design clan: 17_36_18

---

17-(36,18,m*1), 1 <= m <= 9; (9/333) lambda_max=19, lambda_max_half=9
the clan contains 9 families:

• family 0, lambda = 1 containing 16 designs:
  
  minpath=(0, 8, 0) minimal_t=5
  • 9-(28,10,1)
    

  • 8-(28,10,10) 8-(27,10,9)
    8-(27,9,1)
    

  • 7-(28,10,70) 7-(27,10,60) 7-(26,10,51)
    7-(27,9,10) 7-(26,9,9)
    7-(26,8,1)
    

  • 6-(28,10,385) 6-(27,10,315) 6-(26,10,255) 6-(25,10,204)
    6-(27,9,70) 6-(26,9,60) (#10590) 6-(25,9,51)
    6-(26,8,10) 6-(25,8,9)
    6-(25,7,1)
    

  • 5-(28,10,1771) (#6930) 5-(27,10,1386) (#6929) 5-(26,10,1071) (#6927) 5-(25,10,816) (#6925) 5-(24,10,612) (#1565)
    5-(27,9,385) (#6928) 5-(26,9,315) (#6926) 5-(25,9,255) (#6924) 5-(24,9,204) (#6923)
    5-(26,8,70) (#5759) 5-(25,8,60) (#5758) 5-(24,8,51) (#5757)
    5-(25,7,10) (#5257) 5-(24,7,9) (#5256)
    5-(24,6,1) (#5212)
    

• family 1, lambda = 2 containing 16 designs:
  
  minpath=(0, 8, 0) minimal_t=4
  • 9-(28,10,2)
    

  • 8-(28,10,20) 8-(27,10,18)
    8-(27,9,2)
    

  • 7-(28,10,140) 7-(27,10,120) 7-(26,10,102)
    7-(27,9,20) 7-(26,9,18)
    7-(26,8,2)
    

  • 6-(28,10,770) 6-(27,10,630) 6-(26,10,510) 6-(25,10,408)
    6-(27,9,140) 6-(26,9,120) 6-(25,9,102)
    6-(26,8,20) 6-(25,8,18)
    6-(25,7,2)
    

  • 5-(28,10,3542) (#7095) 5-(27,10,2772) (#7094) 5-(26,10,2142) (#7092) 5-(25,10,1632) (#7090) 5-(24,10,1224) (#1288)
    5-(27,9,770) (#7093) 5-(26,9,630) (#7091) 5-(25,9,510) (#7089) 5-(24,9,408) (#7088)
    5-(26,8,140) (#5269) 5-(25,8,120) (#5268) 5-(24,8,102) (#5267)
    5-(25,7,20) (#5224) 5-(24,7,18) (#5223)
    5-(24,6,2) (#5213)
    

  • 4-(28,10,14168) 4-(27,10,10626) 4-(26,10,7854) 4-(25,10,5712) 4-(24,10,4080) 4-(23,10,2856)
    4-(27,9,3542) 4-(26,9,2772) 4-(25,9,2142) 4-(24,9,1632) 4-(23,9,1224)
    4-(26,8,770) 4-(25,8,630) 4-(24,8,510) 4-(23,8,408)
    4-(25,7,140) (#392) 4-(24,7,120) 4-(23,7,102)
    4-(24,6,20) 4-(23,6,18)
    4-(23,5,2)
    

• family 2, lambda = 3 containing 63 designs:
  
  minpath=(0, 0, 0) minimal_t=4
  • 17-(36,18,3)
    

  • 16-(36,18,30) 16-(35,18,27)
    16-(35,17,3)
    

  • 15-(36,18,210) 15-(35,18,180) 15-(34,18,153)
    15-(35,17,30) 15-(34,17,27)
    15-(34,16,3)
    

  • 14-(36,18,1155) 14-(35,18,945) 14-(34,18,765) 14-(33,18,612)
    14-(35,17,210) 14-(34,17,180) 14-(33,17,153)
    14-(34,16,30) 14-(33,16,27)
    14-(33,15,3)
    

  • 13-(36,18,5313) 13-(35,18,4158) 13-(34,18,3213) 13-(33,18,2448) 13-(32,18,1836)
    13-(35,17,1155) 13-(34,17,945) 13-(33,17,765) 13-(32,17,612)
    13-(34,16,210) 13-(33,16,180) 13-(32,16,153)
    13-(33,15,30) 13-(32,15,27)
    13-(32,14,3)
    

  • 12-(36,18,21252) 12-(35,18,15939) 12-(34,18,11781) 12-(33,18,8568) 12-(32,18,6120) 12-(31,18,4284)
    12-(35,17,5313) 12-(34,17,4158) 12-(33,17,3213) 12-(32,17,2448) 12-(31,17,1836)
    12-(34,16,1155) 12-(33,16,945) 12-(32,16,765) 12-(31,16,612)
    12-(33,15,210) 12-(32,15,180) 12-(31,15,153)
    12-(32,14,30) 12-(31,14,27)
    12-(31,13,3)
    

  • 11-(36,18,75900) 11-(35,18,54648) 11-(34,18,38709) 11-(33,18,26928) 11-(32,18,18360) 11-(31,18,12240) 11-(30,18,7956)
    11-(35,17,21252) 11-(34,17,15939) 11-(33,17,11781) 11-(32,17,8568) 11-(31,17,6120) 11-(30,17,4284)
    11-(34,16,5313) 11-(33,16,4158) 11-(32,16,3213) 11-(31,16,2448) 11-(30,16,1836)
    11-(33,15,1155) 11-(32,15,945) 11-(31,15,765) 11-(30,15,612)
    11-(32,14,210) 11-(31,14,180) 11-(30,14,153)
    11-(31,13,30) 11-(30,13,27)
    11-(30,12,3)
    

  • 10-(36,18,246675) 10-(35,18,170775) 10-(34,18,116127) 10-(33,18,77418) 10-(32,18,50490) 10-(31,18,32130) 10-(30,18,19890) 10-(29,18,11934)
    10-(35,17,75900) 10-(34,17,54648) 10-(33,17,38709) 10-(32,17,26928) 10-(31,17,18360) 10-(30,17,12240) 10-(29,17,7956)
    10-(34,16,21252) 10-(33,16,15939) 10-(32,16,11781) 10-(31,16,8568) 10-(30,16,6120) 10-(29,16,4284)
    10-(33,15,5313) 10-(32,15,4158) 10-(31,15,3213) 10-(30,15,2448) 10-(29,15,1836)
    10-(32,14,1155) 10-(31,14,945) 10-(30,14,765) 10-(29,14,612)
    10-(31,13,210) 10-(30,13,180) 10-(29,13,153)
    10-(30,12,30) 10-(29,12,27)
    10-(29,11,3)
    

  • 9-(36,18,740025) 9-(35,18,493350) 9-(34,18,322575) 9-(33,18,206448) 9-(32,18,129030) 9-(31,18,78540) 9-(30,18,46410) 9-(29,18,26520) 9-(28,18,14586)
    9-(35,17,246675) 9-(34,17,170775) 9-(33,17,116127) 9-(32,17,77418) 9-(31,17,50490) 9-(30,17,32130) 9-(29,17,19890) 9-(28,17,11934)
    9-(34,16,75900) 9-(33,16,54648) 9-(32,16,38709) 9-(31,16,26928) 9-(30,16,18360) 9-(29,16,12240) 9-(28,16,7956)
    9-(33,15,21252) 9-(32,15,15939) 9-(31,15,11781) 9-(30,15,8568) 9-(29,15,6120) 9-(28,15,4284)
    9-(32,14,5313) 9-(31,14,4158) 9-(30,14,3213) 9-(29,14,2448) 9-(28,14,1836)
    9-(31,13,1155) 9-(30,13,945) 9-(29,13,765) 9-(28,13,612)
    9-(30,12,210) 9-(29,12,180) 9-(28,12,153)
    9-(29,11,30) 9-(28,11,27)
    9-(28,10,3)
    

  • 8-(36,18,2072070) 8-(35,18,1332045) 8-(34,18,838695) 8-(33,18,516120) 8-(32,18,309672) 8-(31,18,180642) 8-(30,18,102102) 8-(29,18,55692) 8-(28,18,29172) 8-(27,18,14586)
    8-(35,17,740025) 8-(34,17,493350) 8-(33,17,322575) 8-(32,17,206448) 8-(31,17,129030) 8-(30,17,78540) 8-(29,17,46410) 8-(28,17,26520) 8-(27,17,14586)
    8-(34,16,246675) 8-(33,16,170775) 8-(32,16,116127) 8-(31,16,77418) 8-(30,16,50490) 8-(29,16,32130) 8-(28,16,19890) 8-(27,16,11934)
    8-(33,15,75900) 8-(32,15,54648) 8-(31,15,38709) 8-(30,15,26928) 8-(29,15,18360) 8-(28,15,12240) 8-(27,15,7956)
    8-(32,14,21252) 8-(31,14,15939) 8-(30,14,11781) 8-(29,14,8568) 8-(28,14,6120) 8-(27,14,4284)
    8-(31,13,5313) 8-(30,13,4158) 8-(29,13,3213) 8-(28,13,2448) 8-(27,13,1836)
    8-(30,12,1155) 8-(29,12,945) 8-(28,12,765) 8-(27,12,612)
    8-(29,11,210) 8-(28,11,180) 8-(27,11,153)
    8-(28,10,30) 8-(27,10,27)
    8-(27,9,3)
    

  • 7-(36,18,5462730) 7-(35,18,3390660) 7-(34,18,2058615) 7-(33,18,1219920) 7-(32,18,703800) 7-(31,18,394128) 7-(30,18,213486) 7-(29,18,111384) 7-(28,18,55692) 7-(27,18,26520) 7-(26,18,11934)
    7-(35,17,2072070) 7-(34,17,1332045) 7-(33,17,838695) 7-(32,17,516120) 7-(31,17,309672) 7-(30,17,180642) 7-(29,17,102102) 7-(28,17,55692) 7-(27,17,29172) 7-(26,17,14586)
    7-(34,16,740025) 7-(33,16,493350) 7-(32,16,322575) 7-(31,16,206448) 7-(30,16,129030) 7-(29,16,78540) 7-(28,16,46410) 7-(27,16,26520) 7-(26,16,14586)
    7-(33,15,246675) 7-(32,15,170775) 7-(31,15,116127) 7-(30,15,77418) 7-(29,15,50490) 7-(28,15,32130) 7-(27,15,19890) 7-(26,15,11934)
    7-(32,14,75900) 7-(31,14,54648) 7-(30,14,38709) 7-(29,14,26928) 7-(28,14,18360) (#10941) 7-(27,14,12240) 7-(26,14,7956)
    7-(31,13,21252) 7-(30,13,15939) 7-(29,13,11781) 7-(28,13,8568) 7-(27,13,6120) 7-(26,13,4284)
    7-(30,12,5313) 7-(29,12,4158) 7-(28,12,3213) 7-(27,12,2448) 7-(26,12,1836)
    7-(29,11,1155) 7-(28,11,945) 7-(27,11,765) (#14384) 7-(26,11,612)
    7-(28,10,210) 7-(27,10,180) 7-(26,10,153)
    7-(27,9,30) 7-(26,9,27)
    7-(26,8,3)
    

  • 6-(36,18,13656825) 6-(35,18,8194095) 6-(34,18,4803435) 6-(33,18,2744820) 6-(32,18,1524900) 6-(31,18,821100) 6-(30,18,426972) 6-(29,18,213486) 6-(28,18,102102) 6-(27,18,46410) 6-(26,18,19890) 6-(25,18,7956)
    6-(35,17,5462730) 6-(34,17,3390660) 6-(33,17,2058615) 6-(32,17,1219920) 6-(31,17,703800) 6-(30,17,394128) 6-(29,17,213486) 6-(28,17,111384) 6-(27,17,55692) 6-(26,17,26520) 6-(25,17,11934)
    6-(34,16,2072070) 6-(33,16,1332045) 6-(32,16,838695) 6-(31,16,516120) 6-(30,16,309672) 6-(29,16,180642) 6-(28,16,102102) 6-(27,16,55692) 6-(26,16,29172) 6-(25,16,14586)
    6-(33,15,740025) 6-(32,15,493350) 6-(31,15,322575) 6-(30,15,206448) 6-(29,15,129030) 6-(28,15,78540) 6-(27,15,46410) 6-(26,15,26520) 6-(25,15,14586)
    6-(32,14,246675) 6-(31,14,170775) 6-(30,14,116127) 6-(29,14,77418) 6-(28,14,50490) (#10940) 6-(27,14,32130) (#10949) 6-(26,14,19890) 6-(25,14,11934)
    6-(31,13,75900) 6-(30,13,54648) 6-(29,13,38709) 6-(28,13,26928) 6-(27,13,18360) (#10936) 6-(26,13,12240) 6-(25,13,7956)
    6-(30,12,21252) 6-(29,12,15939) 6-(28,12,11781) 6-(27,12,8568) 6-(26,12,6120) 6-(25,12,4284)
    6-(29,11,5313) (#14403) 6-(28,11,4158) (#14395) 6-(27,11,3213) (#14385) 6-(26,11,2448) (#14387) 6-(25,11,1836)
    6-(28,10,1155) (#11638) 6-(27,10,945) (#10602) 6-(26,10,765) (#14386) 6-(25,10,612)
    6-(27,9,210) 6-(26,9,180) (#10568) 6-(25,9,153)
    6-(26,8,30) 6-(25,8,27)
    6-(25,7,3)
    

  • 5-(36,18,32566275) (#14446) 5-(35,18,18909450) 5-(34,18,10715355) 5-(33,18,5911920) 5-(32,18,3167100) 5-(31,18,1642200) 5-(30,18,821100) 5-(29,18,394128) 5-(28,18,180642) 5-(27,18,78540) 5-(26,18,32130) 5-(25,18,12240) 5-(24,18,4284)
    5-(35,17,13656825) (#14444) 5-(34,17,8194095) (#14441) 5-(33,17,4803435) 5-(32,17,2744820) 5-(31,17,1524900) 5-(30,17,821100) 5-(29,17,426972) 5-(28,17,213486) 5-(27,17,102102) 5-(26,17,46410) 5-(25,17,19890) 5-(24,17,7956)
    5-(34,16,5462730) (#14440) 5-(33,16,3390660) (#14437) 5-(32,16,2058615) (#14432) 5-(31,16,1219920) 5-(30,16,703800) 5-(29,16,394128) 5-(28,16,213486) 5-(27,16,111384) 5-(26,16,55692) 5-(25,16,26520) 5-(24,16,11934)
    5-(33,15,2072070) (#14436) 5-(32,15,1332045) (#14431) 5-(31,15,838695) (#14426) 5-(30,15,516120) (#14419) 5-(29,15,309672) 5-(28,15,180642) 5-(27,15,102102) 5-(26,15,55692) 5-(25,15,29172) 5-(24,15,14586)
    5-(32,14,740025) (#14430) 5-(31,14,493350) (#14425) 5-(30,14,322575) (#14418) 5-(29,14,206448) (#14412) 5-(28,14,129030) (#10945) 5-(27,14,78540) (#10946) 5-(26,14,46410) (#10953) 5-(25,14,26520) 5-(24,14,14586)
    5-(31,13,246675) (#14424) 5-(30,13,170775) (#14417) 5-(29,13,116127) (#14411) 5-(28,13,77418) (#14406) 5-(27,13,50490) (#10937) 5-(26,13,32130) (#10939) 5-(25,13,19890) 5-(24,13,11934)
    5-(30,12,75900) (#14416) 5-(29,12,54648) (#14410) 5-(28,12,38709) (#14405) 5-(27,12,26928) (#14400) 5-(26,12,18360) (#10938) 5-(25,12,12240) 5-(24,12,7956) (#4843)
    5-(29,11,21252) (#14404) 5-(28,11,15939) (#14399) 5-(27,11,11781) (#14391) 5-(26,11,8568) (#14392) 5-(25,11,6120) (#14397) 5-(24,11,4284)
    5-(28,10,5313) (#7269) 5-(27,10,4158) (#7268) 5-(26,10,3213) (#7266) 5-(25,10,2448) (#7264) 5-(24,10,1836) (#1325)
    5-(27,9,1155) (#7267) 5-(26,9,945) (#7265) 5-(25,9,765) (#7263) 5-(24,9,612) (#7262)
    5-(26,8,210) (#5332) 5-(25,8,180) (#5331) 5-(24,8,153) (#5330)
    5-(25,7,30) (#5228) 5-(24,7,27) (#5227)
    5-(24,6,3) (#5214)
    

  • 4-(36,18,74437200) 4-(35,18,41870925) 4-(34,18,22961475) 4-(33,18,12246120) 4-(32,18,6334200) 4-(31,18,3167100) 4-(30,18,1524900) 4-(29,18,703800) 4-(28,18,309672) 4-(27,18,129030) 4-(26,18,50490) 4-(25,18,18360) 4-(24,18,6120) 4-(23,18,1836)
    4-(35,17,32566275) 4-(34,17,18909450) 4-(33,17,10715355) 4-(32,17,5911920) 4-(31,17,3167100) 4-(30,17,1642200) 4-(29,17,821100) 4-(28,17,394128) 4-(27,17,180642) 4-(26,17,78540) 4-(25,17,32130) 4-(24,17,12240) 4-(23,17,4284)
    4-(34,16,13656825) 4-(33,16,8194095) 4-(32,16,4803435) 4-(31,16,2744820) 4-(30,16,1524900) 4-(29,16,821100) 4-(28,16,426972) 4-(27,16,213486) 4-(26,16,102102) 4-(25,16,46410) 4-(24,16,19890) 4-(23,16,7956)
    4-(33,15,5462730) 4-(32,15,3390660) 4-(31,15,2058615) 4-(30,15,1219920) 4-(29,15,703800) 4-(28,15,394128) 4-(27,15,213486) 4-(26,15,111384) 4-(25,15,55692) 4-(24,15,26520) 4-(23,15,11934)
    4-(32,14,2072070) 4-(31,14,1332045) 4-(30,14,838695) 4-(29,14,516120) 4-(28,14,309672) 4-(27,14,180642) 4-(26,14,102102) 4-(25,14,55692) 4-(24,14,29172) 4-(23,14,14586)
    4-(31,13,740025) 4-(30,13,493350) 4-(29,13,322575) 4-(28,13,206448) 4-(27,13,129030) 4-(26,13,78540) 4-(25,13,46410) 4-(24,13,26520) 4-(23,13,14586)
    4-(30,12,246675) 4-(29,12,170775) 4-(28,12,116127) 4-(27,12,77418) 4-(26,12,50490) 4-(25,12,32130) 4-(24,12,19890) 4-(23,12,11934)
    4-(29,11,75900) 4-(28,11,54648) 4-(27,11,38709) 4-(26,11,26928) 4-(25,11,18360) 4-(24,11,12240) 4-(23,11,7956)
    4-(28,10,21252) 4-(27,10,15939) 4-(26,10,11781) 4-(25,10,8568) 4-(24,10,6120) 4-(23,10,4284)
    4-(27,9,5313) 4-(26,9,4158) 4-(25,9,3213) 4-(24,9,2448) 4-(23,9,1836)
    4-(26,8,1155) 4-(25,8,945) 4-(24,8,765) 4-(23,8,612)
    4-(25,7,210) (#393) 4-(24,7,180) 4-(23,7,153)
    4-(24,6,30) 4-(23,6,27)
    4-(23,5,3)
    

• family 3, lambda = 4 containing 24 designs:
  
  minpath=(0, 6, 0) minimal_t=5
  • 11-(30,12,4)
    

  • 10-(30,12,40) 10-(29,12,36)
    10-(29,11,4)
    

  • 9-(30,12,280) 9-(29,12,240) 9-(28,12,204)
    9-(29,11,40) 9-(28,11,36)
    9-(28,10,4)
    

  • 8-(30,12,1540) 8-(29,12,1260) 8-(28,12,1020) 8-(27,12,816)
    8-(29,11,280) 8-(28,11,240) 8-(27,11,204)
    8-(28,10,40) 8-(27,10,36)
    8-(27,9,4)
    

  • 7-(30,12,7084) 7-(29,12,5544) 7-(28,12,4284) 7-(27,12,3264) 7-(26,12,2448)
    7-(29,11,1540) 7-(28,11,1260) 7-(27,11,1020) 7-(26,11,816)
    7-(28,10,280) 7-(27,10,240) (#13786) 7-(26,10,204)
    7-(27,9,40) 7-(26,9,36)
    7-(26,8,4)
    

  • 6-(30,12,28336) 6-(29,12,21252) 6-(28,12,15708) 6-(27,12,11424) 6-(26,12,8160) 6-(25,12,5712)
    6-(29,11,7084) 6-(28,11,5544) 6-(27,11,4284) 6-(26,11,3264) 6-(25,11,2448)
    6-(28,10,1540) (#11617) 6-(27,10,1260) (#10470) 6-(26,10,1020) (#10467) 6-(25,10,816)
    6-(27,9,280) (#11614) 6-(26,9,240) (#10429) 6-(25,9,204) (#10426)
    6-(26,8,40) 6-(25,8,36) (#10396)
    6-(25,7,4)
    

  • 5-(30,12,101200) 5-(29,12,72864) 5-(28,12,51612) 5-(27,12,35904) 5-(26,12,24480) 5-(25,12,16320) 5-(24,12,10608) (#1794)
    5-(29,11,28336) 5-(28,11,21252) 5-(27,11,15708) 5-(26,11,11424) 5-(25,11,8160) 5-(24,11,5712)
    5-(28,10,7084) (#7447) 5-(27,10,5544) (#7446) 5-(26,10,4284) (#7444) 5-(25,10,3264) (#7442) 5-(24,10,2448) (#1361)
    5-(27,9,1540) (#7445) 5-(26,9,1260) (#7443) 5-(25,9,1020) (#7441) 5-(24,9,816) (#7440)
    5-(26,8,280) (#5394) 5-(25,8,240) (#5393) 5-(24,8,204) (#5392)
    5-(25,7,40) (#5233) 5-(24,7,36) (#5232)
    5-(24,6,4) (#5215)
    

• family 4, lambda = 5 containing 18 designs:
  
  minpath=(0, 6, 0) minimal_t=5
  • 11-(30,12,5)
    

  • 10-(30,12,50) 10-(29,12,45)
    10-(29,11,5)
    

  • 9-(30,12,350) 9-(29,12,300) 9-(28,12,255)
    9-(29,11,50) 9-(28,11,45)
    9-(28,10,5)
    

  • 8-(30,12,1925) 8-(29,12,1575) 8-(28,12,1275) 8-(27,12,1020)
    8-(29,11,350) 8-(28,11,300) 8-(27,11,255)
    8-(28,10,50) 8-(27,10,45)
    8-(27,9,5)
    

  • 7-(30,12,8855) 7-(29,12,6930) 7-(28,12,5355) 7-(27,12,4080) 7-(26,12,3060)
    7-(29,11,1925) 7-(28,11,1575) 7-(27,11,1275) 7-(26,11,1020)
    7-(28,10,350) 7-(27,10,300) 7-(26,10,255)
    7-(27,9,50) 7-(26,9,45)
    7-(26,8,5)
    

  • 6-(30,12,35420) 6-(29,12,26565) 6-(28,12,19635) 6-(27,12,14280) 6-(26,12,10200) 6-(25,12,7140)
    6-(29,11,8855) 6-(28,11,6930) 6-(27,11,5355) 6-(26,11,4080) 6-(25,11,3060)
    6-(28,10,1925) 6-(27,10,1575) 6-(26,10,1275) 6-(25,10,1020)
    6-(27,9,350) 6-(26,9,300) (#10572) 6-(25,9,255)
    6-(26,8,50) 6-(25,8,45) (#10399)
    6-(25,7,5)
    

  • 5-(30,12,126500) 5-(29,12,91080) 5-(28,12,64515) 5-(27,12,44880) 5-(26,12,30600) 5-(25,12,20400) 5-(24,12,13260) (#2275)
    5-(29,11,35420) 5-(28,11,26565) 5-(27,11,19635) 5-(26,11,14280) 5-(25,11,10200) 5-(24,11,7140)
    5-(28,10,8855) (#6207) 5-(27,10,6930) (#6206) 5-(26,10,5355) (#6204) 5-(25,10,4080) (#6202) 5-(24,10,3060) (#1399)
    5-(27,9,1925) (#6205) 5-(26,9,1575) (#6203) 5-(25,9,1275) (#6201) 5-(24,9,1020) (#6200)
    5-(26,8,350) (#5454) 5-(25,8,300) (#5453) 5-(24,8,255) (#5452)
    5-(25,7,50) (#5237) 5-(24,7,45) (#5236)
    5-(24,6,5) (#5216)
    

• family 5, lambda = 6 containing 32 designs:
  
  minpath=(0, 6, 0) minimal_t=5
  • 11-(30,12,6)
    

  • 10-(30,12,60) 10-(29,12,54)
    10-(29,11,6)
    

  • 9-(30,12,420) 9-(29,12,360) 9-(28,12,306)
    9-(29,11,60) 9-(28,11,54)
    9-(28,10,6)
    

  • 8-(30,12,2310) 8-(29,12,1890) 8-(28,12,1530) 8-(27,12,1224)
    8-(29,11,420) 8-(28,11,360) 8-(27,11,306)
    8-(28,10,60) 8-(27,10,54)
    8-(27,9,6)
    

  • 7-(30,12,10626) 7-(29,12,8316) 7-(28,12,6426) 7-(27,12,4896) 7-(26,12,3672)
    7-(29,11,2310) (#15838) 7-(28,11,1890) 7-(27,11,1530) 7-(26,11,1224)
    7-(28,10,420) 7-(27,10,360) 7-(26,10,306)
    7-(27,9,60) (#13772) 7-(26,9,54) (#13768)
    7-(26,8,6) (#13762)
    

  • 6-(30,12,42504) 6-(29,12,31878) 6-(28,12,23562) 6-(27,12,17136) 6-(26,12,12240) 6-(25,12,8568)
    6-(29,11,10626) (#15839) 6-(28,11,8316) (#15841) 6-(27,11,6426) 6-(26,11,4896) 6-(25,11,3672)
    6-(28,10,2310) (#15840) 6-(27,10,1890) 6-(26,10,1530) 6-(25,10,1224)
    6-(27,9,420) (#10578) 6-(26,9,360) (#10575) 6-(25,9,306) (#13769)
    6-(26,8,60) (#10562) 6-(25,8,54) (#10402)
    6-(25,7,6) (#13763)
    

  • 5-(30,12,151800) 5-(29,12,109296) 5-(28,12,77418) 5-(27,12,53856) 5-(26,12,36720) 5-(25,12,24480) 5-(24,12,15912) (#2760)
    5-(29,11,42504) (#15845) 5-(28,11,31878) (#15846) 5-(27,11,23562) (#15851) 5-(26,11,17136) 5-(25,11,12240) 5-(24,11,8568)
    5-(28,10,10626) (#6374) 5-(27,10,8316) (#6373) 5-(26,10,6426) (#6371) 5-(25,10,4896) (#6369) 5-(24,10,3672) (#1435)
    5-(27,9,2310) (#6372) 5-(26,9,1890) (#6370) 5-(25,9,1530) (#6368) 5-(24,9,1224) (#6367)
    5-(26,8,420) (#5517) 5-(25,8,360) (#5516) 5-(24,8,306) (#5515)
    5-(25,7,60) (#5241) 5-(24,7,54) (#5240)
    5-(24,6,6) (#5217)
    

• family 6, lambda = 7 containing 69 designs:
  
  minpath=(0, 0, 0) minimal_t=5
  • 17-(36,18,7)
    

  • 16-(36,18,70) 16-(35,18,63)
    16-(35,17,7)
    

  • 15-(36,18,490) 15-(35,18,420) 15-(34,18,357)
    15-(35,17,70) 15-(34,17,63)
    15-(34,16,7)
    

  • 14-(36,18,2695) 14-(35,18,2205) 14-(34,18,1785) 14-(33,18,1428)
    14-(35,17,490) 14-(34,17,420) 14-(33,17,357)
    14-(34,16,70) 14-(33,16,63)
    14-(33,15,7)
    

  • 13-(36,18,12397) 13-(35,18,9702) 13-(34,18,7497) 13-(33,18,5712) 13-(32,18,4284)
    13-(35,17,2695) 13-(34,17,2205) 13-(33,17,1785) 13-(32,17,1428)
    13-(34,16,490) 13-(33,16,420) 13-(32,16,357)
    13-(33,15,70) 13-(32,15,63)
    13-(32,14,7)
    

  • 12-(36,18,49588) 12-(35,18,37191) 12-(34,18,27489) 12-(33,18,19992) 12-(32,18,14280) 12-(31,18,9996)
    12-(35,17,12397) 12-(34,17,9702) 12-(33,17,7497) 12-(32,17,5712) 12-(31,17,4284)
    12-(34,16,2695) 12-(33,16,2205) 12-(32,16,1785) 12-(31,16,1428)
    12-(33,15,490) 12-(32,15,420) 12-(31,15,357)
    12-(32,14,70) 12-(31,14,63)
    12-(31,13,7)
    

  • 11-(36,18,177100) 11-(35,18,127512) 11-(34,18,90321) 11-(33,18,62832) 11-(32,18,42840) 11-(31,18,28560) 11-(30,18,18564)
    11-(35,17,49588) 11-(34,17,37191) 11-(33,17,27489) 11-(32,17,19992) 11-(31,17,14280) 11-(30,17,9996)
    11-(34,16,12397) 11-(33,16,9702) 11-(32,16,7497) 11-(31,16,5712) 11-(30,16,4284)
    11-(33,15,2695) 11-(32,15,2205) 11-(31,15,1785) 11-(30,15,1428)
    11-(32,14,490) 11-(31,14,420) 11-(30,14,357)
    11-(31,13,70) 11-(30,13,63)
    11-(30,12,7)
    

  • 10-(36,18,575575) 10-(35,18,398475) 10-(34,18,270963) 10-(33,18,180642) 10-(32,18,117810) 10-(31,18,74970) 10-(30,18,46410) 10-(29,18,27846)
    10-(35,17,177100) 10-(34,17,127512) 10-(33,17,90321) 10-(32,17,62832) 10-(31,17,42840) 10-(30,17,28560) 10-(29,17,18564)
    10-(34,16,49588) 10-(33,16,37191) 10-(32,16,27489) 10-(31,16,19992) 10-(30,16,14280) 10-(29,16,9996)
    10-(33,15,12397) 10-(32,15,9702) 10-(31,15,7497) 10-(30,15,5712) 10-(29,15,4284)
    10-(32,14,2695) 10-(31,14,2205) 10-(30,14,1785) 10-(29,14,1428)
    10-(31,13,490) 10-(30,13,420) 10-(29,13,357)
    10-(30,12,70) 10-(29,12,63)
    10-(29,11,7)
    

  • 9-(36,18,1726725) 9-(35,18,1151150) 9-(34,18,752675) 9-(33,18,481712) 9-(32,18,301070) 9-(31,18,183260) 9-(30,18,108290) 9-(29,18,61880) 9-(28,18,34034)
    9-(35,17,575575) 9-(34,17,398475) 9-(33,17,270963) 9-(32,17,180642) 9-(31,17,117810) 9-(30,17,74970) 9-(29,17,46410) 9-(28,17,27846)
    9-(34,16,177100) 9-(33,16,127512) 9-(32,16,90321) 9-(31,16,62832) 9-(30,16,42840) 9-(29,16,28560) 9-(28,16,18564)
    9-(33,15,49588) 9-(32,15,37191) 9-(31,15,27489) 9-(30,15,19992) 9-(29,15,14280) 9-(28,15,9996)
    9-(32,14,12397) 9-(31,14,9702) 9-(30,14,7497) 9-(29,14,5712) 9-(28,14,4284)
    9-(31,13,2695) 9-(30,13,2205) 9-(29,13,1785) 9-(28,13,1428)
    9-(30,12,490) 9-(29,12,420) 9-(28,12,357)
    9-(29,11,70) 9-(28,11,63)
    9-(28,10,7)
    

  • 8-(36,18,4834830) 8-(35,18,3108105) 8-(34,18,1956955) 8-(33,18,1204280) 8-(32,18,722568) 8-(31,18,421498) 8-(30,18,238238) 8-(29,18,129948) 8-(28,18,68068) 8-(27,18,34034)
    8-(35,17,1726725) 8-(34,17,1151150) 8-(33,17,752675) 8-(32,17,481712) 8-(31,17,301070) 8-(30,17,183260) 8-(29,17,108290) 8-(28,17,61880) 8-(27,17,34034)
    8-(34,16,575575) 8-(33,16,398475) 8-(32,16,270963) 8-(31,16,180642) 8-(30,16,117810) 8-(29,16,74970) 8-(28,16,46410) 8-(27,16,27846)
    8-(33,15,177100) 8-(32,15,127512) 8-(31,15,90321) 8-(30,15,62832) 8-(29,15,42840) 8-(28,15,28560) 8-(27,15,18564)
    8-(32,14,49588) 8-(31,14,37191) 8-(30,14,27489) 8-(29,14,19992) 8-(28,14,14280) 8-(27,14,9996)
    8-(31,13,12397) 8-(30,13,9702) 8-(29,13,7497) 8-(28,13,5712) 8-(27,13,4284)
    8-(30,12,2695) 8-(29,12,2205) 8-(28,12,1785) 8-(27,12,1428)
    8-(29,11,490) 8-(28,11,420) 8-(27,11,357)
    8-(28,10,70) 8-(27,10,63)
    8-(27,9,7)
    

  • 7-(36,18,12746370) 7-(35,18,7911540) 7-(34,18,4803435) 7-(33,18,2846480) 7-(32,18,1642200) 7-(31,18,919632) 7-(30,18,498134) 7-(29,18,259896) 7-(28,18,129948) 7-(27,18,61880) 7-(26,18,27846)
    7-(35,17,4834830) 7-(34,17,3108105) 7-(33,17,1956955) 7-(32,17,1204280) 7-(31,17,722568) 7-(30,17,421498) 7-(29,17,238238) 7-(28,17,129948) 7-(27,17,68068) 7-(26,17,34034)
    7-(34,16,1726725) 7-(33,16,1151150) 7-(32,16,752675) 7-(31,16,481712) 7-(30,16,301070) 7-(29,16,183260) 7-(28,16,108290) 7-(27,16,61880) 7-(26,16,34034)
    7-(33,15,575575) 7-(32,15,398475) 7-(31,15,270963) 7-(30,15,180642) 7-(29,15,117810) 7-(28,15,74970) 7-(27,15,46410) 7-(26,15,27846)
    7-(32,14,177100) 7-(31,14,127512) 7-(30,14,90321) 7-(29,14,62832) 7-(28,14,42840) (#15650) 7-(27,14,28560) 7-(26,14,18564)
    7-(31,13,49588) 7-(30,13,37191) 7-(29,13,27489) 7-(28,13,19992) 7-(27,13,14280) 7-(26,13,9996)
    7-(30,12,12397) 7-(29,12,9702) 7-(28,12,7497) 7-(27,12,5712) 7-(26,12,4284)
    7-(29,11,2695) 7-(28,11,2205) (#14099) 7-(27,11,1785) (#14095) 7-(26,11,1428)
    7-(28,10,490) 7-(27,10,420) (#13790) 7-(26,10,357)
    7-(27,9,70) 7-(26,9,63) (#13775)
    7-(26,8,7)
    

  • 6-(36,18,31865925) 6-(35,18,19119555) 6-(34,18,11208015) 6-(33,18,6404580) 6-(32,18,3558100) 6-(31,18,1915900) 6-(30,18,996268) 6-(29,18,498134) 6-(28,18,238238) 6-(27,18,108290) 6-(26,18,46410) 6-(25,18,18564)
    6-(35,17,12746370) 6-(34,17,7911540) 6-(33,17,4803435) 6-(32,17,2846480) 6-(31,17,1642200) 6-(30,17,919632) 6-(29,17,498134) 6-(28,17,259896) 6-(27,17,129948) 6-(26,17,61880) 6-(25,17,27846)
    6-(34,16,4834830) 6-(33,16,3108105) 6-(32,16,1956955) 6-(31,16,1204280) 6-(30,16,722568) 6-(29,16,421498) 6-(28,16,238238) 6-(27,16,129948) 6-(26,16,68068) 6-(25,16,34034)
    6-(33,15,1726725) 6-(32,15,1151150) 6-(31,15,752675) 6-(30,15,481712) 6-(29,15,301070) 6-(28,15,183260) 6-(27,15,108290) 6-(26,15,61880) 6-(25,15,34034)
    6-(32,14,575575) 6-(31,14,398475) 6-(30,14,270963) 6-(29,14,180642) 6-(28,14,117810) (#15651) 6-(27,14,74970) (#15653) 6-(26,14,46410) 6-(25,14,27846)
    6-(31,13,177100) 6-(30,13,127512) 6-(29,13,90321) 6-(28,13,62832) 6-(27,13,42840) (#15652) 6-(26,13,28560) 6-(25,13,18564)
    6-(30,12,49588) 6-(29,12,37191) 6-(28,12,27489) 6-(27,12,19992) 6-(26,12,14280) 6-(25,12,9996)
    6-(29,11,12397) (#10709) 6-(28,11,9702) (#10706) 6-(27,11,7497) (#10701) 6-(26,11,5712) (#14096) 6-(25,11,4284)
    6-(28,10,2695) (#10598) 6-(27,10,2205) (#10595) 6-(26,10,1785) (#13791) 6-(25,10,1428)
    6-(27,9,490) (#10583) 6-(26,9,420) (#10580) 6-(25,9,357) (#13776)
    6-(26,8,70) (#10565) 6-(25,8,63) (#10405)
    6-(25,7,7)
    

  • 5-(36,18,75987975) (#15712) 5-(35,18,44122050) 5-(34,18,25002495) 5-(33,18,13794480) 5-(32,18,7389900) 5-(31,18,3831800) 5-(30,18,1915900) 5-(29,18,919632) 5-(28,18,421498) 5-(27,18,183260) 5-(26,18,74970) 5-(25,18,28560) 5-(24,18,9996)
    5-(35,17,31865925) (#15710) 5-(34,17,19119555) (#15707) 5-(33,17,11208015) 5-(32,17,6404580) 5-(31,17,3558100) 5-(30,17,1915900) 5-(29,17,996268) 5-(28,17,498134) 5-(27,17,238238) 5-(26,17,108290) 5-(25,17,46410) 5-(24,17,18564)
    5-(34,16,12746370) (#15706) 5-(33,16,7911540) (#15703) 5-(32,16,4803435) (#15698) 5-(31,16,2846480) 5-(30,16,1642200) 5-(29,16,919632) 5-(28,16,498134) 5-(27,16,259896) 5-(26,16,129948) 5-(25,16,61880) 5-(24,16,27846)
    5-(33,15,4834830) (#15702) 5-(32,15,3108105) (#15697) 5-(31,15,1956955) (#15692) 5-(30,15,1204280) (#15685) 5-(29,15,722568) 5-(28,15,421498) 5-(27,15,238238) 5-(26,15,129948) 5-(25,15,68068) 5-(24,15,34034)
    5-(32,14,1726725) (#15696) 5-(31,14,1151150) (#15691) 5-(30,14,752675) (#15684) 5-(29,14,481712) (#15678) 5-(28,14,301070) (#15657) 5-(27,14,183260) (#15659) 5-(26,14,108290) (#15667) 5-(25,14,61880) 5-(24,14,34034)
    5-(31,13,575575) (#15690) 5-(30,13,398475) (#15683) 5-(29,13,270963) (#15677) 5-(28,13,180642) (#15673) 5-(27,13,117810) (#15658) 5-(26,13,74970) (#15664) 5-(25,13,46410) 5-(24,13,27846)
    5-(30,12,177100) (#15682) 5-(29,12,127512) (#15676) 5-(28,12,90321) (#15672) 5-(27,12,62832) (#15670) 5-(26,12,42840) (#15663) 5-(25,12,28560) 5-(24,12,18564) (#3244)
    5-(29,11,49588) (#10710) 5-(28,11,37191) (#10707) 5-(27,11,27489) (#10702) 5-(26,11,19992) (#10703) 5-(25,11,14280) (#14100) 5-(24,11,9996)
    5-(28,10,12397) (#6547) 5-(27,10,9702) (#6546) 5-(26,10,7497) (#6544) 5-(25,10,5712) (#6542) 5-(24,10,4284) (#1472)
    5-(27,9,2695) (#6545) 5-(26,9,2205) (#6543) 5-(25,9,1785) (#6541) 5-(24,9,1428) (#6540)
    5-(26,8,490) (#5578) 5-(25,8,420) (#5577) 5-(24,8,357) (#5576)
    5-(25,7,70) (#5246) 5-(24,7,63) (#5245)
    5-(24,6,7) (#5218)
    

• family 7, lambda = 8 containing 57 designs:
  
  minpath=(0, 0, 0) minimal_t=5
  • 17-(36,18,8)
    

  • 16-(36,18,80) 16-(35,18,72)
    16-(35,17,8)
    

  • 15-(36,18,560) 15-(35,18,480) 15-(34,18,408)
    15-(35,17,80) 15-(34,17,72)
    15-(34,16,8)
    

  • 14-(36,18,3080) 14-(35,18,2520) 14-(34,18,2040) 14-(33,18,1632)
    14-(35,17,560) 14-(34,17,480) 14-(33,17,408)
    14-(34,16,80) 14-(33,16,72)
    14-(33,15,8)
    

  • 13-(36,18,14168) 13-(35,18,11088) 13-(34,18,8568) 13-(33,18,6528) 13-(32,18,4896)
    13-(35,17,3080) 13-(34,17,2520) 13-(33,17,2040) 13-(32,17,1632)
    13-(34,16,560) 13-(33,16,480) 13-(32,16,408)
    13-(33,15,80) 13-(32,15,72)
    13-(32,14,8)
    

  • 12-(36,18,56672) 12-(35,18,42504) 12-(34,18,31416) 12-(33,18,22848) 12-(32,18,16320) 12-(31,18,11424)
    12-(35,17,14168) 12-(34,17,11088) 12-(33,17,8568) 12-(32,17,6528) 12-(31,17,4896)
    12-(34,16,3080) 12-(33,16,2520) 12-(32,16,2040) 12-(31,16,1632)
    12-(33,15,560) 12-(32,15,480) 12-(31,15,408)
    12-(32,14,80) 12-(31,14,72)
    12-(31,13,8)
    

  • 11-(36,18,202400) 11-(35,18,145728) 11-(34,18,103224) 11-(33,18,71808) 11-(32,18,48960) 11-(31,18,32640) 11-(30,18,21216)
    11-(35,17,56672) 11-(34,17,42504) 11-(33,17,31416) 11-(32,17,22848) 11-(31,17,16320) 11-(30,17,11424)
    11-(34,16,14168) 11-(33,16,11088) 11-(32,16,8568) 11-(31,16,6528) 11-(30,16,4896)
    11-(33,15,3080) 11-(32,15,2520) 11-(31,15,2040) 11-(30,15,1632)
    11-(32,14,560) 11-(31,14,480) 11-(30,14,408)
    11-(31,13,80) 11-(30,13,72)
    11-(30,12,8)
    

  • 10-(36,18,657800) 10-(35,18,455400) 10-(34,18,309672) 10-(33,18,206448) 10-(32,18,134640) 10-(31,18,85680) 10-(30,18,53040) 10-(29,18,31824)
    10-(35,17,202400) 10-(34,17,145728) 10-(33,17,103224) 10-(32,17,71808) 10-(31,17,48960) 10-(30,17,32640) 10-(29,17,21216)
    10-(34,16,56672) 10-(33,16,42504) 10-(32,16,31416) 10-(31,16,22848) 10-(30,16,16320) 10-(29,16,11424)
    10-(33,15,14168) 10-(32,15,11088) 10-(31,15,8568) 10-(30,15,6528) 10-(29,15,4896)
    10-(32,14,3080) 10-(31,14,2520) 10-(30,14,2040) 10-(29,14,1632)
    10-(31,13,560) 10-(30,13,480) 10-(29,13,408)
    10-(30,12,80) 10-(29,12,72)
    10-(29,11,8)
    

  • 9-(36,18,1973400) 9-(35,18,1315600) 9-(34,18,860200) 9-(33,18,550528) 9-(32,18,344080) 9-(31,18,209440) 9-(30,18,123760) 9-(29,18,70720) 9-(28,18,38896)
    9-(35,17,657800) 9-(34,17,455400) 9-(33,17,309672) 9-(32,17,206448) 9-(31,17,134640) 9-(30,17,85680) 9-(29,17,53040) 9-(28,17,31824)
    9-(34,16,202400) 9-(33,16,145728) 9-(32,16,103224) 9-(31,16,71808) 9-(30,16,48960) 9-(29,16,32640) 9-(28,16,21216)
    9-(33,15,56672) 9-(32,15,42504) 9-(31,15,31416) 9-(30,15,22848) 9-(29,15,16320) 9-(28,15,11424)
    9-(32,14,14168) 9-(31,14,11088) 9-(30,14,8568) 9-(29,14,6528) 9-(28,14,4896)
    9-(31,13,3080) 9-(30,13,2520) 9-(29,13,2040) 9-(28,13,1632)
    9-(30,12,560) 9-(29,12,480) 9-(28,12,408)
    9-(29,11,80) 9-(28,11,72)
    9-(28,10,8)
    

  • 8-(36,18,5525520) 8-(35,18,3552120) 8-(34,18,2236520) 8-(33,18,1376320) 8-(32,18,825792) 8-(31,18,481712) 8-(30,18,272272) 8-(29,18,148512) 8-(28,18,77792) 8-(27,18,38896)
    8-(35,17,1973400) 8-(34,17,1315600) 8-(33,17,860200) 8-(32,17,550528) 8-(31,17,344080) 8-(30,17,209440) 8-(29,17,123760) 8-(28,17,70720) 8-(27,17,38896)
    8-(34,16,657800) 8-(33,16,455400) 8-(32,16,309672) 8-(31,16,206448) 8-(30,16,134640) 8-(29,16,85680) 8-(28,16,53040) 8-(27,16,31824)
    8-(33,15,202400) 8-(32,15,145728) 8-(31,15,103224) 8-(30,15,71808) 8-(29,15,48960) 8-(28,15,32640) 8-(27,15,21216)
    8-(32,14,56672) 8-(31,14,42504) 8-(30,14,31416) 8-(29,14,22848) 8-(28,14,16320) 8-(27,14,11424)
    8-(31,13,14168) 8-(30,13,11088) 8-(29,13,8568) 8-(28,13,6528) 8-(27,13,4896)
    8-(30,12,3080) 8-(29,12,2520) 8-(28,12,2040) 8-(27,12,1632)
    8-(29,11,560) 8-(28,11,480) 8-(27,11,408)
    8-(28,10,80) 8-(27,10,72)
    8-(27,9,8)
    

  • 7-(36,18,14567280) 7-(35,18,9041760) 7-(34,18,5489640) 7-(33,18,3253120) 7-(32,18,1876800) 7-(31,18,1051008) 7-(30,18,569296) 7-(29,18,297024) 7-(28,18,148512) 7-(27,18,70720) 7-(26,18,31824)
    7-(35,17,5525520) 7-(34,17,3552120) 7-(33,17,2236520) 7-(32,17,1376320) 7-(31,17,825792) 7-(30,17,481712) 7-(29,17,272272) 7-(28,17,148512) 7-(27,17,77792) 7-(26,17,38896)
    7-(34,16,1973400) 7-(33,16,1315600) 7-(32,16,860200) 7-(31,16,550528) 7-(30,16,344080) 7-(29,16,209440) 7-(28,16,123760) 7-(27,16,70720) 7-(26,16,38896)
    7-(33,15,657800) 7-(32,15,455400) 7-(31,15,309672) 7-(30,15,206448) 7-(29,15,134640) 7-(28,15,85680) 7-(27,15,53040) 7-(26,15,31824)
    7-(32,14,202400) 7-(31,14,145728) 7-(30,14,103224) 7-(29,14,71808) 7-(28,14,48960) 7-(27,14,32640) 7-(26,14,21216)
    7-(31,13,56672) 7-(30,13,42504) 7-(29,13,31416) 7-(28,13,22848) 7-(27,13,16320) 7-(26,13,11424) (#10108)
    7-(30,12,14168) 7-(29,12,11088) 7-(28,12,8568) 7-(27,12,6528) 7-(26,12,4896)
    7-(29,11,3080) 7-(28,11,2520) 7-(27,11,2040) 7-(26,11,1632)
    7-(28,10,560) 7-(27,10,480) 7-(26,10,408)
    7-(27,9,80) 7-(26,9,72)
    7-(26,8,8)
    

  • 6-(36,18,36418200) 6-(35,18,21850920) 6-(34,18,12809160) 6-(33,18,7319520) 6-(32,18,4066400) 6-(31,18,2189600) 6-(30,18,1138592) 6-(29,18,569296) 6-(28,18,272272) 6-(27,18,123760) 6-(26,18,53040) 6-(25,18,21216)
    6-(35,17,14567280) 6-(34,17,9041760) 6-(33,17,5489640) 6-(32,17,3253120) 6-(31,17,1876800) 6-(30,17,1051008) 6-(29,17,569296) 6-(28,17,297024) 6-(27,17,148512) 6-(26,17,70720) 6-(25,17,31824)
    6-(34,16,5525520) 6-(33,16,3552120) 6-(32,16,2236520) 6-(31,16,1376320) 6-(30,16,825792) 6-(29,16,481712) 6-(28,16,272272) 6-(27,16,148512) 6-(26,16,77792) 6-(25,16,38896)
    6-(33,15,1973400) 6-(32,15,1315600) 6-(31,15,860200) 6-(30,15,550528) 6-(29,15,344080) 6-(28,15,209440) 6-(27,15,123760) 6-(26,15,70720) 6-(25,15,38896)
    6-(32,14,657800) 6-(31,14,455400) 6-(30,14,309672) 6-(29,14,206448) 6-(28,14,134640) 6-(27,14,85680) 6-(26,14,53040) 6-(25,14,31824)
    6-(31,13,202400) 6-(30,13,145728) 6-(29,13,103224) 6-(28,13,71808) 6-(27,13,48960) 6-(26,13,32640) (#10107) 6-(25,13,21216) (#10115)
    6-(30,12,56672) 6-(29,12,42504) 6-(28,12,31416) 6-(27,12,22848) 6-(26,12,16320) 6-(25,12,11424) (#10106)
    6-(29,11,14168) 6-(28,11,11088) 6-(27,11,8568) 6-(26,11,6528) 6-(25,11,4896)
    6-(28,10,3080) 6-(27,10,2520) 6-(26,10,2040) 6-(25,10,1632)
    6-(27,9,560) 6-(26,9,480) (#10585) 6-(25,9,408)
    6-(26,8,80) 6-(25,8,72) (#10408)
    6-(25,7,8)
    

  • 5-(36,18,86843400) (#6723) 5-(35,18,50425200) 5-(34,18,28574280) 5-(33,18,15765120) 5-(32,18,8445600) 5-(31,18,4379200) 5-(30,18,2189600) 5-(29,18,1051008) 5-(28,18,481712) 5-(27,18,209440) 5-(26,18,85680) 5-(25,18,32640) 5-(24,18,11424)
    5-(35,17,36418200) (#6722) 5-(34,17,21850920) (#6721) 5-(33,17,12809160) 5-(32,17,7319520) 5-(31,17,4066400) 5-(30,17,2189600) 5-(29,17,1138592) 5-(28,17,569296) 5-(27,17,272272) 5-(26,17,123760) 5-(25,17,53040) 5-(24,17,21216)
    5-(34,16,14567280) (#6720) 5-(33,16,9041760) (#6719) 5-(32,16,5489640) (#6717) 5-(31,16,3253120) 5-(30,16,1876800) 5-(29,16,1051008) 5-(28,16,569296) 5-(27,16,297024) 5-(26,16,148512) 5-(25,16,70720) 5-(24,16,31824)
    5-(33,15,5525520) (#6718) 5-(32,15,3552120) (#6716) 5-(31,15,2236520) (#6714) 5-(30,15,1376320) (#6711) 5-(29,15,825792) 5-(28,15,481712) 5-(27,15,272272) 5-(26,15,148512) 5-(25,15,77792) 5-(24,15,38896)
    5-(32,14,1973400) (#6715) 5-(31,14,1315600) (#6713) 5-(30,14,860200) (#6710) 5-(29,14,550528) (#6707) 5-(28,14,344080) (#3719) 5-(27,14,209440) 5-(26,14,123760) 5-(25,14,70720) 5-(24,14,38896)
    5-(31,13,657800) (#6712) 5-(30,13,455400) (#6709) 5-(29,13,309672) (#6706) 5-(28,13,206448) (#6703) 5-(27,13,134640) (#3718) 5-(26,13,85680) (#3716) 5-(25,13,53040) (#10112) 5-(24,13,31824) (#10119)
    5-(30,12,202400) (#6708) 5-(29,12,145728) (#6705) 5-(28,12,103224) (#6702) 5-(27,12,71808) (#6699) 5-(26,12,48960) (#3717) 5-(25,12,32640) (#3715) 5-(24,12,21216) (#3714)
    5-(29,11,56672) (#6704) 5-(28,11,42504) (#6701) 5-(27,11,31416) (#6698) 5-(26,11,22848) (#6695) 5-(25,11,16320) (#1598) 5-(24,11,11424) (#1597)
    5-(28,10,14168) (#6700) 5-(27,10,11088) (#6697) 5-(26,10,8568) (#6694) 5-(25,10,6528) (#6692) 5-(24,10,4896) (#1509)
    5-(27,9,3080) (#6696) 5-(26,9,2520) (#6693) 5-(25,9,2040) (#6691) 5-(24,9,1632) (#6690)
    5-(26,8,560) (#5639) 5-(25,8,480) (#5638) 5-(24,8,408) (#5637)
    5-(25,7,80) (#5250) 5-(24,7,72) (#5249)
    5-(24,6,8) (#5219)
    

• family 8, lambda = 9 containing 38 designs:
  
  minpath=(0, 6, 0) minimal_t=5
  • 11-(30,12,9)
    

  • 10-(30,12,90) 10-(29,12,81)
    10-(29,11,9)
    

  • 9-(30,12,630) 9-(29,12,540) 9-(28,12,459)
    9-(29,11,90) 9-(28,11,81)
    9-(28,10,9)
    

  • 8-(30,12,3465) 8-(29,12,2835) 8-(28,12,2295) 8-(27,12,1836)
    8-(29,11,630) 8-(28,11,540) 8-(27,11,459)
    8-(28,10,90) 8-(27,10,81)
    8-(27,9,9)
    

  • 7-(30,12,15939) 7-(29,12,12474) 7-(28,12,9639) 7-(27,12,7344) 7-(26,12,5508)
    7-(29,11,3465) (#15117) 7-(28,11,2835) (#14312) 7-(27,11,2295) (#14308) 7-(26,11,1836)
    7-(28,10,630) (#15112) 7-(27,10,540) (#13794) 7-(26,10,459)
    7-(27,9,90) 7-(26,9,81) (#13781)
    7-(26,8,9)
    

  • 6-(30,12,63756) 6-(29,12,47817) 6-(28,12,35343) 6-(27,12,25704) 6-(26,12,18360) 6-(25,12,12852)
    6-(29,11,15939) (#15120) 6-(28,11,12474) (#10764) 6-(27,11,9639) (#10759) 6-(26,11,7344) (#14309) 6-(25,11,5508)
    6-(28,10,3465) (#15113) 6-(27,10,2835) (#10589) 6-(26,10,2295) (#10524) 6-(25,10,1836)
    6-(27,9,630) (#15114) 6-(26,9,540) (#10588) 6-(25,9,459) (#13782)
    6-(26,8,90) 6-(25,8,81) (#10411)
    6-(25,7,9)
    

  • 5-(30,12,227700) 5-(29,12,163944) 5-(28,12,116127) 5-(27,12,80784) 5-(26,12,55080) 5-(25,12,36720) 5-(24,12,23868) (#4174)
    5-(29,11,63756) (#10767) 5-(28,11,47817) (#10765) 5-(27,11,35343) (#10760) 5-(26,11,25704) (#10761) 5-(25,11,18360) (#14313) 5-(24,11,12852)
    5-(28,10,15939) (#6859) 5-(27,10,12474) (#6858) 5-(26,10,9639) (#6856) 5-(25,10,7344) (#6854) 5-(24,10,5508) (#1544)
    5-(27,9,3465) (#6857) 5-(26,9,2835) (#6855) 5-(25,9,2295) (#6853) 5-(24,9,1836) (#6852)
    5-(26,8,630) (#5699) 5-(25,8,540) (#5698) 5-(24,8,459) (#5697)
    5-(25,7,90) (#5254) 5-(24,7,81) (#5253)
    5-(24,6,9) (#5220)
    

---

created: Fri Oct 23 11:21:29 CEST 2009