[原创]k生素数群的数量公式

白新岭 · 发表于 2021-5-12 17:55

素1 素2 素3 素4 素5 素6 素7
0 2 6 8 12 18 30
0 2 6 8 12 20 30
0 2 6 8 12 26 30
0 2 6 8 18 20 30
0 2 6 8 18 26 30
0 2 6 8 20 26 30
0 2 6 12 14 20 30
0 2 6 12 14 24 30
0 2 6 12 14 26 30
0 2 6 12 18 20 30
0 2 6 12 18 26 30
0 2 6 12 20 24 30
0 2 6 12 20 26 30
0 2 6 12 24 26 30
0 2 6 14 20 24 30
0 2 6 14 20 26 30
0 2 6 14 24 26 30
0 2 6 18 20 26 30
0 2 6 20 24 26 30
0 2 8 12 14 18 30
0 2 8 12 14 20 30
0 2 8 12 14 24 30
0 2 8 12 18 20 30
0 2 8 12 18 24 30
0 2 8 12 18 26 30
0 2 8 12 20 24 30
0 2 8 12 20 26 30
0 2 8 14 18 20 30
0 2 8 14 18 24 30
0 2 8 14 20 24 30
0 2 8 18 20 24 30
0 2 8 18 20 26 30
0 2 12 14 18 20 30
0 2 12 14 18 24 30
0 2 12 14 20 24 30
0 2 12 14 20 26 30
0 2 12 14 24 26 30
0 2 12 18 20 24 30
0 2 12 18 20 26 30
0 2 12 20 24 26 30
0 2 14 18 20 24 30
0 2 14 20 24 26 30
0 4 6 10 12 16 30
0 4 6 10 12 24 30
0 4 6 10 16 18 30
0 4 6 10 16 22 30
0 4 6 10 16 24 30
0 4 6 10 16 28 30
0 4 6 10 18 24 30
0 4 6 10 18 28 30
0 4 6 10 22 24 30
0 4 6 10 24 28 30
0 4 6 12 16 22 30
0 4 6 12 16 24 30
0 4 6 16 18 24 30
0 4 6 16 18 28 30
0 4 6 16 22 24 30
0 4 6 16 24 28 30
0 4 6 18 24 28 30
0 4 10 12 16 22 30
0 4 10 12 16 24 30
0 4 10 12 18 22 30
0 4 10 12 18 24 30
0 4 10 12 18 28 30
0 4 10 12 22 24 30
0 4 10 12 22 28 30
0 4 10 12 24 28 30
0 4 10 16 18 24 30
0 4 10 16 18 28 30
0 4 10 16 22 24 30
0 4 10 16 24 28 30
0 4 10 18 22 24 30
0 4 10 18 22 28 30
0 4 10 18 24 28 30
0 4 10 22 24 28 30
0 4 12 16 22 24 30
0 4 12 18 22 24 30
0 4 12 18 22 28 30
0 4 12 18 24 28 30
0 4 12 22 24 28 30
0 4 16 18 24 28 30
0 4 18 22 24 28 30
0 6 8 12 18 20 30
0 6 8 12 18 26 30
0 6 8 12 20 26 30
0 6 8 14 18 20 30
0 6 8 14 18 24 30
0 6 8 14 18 26 30
0 6 8 14 20 24 30
0 6 8 14 20 26 30
0 6 8 14 24 26 30
0 6 8 18 20 24 30
0 6 8 18 20 26 30
0 6 8 20 24 26 30
0 6 10 12 16 18 30
0 6 10 12 16 22 30
0 6 10 12 16 24 30
0 6 10 12 16 28 30
0 6 10 12 18 28 30
0 6 10 12 22 24 30
0 6 10 12 22 28 30
0 6 10 16 18 22 30
0 6 10 16 18 24 30
0 6 10 16 18 28 30
0 6 10 16 22 24 30
0 6 10 16 22 28 30
0 6 10 16 24 28 30
0 6 10 18 22 28 30
0 6 10 18 24 28 30
0 6 12 14 20 24 30
0 6 12 14 20 26 30
0 6 12 14 24 26 30
0 6 12 16 18 22 30
0 6 12 16 18 28 30
0 6 12 16 22 24 30
0 6 12 16 22 28 30
0 6 12 18 20 26 30
0 6 12 18 22 28 30
0 6 12 20 24 26 30
0 6 14 18 20 24 30
0 6 14 18 20 26 30
0 6 14 18 24 26 30
0 6 14 20 24 26 30
0 6 16 18 22 28 30
0 6 16 18 24 28 30
0 6 18 20 24 26 30
0 8 12 14 18 20 30
0 8 12 14 18 24 30
0 8 12 14 20 24 30
0 8 12 18 20 26 30
0 8 14 18 20 24 30
0 8 14 18 20 26 30
0 8 14 18 24 26 30
0 8 14 20 24 26 30
0 10 12 16 18 22 30
0 10 12 16 18 28 30
0 10 12 16 22 24 30
0 10 12 16 22 28 30
0 10 12 18 22 24 30
0 10 12 18 22 28 30
0 10 12 18 24 28 30
0 10 12 22 24 28 30
0 10 16 18 22 28 30
0 10 16 18 24 28 30
0 10 18 22 24 28 30
0 12 14 18 20 24 30
0 12 14 20 24 26 30
0 12 16 18 22 28 30
0 12 18 22 24 28 30
0 14 18 20 24 26 30
yangchuanju先生跨度为30的7生素数式，排版不太规律，这是编程从“小”往“大”排序的。类型数量正确

白新岭 · 发表于 2021-5-12 18:53

素1 素2 素3 素4 素5 素6 素7 素8 编号
0 2 6 8 12 18 20 30 1
0 2 6 8 12 18 26 30 2
0 2 6 8 12 20 26 30 3
0 2 6 8 18 20 26 30 4
0 2 6 12 14 20 24 30 5
0 2 6 12 14 20 26 30 6
0 2 6 12 14 24 26 30 7
0 2 6 12 18 20 26 30 8
0 2 6 12 20 24 26 30 9
0 2 6 14 20 24 26 30 10
0 2 8 12 14 18 20 30 11
0 2 8 12 14 18 24 30 12
0 2 8 12 14 20 24 30 13
0 2 8 12 18 20 26 30 14
0 2 8 14 18 20 24 30 15
0 2 12 14 18 20 24 30 16
0 2 12 14 20 24 26 30 17
0 4 6 10 12 16 24 30 18
0 4 6 10 16 18 24 30 19
0 4 6 10 16 18 28 30 20
0 4 6 10 16 22 24 30 21
0 4 6 10 16 24 28 30 22
0 4 6 10 18 24 28 30 23
0 4 6 16 18 24 28 30 24
0 4 10 12 16 22 24 30 25
0 4 10 12 18 22 24 30 26
0 4 10 12 18 22 28 30 27
0 4 10 12 18 24 28 30 28
0 4 10 12 22 24 28 30 29
0 4 10 16 18 24 28 30 30
0 4 10 18 22 24 28 30 31
0 4 12 18 22 24 28 30 32
0 6 8 12 18 20 26 30 33
0 6 8 14 18 20 24 30 34
0 6 8 14 18 20 26 30 35
0 6 8 14 20 24 26 30 36
0 6 10 12 16 18 28 30 37
0 6 10 12 16 22 24 30 38
0 6 10 12 16 22 28 30 39
0 6 10 16 18 22 28 30 40
0 6 10 16 18 24 28 30 41
0 6 12 14 20 24 26 30 42
0 6 12 16 18 22 28 30 43
0 6 14 18 20 24 26 30 44
0 10 12 16 18 22 28 30 45
0 10 12 18 22 24 28 30 46
这是跨度为30的8生素数式的各种类型。

白新岭 · 发表于 2021-5-12 21:44

素1 素2 素3 素4 素5 素6 素7 素8 素9
0 2 6 8 12 18 20 26 30
0 2 6 12 14 20 24 26 30
0 4 6 10 16 18 24 28 30
0 4 10 12 18 22 24 28 30
yangchuanju先生提供的数据完全正确（跨度30的k生素数式的种类及数量）。

白新岭 · 发表于 2021-5-12 22:29

截止2021年5月11日星期二三月三十22：08分，浏览量30680人次，回复2046，热度89°。
截止2021年5月12日星期三四月初一22：28分，浏览量30802人次，回复2055，热度89°。
浏览量 ↑122人次，回复 ↑ 9，热度→。
晚安

白新岭 · 发表于 2021-5-13 10:01

在跨度为30的二生相邻素数的数量问题遇到考虑不周的问题，因为素数式种类太多，在小范围内有可能不出现，没有实现大统一。

白新岭 · 发表于 2021-5-13 10:32

截止2021年5月12日星期三四月初一22：28分，浏览量30802人次，回复2055，热度89°。
截止2021年5月13日星期四四月初二10：31分，浏览量30898人次，回复2059，热度90°。
浏览量 ↑96人次，回复 ↑ 4，热度升1°。

白新岭 · 发表于 2021-5-13 16:05

白新岭发表于 2021-5-13 10:01
在跨度为30的二生相邻素数的数量问题遇到考虑不周的问题，因为素数式种类太多，在小范围内有可能不出现，没 ...

问题出在素数11和素数13上，因为2倍的它们，还有同党，原来只考虑了，22与26和它们相关联，实际上大于20的偶数，都与它们关联。

白新岭 · 发表于 2021-5-13 16:21

白新岭发表于 2021-5-13 16:05
问题出在素数11和素数13上，因为2倍的它们，还有同党，原来只考虑了，22与26和它们相关联，实际上大于20 ...

k生 7 11 13 17 19 23
9生 6 18 90 720 7200 100800
8生 66 254 1446 13014 143154 2147310
7生 280 1312 8570 85700 1028400 16454400
6生 620 3424 25376 279136 3628768 61689056
5生 790 5030 41768 501216 7017024 126306432
4生 586 4234 38958 506454 7596810 144339390
3生 236 1912 19312 270368 4325888 86517760
2生 40 360 3960 59400 1009800 21205800
2生邻 0 0 0 0 20 2164
在想到上述原因后，用Excel表获得的数据与编程获得的数据一致。仍然遵循素数式守恒定律，即各种跨度为30的k生素数式的数量和等于一般二生素数（0,30）的素数式数量，这是一个永恒不变的事情，它是主线索。

白新岭 · 发表于 2021-5-13 17:20

k生 7 11 13 17 19 23 倍数
9生 6 18 90 720 7200 100800 6
8生 66 254 1446 13014 143154 2147310 80.33333333
7生 280 1312 8570 85700 1028400 16454400 357.0833333
6生 620 3424 25376 279136 3628768 61689056 725.0285714
5生 790 5030 41768 501216 7017024 126306432 435.0833333
4生 586 4234 38958 506454 7596810 144339390 206.1269841
3生 236 1912 19312 270368 4325888 86517760 30.175
2生 40 360 3960 59400 1009800 21205800 8/3
2生邻 0 0 0 0 20 2164
与最密的比较（即系数最小的比较）。

白新岭 · 发表于 2021-5-13 19:27

10的n次幂 8/3倍孪生素数对的数量 1207/40倍最密三生素数的数量
2 2.8000000000000000E+01 1.4500000000000000E+02
3 1.1300000000000000E+02 4.8800000000000000E+02
4 5.6500000000000000E+02 1.8380000000000000E+03
5 3.3220000000000000E+03 8.1650000000000000E+03
6 2.1987000000000000E+04 4.3365000000000000E+04
7 1.5667000000000000E+05 2.5898700000000000E+05
8 1.1743070000000000E+06 1.6741760000000000E+06
9 9.1341480000000000E+06 1.1460281000000000E+07
10 7.3097109000000000E+07 8.1933696000000000E+07
11 5.9831700600000000E+08 6.0620517000000000E+08
12 4.9881599750000000E+09 4.6116630250000000E+09
13 4.2225598334000000E+10 3.5901108730000000E+10
14 3.6208073091900000E+11 2.8496945090400000E+11
15 3.1392228577200000E+12 2.2998719788110000E+12
16 2.7477848674335000E+13 1.8829963861312000E+13
17 2.4253023846716200E+14 1.5611602882201900E+14
18 2.1564692168076400E+15 1.3087318535076700E+15
19 1.9300049475433900E+16 1.1079527387676600E+16
20 1.7374471958571600E+17 9.4625293733824700E+16
21 1.5723466630273300E+18 8.1456392036872100E+17
22 1.4297183537047000E+19 7.0623092651406700E+18
23 1.3056598106751500E+20 6.1629509711404400E+19
24 1.1970806727096600E+21 5.4100971429255800E+20
25 1.1015079277668100E+22 4.7750800112867600E+21
26 1.0169435720509400E+23 4.2357106730385100E+22
27 9.4175915046141000E+23 3.7746326423246500E+23
28 8.7461664431822700E+24 3.3781368884845000E+24
29 8.1440844122054900E+25 3.0352977476298600E+25
30 7.6021130102567000E+26 2.7373351470656900E+26
31 7.1125070809797800E+27 2.4771385668692100E+27
32 6.6687301487543300E+28 2.2489080092137800E+28
33 6.2652348920798800E+29 2.0478805822511200E+29
34 5.8972887732148000E+30 1.8701203939286700E+30
35 5.5608345102024600E+31 1.7123557265306600E+31
36 5.2523776543928900E+32 1.5718518489842300E+32
37 4.9688954173637900E+33 1.4463109250073500E+33
38 4.7077622772276400E+34 1.3337926911815000E+34
39 4.4666889251693700E+35 1.2326511786082200E+35
40 4.2436718863409800E+36 1.1414839174148800E+36
41 4.0369517340228800E+37 1.0590909203674800E+37
42 3.8449782615921000E+38 9.8444137727648800E+37
43 3.6663813188961700E+39 9.1664646680331100E+38
44 3.4999462839974100E+40 8.5493704992858100E+39
45 3.3445933469078800E+41 7.9864528062499600E+40
46 3.1993599429116400E+42 7.4718937645408600E+41
47 3.0633857998196000E+43 7.0006095105619300E+42
48 2.9359001638624900E+44 6.5681443367258400E+43
49 2.8162108488194900E+45 6.1705819666581500E+44
50 2.7036948169045400E+46 5.8044708698006400E+45
51 2.5977900513313000E+47 5.4667611646094000E+46
52 2.4979885219984400E+48 5.1547511258736600E+47
53 2.4038300794295800E+49 4.8660416822270700E+48
54 2.3148971395590700E+50 4.5984975857542600E+49
55 2.2308100444233600E+51 4.3502141728507000E+50
56 2.1512230022765300E+52 4.1194888266028700E+51
57 2.0758205258713800E+53 3.9047964055395100E+52
58 2.0043143002471600E+54 3.7047680291493100E+53
59 1.9364404218308800E+55 3.5181727129163900E+54
60 1.8719569593819400E+56 3.3439014293886500E+55
61 1.8106417946031100E+57 3.1809532405883900E+56
62 1.7522907063593900E+58 3.0284232037732100E+57
63 1.6967156675934600E+59 2.8854917994398100E+58
64 1.6437433283705000E+60 2.7514156693597200E+59
65 1.5932136621611300E+61 2.6255194848059100E+60
66 1.5449787555903100E+62 2.5071887921487500E+61
67 1.4989017245345800E+63 2.3958637056209000E+62
68 1.4548557417136300E+64 2.2910333360412400E+63
69 1.4127231628587000E+65 2.1922308602760200E+64
70 1.3723947401997300E+66 2.0990291497107600E+65
71 1.3337689134394400E+67 2.0110368874270300E+66
72 1.2967511696107400E+68 1.9278951134677600E+67
73 1.2612534642736700E+69 1.8492741458152900E+68
74 1.2271936974252900E+70 1.7748708317307300E+69
75 1.1944952382901500E+71 1.7044060901055500E+70
76 1.1630864938497800E+72 1.6376227106158000E+71
77 1.1329005165696700E+73 1.5742833798801600E+72
78 1.1038746473061700E+74 1.5141689086160100E+73
79 1.0759501898332700E+75 1.4570766370565900E+74
80 1.0490721138291600E+76 1.4028189987145000E+75
81 1.0231887835135100E+77 1.3512222250185600E+76
82 9.9825170943478100E+77 1.3021251754674600E+77
83 9.7421532117734200E+78 1.2553782797814200E+78
84 9.5103675899753300E+79 1.2108425801316200E+79
85 9.2867568260808000E+80 1.1683888629206000E+80
86 9.0709409551671600E+81 1.1278968708028000E+81
87 8.8625618348958900E+82 1.0892545866976500E+82
88 8.6612816585615900E+83 1.0523575824792400E+83
89 8.4667815850200400E+84 1.0171084258431300E+84
90 8.2787604751120500E+85 9.8341613956864500E+84
91 8.0969337252265500E+86 9.5119570802665900E+85
92 7.9210321895609300E+87 9.2036762633890600E+86
93 7.7508011834530600E+88 8.9085748808614100E+87
94 7.5859995608895100E+89 8.6259560789622600E+88
95 7.4263988599468400E+90 8.3551667562714500E+89
96 7.2717825105083200E+91 8.0955943920019400E+90
97 7.1219450991226700E+92 7.8466641344038200E+91
98 6.9766916863429000E+93 7.6078361254926200E+92
99 6.8358371723067100E+94 7.3786030407392300E+93
100 6.6992057067012800E+95 7.1584878244829900E+94
101 6.5666301395987400E+96 6.9470416037239400E+95
102 6.4379515099585400E+97 6.7438417646412400E+96
103 6.3130185688727400E+98 6.5484901776960600E+97
104 6.1916873348829500E+99 6.3606115585299700E+98
105 6.0738206789269600E+100 6.1798519530812300E+99
106 5.9592879366796300E+101 6.0058773364278000E+100
107 5.8479645462413900E+102 5.8383723158414100E+101
108 5.7397317092972600E+103 5.6770389294133500E+102
109 5.6344760740250800E+104 5.5215955324012800E+103
110 5.5320894381717000E+105 5.3717757641565900E+104
111 5.4324684708444400E+106 5.2273275891314000E+105
112 5.3355144516817400E+107 5.0880124060424100E+106
113 5.2411330261730600E+108 4.9536042197900000E+107
114 5.1492339759955200E+109 4.8238888712025000E+108
115 5.0597310033229400E+110 4.6986633201023100E+109
116 4.9725415281443200E+111 4.5777349775767400E+110
117 4.8875864977025400E+112 4.4609210836868200E+111
118 4.8047902072320000E+113 4.3480481271648200E+112
119 4.7240801312359900E+114 4.2389513039398700E+113
120 4.6453867646014100E+115 4.1334740115931800E+114
121 4.5686434729008900E+116 4.0314673770827900E+115
122 4.4937863512799100E+117 3.9327898152947800E+116
123 4.4207540913710200E+118 3.8373066161756900E+117
124 4.3494878557174200E+119 3.7448895583810400E+118
125 4.2799311592255600E+120 3.6554165475393100E+119
126 4.2120297572005500E+121 3.5687712773811200E+120
127 4.1457315395501600E+122 3.4848429121202100E+121
128 4.0809864307717800E+123 3.4035257885986100E+122
129 4.0177462953640300E+124 3.3247191368230500E+123
130 3.9559648483292800E+125 3.2483268176249500E+124
131 3.8955975704563000E+126 3.1742570762724100E+125
132 3.8366016280935800E+127 3.1024223109514400E+126
133 3.7789357971431800E+128 3.0327388551142700E+127
134 3.7225603910233000E+129 2.9651267727673800E+128
135 3.6674371923645300E+130 2.8995096658401800E+129
136 3.6135293882201700E+131 2.8358144928381200E+130
137 3.5608015085856000E+132 2.7739713980420300E+131
138 3.5092193680348300E+133 2.7139135505686700E+132
139 3.4587500102950300E+134 2.6555769926565200E+133
140 3.4093616555910900E+135 2.5989004965862200E+134
141 3.3610236506033000E+136 2.5438254296866400E+135
142 3.3137064208907000E+137 2.4902956269161500E+136
143 3.2673814256425800E+138 2.4382572705442700E+137
144 3.2220211146285100E+139 2.3876587764915100E+138
145 3.1775988872258400E+140 2.3384506869159000E+139
146 3.1340890534109000E+141 2.2905855686624900E+140
147 3.0914667966068700E+142 2.2440179172183400E+141
148 3.0497081382882800E+143 2.1987040658393500E+142
149 3.0087899042476300E+144 2.1546020995378500E+143
150 2.9686896924356400E+145 2.1116717736403200E+144
151 2.9293858422917600E+146 2.0698744366438600E+145
152 2.8908574054865300E+147 2.0291729571178700E+146
153 2.8530841180020200E+148 1.9895316544137400E+147
154 2.8160463734808100E+149 1.9509162329610500E+148
155 2.7797251977781200E+150 1.9132937199424600E+149
156 2.7441022246554200E+151 1.8766324061534000E+150
157 2.7091596725573300E+152 1.8409017898644100E+151
158 2.6748803224169300E+153 1.8060725235157500E+152
159 2.6412474964379900E+154 1.7721163630846800E+153
160 2.6082450378049600E+155 1.7390061199753400E+154
161 2.5758572912749100E+156 1.7067156152909600E+155
162 2.5440690846077300E+157 1.6752196363563100E+156
163 2.5128657107935400E+158 1.6444938953667400E+157
164 2.4822329110383700E+159 1.6145149900473400E+158
165 2.4521568584714600E+160 1.5852603662131200E+159
166 2.4226241425392900E+161 1.5567082821273300E+160
167 2.3936217540535200E+162 1.5288377745614500E+161
168 2.3651370708617900E+163 1.5016286264660000E+162
169 2.3371578441116700E+164 1.4750613361665300E+163
170 2.3096721850802100E+165 1.4491170880045500E+164
171 2.2826685525422400E+166 1.4237777243473600E+165
172 2.2561357406527300E+167 1.3990257188955100E+166
173 2.2300628673192000E+168 1.3748441512206500E+167
174 2.2044393630417400E+169 1.3512166824701900E+168
175 2.1792549601993700E+170 1.3281275321790600E+169
176 2.1544996827622100E+171 1.3055614561321300E+170
177 2.1301638364105400E+172 1.2835037252240200E+171
178 2.1062379990421400E+173 1.2619401052659800E+172
179 2.0827130116509000E+174 1.2408568376925000E+173
180 2.0595799695598500E+175 1.2202406211226400E+174
181 2.0368302139933100E+176 1.2000785937338300E+175
182 2.0144553239728900E+177 1.1803583164081000E+176
183 1.9924471085235600E+178 1.1610677566127400E+177
184 1.9707975991760100E+179 1.1421952729797100E+178
185 1.9494990427526500E+180 1.1237296005498400E+179
186 1.9285438944250100E+181 1.1056598366497800E+180
187 1.9079248110309400E+182 1.0879754273713200E+181
188 1.8876346446405800E+183 1.0706661546243000E+182
189 1.8676664363604900E+184 1.0537221237360200E+183
190 1.8480134103660600E+185 1.0371337515710900E+184
191 1.8286689681524700E+186 1.0208917551475300E+185
192 1.8096266829952800E+187 1.0049871407257200E+186
193 1.7908802946117300E+188 9.8941119334840600E+186
194 1.7724237040147800E+189 9.7415546681067100E+187
195 1.7542509685517000E+190 9.5921177404030900E+188
196 1.7363562971198300E+191 9.4457217786965400E+189
197 1.7187340455522900E+192 9.3022898218110600E+190
198 1.7013787121667800E+193 9.1617472340939200E+191
199 1.6842849334708900E+194 9.0240216238447600E+192
200 1.6674474800176800E+195 8.8890427649984200E+193
201 1.6508612524055700E+196 8.7567425219160500E+194
202 1.6345212774167800E+197 8.6270547771465400E+195
203 1.6184227042888800E+198 8.4999153620269200E+196
204 1.6025608011142900E+199 8.3752619899966900E+197
205 1.5869309513626100E+200 8.2530341925075300E+198
206 1.5715286505211800E+201 8.1331732574150200E+199
207 1.5563495028491200E+202 8.0156221697449700E+200
208 1.5413892182406300E+203 7.9003255547317000E+201
209 1.5266436091933100E+204 7.7872296230309300E+202
210 1.5121085878774900E+205 7.6762821180140700E+203
211 1.4977801633027900E+206 7.5674322650556200E+204
212 1.4836544385781400E+207 7.4606307227290500E+205
213 1.4697276082619200E+208 7.3558295358309500E+206
214 1.4559959557986900E+209 7.2529820901566500E+207
215 1.4424558510393100E+210 7.1520430689541000E+208
216 1.4291037478415400E+211 7.0529684109865300E+209
217 1.4159361817478600E+212 6.9557152701370400E+210
218 1.4029497677379600E+213 6.8602419764918100E+211
219 1.3901411980529500E+214 6.7665079988413000E+212
220 1.3775072400888800E+215 6.6744739085414800E+213
221 1.3650447343568500E+216 6.5841013446800100E+214
222 1.3527505925075200E+217 6.4953529804944100E+215
223 1.3406217954175600E+218 6.4081924909919900E+216
224 1.3286553913359300E+219 6.3225845217232800E+217
225 1.3168484940877100E+220 6.2384946586629400E+218
226 1.3051982813337100E+221 6.1558893991542200E+219
227 1.2937019928835800E+222 6.0747361238748000E+220
228 1.2823569290607700E+223 5.9950030697839200E+221
229 1.2711604491174900E+224 5.9166593040122000E+222
230 1.2601099696978100E+225 5.8396746986574900E+223
231 1.2492029633473600E+226 5.7640199064514000E+224
232 1.2384369570680500E+227 5.6896663372628700E+225
233 1.2278095309160600E+228 5.6165861354066300E+226
234 1.2173183166418900E+229 5.5447521577254500E+227
235 1.2069609963708300E+230 5.4741379524168000E+228
236 1.1967353013226000E+231 5.4047177385755600E+229
237 1.1866390105687700E+232 5.3364663864255500E+230
238 1.1766699498267400E+233 5.2693593982140800E+231
239 1.1668259902889900E+234 5.2033728897443900E+232
240 1.1571050474865400E+235 5.1384835725223300E+233
241 1.1475050801853400E+236 5.0746687364942300E+234
242 1.1380240893146300E+237 5.0119062333541400E+235
243 1.1286601169261300E+238 4.9501744603992800E+236
244 1.1194112451830700E+239 4.8894523449137100E+237
245 1.1102755953781600E+240 4.8297193290606200E+238
246 1.1012513269794300E+241 4.7709553552648800E+239
247 1.0923366367031100E+242 4.7131408520679500E+240
248 1.0835297576127300E+243 4.6562567204380300E+241
249 1.0748289582435000E+244 4.6002843205190300E+242
250 1.0662325417511600E+245 4.5452054588026300E+243
251 1.0577388450846400E+246 4.4910023757083300E+244
252 1.0493462381816700E+247 4.4376577335567900E+245
253 1.0410531231865900E+248 4.3851546049227700E+246
254 1.0328579336897800E+249 4.3334764613539200E+247
255 1.0247591339879400E+250 4.2826071624428500E+248
256 1.0167552183645700E+251 4.2325309452398500E+249
这是跨度为30的二生相邻素数的运算过程

		自动登录	找回密码
密码			注册

[原创]k生素数群的数量公式

点评