Table for CAN(5,k,24) for k up to 10000

Locate the k in the first column that is at least as large as the number of factors in which you are interested. Then let N be the number of rows (tests) given in the second column. A CA(N;5,k,24) exists according to a construction in the reference (cryptically) given in the third column. The accompanying graph plots N vertically against log k (base 10).

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k N Source 6 7962624 composition 26 9765624 fuse symbols 28 14348904 fuse symbols 30 20511144 fuse symbols 52 21583808 Martirosyan-Tran van Trung 54 29414922 Martirosyan-Tran van Trung 56 29875078 Martirosyan-Tran van Trung 60 40081592 Martirosyan-Tran van Trung 62 46132286 Martirosyan-Tran van Trung 64 46628890 Martirosyan-Tran van Trung 66 49505132 Martirosyan-Tran van Trung 68 50294331 Martirosyan-Tran van Trung 70 50298887 Martirosyan-Tran van Trung 76 50831939 Martirosyan-Tran van Trung 78 50836495 Martirosyan-Tran van Trung 80 51114411 Martirosyan-Tran van Trung 82 51118967 Martirosyan-Tran van Trung 104 51629239 Martirosyan-Tran van Trung 108 64843641 Martirosyan-Tran van Trung 112 65303797 Martirosyan-Tran van Trung 120 82041943 Martirosyan-Tran van Trung 124 91465909 Martirosyan-Tran van Trung 128 91962513 Martirosyan-Tran van Trung 132 94838755 Martirosyan-Tran van Trung 136 95627954 Martirosyan-Tran van Trung 140 95632510 Martirosyan-Tran van Trung 150 96165562 Martirosyan-Tran van Trung 152 96801466 Martirosyan-Tran van Trung 156 96806022 Martirosyan-Tran van Trung 532 97656231 linear hash family 626 107421854 Power 26^2 627 132605750 extend by one factor 1064 147058255 Martirosyan-Tran van Trung 1250 156823878 Martirosyan-Tran van Trung 1252 157513878 Martirosyan-Tran van Trung 1254 182697774 Martirosyan-Tran van Trung 2214 194254264 linear hash family 10000 205078084 Power 23^3

Graph: