All non-isomorphic CA*2(7,2,4)s, the number of runs,
a lower bound for D-efficiency and
D-efficiency ordering (.n means that the design ranks number
n in the D-efficiency ordering):
Covering Array Number of Runs Lower Bound and Ordering
CA*2(7,2,4).1 40 (89.2046%).24
CA*2(7,2,4).2 40 (86.7367%).54
CA*2(7,2,4).3 40 (86.1642%).60
CA*2(7,2,4).4 40 (87.4811%).46
CA*2(7,2,4).5 40 (86.1855%).59
CA*2(7,2,4).6 40 (83.0645%).77
CA*2(7,2,4).7 40 (80.2987%).80
CA*2(7,2,4).8 40 (85.9694%).62
CA*2(7,2,4).9 40 (92.4738%).4
CA*2(7,2,4).10 40 (92.7818%).3
CA*2(7,2,4).11 40 (88.5435%).35
CA*2(7,2,4).12 40 (88.7022%).31
CA*2(7,2,4).13 40 (89.425%).23
CA*2(7,2,4).14 40 (88.4383%).39
CA*2(7,2,4).15 40 (88.5898%).33
CA*2(7,2,4).16 40 (88.9399%).27
CA*2(7,2,4).17 40 (88.472%).36
CA*2(7,2,4).18 40 (89.6387%).17
CA*2(7,2,4).19 40 (86.76%).53
CA*2(7,2,4).20 40 (86.8289%).52
CA*2(7,2,4).21 40 (84.0319%).72
CA*2(7,2,4).22 40 (84.9672%).65
CA*2(7,2,4).23 40 (84.2154%).70
CA*2(7,2,4).24 40 (88.7772%).28
CA*2(7,2,4).25 40 (88.4502%).38
CA*2(7,2,4).26 40 (89.5284%).19
CA*2(7,2,4).27 40 (86.8325%).51
CA*2(7,2,4).28 40 (86.1195%).61
CA*2(7,2,4).29 40 (83.7629%).73
CA*2(7,2,4).30 40 (83.4513%).75
CA*2(7,2,4).31 40 (85.6855%).64
CA*2(7,2,4).32 40 (84.3706%).69
CA*2(7,2,4).33 40 (86.2933%).58
CA*2(7,2,4).34 40 (89.4842%).21
CA*2(7,2,4).35 40 (90.1327%).13
CA*2(7,2,4).36 40 (88.2843%).40
CA*2(7,2,4).37 40 (89.7047%).16
CA*2(7,2,4).38 40 (87.7626%).45
CA*2(7,2,4).39 40 (88.692%).32
CA*2(7,2,4).40 40 (88.7076%).30
CA*2(7,2,4).41 40 (89.6265%).18
CA*2(7,2,4).42 40 (87.3245%).49
CA*2(7,2,4).43 40 (84.1863%).71
CA*2(7,2,4).44 40 (86.3366%).57
CA*2(7,2,4).45 40 (90.5788%).8
CA*2(7,2,4).46 40 (86.8325%).51
CA*2(7,2,4).47 40 (89.0627%).25
CA*2(7,2,4).48 40 (86.3838%).56
CA*2(7,2,4).49 40 (84.3745%).68
CA*2(7,2,4).50 40 (88.5529%).34
CA*2(7,2,4).51 40 (89.4366%).22
CA*2(7,2,4).52 40 (90.629%).7
CA*2(7,2,4).53 40 (90.5429%).9
CA*2(7,2,4).54 40 (87.1978%).50
CA*2(7,2,4).55 40 (87.9837%).44
CA*2(7,2,4).56 40 (87.3779%).48
CA*2(7,2,4).57 40 (88.4696%).37
CA*2(7,2,4).58 40 (86.4063%).55
CA*2(7,2,4).59 40 (83.4336%).76
CA*2(7,2,4).60 40 (82.7385%).79
CA*2(7,2,4).61 40 (82.7668%).78
CA*2(7,2,4).62 40 (84.4544%).67
CA*2(7,2,4).63 40 (84.5676%).66
CA*2(7,2,4).64 40 (83.5142%).74
CA*2(7,2,4).65 40 (95.3411%).1
CA*2(7,2,4).66 40 (95.3411%).1
CA*2(7,2,4).67 40 (90.4035%).11
CA*2(7,2,4).68 40 (90.4139%).10
CA*2(7,2,4).69 40 (89.4918%).20
CA*2(7,2,4).70 40 (88.7495%).29
CA*2(7,2,4).71 40 (90.2453%).12
CA*2(7,2,4).72 40 (90.6373%).6
CA*2(7,2,4).73 40 (90.05%).15
CA*2(7,2,4).74 40 (88.126%).42
CA*2(7,2,4).75 40 (90.0739%).14
CA*2(7,2,4).76 40 (87.4137%).47
CA*2(7,2,4).77 40 (89.0197%).26
CA*2(7,2,4).78 40 (77.4597%).81
CA*2(7,2,4).79 40 (91.4675%).5
CA*2(7,2,4).80 40 (88.2319%).41
CA*2(7,2,4).81 40 (88.0165%).43
CA*2(7,2,4).82 40 (85.9236%).63
CA*2(7,2,4).83 40 (0%).82
CA*2(7,2,4).84 40 (94.9547%).2
CA*2(7,2,4).85 40 (95.3411%).1