pima测试集归一.txt

chi2实验(序列)是基于概率统计的连续属性离散化方法

1 2	-0.714286	-0.432258	-1	-1	-1	-0.246377	-1	-1
2 2	-1	0.290323	0.157895	-1	-1	-0.0227743	-1	-1
3 2	-0.714286	1	0.631579	-0.5	1	-0.0227743	-1	-1
4 2	-0.714286	0.290323	0.631579	1	-0.736842	-0.0227743	-0.918605	-1
5 2	-0.714286	0.290323	0.631579	-0.5	1	-0.0227743	-0.913621	-1
6 2	-1	0.651613	0.631579	-0.5	1	-0.0227743	-0.913621	-1
7 2	-0.714286	-0.432258	0.631579	0.5	-1	0.254658	-0.913621	-1
8 2	-0.142857	0.290323	0.157895	-1	-1	0.254658	-0.913621	-1
9 2	-0.714286	0.290323	0.631579	1	-1	0.378882	-0.913621	-1
10 2	-0.142857	0.651613	0.631579	0.5	1	0.341615	-0.803987	-1
11 2	-1	0.290323	0.631579	-1	-1	-0.0227743	-0.803987	-1
12 2	-0.142857	0.651613	1	-0.5	1	0.378882	-0.803987	-1
13 2	-0.714286	-0.432258	0.157895	-0.5	1	0.378882	-0.803987	-1
14 2	-1	0.290323	1	-1	-1	-0.246377	-0.725914	-1
15 2	-0.714286	0.651613	0.631579	-0.5	-0.736842	-0.0227743	-0.725914	-1
16 2	-0.142857	0.290323	0.631579	1	-1	0.378882	-0.725914	-1
17 1	-1	-0.432258	1	0.5	-0.736842	0.540373	-0.725914	-1
18 2	-0.714286	0.290323	1	-0.5	-0.736842	-0.0227743	-0.626246	-1
19 2	-0.714286	-0.432258	0.157895	0.5	-0.736842	-0.0227743	-0.607973	-1
20 2	-0.142857	-0.432258	0.631579	0.5	-0.736842	0.196687	-0.553156	-1
21 2	-0.142857	-0.432258	0.157895	0.5	-0.736842	0.180124	-0.553156	-1
22 2	-1	0.651613	1	-1	-1	0.341615	-0.490033	-1
23 2	-0.714286	-1	0.631579	1	-1	0.254658	-0.490033	-1
24 1	-0.142857	0.651613	0.157895	-1	-1	-0.0227743	-0.461794	-1
25 2	-0.714286	0.290323	0.631579	0.5	0.754386	0.378882	-0.458472	-1
26 2	-0.714286	-0.432258	0.631579	0.5	-0.736842	0.196687	-0.458472	-1
27 2	-0.714286	-0.432258	0.157895	-0.5	1	0.378882	-0.378738	-1
28 2	-1	-0.432258	0.157895	0.5	-0.736842	0.180124	-0.295681	-1
29 2	-0.714286	0.290323	0.157895	1	-1	0.378882	-0.295681	-1
30 2	-0.714286	0.290323	0.157895	-0.5	1	-0.0227743	-0.224252	-1
31 2	-1	0.290323	0.631579	-0.5	-1	-1	-0.224252	-1
32 2	-1	0.290323	0.631579	-0.5	-0.736842	0.378882	-0.224252	-1
33 2	-0.714286	0.651613	0.631579	0.5	1	-0.0227743	-0.224252	-1
34 2	-0.714286	-0.432258	0.631579	0.5	-0.736842	0.519669	-0.224252	-1
35 2	-0.714286	0.651613	0.157895	-0.5	-0.736842	0.180124	-0.224252	-1
36 2	-1	-0.432258	0.631579	-0.5	-0.736842	0.378882	-0.224252	-1
37 2	-0.714286	0.651613	1	-0.5	-0.736842	-0.0227743	-0.224252	-1
38 2	-1	0.290323	0.631579	1	1	0.57764	-0.224252	-1
39 2	-0.714286	-0.432258	0.631579	-0.5	-0.736842	0.0931677	-0.224252	-1
40 1	-1	1	1	0.5	-1	0.805383	-0.224252	-1
41 2	-0.142857	0.290323	1	1	1	1	-0.224252	-1
42 1	-1	1	0.157895	0.5	1	0.378882	0.353821	-1
43 2	-1	-0.432258	0.157895	-1	-1	0.378882	-0.725914	-0.822222
44 2	-0.142857	0.290323	0.631579	0.5	1	0.519669	-0.913621	-0.822222
45 2	-0.142857	0.290323	0.631579	1	-0.736842	0.378882	-0.725914	-0.822222
46 2	-0.142857	-0.432258	0.631579	1	-1	0.540373	-0.725914	-0.822222
47 2	-0.714286	-0.432258	0.157895	-0.5	-1	0.146998	-0.666113	-0.822222
48 2	-0.142857	-0.432258	0.157895	1	-1	0.378882	-0.666113	-0.822222
49 1	1	0.290323	0.157895	0.5	-1	0.0931677	-0.637874	-0.822222
50 2	-0.142857	0.290323	1	1	1	0.3706	-0.626246	-0.822222
51 2	-1	0.290323	0.631579	-1	-1	-0.246377	-0.607973	-0.822222
52 2	-0.714286	0.290323	0.631579	0.5	-0.736842	0.57764	-0.607973	-0.822222
53 2	-0.714286	-0.432258	0.631579	-0.5	-0.736842	-0.246377	-0.607973	-0.822222
54 1	-0.142857	1	1	-1	-1	0.879917	-0.607973	-0.822222
55 1	-0.142857	0.651613	1	1	1	0.254658	-0.553156	-0.822222
56 1	-0.142857	0.290323	0.631579	-1	-1	0.0931677	-0.553156	-0.822222
57 2	-0.142857	0.290323	0.157895	-0.5	-0.736842	0.254658	-0.466777	-0.822222
58 1	-0.142857	0.651613	0.631579	0.5	1	0.0931677	-0.803987	-0.822222
59 1	-0.714286	1	0.631579	-0.5	0.684211	0.0931677	-0.458472	-0.822222
60 2	-0.142857	0.290323	0.631579	0.5	-1	-0.0227743	-0.458472	-0.822222
61 2	-0.142857	0.651613	0.631579	-1	-1	0.196687	-0.458472	-0.822222
62 2	-1	-0.432258	0.631579	1	-1	0.378882	-0.803987	-0.822222
63 1	-0.142857	0.290323	1	-1	-1	0.337474	-0.295681	-0.822222
64 2	-1	0.290323	1	-1	-1	0.378882	-0.803987	-0.822222
65 1	-0.714286	0.290323	1	1	1	0.378882	-0.224252	-0.822222
66 1	-0.714286	0.290323	0.631579	0.5	1	0.362319	-0.224252	-0.822222
67 2	-0.142857	-0.432258	0.157895	-1	-1	0.378882	-0.224252	-0.822222
68 2	-0.142857	0.290323	0.157895	0.5	-1	-0.0227743	-0.803987	-0.822222
69 2	-0.714286	-0.432258	-1	-0.5	-1	0.196687	-0.224252	-0.822222
70 2	-0.714286	-0.432258	0.631579	-0.5	-0.736842	-0.246377	-0.224252	-0.822222
71 2	-0.142857	0.290323	1	0.5	-1	0.341615	-0.224252	-0.822222
72 2	-0.714286	-0.432258	0.631579	1	-1	0.57764	-0.803987	-0.822222
73 1	-1	1	1	1	1	0.776398	-0.803987	-0.822222
74 2	-0.142857	0.290323	1	1	1	0.57764	-0.224252	-0.822222
75 2	-1	0.290323	1	-1	-1	-0.246377	-0.224252	-0.822222
76 2	-1	0.651613	1	-1	-1	0.254658	-0.224252	-0.822222
77 2	-0.142857	0.290323	0.631579	-0.5	-0.736842	0.254658	0.353821	-0.822222
78 1	-0.142857	0.290323	0.631579	1	0.684211	0.378882	0.353821	-0.822222
79 2	1	0.651613	1	-1	-1	0.3706	-0.458472	-0.555556
80 2	-0.714286	0.290323	0.631579	0.5	1	0.254658	-0.458472	-0.555556
81 2	-0.142857	1	0.631579	-0.5	1	0.254658	-0.63289	-0.555556
82 1	-0.142857	1	-1	-1	-1	0.15528	-0.803987	-0.555556
83 1	-0.142857	1	0.631579	-1	-1	0.254658	-0.607973	-0.555556
84 2	-0.142857	-0.432258	-1	-1	-1	0.196687	-0.378738	-0.555556
85 2	-0.142857	0.651613	0.157895	-0.5	1	0.0931677	-0.295681	-0.555556
86 1	1	0.651613	1	1	1	0.776398	-0.295681	-0.555556
87 1	1	1	0.631579	-1	-1	0.569358	-0.237542	-0.555556
88 1	-0.142857	0.290323	0.631579	-1	-1	0.378882	-0.803987	-0.555556
89 2	-0.142857	0.290323	0.157895	-0.5	1	-0.0227743	-0.224252	-0.555556
90 2	-0.142857	0.651613	0.157895	0.5	1	0.196687	-0.666113	-0.555556
91 1	1	1	0.157895	1	1	0.378882	-0.224252	-0.555556
92 2	1	-0.432258	0.631579	0.5	-0.736842	0.378882	-0.224252	-0.555556
93 1	-0.142857	1	0.631579	0.5	1	0.378882	-0.55814	-0.555556
94 2	1	-0.432258	1	0.5	-1	0.254658	-0.666113	-0.555556
95 1	-1	0.290323	0.631579	-0.5	-1	0.0931677	-0.725914	-0.555556
96 1	1	0.651613	1	1	1	0.569358	-0.224252	-0.555556
97 1	1	1	0.631579	0.5	-1	0.378882	-0.224252	-0.555556
98 2	-0.714286	-0.432258	0.631579	-0.5	-0.736842	-0.0227743	-0.224252	-0.555556
99 1	-0.142857	0.651613	1	-1	-1	1	-0.803987	-0.555556
100 1	1	1	1	-0.5	-1	0.254658	-0.224252	-0.555556
101 1	1	-0.432258	1	1	-0.736842	0.693582	-0.224252	-0.555556
102 1	1	0.651613	0.631579	1	1	0.730849	-0.224252	-0.555556
103 2	1	0.290323	0.631579	1	1	-0.0227743	-0.913621	-0.555556
104 1	-0.142857	0.290323	0.631579	0.5	-1	0.337474	-0.224252	-0.555556
105 1	-0.142857	1	0.631579	-0.5	1	0.196687	-0.725914	-0.555556
106 2	1	0.290323	1	-1	-1	0.57764	-0.820598	-0.555556
107 2	1	0.651613	1	0.5	1	0.378882	-0.666113	-0.555556
108 2	-0.714286	-0.432258	1	0.5	-1	0.378882	-0.666113	-0.555556
109 1	1	0.651613	1	1	1	0.378882	0.353821	-0.555556
110 2	1	0.290323	1	-1	-1	-0.0227743	0.353821	-0.555556
111 1	-0.142857	0.651613	1	-1	-1	0.57764	0.353821	-0.555556
112 1	-0.142857	0.651613	1	1	1	0.378882	0.353821	-0.555556
113 2	1	0.290323	0.631579	-1	-1	0.254658	-0.725914	-0.555556
114 2	-0.142857	-0.432258	0.157895	1	1	-0.0227743	0.353821	-0.555556
115 2	-0.714286	-0.432258	0.631579	-0.5	-1	-0.0227743	0.72093	-0.555556
116 1	1	0.290323	0.157895	-1	-1	0.378882	0.72093	-0.555556
117 2	1	0.651613	1	1	1	0.57764	0.795681	-0.555556
118 1	-0.714286	0.651613	1	1	1	0.776398	0.833887	-0.555556
119 2	1	0.651613	1	-0.5	1	0.341615	-0.725914	-0.555556
120 1	-0.714286	0.651613	1	1	-0.736842	0.254658	1	-0.555556
121 1	1	1	1	-1	-1	0.908903	-0.913621	-0.0222222
122 1	1	0.651613	1	-1	-1	0.341615	-0.224252	-0.0222222
123 2	1	0.651613	0.631579	0.5	1	-0.0227743	-0.224252	-0.0222222
124 2	1	0.290323	1	1	0.754386	0.57764	-0.553156	-0.0222222
125 1	1	0.290323	1	1	-1	0.362319	-0.224252	-0.0222222
126 1	-0.714286	-0.432258	1	0.5	1	0.378882	-0.803987	-0.0222222
127 1	1	0.651613	0.631579	-1	-1	0.378882	-0.224252	-0.0222222
128 1	1	1	1	0.5	1	0.879917	-0.224252	-0.0222222
129 1	1	0.651613	1	0.5	1	0.254658	-0.918605	-0.0222222
130 1	1	0.290323	1	-1	-1	-1	-0.803987	-0.0222222
131 1	-0.142857	0.290323	0.631579	-1	-1	0.196687	-0.553156	-0.0222222
132 1	-0.714286	1	1	0.5	-1	0.378882	0.353821	-0.0222222
133 2	1	-0.432258	0.631579	1	-0.736842	0.378882	-0.553156	-0.0222222
134 1	1	1	1	-1	-1	-0.0227743	-0.803987	-0.0222222
135 1	-0.142857	-0.432258	1	0.5	-1	0.378882	-0.553156	-0.0222222
136 1	-0.142857	0.651613	1	1	1	0.908903	-0.803987	-0.0222222
137 2	-0.714286	0.651613	0.157895	-1	-1	0.0931677	-0.224252	0.511111
138 2	-0.142857	0.290323	0.631579	1	1	0.540373	-0.607973	0.511111
139 1	1	-0.432258	1	1	-1	0.378882	-0.224252	0.511111
140 2	-0.142857	0.651613	1	-1	-1	-0.246377	-0.725914	0.511111
141 1	1	1	1	1	1	0.378882	-0.378738	0.511111
142 2	1	0.651613	1	-0.5	0.754386	-0.246377	-0.725914	0.511111
143 1	1	1	0.631579	1	1	-0.0227743	-0.913621	0.511111
144 2	1	1	1	0.5	-1	0.378882	-0.913621	0.511111
145 1	-0.714286	1	0.631579	1	-1	0.378882	-0.224252	0.511111
146 2	-0.142857	0.651613	0.157895	-1	-1	-0.0227743	-0.913621	0.511111
147 1	-0.142857	0.651613	1	-1	-1	0.254658	-0.237542	0.511111
148 2	-0.142857	0.651613	1	-1	-1	0.378882	-0.803987	0.866667
149 2	-1	1	0.157895	-1	-1	-0.246377	-0.725914	0.866667
150 2	-0.142857	0.290323	1	1	-1	0.57764	-0.626246	0.866667
151 2	-0.142857	1	0.631579	-1	-1	0.196687	-0.803987	0.866667
152 1	-0.714286	1	1	-1	-1	0.254658	-0.224252	1
153 2	-0.714286	0.290323	-1	-1	-1	-0.246377	-0.224252	1
154 1	-0.142857	1	1	-1	-1	0.378882	-0.677741	1