(25,11,27360) 4-(24,11,18240) 4-(23,11,11856) 4-(22,11,7488) 4-(21,11,4576)
    4-(26,10,17556) 4-(25,10,12768) 4-(24,10,9120) 4-(23,10,6384) 4-(22,10,4368) 4-(21,10,2912)
    4-(25,9,4788) 4-(24,9,3648) 4-(23,9,2736) 4-(22,9,2016) 4-(21,9,1456)
    4-(24,8,1140) 4-(23,8,912) 4-(22,8,720) 4-(21,8,560)
    4-(23,7,228) 4-(22,7,192) 4-(21,7,160)
    4-(22,6,36) (#380) 4-(21,6,32)
    4-(21,5,4) (#351)
    

• family 4, lambda = 5 containing 94 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 15-(32,16,5)
    

  • 14-(32,16,45) 14-(31,16,40)
    14-(31,15,5)
    

  • 13-(32,16,285) 13-(31,16,240) 13-(30,16,200)
    13-(31,15,45) 13-(30,15,40)
    13-(30,14,5)
    

  • 12-(32,16,1425) 12-(31,16,1140) 12-(30,16,900) 12-(29,16,700)
    12-(31,15,285) 12-(30,15,240) 12-(29,15,200)
    12-(30,14,45) 12-(29,14,40)
    12-(29,13,5)
    

  • 11-(32,16,5985) 11-(31,16,4560) 11-(30,16,3420) 11-(29,16,2520) 11-(28,16,1820)
    11-(31,15,1425) 11-(30,15,1140) 11-(29,15,900) 11-(28,15,700)
    11-(30,14,285) 11-(29,14,240) 11-(28,14,200)
    11-(29,13,45) 11-(28,13,40)
    11-(28,12,5)
    

  • 10-(32,16,21945) 10-(31,16,15960) 10-(30,16,11400) 10-(29,16,7980) 10-(28,16,5460) 10-(27,16,3640)
    10-(31,15,5985) 10-(30,15,4560) 10-(29,15,3420) 10-(28,15,2520) 10-(27,15,1820)
    10-(30,14,1425) 10-(29,14,1140) 10-(28,14,900) 10-(27,14,700)
    10-(29,13,285) 10-(28,13,240) 10-(27,13,200)
    10-(28,12,45) 10-(27,12,40)
    10-(27,11,5)
    

  • 9-(32,16,72105) 9-(31,16,50160) 9-(30,16,34200) 9-(29,16,22800) 9-(28,16,14820) 9-(27,16,9360) 9-(26,16,5720)
    9-(31,15,21945) 9-(30,15,15960) 9-(29,15,11400) 9-(28,15,7980) 9-(27,15,5460) 9-(26,15,3640)
    9-(30,14,5985) 9-(29,14,4560) 9-(28,14,3420) 9-(27,14,2520) 9-(26,14,1820)
    9-(29,13,1425) 9-(28,13,1140) 9-(27,13,900) 9-(26,13,700)
    9-(28,12,285) 9-(27,12,240) 9-(26,12,200)
    9-(27,11,45) 9-(26,11,40)
    9-(26,10,5)
    

  • 8-(32,16,216315) 8-(31,16,144210) 8-(30,16,94050) 8-(29,16,59850) 8-(28,16,37050) 8-(27,16,22230) 8-(26,16,12870) 8-(25,16,7150)
    8-(31,15,72105) 8-(30,15,50160) 8-(29,15,34200) 8-(28,15,22800) 8-(27,15,14820) 8-(26,15,9360) 8-(25,15,5720)
    8-(30,14,21945) 8-(29,14,15960) 8-(28,14,11400) 8-(27,14,7980) 8-(26,14,5460) 8-(25,14,3640)
    8-(29,13,5985) 8-(28,13,4560) 8-(27,13,3420) 8-(26,13,2520) 8-(25,13,1820)
    8-(28,12,1425) 8-(27,12,1140) 8-(26,12,900) 8-(25,12,700)
    8-(27,11,285) 8-(26,11,240) 8-(25,11,200)
    8-(26,10,45) 8-(25,10,40)
    8-(25,9,5)
    

  • 7-(32,16,600875) (#13475) 7-(31,16,384560) 7-(30,16,240350) 7-(29,16,146300) 7-(28,16,86450) 7-(27,16,49400) 7-(26,16,27170) 7-(25,16,14300) 7-(24,16,7150)
    7-(31,15,216315) 7-(30,15,144210) (#13463) 7-(29,15,94050) 7-(28,15,59850) 7-(27,15,37050) 7-(26,15,22230) 7-(25,15,12870) 7-(24,15,7150)
    7-(30,14,72105) 7-(29,14,50160) 7-(28,14,34200) (#13452) 7-(27,14,22800) 7-(26,14,14820) 7-(25,14,9360) 7-(24,14,5720)
    7-(29,13,21945) 7-(28,13,15960) 7-(27,13,11400) 7-(26,13,7980) (#9192) 7-(25,13,5460) 7-(24,13,3640)
    7-(28,12,5985) 7-(27,12,4560) 7-(26,12,3420) 7-(25,12,2520) 7-(24,12,1820) (#9177)
    7-(27,11,1425) 7-(26,11,1140) 7-(25,11,900) 7-(24,11,700)
    7-(26,10,285) 7-(25,10,240) 7-(24,10,200)
    7-(25,9,45) (#13439) 7-(24,9,40) (#13434)
    7-(24,8,5) (#13287)
    

  • 6-(32,16,1562275) (#13474) 6-(31,16,961400) (#13481) 6-(30,16,576840) 6-(29,16,336490) 6-(28,16,190190) 6-(27,16,103740) 6-(26,16,54340) 6-(25,16,27170) 6-(24,16,12870) 6-(23,16,5720)
    6-(31,15,600875) (#13467) 6-(30,15,384560) (#13462) 6-(29,15,240350) (#13470) 6-(28,15,146300) 6-(27,15,86450) 6-(26,15,49400) 6-(25,15,27170) 6-(24,15,14300) 6-(23,15,7150)
    6-(30,14,216315) (#13461) 6-(29,14,144210) (#13454) 6-(28,14,94050) (#13451) 6-(27,14,59850) (#13457) 6-(26,14,37050) 6-(25,14,22230) 6-(24,14,12870) 6-(23,14,7150)
    6-(29,13,72105) (#13453) 6-(28,13,50160) (#13450) 6-(27,13,34200) (#13448) 6-(26,13,22800) (#9191) 6-(25,13,14820) (#9199) 6-(24,13,9360) 6-(23,13,5720)
    6-(28,12,21945) (#13449) 6-(27,12,15960) (#13447) 6-(26,12,11400) (#13445) 6-(25,12,7980) (#9184) 6-(24,12,5460) (#9176) 6-(23,12,3640) (#9185)
    6-(27,11,5985) (#13446) 6-(26,11,4560) (#13444) 6-(25,11,3420) (#13443) 6-(24,11,2520) (#9180) 6-(23,11,1820) (#9175)
    6-(26,10,1425) (#10493) 6-(25,10,1140) (#13442) 6-(24,10,900) (#13440) 6-(23,10,700) (#8797)
    6-(25,9,285) (#10440) 6-(24,9,240) (#13435) 6-(23,9,200) (#13436)
    6-(24,8,45) (#9837) 6-(23,8,40) (#13289)
    6-(23,7,5) (#13288)
    

  • 5-(32,16,3834675) (#8820) 5-(31,16,2272400) (#13479) 5-(30,16,1311000) (#13485) 5-(29,16,734160) 5-(28,16,397670) 5-(27,16,207480) 5-(26,16,103740) 5-(25,16,49400) 5-(24,16,22230) 5-(23,16,9360) 5-(22,16,3640)
    5-(31,15,1562275) (#8819) 5-(30,15,961400) (#8818) 5-(29,15,576840) (#13468) 5-(28,15,336490) (#13476) 5-(27,15,190190) 5-(26,15,103740) 5-(25,15,54340) 5-(24,15,27170) 5-(23,15,12870) 5-(22,15,5720)
    5-(30,14,600875) (#8817) 5-(29,14,384560) (#8816) 5-(28,14,240350) (#8814) 5-(27,14,146300) (#13455) 5-(26,14,86450) (#13464) 5-(25,14,49400) 5-(24,14,27170) 5-(23,14,14300) 5-(22,14,7150)
    5-(29,13,216315) (#8815) 5-(28,13,144210) (#8813) 5-(27,13,94050) (#8811) 5-(26,13,59850) (#8808) 5-(25,13,37050) (#9197) 5-(24,13,22230) (#9203) 5-(23,13,12870) 5-(22,13,7150)
    5-(28,12,72105) (#8812) 5-(27,12,50160) (#8810) 5-(26,12,34200) (#8807) 5-(25,12,22800) (#8805) 5-(24,12,14820) (#2565) 5-(23,12,9360) (#9181) 5-(22,12,5720) (#9193)
    5-(27,11,21945) (#8809) 5-(26,11,15960) (#8806) 5-(25,11,11400) (#8804) 5-(24,11,7980) (#8803) 5-(23,11,5460) (#8802) 5-(22,11,3640) (#176)
    5-(26,10,5985) (#5490) 5-(25,10,4560) (#1268) 5-(24,10,3420) (#1267) 5-(23,10,2520) (#1266) 5-(22,10,1820) (#8798)
    5-(25,9,1425) (#5489) 5-(24,9,1140) (#1254) 5-(23,9,900) (#1253) 5-(22,9,700) (#1252)
    5-(24,8,285) (#5488) 5-(23,8,240) (#1162) 5-(22,8,200) (#1161)
    5-(23,7,45) (#9838) 5-(22,7,40) (#1150)
    5-(22,6,5) (#13293)
    

  • 4-(32,16,8947575) 4-(31,16,5112900) 4-(30,16,2840500) 4-(29,16,1529500) 4-(28,16,795340) 4-(27,16,397670) 4-(26,16,190190) 4-(25,16,86450) 4-(24,16,37050) 4-(23,16,14820) 4-(22,16,5460) 4-(21,16,1820)
    4-(31,15,3834675) 4-(30,15,2272400) 4-(29,15,1311000) 4-(28,15,734160) 4-(27,15,397670) 4-(26,15,207480) 4-(25,15,103740) 4-(24,15,49400) 4-(23,15,22230) 4-(22,15,9360) 4-(21,15,3640)
    4-(30,14,1562275) 4-(29,14,961400) 4-(28,14,576840) 4-(27,14,336490) 4-(26,14,190190) 4-(25,14,103740) 4-(24,14,54340) 4-(23,14,27170) 4-(22,14,12870) 4-(21,14,5720)
    4-(29,13,600875) 4-(28,13,384560) 4-(27,13,240350) 4-(26,13,146300) 4-(25,13,86450) 4-(24,13,49400) 4-(23,13,27170) 4-(22,13,14300) 4-(21,13,7150)
    4-(28,12,216315) 4-(27,12,144210) 4-(26,12,94050) 4-(25,12,59850) 4-(24,12,37050) 4-(23,12,22230) 4-(22,12,12870) 4-(21,12,7150)
    4-(27,11,72105) 4-(26,11,50160) 4-(25,11,34200) 4-(24,11,22800) 4-(23,11,14820) 4-(22,11,9360) 4-(21,11,5720)
    4-(26,10,21945) 4-(25,10,15960) 4-(24,10,11400) 4-(23,10,7980) 4-(22,10,5460) 4-(21,10,3640) (#175)
    4-(25,9,5985) 4-(24,9,4560) 4-(23,9,3420) 4-(22,9,2520) 4-(21,9,1820) (#372)
    4-(24,8,1425) 4-(23,8,1140) 4-(22,8,900) 4-(21,8,700)
    4-(23,7,285) 4-(22,7,240) 4-(21,7,200)
    4-(22,6,45) (#383) 4-(21,6,40) (#365)
    4-(21,5,5) (#352)
    

• family 5, lambda = 6 containing 110 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 15-(32,16,6)
    

  • 14-(32,16,54) 14-(31,16,48)
    14-(31,15,6)
    

  • 13-(32,16,342) 13-(31,16,288) 13-(30,16,240)
    13-(31,15,54) 13-(30,15,48)
    13-(30,14,6)
    

  • 12-(32,16,1710) 12-(31,16,1368) 12-(30,16,1080) 12-(29,16,840)
    12-(31,15,342) 12-(30,15,288) 12-(29,15,240)
    12-(30,14,54) 12-(29,14,48)
    12-(29,13,6)
    

  • 11-(32,16,7182) 11-(31,16,5472) 11-(30,16,4104) 11-(29,16,3024) 11-(28,16,2184)
    11-(31,15,1710) 11-(30,15,1368) 11-(29,15,1080) 11-(28,15,840)
    11-(30,14,342) 11-(29,14,288) 11-(28,14,240)
    11-(29,13,54) 11-(28,13,48)
    11-(28,12,6)
    

  • 10-(32,16,26334) 10-(31,16,19152) 10-(30,16,13680) 10-(29,16,9576) 10-(28,16,6552) 10-(27,16,4368)
    10-(31,15,7182) 10-(30,15,5472) 10-(29,15,4104) 10-(28,15,3024) 10-(27,15,2184)
    10-(30,14,1710) 10-(29,14,1368) 10-(28,14,1080) 10-(27,14,840)
    10-(29,13,342) 10-(28,13,288) 10-(27,13,240)
    10-(28,12,54) 10-(27,12,48)
    10-(27,11,6)
    

  • 9-(32,16,86526) 9-(31,16,60192) 9-(30,16,41040) 9-(29,16,27360) 9-(28,16,17784) 9-(27,16,11232) 9-(26,16,6864)
    9-(31,15,26334) 9-(30,15,19152) 9-(29,15,13680) 9-(28,15,9576) 9-(27,15,6552) 9-(26,15,4368)
    9-(30,14,7182) 9-(29,14,5472) 9-(28,14,4104) 9-(27,14,3024) 9-(26,14,2184)
    9-(29,13,1710) 9-(28,13,1368) 9-(27,13,1080) 9-(26,13,840)
    9-(28,12,342) 9-(27,12,288) 9-(26,12,240)
    9-(27,11,54) 9-(26,11,48)
    9-(26,10,6)
    

  • 8-(32,16,259578) 8-(31,16,173052) 8-(30,16,112860) 8-(29,16,71820) 8-(28,16,44460) 8-(27,16,26676) 8-(26,16,15444) 8-(25,16,8580)
    8-(31,15,86526) 8-(30,15,60192) 8-(29,15,41040) 8-(28,15,27360) 8-(27,15,17784) 8-(26,15,11232) 8-(25,15,6864)
    8-(30,14,26334) 8-(29,14,19152) 8-(28,14,13680) 8-(27,14,9576) 8-(26,14,6552) 8-(25,14,4368)
    8-(29,13,7182) 8-(28,13,5472) 8-(27,13,4104) 8-(26,13,3024) 8-(25,13,2184)
    8-(28,12,1710) 8-(27,12,1368) 8-(26,12,1080) 8-(25,12,840)
    8-(27,11,342) 8-(26,11,288) 8-(25,11,240)
    8-(26,10,54) 8-(25,10,48)
    8-(25,9,6)
    

  • 7-(32,16,721050) (#13357) 7-(31,16,461472) 7-(30,16,288420) 7-(29,16,175560) 7-(28,16,103740) 7-(27,16,59280) 7-(26,16,32604) 7-(25,16,17160) 7-(24,16,8580)
    7-(31,15,259578) (#13500) 7-(30,15,173052) (#13346) 7-(29,15,112860) 7-(28,15,71820) 7-(27,15,44460) 7-(26,15,26676) 7-(25,15,15444) 7-(24,15,8580)
    7-(30,14,86526) (#13499) 7-(29,14,60192) (#13498) 7-(28,14,41040) (#13256) 7-(27,14,27360) 7-(26,14,17784) 7-(25,14,11232) 7-(24,14,6864)
    7-(29,13,26334) (#13497) 7-(28,13,19152) (#13496) 7-(27,13,13680) (#13251) 7-(26,13,9576) (#13236) 7-(25,13,6552) 7-(24,13,4368)
    7-(28,12,7182) (#13495) 7-(27,12,5472) (#13494) 7-(26,12,4104) (#13240) 7-(25,12,3024) (#13232) 7-(24,12,2184) (#13220)
    7-(27,11,1710) (#13493) 7-(26,11,1368) (#13492) 7-(25,11,1080) (#13215) 7-(24,11,840) (#13210)
    7-(26,10,342) (#13491) 7-(25,10,288) (#13490) 7-(24,10,240) (#13147)
    7-(25,9,54) (#13489) 7-(24,9,48) (#13488)
    7-(24,8,6) (#13314)
    

  • 6-(32,16,1874730) (#13356) 6-(31,16,1153680) (#13364) 6-(30,16,692208) 6-(29,16,403788) 6-(28,16,228228) 6-(27,16,124488) 6-(26,16,65208) 6-(25,16,32604) 6-(24,16,15444) 6-(23,16,6864)
    6-(31,15,721050) (#13350) 6-(30,15,461472) (#13345) 6-(29,15,288420) (#13353) 6-(28,15,175560) 6-(27,15,103740) 6-(26,15,59280) 6-(25,15,32604) 6-(24,15,17160) 6-(23,15,8580)
    6-(30,14,259578) (#13344) 6-(29,14,173052) (#13341) 6-(28,14,112860) (#13255) 6-(27,14,71820) (#13266) 6-(26,14,44460) 6-(25,14,26676) 6-(24,14,15444) 6-(23,14,8580)
    6-(29,13,86526) (#13340) 6-(28,13,60192) (#13337) 6-(27,13,41040) (#13248) 6-(26,13,27360) (#13235) 6-(25,13,17784) (#13249) 6-(24,13,11232) 6-(23,13,6864)
    6-(28,12,26334) (#13336) 6-(27,12,19152) (#13333) 6-(26,12,13680) (#13237) 6-(25,12,9576) (#13229) 6-(24,12,6552) (#13219) 6-(23,12,4368) (#13230)
    6-(27,11,7182) (#10691) 6-(26,11,5472) (#13330) 6-(25,11,4104) (#13218) 6-(24,11,3024) (#13211) 6-(23,11,2184) (#13212)
    6-(26,10,1710) (#13329) 6-(25,10,1368) (#13326) 6-(24,10,1080) (#13148) 6-(23,10,840) (#13150)
    6-(25,9,342) (#13325) 6-(24,9,288) (#13323) 6-(23,9,240) (#13149)
    6-(24,8,54) (#9841) 6-(23,8,48) (#13316)
    6-(23,7,6) (#13315)
    

  • 5-(32,16,4601610) (#6506) 5-(31,16,2726880) (#13362) 5-(30,16,1573200) (#13366) 5-(29,16,880992) 5-(28,16,477204) 5-(27,16,248976) 5-(26,16,124488) 5-(25,16,59280) 5-(24,16,26676) 5-(23,16,11232) 5-(22,16,4368)
    5-(31,15,1874730) (#6505) 5-(30,15,1153680) (#6504) 5-(29,15,692208) (#13351) 5-(28,15,403788) (#13358) 5-(27,15,228228) 5-(26,15,124488) 5-(25,15,65208) 5-(24,15,32604) 5-(23,15,15444) 5-(22,15,6864)
    5-(30,14,721050) (#6503) 5-(29,14,461472) (#6502) 5-(28,14,288420) (#3104) 5-(27,14,175560) (#13264) 5-(26,14,103740) (#13270) 5-(25,14,59280) 5-(24,14,32604) 5-(23,14,17160) 5-(22,14,8580)
    5-(29,13,259578) (#6501) 5-(28,13,173052) (#6500) 5-(27,13,112860) (#3103) 5-(26,13,71820) (#3101) 5-(25,13,44460) (#13246) 5-(24,13,26676) (#13257) 5-(23,13,15444) 5-(22,13,8580)
    5-(28,12,86526) (#6499) 5-(27,12,60192) (#6498) 5-(26,12,41040) (#3102) 5-(25,12,27360) (#3100) 5-(24,12,17784) (#3099) 5-(23,12,11232) (#13227) 5-(22,12,6864) (#13238)
    5-(27,11,26334) (#6497) 5-(26,11,19152) (#6496) 5-(25,11,13680) (#1680) 5-(24,11,9576) (#1679) 5-(23,11,6552) (#13163) 5-(22,11,4368) (#204)
    5-(26,10,7182) (#6495) 5-(25,10,5472) (#6494) 5-(24,10,4104) (#1461) 5-(23,10,3024) (#13154) 5-(22,10,2184) (#13160)
    5-(25,9,1710) (#6493) 5-(24,9,1368) (#6492) 5-(23,9,1080) (#1258) 5-(22,9,840) (#1257)
    5-(24,8,342) (#5560) 5-(23,8,288) (#9843) 5-(22,8,240) (#1164)
    5-(23,7,54) (#9842) 5-(22,7,48) (#13320)
    5-(22,6,6) (#1146)
    

  • 4-(32,16,10737090) 4-(31,16,6135480) 4-(30,16,3408600) 4-(29,16,1835400) 4-(28,16,954408) 4-(27,16,477204) 4-(26,16,228228) 4-(25,16,103740) 4-(24,16,44460) 4-(23,16,17784) 4-(22,16,6552) 4-(21,16,2184)
    4-(31,15,4601610) 4-(30,15,2726880) 4-(29,15,1573200) 4-(28,15,880992) 4-(27,15,477204) 4-(26,15,248976) 4-(25,15,124488) 4-(24,15,59280) 4-(23,15,26676) 4-(22,15,11232) 4-(21,15,4368)
    4-(30,14,1874730) 4-(29,14,1153680) 4-(28,14,692208) 4-(27,14,403788) 4-(26,14,228228) 4-(25,14,124488) 4-(24,14,65208) 4-(23,14,32604) 4-(22,14,15444) 4-(21,14,6864)
    4-(29,13,721050) 4-(28,13,461472) 4-(27,13,288420) 4-(26,13,175560) 4-(25,13,103740) 4-(24,13,59280) 4-(23,13,32604) 4-(22,13,17160) 4-(21,13,8580)
    4-(28,12,259578) 4-(27,12,173052) 4-(26,12,112860) 4-(25,12,71820) 4-(24,12,44460) 4-(23,12,26676) 4-(22,12,15444) 4-(21,12,8580)
    4-(27,11,86526) 4-(26,11,60192) 4-(25,11,41040) 4-(24,11,27360) 4-(23,11,17784) 4-(22,11,11232) 4-(21,11,6864)
    4-(26,10,26334) 4-(25,10,19152) 4-(24,10,13680) 4-(23,10,9576) 4-(22,10,6552) 4-(21,10,4368) (#203)
    4-(25,9,7182) 4-(24,9,5472) 4-(23,9,4104) 4-(22,9,3024) 4-(21,9,2184)
    4-(24,8,1710) 4-(23,8,1368) 4-(22,8,1080) 4-(21,8,840)
    4-(23,7,342) 4-(22,7,288) 4-(21,7,240)
    4-(22,6,54) (#385) 4-(21,6,48) (#60)
    4-(21,5,6) (#353)
    

• family 6, lambda = 7 containing 19 designs:
  
  minpath=(0, 4, 0) minimal_t=4
  • 11-(28,12,7)
    

  • 10-(28,12,63) 10-(27,12,56)
    10-(27,11,7)
    

  • 9-(28,12,399) 9-(27,12,336) 9-(26,12,280)
    9-(27,11,63) 9-(26,11,56)
    9-(26,10,7)
    

  • 8-(28,12,1995) 8-(27,12,1596) 8-(26,12,1260) 8-(25,12,980)
    8-(27,11,399) 8-(26,11,336) 8-(25,11,280)
    8-(26,10,63) 8-(25,10,56)
    8-(25,9,7)
    

  • 7-(28,12,8379) 7-(27,12,6384) 7-(26,12,4788) 7-(25,12,3528) 7-(24,12,2548)
    7-(27,11,1995) 7-(26,11,1596) 7-(25,11,1260) 7-(24,11,980)
    7-(26,10,399) 7-(25,10,336) 7-(24,10,280)
    7-(25,9,63) 7-(24,9,56)
    7-(24,8,7) (#13368)
    

  • 6-(28,12,30723) 6-(27,12,22344) 6-(26,12,15960) 6-(25,12,11172) 6-(24,12,7644) 6-(23,12,5096)
    6-(27,11,8379) 6-(26,11,6384) 6-(25,11,4788) 6-(24,11,3528) 6-(23,11,2548)
    6-(26,10,1995) 6-(25,10,1596) 6-(24,10,1260) 6-(23,10,980)
    6-(25,9,399) 6-(24,9,336) 6-(23,9,280)
    6-(24,8,63) (#9846) 6-(23,8,56) (#13370)
    6-(23,7,7) (#13369)
    

  • 5-(28,12,100947) 5-(27,12,70224) 5-(26,12,47880) 5-(25,12,31920) 5-(24,12,20748) (#3634) 5-(23,12,13104) 5-(22,12,8008)
    5-(27,11,30723) 5-(26,11,22344) 5-(25,11,15960) 5-(24,11,11172) 5-(23,11,7644) 5-(22,11,5096)
    5-(26,10,8379) (#6673) 5-(25,10,6384) (#6672) 5-(24,10,4788) (#1502) 5-(23,10,3528) 5-(22,10,2548)
    5-(25,9,1995) (#6671) 5-(24,9,1596) (#6670) 5-(23,9,1260) (#1262) 5-(22,9,980) (#1261)
    5-(24,8,399) (#5626) 5-(23,8,336) (#9848) 5-(22,8,280) (#1166)
    5-(23,7,63) (#9847) 5-(22,7,56) (#13375)
    5-(22,6,7) (#13374)
    

  • 4-(28,12,302841) 4-(27,12,201894) 4-(26,12,131670) 4-(25,12,83790) 4-(24,12,51870) 4-(23,12,31122) 4-(22,12,18018) 4-(21,12,10010)
    4-(27,11,100947) 4-(26,11,70224) 4-(25,11,47880) 4-(24,11,31920) 4-(23,11,20748) 4-(22,11,13104) 4-(21,11,8008)
    4-(26,10,30723) 4-(25,10,22344) 4-(24,10,15960) 4-(23,10,11172) 4-(22,10,7644) 4-(21,10,5096)
    4-(25,9,8379) 4-(24,9,6384) 4-(23,9,4788) 4-(22,9,3528) 4-(21,9,2548)
    4-(24,8,1995) 4-(23,8,1596) 4-(22,8,1260) 4-(21,8,980)
    4-(23,7,399) 4-(22,7,336) 4-(21,7,280)
    4-(22,6,63) (#387) 4-(21,6,56)
    4-(21,5,7)
    

• family 7, lambda = 8 containing 97 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 15-(32,16,8)
    

  • 14-(32,16,72) 14-(31,16,64)
    14-(31,15,8)
    

  • 13-(32,16,456) 13-(31,16,384) 13-(30,16,320)
    13-(31,15,72) 13-(30,15,64)
    13-(30,14,8)
    

  • 12-(32,16,2280) 12-(31,16,1824) 12-(30,16,1440) 12-(29,16,1120)
    12-(31,15,456) 12-(30,15,384) 12-(29,15,320)
    12-(30,14,72) 12-(29,14,64)
    12-(29,13,8)
    

  • 11-(32,16,9576) 11-(31,16,7296) 11-(30,16,5472) 11-(29,16,4032) 11-(28,16,2912)
    11-(31,15,2280) 11-(30,15,1824) 11-(29,15,1440) 11-(28,15,1120)
    11-(30,14,456) 11-(29,14,384) 11-(28,14,320)
    11-(29,13,72) 11-(28,13,64)
    11-(28,12,8)
    

  • 10-(32,16,35112) 10-(31,16,25536) 10-(30,16,18240) 10-(29,16,12768) 10-(28,16,8736) 10-(27,16,5824)
    10-(31,15,9576) 10-(30,15,7296) 10-(29,15,5472) 10-(28,15,4032) 10-(27,15,2912)
    10-(30,14,2280) 10-(29,14,1824) 10-(28,14,1440) 10-(27,14,1120)
    10-(29,13,456) 10-(28,13,384) 10-(27,13,320)
    10-(28,12,72) 10-(27,12,64)
    10-(27,11,8)
    

  • 9-(32,16,115368) 9-(31,16,80256) 9-(30,16,54720) 9-(29,16,36480) 9-(28,16,23712) 9-(27,16,14976) 9-(26,16,9152)
    9-(31,15,35112) 9-(30,15,25536) 9-(29,15,18240) 9-(28,15,12768) 9-(27,15,8736) 9-(26,15,5824)
    9-(30,14,9576) 9-(29,14,7296) 9-(28,14,5472) 9-(27,14,4032) 9-(26,14,2912)
    9-(29,13,2280) 9-(28,13,1824) 9-(27,13,1440) 9-(26,13,1120)
    9-(28,12,456) 9-(27,12,384) 9-(26,12,320)
    9-(27,11,72) 9-(26,11,64)
    9-(26,10,8)
    

  • 8-(32,16,346104) 8-(31,16,230736) 8-(30,16,150480) 8-(29,16,95760) 8-(28,16,59280) 8-(27,16,35568) 8-(26,16,20592) 8-(25,16,11440)
    8-(31,15,115368) 8-(30,15,80256) 8-(29,15,54720) 8-(28,15,36480) 8-(27,15,23712) 8-(26,15,14976) 8-(25,15,9152)
    8-(30,14,35112) 8-(29,14,25536) 8-(28,14,18240) 8-(27,14,12768) 8-(26,14,8736) 8-(25,14,5824)
    8-(29,13,9576) 8-(28,13,7296) 8-(27,13,5472) 8-(26,13,4032) 8-(25,13,2912)
    8-(28,12,2280) 8-(27,12,1824) 8-(26,12,1440) 8-(25,12,1120)
    8-(27,11,456) 8-(26,11,384) 8-(25,11,320)
    8-(26,10,72) 8-(25,10,64)
    8-(25,9,8)
    

  • 7-(32,16,961400) (#13423) 7-(31,16,615296) 7-(30,16,384560) 7-(29,16,234080) 7-(28,16,138320) 7-(27,16,79040) 7-(26,16,43472) 7-(25,16,22880) 7-(24,16,11440)
    7-(31,15,346104) 7-(30,15,230736) (#13412) 7-(29,15,150480) 7-(28,15,95760) 7-(27,15,59280) 7-(26,15,35568) 7-(25,15,20592) 7-(24,15,11440)
    7-(30,14,115368) 7-(29,14,80256) 7-(28,14,54720) (#13189) 7-(27,14,36480) 7-(26,14,23712) 7-(25,14,14976) 7-(24,14,9152)
    7-(29,13,35112) 7-(28,13,25536) 7-(27,13,18240) 7-(26,13,12768) (#9657) 7-(25,13,8736) 7-(24,13,5824)
    7-(28,12,9576) 7-(27,12,7296) 7-(26,12,5472) 7-(25,12,4032) 7-(24,12,2912) (#9647)
    7-(27,11,2280) (#14307) 7-(26,11,1824) 7-(25,11,1440) 7-(24,11,1120)
    7-(26,10,456) (#13504) 7-(25,10,384) (#13503) 7-(24,10,320) (#13166)
    7-(25,9,72) (#13502) 7-(24,9,64) (#13501)
    7-(24,8,8) (#13379)
    

  • 6-(32,16,2499640) (#13422) 6-(31,16,1538240) (#13430) 6-(30,16,922944) 6-(29,16,538384) 6-(28,16,304304) 6-(27,16,165984) 6-(26,16,86944) 6-(25,16,43472) 6-(24,16,20592) 6-(23,16,9152)
    6-(31,15,961400) (#13416) 6-(30,15,615296) (#13411) 6-(29,15,384560) (#13419) 6-(28,15,234080) 6-(27,15,138320) 6-(26,15,79040) 6-(25,15,43472) 6-(24,15,22880) 6-(23,15,11440)
    6-(30,14,346104) (#13410) 6-(29,14,230736) (#13407) 6-(28,14,150480) (#13188) 6-(27,14,95760) (#13196) 6-(26,14,59280) 6-(25,14,35568) 6-(24,14,20592) 6-(23,14,11440)
    6-(29,13,115368) (#13406) 6-(28,13,80256) (#13403) 6-(27,13,54720) (#13184) 6-(26,13,36480) (#9656) 6-(25,13,23712) (#9663) 6-(24,13,14976) 6-(23,13,9152)
    6-(28,12,35112) (#13402) 6-(27,12,25536) (#13399) 6-(26,12,18240) (#13179) 6-(25,12,12768) (#9651) 6-(24,12,8736) (#9646) 6-(23,12,5824) (#9652)
    6-(27,11,9576) (#10755) 6-(26,11,7296) (#13396) 6-(25,11,5472) (#13174) 6-(24,11,4032) (#9648) 6-(23,11,2912) (#9645)
    6-(26,10,2280) (#13395) 6-(25,10,1824) (#13392) 6-(24,10,1440) (#13167) 6-(23,10,1120) (#8773)
    6-(25,9,456) (#13391) 6-(24,9,384) (#13389) 6-(23,9,320) (#13168)
    6-(24,8,72) (#9851) 6-(23,8,64) (#13381)
    6-(23,7,8) (#13380)
    

  • 5-(32,16,6135480) (#6849) 5-(31,16,3635840) (#13428) 5-(30,16,2097600) (#13432) 5-(29,16,1174656) 5-(28,16,636272) 5-(27,16,331968) 5-(26,16,165984) 5-(25,16,79040) 5-(24,16,35568) 5-(23,16,14976) 5-(22,16,5824)
    5-(31,15,2499640) (#6848) 5-(30,15,1538240) (#6847) 5-(29,15,922944) (#13417) 5-(28,15,538384) (#13424) 5-(27,15,304304) 5-(26,15,165984) 5-(25,15,86944) 5-(24,15,43472) 5-(23,15,20592) 5-(22,15,9152)
    5-(30,14,961400) (#6846) 5-(29,14,615296) (#6845) 5-(28,14,384560) (#1204) 5-(27,14,234080) (#13194) 5-(26,14,138320) (#13202) 5-(25,14,79040) 5-(24,14,43472) 5-(23,14,22880) 5-(22,14,11440)
    5-(29,13,346104) (#6844) 5-(28,13,230736) (#6843) 5-(27,13,150480) (#1203) 5-(26,13,95760) (#1202) 5-(25,13,59280) (#9661) 5-(24,13,35568) (#9667) 5-(23,13,20592) 5-(22,13,11440)
    5-(28,12,115368) (#6842) 5-(27,12,80256) (#6841) 5-(26,12,54720) (#1201) 5-(25,12,36480) (#1200) 5-(24,12,23712) (#1064) 5-(23,12,14976) (#9649) 5-(22,12,9152) (#9658)
    5-(27,11,35112) (#6840) 5-(26,11,25536) (#6839) 5-(25,11,18240) (#1199) 5-(24,11,12768) (#1198) 5-(23,11,8736) (#1063) 5-(22,11,5824) (#274)
    5-(26,10,9576) (#6838) 5-(25,10,7296) (#6837) 5-(24,10,5472) (#1197) 5-(23,10,4032) (#1196) 5-(22,10,2912) (#1062)
    5-(25,9,2280) (#6836) 5-(24,9,1824) (#6835) 5-(23,9,1440) (#1195) 5-(22,9,1120) (#1194)
    5-(24,8,456) (#5694) 5-(23,8,384) (#9853) 5-(22,8,320) (#1169)
    5-(23,7,72) (#9852) 5-(22,7,64) (#13386)
    5-(22,6,8) (#13385)
    

  • 4-(32,16,14316120) 4-(31,16,8180640) 4-(30,16,4544800) 4-(29,16,2447200) 4-(28,16,1272544) 4-(27,16,636272) 4-(26,16,304304) 4-(25,16,138320) 4-(24,16,59280) 4-(23,16,23712) 4-(22,16,8736) 4-(21,16,2912)
    4-(31,15,6135480) 4-(30,15,3635840) 4-(29,15,2097600) 4-(28,15,1174656) 4-(27,15,636272) 4-(26,15,331968) 4-(25,15,165984) 4-(24,15,79040) 4-(23,15,35568) 4-(22,15,14976) 4-(21,15,5824)
    4-(30,14,2499640) 4-(29,14,1538240) 4-(28,14,922944) 4-(27,14,538384) 4-(26,14,304304) 4-(25,14,165984) 4-(24,14,86944) 4-(23,14,43472) 4-(22,14,20592) 4-(21,14,9152)
    4-(29,13,961400) 4-(28,13,615296) 4-(27,13,384560) 4-(26,13,234080) 4-(25,13,138320) 4-(24,13,79040) 4-(23,13,43472) 4-(22,13,22880) 4-(21,13,11440)
    4-(28,12,346104) 4-(27,12,230736) 4-(26,12,150480) 4-(25,12,95760) 4-(24,12,59280) 4-(23,12,35568) 4-(22,12,20592) 4-(21,12,11440)
    4-(27,11,115368) 4-(26,11,80256) 4-(25,11,54720) 4-(24,11,36480) 4-(23,11,23712) 4-(22,11,14976) 4-(21,11,9152)
    4-(26,10,35112) 4-(25,10,25536) 4-(24,10,18240) 4-(23,10,12768) 4-(22,10,8736) 4-(21,10,5824) (#273)
    4-(25,9,9576) 4-(24,9,7296) 4-(23,9,5472) 4-(22,9,4032) 4-(21,9,2912)
    4-(24,8,2280) 4-(23,8,1824) 4-(22,8,1440) 4-(21,8,1120)
    4-(23,7,456) 4-(22,7,384) 4-(21,7,320)
    4-(22,6,72) (#389) 4-(21,6,64) (#370)
    4-(21,5,8) (#354)
    

---

created: Fri Oct 23 11:21:25 CEST 2009