L2-Minimax Latin hypercube designs of 27 points; ro = 4

This file only contains 23 designs:

• 2 Designs with symmetry group C_2
• 4 Designs with symmetry group D_1
• 17 Designs with no symmetry

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The total set of 2930837 designs can be downloaded as six txt-files compressed in zip-format:

• 297 Designs with symmetry group C_2 (3 kB)
• 1,907 Designs with symmetry group D_1 (14 kB)
• 797,889 Designs with no symmetry (3.71 MB)
• 701,314 Designs with no symmetry (3.39 MB)
• 830,279 Designs with no symmetry (3.82 MB)
• 599,131 Designs with no symmetry (1.72 MB)

Design 1 (Symmetry group C_2)

0	4
1	11
2	18
3	24
4	0
5	17
6	6
7	16
8	12
9	23
10	21
11	1
12	7
13	13
14	19
15	25
16	5
17	3
18	14
19	10
20	20
21	9
22	26
23	2
24	8
25	15
26	22

Design 2 (Symmetry group C_2)

0	4
1	11
2	23
3	17
4	0
5	5
6	7
7	14
8	25
9	20
10	8
11	2
12	10
13	13
14	16
15	24
16	18
17	6
18	1
19	12
20	19
21	21
22	26
23	9
24	3
25	15
26	22

Design 3 (Symmetry group D_1)

0	4
1	11
2	18
3	24
4	0
5	14
6	6
7	7
8	20
9	9
10	25
11	1
12	15
13	19
14	5
15	12
16	23
17	17
18	2
19	13
20	8
21	21
22	26
23	16
24	3
25	10
26	22

Design 4 (Symmetry group D_1)

0	4
1	11
2	18
3	24
4	0
5	17
6	7
7	6
8	12
9	23
10	19
11	1
12	8
13	21
14	14
15	25
16	16
17	5
18	2
19	10
20	20
21	13
22	26
23	9
24	3
25	15
26	22

Design 5 (Symmetry group D_1)

0	4
1	11
2	23
3	17
4	0
5	18
6	6
7	13
8	25
9	12
10	19
11	1
12	9
13	7
14	14
15	24
16	20
17	3
18	5
19	10
20	16
21	21
22	26
23	2
24	15
25	8
26	22

Design 6 (Symmetry group D_1)

0	4
1	16
2	23
3	10
4	0
5	5
6	14
7	19
8	25
9	9
10	3
11	20
12	13
13	12
14	6
15	24
16	1
17	18
18	17
19	7
20	11
21	21
22	26
23	2
24	15
25	8
26	22

Design 7 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	12
6	6
7	20
8	14
9	23
10	9
11	1
12	7
13	19
14	13
15	25
16	17
17	3
18	5
19	10
20	21
21	16
22	26
23	2
24	15
25	8
26	22

Design 8 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	9
6	12
7	5
8	16
9	21
10	25
11	1
12	10
13	17
14	6
15	19
16	23
17	3
18	13
19	7
20	20
21	14
22	26
23	2
24	15
25	8
26	22

Design 9 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	16
6	6
7	9
8	19
9	23
10	3
11	13
12	10
13	20
14	5
15	25
16	1
17	17
18	12
19	7
20	21
21	14
22	26
23	2
24	15
25	8
26	22

Design 10 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	7
6	17
7	12
8	5
9	23
10	14
11	1
12	6
13	19
14	9
15	25
16	20
17	15
18	2
19	8
20	21
21	13
22	26
23	16
24	3
25	10
26	22

Design 11 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	5
6	7
7	14
8	9
9	20
10	25
11	1
12	6
13	12
14	17
15	19
16	23
17	15
18	2
19	8
20	13
21	21
22	26
23	16
24	3
25	10
26	22

Design 12 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	6
6	15
7	20
8	12
9	23
10	17
11	2
12	8
13	5
14	14
15	25
16	21
17	13
18	1
19	7
20	19
21	9
22	26
23	16
24	3
25	10
26	22

Design 13 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	7
6	12
7	6
8	19
9	20
10	25
11	2
12	15
13	9
14	5
15	17
16	23
17	14
18	1
19	8
20	21
21	13
22	26
23	16
24	3
25	10
26	22

Design 14 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	13
6	6
7	16
8	21
9	23
10	12
11	1
12	7
13	19
14	8
15	25
16	14
17	5
18	2
19	10
20	20
21	17
22	26
23	9
24	3
25	15
26	22

Design 15 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	12
6	7
7	6
8	19
9	23
10	13
11	2
12	8
13	20
14	14
15	25
16	17
17	5
18	1
19	10
20	21
21	16
22	26
23	9
24	3
25	15
26	22

Design 16 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	5
6	14
7	8
8	21
9	16
10	25
11	2
12	10
13	20
14	7
15	17
16	23
17	12
18	1
19	13
20	19
21	6
22	26
23	9
24	3
25	15
26	22

Design 17 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	5
6	17
7	7
8	13
9	23
10	16
11	1
12	6
13	12
14	19
15	25
16	21
17	3
18	10
19	14
20	20
21	9
22	26
23	2
24	8
25	15
26	22

Design 18 (No symmetry)

0	4
1	11
2	18
3	24
4	0
5	16
6	6
7	21
8	12
9	5
10	25
11	1
12	17
13	10
14	19
15	7
16	23
17	3
18	13
19	14
20	9
21	20
22	26
23	2
24	8
25	15
26	22

Design 19 (No symmetry)

0	4
1	11
2	23
3	17
4	0
5	6
6	12
7	18
8	25
9	16
10	5
11	1
12	9
13	20
14	10
15	24
16	14
17	3
18	19
19	7
20	21
21	13
22	26
23	2
24	15
25	8
26	22

Design 20 (No symmetry)

0	4
1	11
2	23
3	17
4	0
5	5
6	12
7	14
8	25
9	21
10	3
11	9
12	16
13	18
14	7
15	24
16	1
17	13
18	19
19	10
20	20
21	6
22	26
23	2
24	15
25	8
26	22

Design 21 (No symmetry)

0	4
1	11
2	23
3	17
4	0
5	6
6	13
7	18
8	25
9	7
10	14
11	2
12	21
13	9
14	5
15	24
16	15
17	19
18	1
19	12
20	8
21	20
22	26
23	16
24	3
25	10
26	22

Design 22 (No symmetry)

0	4
1	11
2	23
3	17
4	0
5	7
6	5
7	14
8	25
9	21
10	8
11	2
12	16
13	12
14	18
15	24
16	10
17	6
18	1
19	13
20	20
21	19
22	26
23	9
24	3
25	15
26	22

Design 23 (No symmetry)

0	4
1	16
2	23
3	10
4	0
5	6
6	12
7	18
8	25
9	13
10	3
11	7
12	19
13	20
14	14
15	24
16	1
17	9
18	5
19	17
20	21
21	11
22	26
23	2
24	15
25	8
26	22