Table for CAN(5,k,22) 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,22) 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 5153632 composition 24 6436342 fuse symbols 26 9765622 fuse symbols 48 14324406 Martirosyan-Tran van Trung 50 19987756 Martirosyan-Tran van Trung 52 20331916 Martirosyan-Tran van Trung 54 27855442 Martirosyan-Tran van Trung 56 27859266 Martirosyan-Tran van Trung 58 31555688 Martirosyan-Tran van Trung 60 31934264 Martirosyan-Tran van Trung 62 33307225 Martirosyan-Tran van Trung 64 33311049 Martirosyan-Tran van Trung 66 33314873 Martirosyan-Tran van Trung 68 33724041 Martirosyan-Tran van Trung 70 33727865 Martirosyan-Tran van Trung 72 33731689 Martirosyan-Tran van Trung 74 33735513 Martirosyan-Tran van Trung 90 34163801 Martirosyan-Tran van Trung 92 34244105 Martirosyan-Tran van Trung 96 34324409 Martirosyan-Tran van Trung 100 43837395 Martirosyan-Tran van Trung 104 44181555 Martirosyan-Tran van Trung 108 56449989 Martirosyan-Tran van Trung 112 56453813 Martirosyan-Tran van Trung 116 61711018 Martirosyan-Tran van Trung 120 62089594 Martirosyan-Tran van Trung 124 63462555 Martirosyan-Tran van Trung 128 63466379 Martirosyan-Tran van Trung 132 63470203 Martirosyan-Tran van Trung 136 63879371 Martirosyan-Tran van Trung 138 63883195 Martirosyan-Tran van Trung 140 64330411 Martirosyan-Tran van Trung 144 64334235 Martirosyan-Tran van Trung 530 64363411 linear hash family 531 80737153 extend by one factor 1058 96918873 Martirosyan-Tran van Trung 1060 97407669 Martirosyan-Tran van Trung 1062 113781411 Martirosyan-Tran van Trung 2210 128919646 linear hash family 10000 135163162 Power 23^3

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