´

t designs with small t, id ge 2600


# 2600: 5-(24,12,15012)


# 2601: 5-(24,12,15018)


# 2602: 5-(24,12,15024)


# 2603: 5-(24,12,15030)


# 2604: 5-(24,12,15036)


# 2605: 5-(24,12,15042)


# 2606: 5-(24,12,15048)


# 2607: 5-(24,12,15054)


# 2608: 5-(24,12,15060)


# 2609: 5-(24,12,15066)


# 2610: 5-(24,12,15072)


# 2611: 5-(24,12,15078)


# 2612: 5-(24,12,15084)


# 2613: 5-(24,12,15090)


# 2614: 5-(24,12,15096)


# 2615: 5-(24,12,15102)


# 2616: 5-(24,12,15108)


# 2617: 5-(24,12,15114)


# 2618: 5-(24,12,15120)


# 2619: 5-(24,12,15126)


# 2620: 5-(24,12,15132)


# 2621: 5-(24,12,15138)


# 2622: 5-(24,12,15144)


# 2623: 5-(24,12,15150)


# 2624: 5-(24,12,15156)


# 2625: 5-(24,12,15162)


# 2626: 5-(24,12,15168)


# 2627: 5-(24,12,15174)


# 2628: 5-(24,12,1518)


# 2629: 5-(24,12,15180)


# 2630: 5-(24,12,15186)


# 2631: 5-(24,12,15192)


# 2632: 5-(24,12,15198)


# 2633: 5-(24,12,15204)


# 2634: 5-(24,12,15210)


# 2635: 5-(25,12,23400)


# 2636: 5-(26,13,61425)


# 2637: 5-(26,12,35100)


# 2638: 5-(27,13,96525)


# 2639: 5-(28,14,246675)


# 2640: 5-(24,12,15216)


# 2641: 5-(24,12,15222)


# 2642: 5-(24,12,15228)


# 2643: 5-(24,12,15234)


# 2644: 5-(24,12,15240)


# 2645: 5-(24,12,15246)


# 2646: 5-(24,12,15252)


# 2647: 5-(24,12,15258)


# 2648: 5-(24,12,15264)


# 2649: 5-(24,12,15270)


# 2650: 5-(24,12,15276)


# 2651: 5-(24,12,15282)


# 2652: 5-(24,12,15288)


# 2653: 5-(24,12,15294)


# 2654: 5-(24,12,15300)


# 2655: 5-(24,12,15306)


# 2656: 5-(24,12,15312)


# 2657: 5-(24,12,15318)


# 2658: 5-(24,12,15324)


# 2659: 5-(24,12,15330)


# 2660: 5-(24,12,15336)


# 2661: 5-(24,12,15342)


# 2662: 5-(24,12,15348)


# 2663: 5-(24,12,15354)


# 2664: 5-(24,12,15360)


# 2665: 5-(24,12,15366)


# 2666: 5-(24,12,15372)


# 2667: 5-(24,12,15378)


# 2668: 5-(24,12,15384)


# 2669: 5-(24,12,15396)


# 2670: 5-(24,12,15402)


# 2671: 5-(24,12,15408)


# 2672: 5-(24,12,15414)


# 2673: 5-(24,12,15420)


# 2674: 5-(24,12,15426)


# 2675: 5-(24,12,15432)


# 2676: 5-(24,12,15438)


# 2677: 5-(24,12,15444)


# 2678: 5-(25,12,23760)


# 2679: 5-(26,13,62370)


# 2680: 5-(26,12,35640)


# 2681: 5-(27,13,98010)


# 2682: 5-(28,14,250470)


# 2683: 5-(24,12,15450)


# 2684: 5-(24,12,15456)


# 2685: 5-(24,12,15462)


# 2686: 5-(24,12,15468)


# 2687: 5-(24,12,15474)


# 2688: 5-(24,12,1548)


# 2689: 5-(24,12,15480)


# 2690: 5-(24,12,15486)


# 2691: 5-(24,12,15492)


# 2692: 5-(24,12,15498)


# 2693: 5-(24,12,15510)


# 2694: 5-(24,12,15516)


# 2695: 5-(24,12,15522)


# 2696: 5-(24,12,15528)


# 2697: 5-(24,12,15534)


# 2698: 5-(24,12,15540)

  • clan: 5-(24,12,15540)
  • $ PSL(2,23) $ % -group 3 PSL 2 23 PSL_2_23
  • \cite{Bluskov}


# 2699: 5-(24,12,15546)



created: Fri Oct 23 11:09:52 CEST 2009

University of Bayreuth -