[原创]k生素数群的数量公式

白新岭

p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→94→→→→0→→→→0→→→→94
4→→→→4→→→→90→→→→4→→→→4→→→→90
10→→→→6→→→→84→→→→6→→→→2→→→→88
12→→→→2→→→→82→→→→10→→→→4→→→→84
18→→→→6→→→→76→→→→12→→→→2→→→→82
22→→→→4→→→→72→→→→16→→→→4→→→→78
24→→→→2→→→→70→→→→24→→→→8→→→→70
28→→→→4→→→→66→→→→30→→→→6→→→→64
34→→→→6→→→→60→→→→34→→→→4→→→→60
40→→→→6→→→→54→→→→40→→→→6→→→→54
42→→→→2→→→→52→→→→42→→→→2→→→→52
48→→→→6→→→→46→→→→46→→→→4→→→→48
52→→→→4→→→→42→→→→52→→→→6→→→→42
54→→→→2→→→→40→→→→54→→→→2→→→→40
60→→→→6→→→→34→→→→60→→→→6→→→→34
64→→→→4→→→→30→→→→66→→→→6→→→→28
70→→→→6→→→→24→→→→70→→→→4→→→→24
78→→→→8→→→→16→→→→72→→→→2→→→→22
82→→→→4→→→→12→→→→76→→→→4→→→→18
84→→→→2→→→→10→→→→82→→→→6→→→→12
88→→→→4→→→→6→→→→84→→→→2→→→→10
90→→→→2→→→→4→→→→90→→→→6→→→→4
94→→→→4→→→→0→→→→94→→→→4→→→→0
这是23生素数的2种排列顺序及间隔

白新岭

p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
8→→→→6→→→→102→→→→8→→→→6→→→→102
12→→→→4→→→→98→→→→12→→→→4→→→→98
14→→→→2→→→→96→→→→26→→→→14→→→→84
18→→→→4→→→→92→→→→30→→→→4→→→→80
24→→→→6→→→→86→→→→32→→→→2→→→→78
30→→→→6→→→→80→→→→36→→→→4→→→→74
32→→→→2→→→→78→→→→38→→→→2→→→→72
38→→→→6→→→→72→→→→42→→→→4→→→→68
42→→→→4→→→→68→→→→50→→→→8→→→→60
44→→→→2→→→→66→→→→56→→→→6→→→→54
50→→→→6→→→→60→→→→60→→→→4→→→→50
54→→→→4→→→→56→→→→66→→→→6→→→→44
60→→→→6→→→→50→→→→68→→→→2→→→→42
68→→→→8→→→→42→→→→72→→→→4→→→→38
72→→→→4→→→→38→→→→78→→→→6→→→→32
74→→→→2→→→→36→→→→80→→→→2→→→→30
78→→→→4→→→→32→→→→86→→→→6→→→→24
80→→→→2→→→→30→→→→92→→→→6→→→→18
84→→→→4→→→→26→→→→96→→→→4→→→→14
98→→→→14→→→→12→→→→98→→→→2→→→→12
102→→→→4→→→→8→→→→102→→→→4→→→→8
108→→→→6→→→→2→→→→108→→→→6→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
6→→→→4→→→→104→→→→14→→→→12→→→→96
8→→→→2→→→→102→→→→18→→→→4→→→→92
12→→→→4→→→→98→→→→20→→→→2→→→→90
20→→→→8→→→→90→→→→24→→→→4→→→→86
26→→→→6→→→→84→→→→30→→→→6→→→→80
30→→→→4→→→→80→→→→32→→→→2→→→→78
36→→→→6→→→→74→→→→38→→→→6→→→→72
38→→→→2→→→→72→→→→42→→→→4→→→→68
42→→→→4→→→→68→→→→44→→→→2→→→→66
50→→→→8→→→→60→→→→48→→→→4→→→→62
56→→→→6→→→→54→→→→54→→→→6→→→→56
62→→→→6→→→→48→→→→60→→→→6→→→→50
66→→→→4→→→→44→→→→68→→→→8→→→→42
68→→→→2→→→→42→→→→72→→→→4→→→→38
72→→→→4→→→→38→→→→74→→→→2→→→→36
78→→→→6→→→→32→→→→80→→→→6→→→→30
80→→→→2→→→→30→→→→84→→→→4→→→→26
86→→→→6→→→→24→→→→90→→→→6→→→→20
90→→→→4→→→→20→→→→98→→→→8→→→→12
92→→→→2→→→→18→→→→102→→→→4→→→→8
96→→→→4→→→→14→→→→104→→→→2→→→→6
108→→→→12→→→→2→→→→108→→→→4→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
6→→→→4→→→→104→→→→12→→→→10→→→→98
8→→→→2→→→→102→→→→14→→→→2→→→→96
12→→→→4→→→→98→→→→18→→→→4→→→→92
20→→→→8→→→→90→→→→20→→→→2→→→→90
26→→→→6→→→→84→→→→24→→→→4→→→→86
30→→→→4→→→→80→→→→30→→→→6→→→→80
36→→→→6→→→→74→→→→32→→→→2→→→→78
38→→→→2→→→→72→→→→38→→→→6→→→→72
42→→→→4→→→→68→→→→42→→→→4→→→→68
48→→→→6→→→→62→→→→44→→→→2→→→→66
56→→→→8→→→→54→→→→54→→→→10→→→→56
66→→→→10→→→→44→→→→62→→→→8→→→→48
68→→→→2→→→→42→→→→68→→→→6→→→→42
72→→→→4→→→→38→→→→72→→→→4→→→→38
78→→→→6→→→→32→→→→74→→→→2→→→→36
80→→→→2→→→→30→→→→80→→→→6→→→→30
86→→→→6→→→→24→→→→84→→→→4→→→→26
90→→→→4→→→→20→→→→90→→→→6→→→→20
92→→→→2→→→→18→→→→98→→→→8→→→→12
96→→→→4→→→→14→→→→102→→→→4→→→→8
98→→→→2→→→→12→→→→104→→→→2→→→→6
108→→→→10→→→→2→→→→108→→→→4→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→6→→→→6→→→→104
6→→→→4→→→→104→→→→8→→→→2→→→→102
12→→→→6→→→→98→→→→14→→→→6→→→→96
14→→→→2→→→→96→→→→20→→→→6→→→→90
20→→→→6→→→→90→→→→24→→→→4→→→→86
24→→→→4→→→→86→→→→30→→→→6→→→→80
26→→→→2→→→→84→→→→36→→→→6→→→→74
30→→→→4→→→→80→→→→38→→→→2→→→→72
32→→→→2→→→→78→→→→44→→→→6→→→→66
42→→→→10→→→→68→→→→50→→→→6→→→→60
44→→→→2→→→→66→→→→54→→→→4→→→→56
54→→→→10→→→→56→→→→56→→→→2→→→→54
56→→→→2→→→→54→→→→66→→→→10→→→→44
60→→→→4→→→→50→→→→68→→→→2→→→→42
66→→→→6→→→→44→→→→78→→→→10→→→→32
72→→→→6→→→→38→→→→80→→→→2→→→→30
74→→→→2→→→→36→→→→84→→→→4→→→→26
80→→→→6→→→→30→→→→86→→→→2→→→→24
86→→→→6→→→→24→→→→90→→→→4→→→→20
90→→→→4→→→→20→→→→96→→→→6→→→→14
96→→→→6→→→→14→→→→98→→→→2→→→→12
102→→→→6→→→→8→→→→104→→→→6→→→→6
104→→→→2→→→→6→→→→108→→→→4→→→→2
110→→→→6→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
12→→→→10→→→→98→→→→6→→→→4→→→→104
14→→→→2→→→→96→→→→8→→→→2→→→→102
18→→→→4→→→→92→→→→12→→→→4→→→→98
20→→→→2→→→→90→→→→20→→→→8→→→→90
24→→→→4→→→→86→→→→26→→→→6→→→→84
30→→→→6→→→→80→→→→30→→→→4→→→→80
32→→→→2→→→→78→→→→36→→→→6→→→→74
38→→→→6→→→→72→→→→38→→→→2→→→→72
42→→→→4→→→→68→→→→42→→→→4→→→→68
44→→→→2→→→→66→→→→50→→→→8→→→→60
54→→→→10→→→→56→→→→56→→→→6→→→→54
60→→→→6→→→→50→→→→66→→→→10→→→→44
68→→→→8→→→→42→→→→68→→→→2→→→→42
72→→→→4→→→→38→→→→72→→→→4→→→→38
74→→→→2→→→→36→→→→78→→→→6→→→→32
80→→→→6→→→→30→→→→80→→→→2→→→→30
84→→→→4→→→→26→→→→86→→→→6→→→→24
90→→→→6→→→→20→→→→90→→→→4→→→→20
98→→→→8→→→→12→→→→92→→→→2→→→→18
102→→→→4→→→→8→→→→96→→→→4→→→→14
104→→→→2→→→→6→→→→98→→→→2→→→→12
108→→→→4→→→→2→→→→108→→→→10→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
8→→→→8→→→→102→→→→2→→→→2→→→→108
12→→→→4→→→→98→→→→6→→→→4→→→→104
14→→→→2→→→→96→→→→8→→→→2→→→→102
18→→→→4→→→→92→→→→12→→→→4→→→→98
20→→→→2→→→→90→→→→18→→→→6→→→→92
24→→→→4→→→→86→→→→20→→→→2→→→→90
32→→→→8→→→→78→→→→26→→→→6→→→→84
38→→→→6→→→→72→→→→30→→→→4→→→→80
42→→→→4→→→→68→→→→32→→→→2→→→→78
48→→→→6→→→→62→→→→36→→→→4→→→→74
54→→→→6→→→→56→→→→42→→→→6→→→→68
60→→→→6→→→→50→→→→50→→→→8→→→→60
68→→→→8→→→→42→→→→56→→→→6→→→→54
74→→→→6→→→→36→→→→62→→→→6→→→→48
78→→→→4→→→→32→→→→68→→→→6→→→→42
80→→→→2→→→→30→→→→72→→→→4→→→→38
84→→→→4→→→→26→→→→78→→→→6→→→→32
90→→→→6→→→→20→→→→86→→→→8→→→→24
92→→→→2→→→→18→→→→90→→→→4→→→→20
98→→→→6→→→→12→→→→92→→→→2→→→→18
102→→→→4→→→→8→→→→96→→→→4→→→→14
104→→→→2→→→→6→→→→98→→→→2→→→→12
108→→→→4→→→→2→→→→102→→→→4→→→→8
110→→→→2→→→→0→→→→110→→→→8→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
12→→→→10→→→→98→→→→6→→→→4→→→→104
18→→→→6→→→→92→→→→8→→→→2→→→→102
20→→→→2→→→→90→→→→12→→→→4→→→→98
24→→→→4→→→→86→→→→20→→→→8→→→→90
30→→→→6→→→→80→→→→26→→→→6→→→→84
32→→→→2→→→→78→→→→30→→→→4→→→→80
38→→→→6→→→→72→→→→36→→→→6→→→→74
42→→→→4→→→→68→→→→38→→→→2→→→→72
44→→→→2→→→→66→→→→42→→→→4→→→→68
54→→→→10→→→→56→→→→48→→→→6→→→→62
60→→→→6→→→→50→→→→50→→→→2→→→→60
62→→→→2→→→→48→→→→56→→→→6→→→→54
68→→→→6→→→→42→→→→66→→→→10→→→→44
72→→→→4→→→→38→→→→68→→→→2→→→→42
74→→→→2→→→→36→→→→72→→→→4→→→→38
80→→→→6→→→→30→→→→78→→→→6→→→→32
84→→→→4→→→→26→→→→80→→→→2→→→→30
90→→→→6→→→→20→→→→86→→→→6→→→→24
98→→→→8→→→→12→→→→90→→→→4→→→→20
102→→→→4→→→→8→→→→92→→→→2→→→→18
104→→→→2→→→→6→→→→98→→→→6→→→→12
108→→→→4→→→→2→→→→108→→→→10→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
2→→→→2→→→→108→→→→2→→→→2→→→→108
14→→→→12→→→→96→→→→6→→→→4→→→→104
18→→→→4→→→→92→→→→8→→→→2→→→→102
20→→→→2→→→→90→→→→12→→→→4→→→→98
24→→→→4→→→→86→→→→20→→→→8→→→→90
30→→→→6→→→→80→→→→26→→→→6→→→→84
32→→→→2→→→→78→→→→30→→→→4→→→→80
38→→→→6→→→→72→→→→36→→→→6→→→→74
42→→→→4→→→→68→→→→38→→→→2→→→→72
44→→→→2→→→→66→→→→42→→→→4→→→→68
48→→→→4→→→→62→→→→48→→→→6→→→→62
54→→→→6→→→→56→→→→56→→→→8→→→→54
62→→→→8→→→→48→→→→62→→→→6→→→→48
68→→→→6→→→→42→→→→66→→→→4→→→→44
72→→→→4→→→→38→→→→68→→→→2→→→→42
74→→→→2→→→→36→→→→72→→→→4→→→→38
80→→→→6→→→→30→→→→78→→→→6→→→→32
84→→→→4→→→→26→→→→80→→→→2→→→→30
90→→→→6→→→→20→→→→86→→→→6→→→→24
98→→→→8→→→→12→→→→90→→→→4→→→→20
102→→→→4→→→→8→→→→92→→→→2→→→→18
104→→→→2→→→→6→→→→96→→→→4→→→→14
108→→→→4→→→→2→→→→108→→→→12→→→→2
110→→→→2→→→→0→→→→110→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→110→→→→0→→→→0→→→→110
8→→→→8→→→→102→→→→2→→→→2→→→→108
12→→→→4→→→→98→→→→6→→→→4→→→→104
14→→→→2→→→→96→→→→8→→→→2→→→→102
20→→→→6→→→→90→→→→12→→→→4→→→→98
24→→→→4→→→→86→→→→18→→→→6→→→→92
32→→→→8→→→→78→→→→20→→→→2→→→→90
38→→→→6→→→→72→→→→26→→→→6→→→→84
42→→→→4→→→→68→→→→30→→→→4→→→→80
48→→→→6→→→→62→→→→32→→→→2→→→→78
54→→→→6→→→→56→→→→36→→→→4→→→→74
60→→→→6→→→→50→→→→42→→→→6→→→→68
62→→→→2→→→→48→→→→48→→→→6→→→→62
68→→→→6→→→→42→→→→50→→→→2→→→→60
74→→→→6→→→→36→→→→56→→→→6→→→→54
78→→→→4→→→→32→→→→62→→→→6→→→→48
80→→→→2→→→→30→→→→68→→→→6→→→→42
84→→→→4→→→→26→→→→72→→→→4→→→→38
90→→→→6→→→→20→→→→78→→→→6→→→→32
92→→→→2→→→→18→→→→86→→→→8→→→→24
98→→→→6→→→→12→→→→90→→→→4→→→→20
102→→→→4→→→→8→→→→96→→→→6→→→→14
104→→→→2→→→→6→→→→98→→→→2→→→→12
108→→→→4→→→→2→→→→102→→→→4→→→→8
110→→→→2→→→→0→→→→110→→→→8→→→→0
以上为25生素数的18种排列顺序及间距，正好为110.

白新岭

[这个贴子最后由白新岭在 2011/12/08 11:16am 第 1 次编辑]

p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→114→→→→0→→→→0→→→→114
2→→→→2→→→→112→→→→4→→→→4→→→→110
14→→→→12→→→→100→→→→6→→→→2→→→→108
18→→→→4→→→→96→→→→10→→→→4→→→→104
20→→→→2→→→→94→→→→12→→→→2→→→→102
24→→→→4→→→→90→→→→16→→→→4→→→→98
30→→→→6→→→→84→→→→24→→→→8→→→→90
32→→→→2→→→→82→→→→30→→→→6→→→→84
38→→→→6→→→→76→→→→34→→→→4→→→→80
42→→→→4→→→→72→→→→40→→→→6→→→→74
44→→→→2→→→→70→→→→42→→→→2→→→→72
48→→→→4→→→→66→→→→46→→→→4→→→→68
54→→→→6→→→→60→→→→52→→→→6→→→→62
62→→→→8→→→→52→→→→60→→→→8→→→→54
68→→→→6→→→→46→→→→66→→→→6→→→→48
72→→→→4→→→→42→→→→70→→→→4→→→→44
74→→→→2→→→→40→→→→72→→→→2→→→→42
80→→→→6→→→→34→→→→76→→→→4→→→→38
84→→→→4→→→→30→→→→82→→→→6→→→→32
90→→→→6→→→→24→→→→84→→→→2→→→→30
98→→→→8→→→→16→→→→90→→→→6→→→→24
102→→→→4→→→→12→→→→94→→→→4→→→→20
104→→→→2→→→→10→→→→96→→→→2→→→→18
108→→→→4→→→→6→→→→100→→→→4→→→→14
110→→→→2→→→→4→→→→112→→→→12→→→→2
114→→→→4→→→→0→→→→114→→→→2→→→→0
以上为26生素数的2种排列顺序及间距.

白新岭

p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→120→→→→0→→→→0→→→→120
4→→→→4→→→→116→→→→2→→→→2→→→→118
10→→→→6→→→→110→→→→8→→→→6→→→→112
12→→→→2→→→→108→→→→12→→→→4→→→→108
18→→→→6→→→→102→→→→26→→→→14→→→→94
22→→→→4→→→→98→→→→30→→→→4→→→→90
24→→→→2→→→→96→→→→32→→→→2→→→→88
28→→→→4→→→→92→→→→36→→→→4→→→→84
34→→→→6→→→→86→→→→38→→→→2→→→→82
40→→→→6→→→→80→→→→42→→→→4→→→→78
42→→→→2→→→→78→→→→50→→→→8→→→→70
48→→→→6→→→→72→→→→56→→→→6→→→→64
52→→→→4→→→→68→→→→60→→→→4→→→→60
54→→→→2→→→→66→→→→66→→→→6→→→→54
60→→→→6→→→→60→→→→68→→→→2→→→→52
64→→→→4→→→→56→→→→72→→→→4→→→→48
70→→→→6→→→→50→→→→78→→→→6→→→→42
78→→→→8→→→→42→→→→80→→→→2→→→→40
82→→→→4→→→→38→→→→86→→→→6→→→→34
84→→→→2→→→→36→→→→92→→→→6→→→→28
88→→→→4→→→→32→→→→96→→→→4→→→→24
90→→→→2→→→→30→→→→98→→→→2→→→→22
94→→→→4→→→→26→→→→102→→→→4→→→→18
108→→→→14→→→→12→→→→108→→→→6→→→→12
112→→→→4→→→→8→→→→110→→→→2→→→→10
118→→→→6→→→→2→→→→116→→→→6→→→→4
120→→→→2→→→→0→→→→120→→→→4→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→120→→→→0→→→→0→→→→120
4→→→→4→→→→116→→→→2→→→→2→→→→118
10→→→→6→→→→110→→→→6→→→→4→→→→114
18→→→→8→→→→102→→→→8→→→→2→→→→112
22→→→→4→→→→98→→→→12→→→→4→→→→108
24→→→→2→→→→96→→→→18→→→→6→→→→102
30→→→→6→→→→90→→→→20→→→→2→→→→100
34→→→→4→→→→86→→→→26→→→→6→→→→94
42→→→→8→→→→78→→→→30→→→→4→→→→90
48→→→→6→→→→72→→→→32→→→→2→→→→88
52→→→→4→→→→68→→→→36→→→→4→→→→84
58→→→→6→→→→62→→→→42→→→→6→→→→78
64→→→→6→→→→56→→→→48→→→→6→→→→72
70→→→→6→→→→50→→→→50→→→→2→→→→70
72→→→→2→→→→48→→→→56→→→→6→→→→64
78→→→→6→→→→42→→→→62→→→→6→→→→58
84→→→→6→→→→36→→→→68→→→→6→→→→52
88→→→→4→→→→32→→→→72→→→→4→→→→48
90→→→→2→→→→30→→→→78→→→→6→→→→42
94→→→→4→→→→26→→→→86→→→→8→→→→34
100→→→→6→→→→20→→→→90→→→→4→→→→30
102→→→→2→→→→18→→→→96→→→→6→→→→24
108→→→→6→→→→12→→→→98→→→→2→→→→22
112→→→→4→→→→8→→→→102→→→→4→→→→18
114→→→→2→→→→6→→→→110→→→→8→→→→10
118→→→→4→→→→2→→→→116→→→→6→→→→4
120→→→→2→→→→0→→→→120→→→→4→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→120→→→→0→→→→0→→→→120
4→→→→4→→→→116→→→→2→→→→2→→→→118
6→→→→2→→→→114→→→→6→→→→4→→→→114
10→→→→4→→→→110→→→→14→→→→8→→→→106
16→→→→6→→→→104→→→→20→→→→6→→→→100
18→→→→2→→→→102→→→→26→→→→6→→→→94
24→→→→6→→→→96→→→→32→→→→6→→→→88
28→→→→4→→→→92→→→→36→→→→4→→→→84
30→→→→2→→→→90→→→→42→→→→6→→→→78
34→→→→4→→→→86→→→→44→→→→2→→→→76
36→→→→2→→→→84→→→→50→→→→6→→→→70
46→→→→10→→→→74→→→→54→→→→4→→→→66
48→→→→2→→→→72→→→→60→→→→6→→→→60
58→→→→10→→→→62→→→→62→→→→2→→→→58
60→→→→2→→→→60→→→→72→→→→10→→→→48
66→→→→6→→→→54→→→→74→→→→2→→→→46
70→→→→4→→→→50→→→→84→→→→10→→→→36
76→→→→6→→→→44→→→→86→→→→2→→→→34
78→→→→2→→→→42→→→→90→→→→4→→→→30
84→→→→6→→→→36→→→→92→→→→2→→→→28
88→→→→4→→→→32→→→→96→→→→4→→→→24
94→→→→6→→→→26→→→→102→→→→6→→→→18
100→→→→6→→→→20→→→→104→→→→2→→→→16
106→→→→6→→→→14→→→→110→→→→6→→→→10
114→→→→8→→→→6→→→→114→→→→4→→→→6
118→→→→4→→→→2→→→→116→→→→2→→→→4
120→→→→2→→→→0→→→→120→→→→4→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→120→→→→0→→→→0→→→→120
4→→→→4→→→→116→→→→2→→→→2→→→→118
6→→→→2→→→→114→→→→6→→→→4→→→→114
10→→→→4→→→→110→→→→12→→→→6→→→→108
16→→→→6→→→→104→→→→14→→→→2→→→→106
18→→→→2→→→→102→→→→20→→→→6→→→→100
28→→→→10→→→→92→→→→26→→→→6→→→→94
30→→→→2→→→→90→→→→32→→→→6→→→→88
34→→→→4→→→→86→→→→36→→→→4→→→→84
36→→→→2→→→→84→→→→42→→→→6→→→→78
48→→→→12→→→→72→→→→44→→→→2→→→→76
58→→→→10→→→→62→→→→50→→→→6→→→→70
60→→→→2→→→→60→→→→54→→→→4→→→→66
64→→→→4→→→→56→→→→56→→→→2→→→→64
66→→→→2→→→→54→→→→60→→→→4→→→→60
70→→→→4→→→→50→→→→62→→→→2→→→→58
76→→→→6→→→→44→→→→72→→→→10→→→→48
78→→→→2→→→→42→→→→84→→→→12→→→→36
84→→→→6→→→→36→→→→86→→→→2→→→→34
88→→→→4→→→→32→→→→90→→→→4→→→→30
94→→→→6→→→→26→→→→92→→→→2→→→→28
100→→→→6→→→→20→→→→102→→→→10→→→→18
106→→→→6→→→→14→→→→104→→→→2→→→→16
108→→→→2→→→→12→→→→110→→→→6→→→→10
114→→→→6→→→→6→→→→114→→→→4→→→→6
118→→→→4→→→→2→→→→116→→→→2→→→→4
120→→→→2→→→→0→→→→120→→→→4→→→→0
以上为27生素数的8种排列顺序及间距

白新岭

p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→126→→→→0→→→→0→→→→126
6→→→→6→→→→120→→→→2→→→→2→→→→124
10→→→→4→→→→116→→→→6→→→→4→→→→120
12→→→→2→→→→114→→→→14→→→→8→→→→112
16→→→→4→→→→110→→→→20→→→→6→→→→106
22→→→→6→→→→104→→→→26→→→→6→→→→100
24→→→→2→→→→102→→→→32→→→→6→→→→94
30→→→→6→→→→96→→→→36→→→→4→→→→90
34→→→→4→→→→92→→→→42→→→→6→→→→84
36→→→→2→→→→90→→→→44→→→→2→→→→82
40→→→→4→→→→86→→→→50→→→→6→→→→76
42→→→→2→→→→84→→→→54→→→→4→→→→72
52→→→→10→→→→74→→→→60→→→→6→→→→66
54→→→→2→→→→72→→→→62→→→→2→→→→64
64→→→→10→→→→62→→→→72→→→→10→→→→54
66→→→→2→→→→60→→→→74→→→→2→→→→52
72→→→→6→→→→54→→→→84→→→→10→→→→42
76→→→→4→→→→50→→→→86→→→→2→→→→40
82→→→→6→→→→44→→→→90→→→→4→→→→36
84→→→→2→→→→42→→→→92→→→→2→→→→34
90→→→→6→→→→36→→→→96→→→→4→→→→30
94→→→→4→→→→32→→→→102→→→→6→→→→24
100→→→→6→→→→26→→→→104→→→→2→→→→22
106→→→→6→→→→20→→→→110→→→→6→→→→16
112→→→→6→→→→14→→→→114→→→→4→→→→12
120→→→→8→→→→6→→→→116→→→→2→→→→10
124→→→→4→→→→2→→→→120→→→→4→→→→6
126→→→→2→→→→0→→→→126→→→→6→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→126→→→→0→→→→0→→→→126
4→→→→4→→→→122→→→→6→→→→6→→→→120
6→→→→2→→→→120→→→→8→→→→2→→→→118
10→→→→4→→→→116→→→→12→→→→4→→→→114
16→→→→6→→→→110→→→→20→→→→8→→→→106
18→→→→2→→→→108→→→→26→→→→6→→→→100
24→→→→6→→→→102→→→→32→→→→6→→→→94
28→→→→4→→→→98→→→→38→→→→6→→→→88
30→→→→2→→→→96→→→→42→→→→4→→→→84
34→→→→4→→→→92→→→→48→→→→6→→→→78
36→→→→2→→→→90→→→→50→→→→2→→→→76
46→→→→10→→→→80→→→→56→→→→6→→→→70
48→→→→2→→→→78→→→→60→→→→4→→→→66
58→→→→10→→→→68→→→→66→→→→6→→→→60
60→→→→2→→→→66→→→→68→→→→2→→→→58
66→→→→6→→→→60→→→→78→→→→10→→→→48
70→→→→4→→→→56→→→→80→→→→2→→→→46
76→→→→6→→→→50→→→→90→→→→10→→→→36
78→→→→2→→→→48→→→→92→→→→2→→→→34
84→→→→6→→→→42→→→→96→→→→4→→→→30
88→→→→4→→→→38→→→→98→→→→2→→→→28
94→→→→6→→→→32→→→→102→→→→4→→→→24
100→→→→6→→→→26→→→→108→→→→6→→→→18
106→→→→6→→→→20→→→→110→→→→2→→→→16
114→→→→8→→→→12→→→→116→→→→6→→→→10
118→→→→4→→→→8→→→→120→→→→4→→→→6
120→→→→2→→→→6→→→→122→→→→2→→→→4
126→→→→6→→→→0→→→→126→→→→4→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→126→→→→0→→→→0→→→→126
4→→→→4→→→→122→→→→6→→→→6→→→→120
6→→→→2→→→→120→→→→8→→→→2→→→→118
10→→→→4→→→→116→→→→12→→→→4→→→→114
16→→→→6→→→→110→→→→18→→→→6→→→→108
18→→→→2→→→→108→→→→20→→→→2→→→→106
28→→→→10→→→→98→→→→26→→→→6→→→→100
30→→→→2→→→→96→→→→32→→→→6→→→→94
34→→→→4→→→→92→→→→38→→→→6→→→→88
36→→→→2→→→→90→→→→42→→→→4→→→→84
48→→→→12→→→→78→→→→48→→→→6→→→→78
58→→→→10→→→→68→→→→50→→→→2→→→→76
60→→→→2→→→→66→→→→56→→→→6→→→→70
64→→→→4→→→→62→→→→60→→→→4→→→→66
66→→→→2→→→→60→→→→62→→→→2→→→→64
70→→→→4→→→→56→→→→66→→→→4→→→→60
76→→→→6→→→→50→→→→68→→→→2→→→→58
78→→→→2→→→→48→→→→78→→→→10→→→→48
84→→→→6→→→→42→→→→90→→→→12→→→→36
88→→→→4→→→→38→→→→92→→→→2→→→→34
94→→→→6→→→→32→→→→96→→→→4→→→→30
100→→→→6→→→→26→→→→98→→→→2→→→→28
106→→→→6→→→→20→→→→108→→→→10→→→→18
108→→→→2→→→→18→→→→110→→→→2→→→→16
114→→→→6→→→→12→→→→116→→→→6→→→→10
118→→→→4→→→→8→→→→120→→→→4→→→→6
120→→→→2→→→→6→→→→122→→→→2→→→→4
126→→→→6→→→→0→→→→126→→→→4→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→126→→→→0→→→→0→→→→126
2→→→→2→→→→124→→→→4→→→→4→→→→122
6→→→→4→→→→120→→→→10→→→→6→→→→116
12→→→→6→→→→114→→→→12→→→→2→→→→114
14→→→→2→→→→112→→→→16→→→→4→→→→110
24→→→→10→→→→102→→→→22→→→→6→→→→104
26→→→→2→→→→100→→→→24→→→→2→→→→102
30→→→→4→→→→96→→→→30→→→→6→→→→96
32→→→→2→→→→94→→→→36→→→→6→→→→90
44→→→→12→→→→82→→→→42→→→→6→→→→84
54→→→→10→→→→72→→→→46→→→→4→→→→80
56→→→→2→→→→70→→→→52→→→→6→→→→74
60→→→→4→→→→66→→→→54→→→→2→→→→72
62→→→→2→→→→64→→→→60→→→→6→→→→66
66→→→→4→→→→60→→→→64→→→→4→→→→62
72→→→→6→→→→54→→→→66→→→→2→→→→60
74→→→→2→→→→52→→→→70→→→→4→→→→56
80→→→→6→→→→46→→→→72→→→→2→→→→54
84→→→→4→→→→42→→→→82→→→→10→→→→44
90→→→→6→→→→36→→→→94→→→→12→→→→32
96→→→→6→→→→30→→→→96→→→→2→→→→30
102→→→→6→→→→24→→→→100→→→→4→→→→26
104→→→→2→→→→22→→→→102→→→→2→→→→24
110→→→→6→→→→16→→→→112→→→→10→→→→14
114→→→→4→→→→12→→→→114→→→→2→→→→12
116→→→→2→→→→10→→→→120→→→→6→→→→6
122→→→→6→→→→4→→→→124→→→→4→→→→2
126→→→→4→→→→0→→→→126→→→→2→→→→0
p+n中的n→→相邻间隔→→判断式→→p+n中的n→→相邻间隔→→判断式
0→→→→0→→→→126→→→→0→→→→0→→→→126
2→→→→2→→→→124→→→→4→→→→4→→→→122
6→→→→4→→→→120→→→→6→→→→2→→→→120
8→→→→2→→→→118→→→→16→→→→10→→→→110
12→→→→4→→→→114→→→→18→→→→2→→→→108
20→→→→8→→→→106→→→→28→→→→10→→→→98
26→→→→6→→→→100→→→→30→→→→2→→→→96
30→→→→4→→→→96→→→→34→→→→4→→→→92
36→→→→6→→→→90→→→→36→→→→2→→→→90
38→→→→2→→→→88→→→→40→→→→4→→→→86
42→→→→4→→→→84→→→→46→→→→6→→→→80
48→→→→6→→→→78→→→→48→→→→2→→→→78
56→→→→8→→→→70→→→→54→→→→6→→→→72
66→→→→10→→→→60→→→→58→→→→4→→→→68
68→→→→2→→→→58→→→→60→→→→2→→→→66
72→→→→4→→→→54→→→→70→→→→10→→→→56
78→→→→6→→→→48→→→→78→→→→8→→→→48
80→→→→2→→→→46→→→→84→→→→6→→→→42
86→→→→6→→→→40→→→→88→→→→4→→→→38
90→→→→4→→→→36→→→→90→→→→2→→→→36
92→→→→2→→→→34→→→→96→→→→6→→→→30
96→→→→4→→→→30→→→→100→→→→4→→→→26
98→→→→2→→→→28→→→→106→→→→6→→→→20
108→→→→10→→→→18→→→→114→→→→8→→→→12
110→→→→2→→→→16→→→→118→→→→4→→→→8
120→→→→10→→→→6→→→→120→→→→2→→→→6
122→→→→2→→→→4→→→→124→→→→4→→→→2
126→→→→4→→→→0→→→→126→→→→2→→→→0
以上为28生素数的10种排列顺序及间距

白新岭

最近在天山草先生的k家村之后，又出现了n阶m生素数。
这是k生素数的减法合成问题与加法合成相对应，2元的比较好研究，好分析；多元的就是多维的，可在低元，低维，低阶的基础上向外扩展，就像多元方程组有多到少解决问题的反运用，这时要把多元，多维，高阶的从低元，低维，低阶一步一步的向上扩，直到增到为止。这里有个问题需要解决和处理，要把k生素数看成一个整体，这样问题才能简化，才有可能解决问题。

白新岭

上楼是自己早晨浏览n阶m生素数时偶然想到的。2012年1月5日早晨7.36分前。

白新岭

好久不来了，从新看一看，或许有收获。

白新岭

温故而知新，可以为师矣 。顶起

白新岭

一年多了，没有时间，没有精力研究k生素数了，有喜爱素数的朋友可以继续去研究，去挖掘里边的奥秘，功夫没有白费的，会有回报。