12**(10-6) FRACTIONAL FACTORIAL DESIGN
2NUMBER OF LEVELS FOR EACH FACTOR =  2
3NUMBER OF FACTORS                = 10
4NUMBER OF OBSERVATIONS           = 16
5RESOLUTION                       =  3  (CAUTION!  MAIN EFFECTS ARE
6                                       CONFOUNDED WITH 2-TERM INTERACTIONS)
7. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
8 FACTOR    DEFINITION       CONFOUNDING STRUCTURE
9   1           1                1 + HIGHER
10   2           2                2 + HIGHER
11   3           3                3 + HIGHER
12   4           4                4 + HIGHER
13   5         123                5 + HIGHER
14   6         234                6 + HIGHER
15   7         134                7 + HIGHER
16   8         124                8 + HIGHER
17   9        1234                9 + HIGHER
18   (10)          12           (10) + HIGHER
19. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
20  12                           12 + OTHER
21  13                           13 + OTHER
22  14                           14 + OTHER
23  15                           15 + OTHER
24  16                           16 + OTHER
25  17                           17 + OTHER
26  18                           18 + OTHER
27  19                           19 + OTHER
28  1(10)                        1(10) + OTHER
29  23                           23 + OTHER
30  24                           24 + OTHER
31  25                           25 + OTHER
32  26                           26 + OTHER
33  27                           27 + OTHER
34  28                           28 + OTHER
35  29                           29 + OTHER
36  2(10)                        2(10) + OTHER
37  34                           34 + OTHER
38  35                           35 + OTHER
39  36                           36 + OTHER
40  37                           37 + OTHER
41  38                           38 + OTHER
42  39                           39 + OTHER
43  3(10)                        3(10) + OTHER
44  45                           45 + OTHER
45  46                           46 + OTHER
46  47                           47 + OTHER
47  48                           48 + OTHER
48  49                           49 + OTHER
49  4(10)                        4(10) + OTHER
50  56                           56 + OTHER
51  57                           57 + OTHER
52  58                           58 + OTHER
53  59                           59 + OTHER
54  5(10)                        5(10) + OTHER
55  67                           67 + OTHER
56  68                           68 + OTHER
57  69                           69 + OTHER
58  6(10)                        6(10) + OTHER
59  78                           78 + OTHER
60  79                           79 + OTHER
61  7(10)                        7(10) + OTHER
62  89                           89 + OTHER
63  8(10)                        8(10) + OTHER
64  9(10)                        9(10) + HIGHER
65. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
66DEFINING RELATION =             I +
67REFERENCE--BOX, HUNTER & HUNTER, STAT. FOR EXP., PAGE 410,
68NOTE--IF POSSIBLE, THIS (AS WITH ALL EXPERIMENT DESIGNS) SHOULD BE
69      RUN IN RANDOM ORDER (SEE DATAPLOT'S RANDOM PERMUTATION FILES).
70NOTE--TO READ THIS FILE INTO DATAPLOT--
71      DIMENSION 20 VARIABLES
72      SKIP 100
73      READ 2TO10M6.DAT X1 TO X10
74DATE--DECEMBER 1988
75NOTE--IN THE DESIGN BELOW, "-1" REPRESENTS THE "LOW"  SETTING OF A FACTOR
76                           "+1" REPRESENTS THE "HIGH" SETTING OF A FACTOR
77NOTE--ALL FACTOR EFFECT ESTIMATES WILL BE OF THE FORM
78      AVERAGE OF THE "HIGH" - AVERAGE OF THE "LOW"
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99   X1  X2  X3  X4  X5  X6  X7  X8  X9 X10
100   --------------------------------------
101   -1  -1  -1  -1  -1  -1  -1  -1  +1  +1
102   +1  -1  -1  -1  +1  -1  +1  +1  -1  -1
103   -1  +1  -1  -1  +1  +1  -1  +1  -1  -1
104   +1  +1  -1  -1  -1  +1  +1  -1  +1  +1
105   -1  -1  +1  -1  +1  +1  +1  -1  -1  +1
106   +1  -1  +1  -1  -1  +1  -1  +1  +1  -1
107   -1  +1  +1  -1  -1  -1  +1  +1  +1  -1
108   +1  +1  +1  -1  +1  -1  -1  -1  -1  +1
109   -1  -1  -1  +1  -1  +1  +1  +1  -1  +1
110   +1  -1  -1  +1  +1  +1  -1  -1  +1  -1
111   -1  +1  -1  +1  +1  -1  +1  -1  +1  -1
112   +1  +1  -1  +1  -1  -1  -1  +1  -1  +1
113   -1  -1  +1  +1  +1  -1  -1  +1  +1  +1
114   +1  -1  +1  +1  -1  -1  +1  -1  -1  -1
115   -1  +1  +1  +1  -1  +1  -1  -1  -1  -1
116   +1  +1  +1  +1  +1  +1  +1  +1  +1  +1
117