10的任意次幂的哥猜数

yangchuanju · 发表于 2021-12-11 05:48

本帖最后由 yangchuanju 于 2021-12-11 05:50 编辑

白新岭先生已经计算出10的2-100次方的哥猜数，按照他的计算公式可以计算出10的任意次幂的哥猜数，且精度相当高。

yangchuanju · 发表于 2021-12-11 05:50

【转载】
10^n       偶数为10的n次方(理论值)       愚工688给的数据单记       比值(理论/实际）
2       14
3       56
4       282
5       1661
6       10993
7       78335
8       587153
9       4567073
10       36548552       18200488       1.004054177
11       299158483       149091160       1.003273712
12       2494079818       1243722370       1.002667427
13       21112797736       10533150855       1.002207128
14       1.8104035318900000E+11       9.0350630388000000E+10       1.001876536
15       1.5696113224770000E+12       7.8353834185200000E+11       1.001617431
16       1.3738923405990000E+13       6.8526741128787000E+12       1.002449787
17       1.2126511101465000E+14
18       1.0782345353248000E+15
19       9.6500240836716000E+15
20       8.6872353904949500E+16
21       7.8617327822955300E+17
22       7.1485912840166300E+18
23       6.5282986109101900E+19
24       5.9854029578783300E+20
25       5.5075392655520400E+21
26       5.0847175156300800E+22
27       4.7087954331611400E+23
28       4.3730829251986600E+24
29       4.0720419301137900E+25
30       3.8010562475058700E+26
31       3.5562532994593100E+27
32       3.3343648483854100E+28
33       3.1326172337219500E+29
34       2.9486441867584700E+30
35       2.7804170666541500E+31
36       2.6261886492024400E+32
37       2.4844475402946100E+33
38       2.3538809790758800E+34
39       2.2333443112163100E+35
40       2.1218357993597800E+36
41       2.0184757302061200E+37
42       1.9224890004963800E+38
43       1.8331905352007500E+39
44       1.7499730233915700E+40
45       1.6722965601114500E+41
46       1.5996798630350300E+42
47       1.5316927960969400E+43
48       1.4679499824386600E+44
49       1.4081053289732200E+45
50       1.3518473168287200E+46
51       1.2988949376310300E+47
52       1.2489941763467000E+48
53       1.2019149582531400E+49
54       1.1574484913316700E+50
55       1.1154049466133800E+51
56       1.0756114282370300E+52
57       1.0379101925897200E+53
58       1.0021570822008300E+54
59       9.6822014529282000E+54
60       9.3597841625358100E+55
61       9.0532083594203300E+56
62       8.7614529379759100E+57
63       8.4835777629796500E+58
64       8.2187160848162800E+59
65       7.9660677708930600E+60
66       7.7248932543849500E+61
67       7.4945081147209800E+62
68       7.2742782155426500E+63
69       7.0636153355460200E+64
70       6.8619732359177700E+65
71       6.6688441152059600E+66
72       6.4837554086071100E+67
73       6.3062668939513500E+68
74       6.1359680712516800E+69
75       5.9724757866569300E+70
76       5.8154320750990000E+71
77       5.6645021989279200E+72
78       5.5193728624467800E+73
79       5.3797505845454200E+74
80       5.2453602136333600E+75
81       5.1159435708265500E+76
82       4.9912582088836400E+77
83       4.8710762757419600E+78
84       4.7551834726977300E+79
85       4.6433780983282500E+80
86       4.5354701701850500E+81
87       4.4312806171110300E+82
88       4.3306405357649200E+83
89       4.2333905055854100E+84
90       4.1393799570031300E+85
91       4.0484665882221700E+86
92       3.9605158263503600E+87
93       3.8754003290652600E+88
94       3.7929995233683300E+89
95       3.7131991783055900E+90
96       3.6358910088260100E+91
97       3.5609723082109200E+92
98       3.4883456067434200E+93
99       3.4179183544986400E+94
100       3.3496026263261300E+95

yangchuanju · 发表于 2021-12-11 05:55

10^k的哥猜数真值是多少？
k=1--15的已知，更大的不知。
用不同的计算公式，得到不同的计算结果，哪个公式最精确？
用公式4，计算结果较精确，但10的指数很大时，双筛系数K1不便计算，修正系数K3也无从估计，不能计算；
用公式3，可计算到指数300多，但计算结果偏低一些；不过当指数趋近于无穷大时，计算值应趋近于真实值了。

偶数分解式波动系数K2 双筛系数K1 修正系数K3 单筛K4平方
10 2*5 1.333333 0.333333 0.938967 0.111111
100 2^2*5^2 1.333333 0.142857 0.938967 0.052245
1000 2^3*5^3 1.333333 0.062092 0.938967 0.023364
10000 2^4*5^4 1.333333 0.038297 0.938967 0.014476
100000 2^5*5^5 1.333333 0.024770 0.938967 0.009376
1000000 2^6*5^6 1.333333 0.017313 0.935366 0.006555
10000000 2^7*5^7 1.333333 0.012793 0.908827 0.004844
100000000 2^8*5^8 1.333333 0.009789 0.893495 0.003707
1000000000 2^9*5^9 1.333333 0.007748 0.879585 0.002934
10000000000 2^10*5^10 1.333333 0.006276 0.870019 0.002377
1E+11 2^11*5^11 1.333333 0.005189 0.859712 0.001965
1E+12 2^12*5^12 1.333333 0.004361 0.856392 0.001651
1E+13 2^13*5^13 1.333333 0.003716 0.853424 0.001407
1E+14 2^14*5^14 1.333333 0.003204 0.846024 0.001213
1E+15 2^15*5^15 1.333333 —— 0.826446 ——
1E+16 2^16*5^16 1.333333 —— 0.826446 ——
1E+17 2^17*5^17 1.333333 —— 0.826446 ——
1E+18 2^18*5^18 1.333333 —— 0.826446 ——
1E+19 2^19*5^19 1.333333 —— 0.826446 ——
1E+20 2^20*5^20 1.333333 —— 0.826446 ——
1E+21 2^21*5^21 1.333333 —— 0.826446 ——
1E+22 2^22*5^22 1.333333 —— 0.826446 ——
1E+23 2^23*5^23 1.333333 —— 0.826446 ——
1E+24 2^24*5^24 1.333333 —— 0.826446 ——
1E+25 2^25*5^25 1.333333 —— 0.826446 ——
1E+26 2^26*5^26 1.333333 —— 0.826446 ——
1E+27 2^27*5^27 1.333333 —— 0.826446 ——
1E+28 2^28*5^28 1.333333 —— 0.826446 ——
1E+29 2^29*5^29 1.333333 —— 0.826446 ——
1E+30 2^30*5^30 1.333333 —— 0.826446 ——
……

yangchuanju · 发表于 2021-12-11 05:57

按公式一：r(N)～ (N/2)∏(1-2/p)[1/2e^(-γ)]^2*K2计算
按公式二：r(N)～ 2cN∏[(1-1/p)^2][1/2e^(-γ)]^2*K2计算
按公式三：r(N)～2c∏[(p-1)/(p-2)]N/(lnN)^2计算
按公式四：r(N)～N/2*K1*K2*K3计算

偶数 N/ln(N)^2 公式1 公式2 公式3 公式4
10 2 2 2 3 2
100 5 8 7 8 9
1000 21 33 33 37 39
10000 118 202 202 208 240
100000 754 1310 1309 1328 1551
1000000 5239 9153 9152 9223 10796
10000000 38492 67635 67633 67763 77509
100000000 294706 517539 517534 518809 583085
1000000000 2328539 4096286 4096274 4099234 4543231
10000000000 18861170 33183629 33183602 33203797 36404034
1E+11 155877436 274363871 274363807 274411549 297424561
1E+12 1309803451 2305639860 2305639704 2305819266 2489778691
1E+13 11160455444 19646226303 19646225912 19647217418 21141754001
1E+14 96230457659 169403887946 169403886954 169407129781 180718549439
1E+15 838274208941 —— —— 1475724330538 ——
1E+16 7.36764E+12 —— —— 1.29702E+13 ——
1E+17 6.52636E+13 —— —— 1.14892E+14 ——
1E+18 5.82135E+14 —— —— 1.02481E+15 ——
1E+19 5.2247E+15 —— —— 9.19773E+15 ——
1E+20 4.71529E+16 —— —— 8.30095E+16 ——
1E+21 4.27691E+17 —— —— 7.52921E+17 ——
1E+22 3.89694E+18 —— —— 6.86029E+18 ——
1E+23 3.56544E+19 —— —— 6.27671E+19 ——
1E+24 3.27451E+20 —— —— 5.76455E+20 ——
1E+25 3.01779E+21 —— —— 5.31261E+21 ——
1E+26 2.79011E+22 —— —— 4.9118E+22 ——
1E+27 2.58727E+23 —— —— 4.5547E+23 ——
1E+28 2.40576E+24 —— —— 4.23518E+24 ——
1E+29 2.24271E+25 —— —— 3.94813E+25 ——
1E+30 2.09569E+26 —— —— 3.68931E+26 ——

yangchuanju · 发表于 2021-12-11 05:58

偶数单计哥猜数公式1/哥猜公式2/哥猜公式3/哥猜公式4/哥猜
10 2 0.4406 0.3878 0.8301 0.5216
100 6 0.6294 0.6078 0.6917 0.7452
1000 28 0.5862 0.5825 0.6588 0.6941
10000 127 0.7972 0.7957 0.8170 0.9438
100000 810 0.8084 0.8080 0.8198 0.9571
1000000 5402 0.8472 0.8471 0.8537 0.9992
10000000 38807 0.8714 0.8714 0.8731 0.9986
100000000 291400 0.8880 0.8880 0.8902 1.0005
1000000000 2274205 0.9006 0.9006 0.9012 0.9989
10000000000 18200488 0.9116 0.9116 0.9122 1.0001
1E+11 149091160 0.9201 0.9201 0.9203 0.9975
1E+12 1243722370 0.9269 0.9269 0.9270 1.0009
1E+13 10533150855 0.9326 0.9326 0.9326 1.0036
1E+14 90350630388 0.9375 0.9375 0.9375 1.0001

yangchuanju · 发表于 2021-12-11 06:24

本帖最后由 yangchuanju 于 2021-12-11 06:59 编辑

按公式三：r(N)～2c∏[(p-1)/(p-2)]N/(lnN)^2计算
偶数 N/ln(N)^2 公式3单计哥猜数
10 2 3
100 5 8
1000 21 37
10000 118 208
100000 754 1328
1000000 5239 9223
10000000 38492 67763
100000000 294706 518809
1000000000 2328539 4099234
10000000000 18861170 33203797
1E+11 155877436 274411549
1E+12 1309803451 2305819266
1E+13 11160455444 19647217418
1E+14 96230457659 169407129781
1E+15 838274208941 1475724330538
1E+16 7.36764E+12 1.29702E+13
1E+17 6.52636E+13 1.14892E+14
1E+18 5.82135E+14 1.02481E+15
1E+19 5.2247E+15 9.19773E+15
1E+20 4.71529E+16 8.30095E+16
1E+21 4.27691E+17 7.52921E+17
1E+22 3.89694E+18 6.86029E+18
1E+23 3.56544E+19 6.27671E+19
1E+24 3.27451E+20 5.76455E+20
1E+25 3.01779E+21 5.31261E+21
1E+26 2.79011E+22 4.9118E+22
1E+27 2.58727E+23 4.5547E+23
1E+28 2.40576E+24 4.23518E+24
1E+29 2.24271E+25 3.94813E+25
1E+30 2.09569E+26 3.68931E+26
1E+31 1.96266E+27 3.45513E+27
1E+32 1.84191E+28 3.24256E+28
1E+33 1.73197E+29 3.04902E+29
1E+34 1.63159E+30 2.8723E+30
1E+35 1.53969E+31 2.71051E+31
1E+36 1.45534E+32 2.56202E+32
1E+37 1.37773E+33 2.42541E+33
1E+38 1.30618E+34 2.29943E+34
1E+39 1.24005E+35 2.18302E+35
1E+40 1.17882E+36 2.07524E+36
1E+41 1.12202E+37 1.97524E+37
1E+42 1.06923E+38 1.8823E+38
1E+43 1.02007E+39 1.79577E+39
1E+44 9.74234E+39 1.71507E+40
1E+45 9.31416E+40 1.63969E+41
1E+46 8.9136E+41 1.56918E+42
1E+47 8.53833E+42 1.50311E+43
1E+48 8.18627E+43 1.44114E+44
1E+49 7.85555E+44 1.38292E+45
1E+50 7.54447E+45 1.32815E+46
1E+51 7.25151E+46 1.27658E+47
1E+52 6.97528E+47 1.22795E+48
1E+53 6.71455E+48 1.18205E+49
1E+54 6.46817E+49 1.13868E+50
1E+55 6.2351E+50 1.09765E+51
1E+56 6.0144E+51 1.05879E+52
1E+57 5.80522E+52 1.02197E+53
1E+58 5.60677E+53 9.87033E+53
1E+59 5.41832E+54 9.53858E+54
1E+60 5.23921E+55 9.22328E+55
1E+61 5.06884E+56 8.92335E+56
1E+62 4.90665E+57 8.63782E+57
1E+63 4.75212E+58 8.36578E+58
1E+64 4.60478E+59 8.1064E+59
1E+65 4.46418E+60 7.85889E+60
1E+66 4.32993E+61 7.62254E+61
1E+67 4.20164E+62 7.3967E+62
1E+68 4.07897E+63 7.18075E+63
1E+69 3.9616E+64 6.97412E+64
1E+70 3.84922E+65 6.77629E+65
1E+71 3.74155E+66 6.58675E+66
1E+72 3.63834E+67 6.40505E+67
1E+73 3.53935E+68 6.23077E+68
1E+74 3.44433E+69 6.06351E+69
1E+75 3.3531E+70 5.9029E+70
1E+76 3.26544E+71 5.74858E+71
1E+77 3.18117E+72 5.60024E+72
1E+78 3.10013E+73 5.45756E+73
1E+79 3.02214E+74 5.32027E+74
1E+80 2.94706E+75 5.18809E+75
1E+81 2.87474E+76 5.06078E+76
1E+82 2.80505E+77 4.9381E+77
1E+83 2.73787E+78 4.81983E+78
1E+84 2.67307E+79 4.70575E+79
1E+85 2.61054E+80 4.59568E+80
1E+86 2.55019E+81 4.48943E+81
1E+87 2.4919E+82 4.38681E+82
1E+88 2.43558E+83 4.28768E+83
1E+89 2.38116E+84 4.19187E+84
1E+90 2.32854E+85 4.09923E+85
1E+91 2.27764E+86 4.00964E+86
1E+92 2.2284E+87 3.92294E+87
1E+93 2.18073E+88 3.83903E+88
1E+94 2.13458E+89 3.75779E+89
1E+95 2.08988E+90 3.67909E+90
1E+96 2.04657E+91 3.60284E+91
1E+97 2.00459E+92 3.52894E+92
1E+98 1.96389E+93 3.45729E+93
1E+99 1.92441E+94 3.3878E+94
1E+100 1.88612E+95 3.32038E+95
1E+101 1.84895E+96 3.25496E+96
1E+102 1.81288E+97 3.19145E+97
1E+103 1.77785E+98 3.12978E+98
1E+104 1.7438E+99 3.0699E+99
1E+105 1.7108E+100 3.0117E+100
1E+106 1.6786E+101 2.9551E+101
1E+107 1.6474E+102 2.9001E+102
1E+108 1.617E+103 2.8467E+103
1E+109 1.5875E+104 2.7947E+104
1E+110 1.5588E+105 2.7441E+105
1E+111 1.5308E+106 2.6949E+106
1E+112 1.5036E+107 2.647E+107
1E+113 1.4771E+108 2.6003E+108
1E+114 1.4513E+109 2.5549E+109
1E+115 1.4262E+110 2.5107E+110
1E+116 1.4017E+111 2.4676E+111
1E+117 1.3778E+112 2.4256E+112
1E+118 1.3546E+113 2.3846E+113
1E+119 1.3319E+114 2.3447E+114
1E+120 1.3098E+115 2.3058E+115
1E+121 1.2882E+116 2.2679E+116
1E+122 1.2672E+117 2.2308E+117
1E+123 1.2467E+118 2.1947E+118
1E+124 1.2267E+119 2.1595E+119
1E+125 1.2071E+120 2.125E+120
1E+126 1.188E+121 2.0914E+121
1E+127 1.1694E+122 2.0586E+122
1E+128 1.1512E+123 2.0266E+123
1E+129 1.1334E+124 1.9953E+124
1E+130 1.116E+125 1.9647E+125
1E+131 1.0991E+126 1.9348E+126
1E+132 1.0825E+127 1.9056E+127
1E+133 1.0663E+128 1.8771E+128
1E+134 1.0504E+129 1.8492E+129
1E+135 1.0349E+130 1.8219E+130
1E+136 1.0197E+131 1.7952E+131
1E+137 1.0049E+132 1.7691E+132
1E+138 9.904E+132 1.7435E+133
1E+139 9.762E+133 1.7185E+134
1E+140 9.623E+134 1.6941E+135
1E+141 9.487E+135 1.6701E+136
1E+142 9.3539E+136 1.6467E+137
1E+143 9.2235E+137 1.6237E+138
1E+144 9.0959E+138 1.6013E+139
1E+145 8.9708E+139 1.5793E+140
1E+146 8.8484E+140 1.5577E+141
1E+147 8.7284E+141 1.5366E+142
1E+148 8.6108E+142 1.5159E+143
1E+149 8.4956E+143 1.4956E+144
1E+150 8.3827E+144 1.4757E+145
1E+151 8.2721E+145 1.4562E+146
1E+152 8.1636E+146 1.4371E+147
1E+153 8.0572E+147 1.4184E+148
1E+154 7.9529E+148 1.4001E+149
1E+155 7.8506E+149 1.3821E+150
1E+156 7.7503E+150 1.3644E+151
1E+157 7.6519E+151 1.3471E+152
1E+158 7.5553E+152 1.3301E+153
1E+159 7.4606E+153 1.3134E+154
1E+160 7.3676E+154 1.297E+155
1E+161 7.2764E+155 1.281E+156
1E+162 7.1869E+156 1.2652E+157
1E+163 7.0989E+157 1.2497E+158
1E+164 7.0126E+158 1.2345E+159
1E+165 6.9279E+159 1.2196E+160
1E+166 6.8447E+160 1.205E+161
1E+167 6.7629E+161 1.1906E+162
1E+168 6.6827E+162 1.1764E+163
1E+169 6.6038E+163 1.1626E+164
1E+170 6.5264E+164 1.1489E+165
1E+171 6.4502E+165 1.1355E+166
1E+172 6.3755E+166 1.1224E+167
1E+173 6.302E+167 1.1094E+168
1E+174 6.2297E+168 1.0967E+169
1E+175 6.1587E+169 1.0842E+170
1E+176 6.089E+170 1.0719E+171
1E+177 6.0204E+171 1.0598E+172
1E+178 5.9529E+172 1.048E+173
1E+179 5.8866E+173 1.0363E+174
1E+180 5.8213E+174 1.0248E+175
1E+181 5.7572E+175 1.0135E+176
1E+182 5.6941E+176 1.0024E+177
1E+183 5.632E+177 9.9148E+177
1E+184 5.571E+178 9.8074E+178
1E+185 5.5109E+179 9.7016E+179
1E+186 5.4518E+180 9.5976E+180
1E+187 5.3937E+181 9.4952E+181
1E+188 5.3365E+182 9.3945E+182
1E+189 5.2801E+183 9.2953E+183
1E+190 5.2247E+184 9.1977E+184
1E+191 5.1701E+185 9.1017E+185
1E+192 5.1164E+186 9.0071E+186
1E+193 5.0635E+187 8.914E+187
1E+194 5.0115E+188 8.8224E+188
1E+195 4.9602E+189 8.7321E+189
1E+196 4.9097E+190 8.6432E+190
1E+197 4.86E+191 8.5557E+191
1E+198 4.811E+192 8.4695E+192
1E+199 4.7628E+193 8.3846E+193
1E+200 4.7153E+194 8.3009E+194
1E+201 4.6685E+195 8.2186E+195
1E+202 4.6224E+196 8.1374E+196
1E+203 4.577E+197 8.0574E+197
1E+204 4.5322E+198 7.9786E+198
1E+205 4.4881E+199 7.901E+199
1E+206 4.4446E+200 7.8244E+200
1E+207 4.4018E+201 7.749E+201
1E+208 4.3596E+202 7.6747E+202
1E+209 4.3179E+203 7.6014E+203
1E+210 4.2769E+204 7.5292E+204
1E+211 4.2365E+205 7.458E+205
1E+212 4.1966E+206 7.3878E+206
1E+213 4.1573E+207 7.3186E+207
1E+214 4.1185E+208 7.2504E+208
1E+215 4.0803E+209 7.1831E+209
1E+216 4.0426E+210 7.1167E+210
1E+217 4.0054E+211 7.0513E+211
1E+218 3.9688E+212 6.9867E+212
1E+219 3.9326E+213 6.9231E+213
1E+220 3.8969E+214 6.8603E+214
1E+221 3.8617E+215 6.7983E+215
1E+222 3.827E+216 6.7372E+216
1E+223 3.7928E+217 6.6769E+217
1E+224 3.759E+218 6.6175E+218
1E+225 3.7257E+219 6.5588E+219
1E+226 3.6928E+220 6.5009E+220
1E+227 3.6603E+221 6.4437E+221
1E+228 3.6283E+222 6.3873E+222
1E+229 3.5966E+223 6.3316E+223
1E+230 3.5654E+224 6.2767E+224
1E+231 3.5346E+225 6.2225E+225
1E+232 3.5042E+226 6.169E+226
1E+233 3.4742E+227 6.1161E+227
1E+234 3.4446E+228 6.064E+228
1E+235 3.4153E+229 6.0125E+229
1E+236 3.3864E+230 5.9616E+230
1E+237 3.3579E+231 5.9114E+231
1E+238 3.3298E+232 5.8618E+232
1E+239 3.302E+233 5.8129E+233
1E+240 3.2745E+234 5.7645E+234
1E+241 3.2474E+235 5.7168E+235
1E+242 3.2206E+236 5.6697E+236
1E+243 3.1942E+237 5.6231E+237
1E+244 3.168E+238 5.5771E+238
1E+245 3.1422E+239 5.5317E+239
1E+246 3.1167E+240 5.4868E+240
1E+247 3.0915E+241 5.4424E+241
1E+248 3.0667E+242 5.3986E+242
1E+249 3.0421E+243 5.3554E+243
1E+250 3.0178E+244 5.3126E+244
1E+251 2.9938E+245 5.2704E+245
1E+252 2.9701E+246 5.2286E+246
1E+253 2.9466E+247 5.1874E+247
1E+254 2.9235E+248 5.1466E+248
1E+255 2.9006E+249 5.1063E+249
1E+256 2.878E+250 5.0665E+250
1E+257 2.8556E+251 5.0271E+251
1E+258 2.8335E+252 4.9883E+252
1E+259 2.8117E+253 4.9498E+253
1E+260 2.7901E+254 4.9118E+254
1E+261 2.7688E+255 4.8742E+255
1E+262 2.7477E+256 4.8371E+256
1E+263 2.7268E+257 4.8004E+257
1E+264 2.7062E+258 4.7641E+258
1E+265 2.6858E+259 4.7282E+259
1E+266 2.6657E+260 4.6927E+260
1E+267 2.6457E+261 4.6576E+261
1E+268 2.626E+262 4.6229E+262
1E+269 2.6065E+263 4.5886E+263
1E+270 2.5873E+264 4.5547E+264
1E+271 2.5682E+265 4.5212E+265
1E+272 2.5494E+266 4.488E+266
1E+273 2.5307E+267 4.4552E+267
1E+274 2.5123E+268 4.4227E+268
1E+275 2.494E+269 4.3906E+269
1E+276 2.476E+270 4.3588E+270
1E+277 2.4582E+271 4.3274E+271
1E+278 2.4405E+272 4.2963E+272
1E+279 2.423E+273 4.2656E+273
1E+280 2.4058E+274 4.2352E+274
1E+281 2.3887E+275 4.2051E+275
1E+282 2.3718E+276 4.1753E+276
1E+283 2.355E+277 4.1459E+277
1E+284 2.3385E+278 4.1167E+278
1E+285 2.3221E+279 4.0879E+279
1E+286 2.3059E+280 4.0593E+280
1E+287 2.2898E+281 4.0311E+281
1E+288 2.274E+282 4.0032E+282
1E+289 2.2583E+283 3.9755E+283
1E+290 2.2427E+284 3.9481E+284
1E+291 2.2273E+285 3.921E+285
1E+292 2.2121E+286 3.8942E+286
1E+293 2.197E+287 3.8677E+287
1E+294 2.1821E+288 3.8414E+288
1E+295 2.1673E+289 3.8154E+289
1E+296 2.1527E+290 3.7897E+290
1E+297 2.1382E+291 3.7642E+291
1E+298 2.1239E+292 3.739E+292
1E+299 2.1097E+293 3.714E+293
1E+300 2.0957E+294 3.6893E+294
1E+301 2.0818E+295 3.6648E+295
1E+302 2.068E+296 3.6406E+296
1E+303 2.0544E+297 3.6166E+297
1E+304 2.0409E+298 3.5929E+298
1E+305 2.0275E+299 3.5693E+299
1E+306 2.0143E+300 3.5461E+300
1E+307 2.0012E+301 3.523E+301
1E+308 1.9882E+302 3.5001E+302

yangchuanju · 发表于 2021-12-11 06:29

对于10^100，白新岭计算值是3.34960262632613E+95，我的计算值是3.32037974371058E+95，
比白新岭计算值小一些，是白新岭计算值的0.9912757倍。

yangchuanju · 发表于 2021-12-11 07:14

10的300-1000次方的哥猜数是多少？
N=10^300-10^1000，指数k=300-1000
ln(10^k)=k*ln(10)=2.302585k
lg(N)=lg(10^k)=k，lg[ln(N)^2]=2*lg[ln(10^k)]=2*lg[k*ln(10)]=2*lg[2.302585*k]
lg[N/ln(N)^2]=lg(N)-2*lg(ln(N))=k-2*lg(2.302585*k)
偶数 k N/ln(N)^2对数单计哥猜数估计值
1E+300 300 294.3213 3.68931110563998*10^294
1E+301 301 295.3184 3.66483813100965*10^295
1E+302 302 296.3156 3.64060786267713*10^296
1E+303 303 297.3127 3.61661710189215*10^297
1E+304 304 298.3098 3.59286270242819*10^298
1E+305 305 299.3070 3.56934156955219*10^299
1E+306 306 300.3041 3.54605065901582*10^300
1E+307 307 301.3013 3.52298697606998*10^301
1E+308 308 302.2985 3.50014757450248*10^302
1E+309 309 303.2957 3.47752955569785*10^303
1E+310 310 304.2928 3.45513006771685*10^304
1E+311 311 305.2900 3.4329463043971*10^305
1E+312 312 306.2873 3.41097550447511*10^306
1E+313 313 307.2845 3.38921495072521*10^307
1E+314 314 308.2817 3.36766196912261*10^308
1E+315 315 309.2789 3.34631392801823*10^309
1E+316 316 310.2762 3.32516823733769*10^310
1E+317 317 311.2735 3.30422234779527*10^311
1E+318 318 312.2707 3.28347375012481*10^312
1E+319 319 313.2680 3.26291997432793*10^313
1E+320 320 314.2653 3.24255858894139*10^314
1E+321 321 315.2626 3.22238720031439*10^315
1E+322 322 316.2599 3.2024034519078*10^316
1E+323 323 317.2572 3.18260502360429*10^317
1E+324 324 318.2545 3.16298963103564*10^318
1E+325 325 319.2518 3.14355502492426*10^319
1E+326 326 320.2491 3.1242989904361*10^320
1E+327 327 321.2465 3.10521934655322*10^321
1E+328 328 322.2438 3.08631394545271*10^322
1E+329 329 323.2412 3.06758067190454*10^323
1E+330 330 324.2385 3.04901744267761*10^324
1E+331 331 325.2359 3.03062220596376*10^325
1E+332 332 326.2333 3.01239294080767*10^326
1E+333 333 327.2307 2.99432765655383*10^327
1E+334 334 328.2281 2.97642439230168*10^328
1E+335 335 329.2255 2.95868121637437*10^329
1E+336 336 330.2229 2.94109622579727*10^330
1E+337 337 331.2203 2.9236675457879*10^331
1E+338 338 332.2177 2.90639332925675*10^332
1E+339 339 333.2152 2.88927175631632*10^333
1E+340 340 334.2126 2.87230103380282*10^334
1E+341 341 335.2101 2.85547939480727*10^335
1E+342 342 336.2075 2.83880509821486*10^336
1E+343 343 337.2050 2.82227642825342*10^337
1E+344 344 338.2025 2.80589169405417*10^338
1E+345 345 339.1999 2.78964922921737*10^339
1E+346 346 340.1974 2.77354739138961*10^340
1E+347 347 341.1949 2.75758456184845*10^341
1E+348 348 342.1924 2.74175914509505*10^342
1E+349 349 343.1899 2.72606956845669*10^343
1E+350 350 344.1874 2.71051428169477*10^344
1E+351 351 345.1850 2.6950917566223*10^345
1E+352 352 346.1825 2.67980048672837*10^346
1E+353 353 347.1800 2.6646389868117*10^347
1E+354 354 348.1776 2.649605792617*10^348
1E+355 355 349.1751 2.63469946048504*10^349
1E+356 356 350.1727 2.61991856700236*10^350
1E+357 357 351.1702 2.60526170866477*10^351
1E+358 358 352.1678 2.59072750154194*10^352
1E+359 359 353.1654 2.57631458095161*10^353
1E+360 360 354.1630 2.56202160113887*10^354
1E+361 361 355.1606 2.54784723496297*10^355
1E+362 362 356.1582 2.5337901735876*10^356
1E+363 363 357.1558 2.5198491261798*10^357
1E+364 364 358.1534 2.50602281961412*10^358
1E+365 365 359.1510 2.49230999818044*10^359
1E+366 366 360.1486 2.47870942330013*10^360
1E+367 367 361.1462 2.46521987324571*10^361
1E+368 368 362.1439 2.45184014286683*10^362
1E+369 369 363.1415 2.43856904332066*10^363
1E+370 370 364.1392 2.42540540180861*10^364
1E+371 371 365.1368 2.41234806131595*10^365
1E+372 372 366.1345 2.39939588035892*10^366
1E+373 373 367.1322 2.38654773273446*10^367
1E+374 374 368.1298 2.37380250727502*10^368
1E+375 375 369.1275 2.36115910760959*10^369
1E+376 376 370.1252 2.34861645192683*10^370
1E+377 377 371.1229 2.3361734727439*10^371
1E+378 378 372.1206 2.32382911667932*10^372
1E+379 379 373.1183 2.31158234423053*10^373
1E+380 380 374.1160 2.29943212955404*10^374
1E+381 381 375.1137 2.28737746025161*10^375
1E+382 382 376.1114 2.27541733715918*10^376
1E+383 383 377.1092 2.26355077413867*10^377
1E+384 384 378.1069 2.25177679787596*10^378
1E+385 385 379.1046 2.24009444768159*10^379
1E+386 386 380.1024 2.22850277529331*10^380
1E+387 387 381.1001 2.21700084468478*10^381
1E+388 388 382.0979 2.20558773187656*10^382
1E+389 389 383.0957 2.1942625247493*10^383
1E+390 390 384.0934 2.18302432286407*10^384
1E+391 391 385.0912 2.17187223728001*10^385
1E+392 392 386.0890 2.16080539038174*10^386
1E+393 393 387.0868 2.14982291570415*10^387
1E+394 394 388.0846 2.13892395776512*10^388
1E+395 395 389.0824 2.12810767189612*10^389
1E+396 396 390.0802 2.11737322408167*10^390
1E+397 397 391.0780 2.10671979079612*10^391
1E+398 398 392.0758 2.09614655884706*10^392
1E+399 399 393.0736 2.08565272521915*10^393
1E+400 400 394.0714 2.07523749692249*10^394
1E+401 401 395.0693 2.06490009084288*10^395
1E+402 402 396.0671 2.05463973359331*10^396
1E+403 403 397.0650 2.04445566137108*10^397
1E+404 404 398.0628 2.03434711981433*10^398
1E+405 405 399.0607 2.02431336386281*10^399
1E+406 406 400.0585 2.01435365762092*10^400
1E+407 407 401.0564 2.00446727422195*10^401
1E+408 408 402.0542 1.9946534956964*10^402
1E+409 409 403.0521 1.98491161284079*10^403
1E+410 410 404.0500 1.97524092508974*10^404
1E+411 411 405.0479 1.9656407403911*10^405
1E+412 412 406.0458 1.95611037508004*10^406
1E+413 413 407.0437 1.94664915375949*10^407
1E+414 414 408.0416 1.93725640917873*10^408
1E+415 415 409.0395 1.92793148211691*10^409
1E+416 416 410.0374 1.91867372126725*10^410
1E+417 417 411.0353 1.909482483122*10^411
1E+418 418 412.0332 1.90035713186281*10^412
1E+419 419 413.0311 1.89129703924907*10^413
1E+420 420 414.0291 1.88230158451025*10^414
1E+421 421 415.0270 1.87337015423971*10^415
1E+422 422 416.0249 1.86450214229016*10^416
1E+423 423 417.0229 1.85569694967058*10^417
1E+424 424 418.0208 1.8469539844452*10^418
1E+425 425 419.0188 1.83827266163381*10^419
1E+426 426 420.0167 1.82965240311461*10^420
1E+427 427 421.0147 1.82109263752669*10^421
1E+428 428 422.0127 1.81259280017685*10^422
1E+429 429 423.0107 1.80415233294548*10^423
1E+430 430 424.0086 1.79577068419467*10^424
1E+431 431 425.0066 1.78744730867956*10^425
1E+432 432 426.0046 1.77918166745755*10^426
1E+433 433 427.0026 1.77097322780316*10^427
1E+434 434 428.0006 1.7628214631209*10^428
1E+435 435 428.9986 17.5472585286083*10^428
1E+436 436 429.9966 17.4668588243619*10^429
1E+437 437 430.9946 17.3870104314105*10^430
1E+438 438 431.9926 17.3077083206975*10^431
1E+439 439 432.9906 17.2289475203837*10^432
1E+440 440 433.9887 17.1507231150616*10^433
1E+441 441 434.9867 17.0730302449915*10^434
1E+442 442 435.9847 16.9958641053413*10^435
1E+443 443 436.9828 16.9192199454569*10^436
1E+444 444 437.9808 16.8430930681153*10^437
1E+445 445 438.9788 16.7674788288151*10^438
1E+446 446 439.9769 16.6923726350623*10^439
1E+447 447 440.9750 16.6177699456776*10^440
1E+448 448 441.9730 16.5436662701096*10^441
1E+449 449 442.9711 16.4700571677523*10^442
1E+450 450 443.9691 16.3969382472888*10^443
1E+451 451 444.9672 16.3243051660327*10^444
1E+452 452 445.9653 16.2521536292772*10^445
1E+453 453 446.9634 16.1804793896761*10^446
1E+454 454 447.9615 16.1092782465993*10^447
1E+455 455 448.9595 16.0385460455304*10^448
1E+456 456 449.9576 15.9682786774586*10^449
1E+457 457 450.9557 15.898472078276*10^450
1E+458 458 451.9538 15.8291222281991*10^451
1E+459 459 452.9519 15.7602251511814*10^452
1E+460 460 453.9501 15.6917769143477*10^453
1E+461 461 454.9482 15.6237736274354*10^454
1E+462 462 455.9463 15.5562114422332*10^455
1E+463 463 456.9444 15.4890865520485*10^456
1E+464 464 457.9425 15.4223951911596*10^457
1E+465 465 458.9407 15.3561336342971*10^458
1E+466 466 459.9388 15.2902981961171*10^459
1E+467 467 460.9369 15.224885230691*10^460
1E+468 468 461.9351 15.1598911310005*10^461
1E+469 469 462.9332 15.0953123284412*10^462
1E+470 470 463.9314 15.0311452923318*10^463
1E+471 471 464.9295 14.9673865294338*10^464
1E+472 472 465.9277 14.9040325834706*10^465
1E+473 473 466.9258 14.8410800346664*10^466
1E+474 474 467.9240 14.7785254992786*10^467
1E+475 475 468.9222 14.7163656291459*10^468
1E+476 476 469.9204 14.6545971112394*10^469
1E+477 477 470.9185 14.5932166672214*10^470
1E+478 478 471.9167 14.5322210530107*10^471
1E+479 479 472.9149 14.4716070583558*10^472
1E+480 480 473.9131 14.4113715064062*10^473
1E+481 481 474.9113 14.3515112533065*10^474
1E+482 482 475.9095 14.2920231877728*10^475
1E+483 483 476.9077 14.2329042307013*10^476
1E+484 484 477.9059 14.1741513347614*10^477
1E+485 485 478.9041 14.11576148401*10^478
1E+486 486 479.9023 14.0577316934917*10^479
1E+487 487 480.9005 14.0000590088752*10^480
1E+488 488 481.8987 13.9427405060632*10^481
1E+489 489 482.8970 13.8857732908271*10^482
1E+490 490 483.8952 13.8291544984431*10^483
1E+491 491 484.8934 13.7728812933241*10^484
1E+492 492 485.8916 13.7169508686787*10^485
1E+493 493 486.8899 13.6613604461487*10^486
1E+494 494 487.8881 13.606107275467*10^487
1E+495 495 488.8864 13.5511886341227*10^488
1E+496 496 489.8846 13.4966018270189*10^489
1E+497 497 490.8829 13.4423441861468*10^490
1E+498 498 491.8811 13.3884130702563*10^491
1E+499 499 492.8794 13.3348058645386*10^492
1E+500 500 493.8776 13.2815199803039*10^493
1E+501 501 494.8759 13.2285528546741*10^494
1E+502 502 495.8742 13.1759019502707*10^495
1E+503 503 496.8724 13.1235647549136*10^496
1E+504 504 497.8707 13.0715387813212*10^497
1E+505 505 498.8690 13.0198215668118*10^498
1E+506 506 499.8673 12.9684106730144*10^499
1E+507 507 500.8656 12.9173036855856*10^500
1E+508 508 501.8638 12.866498213917*10^501
1E+509 509 502.8621 12.8159918908598*10^502
1E+510 510 503.8604 12.765782372457*10^503
1E+511 511 504.8587 12.7158673376557*10^504
1E+512 512 505.8570 12.6662444880523*10^505
1E+513 513 506.8553 12.6169115476216*10^506
1E+514 514 507.8536 12.5678662624571*10^507
1E+515 515 508.8520 12.5191064005123*10^508
1E+516 516 509.8503 12.4706297513519*10^509
1E+517 517 510.8486 12.4224341258938*10^510
1E+518 518 511.8469 12.3745173561668*10^511
1E+519 519 512.8452 12.3268772950649*10^512
1E+520 520 513.8436 12.2795118161088*10^513
1E+521 521 514.8419 12.232418813209*10^514
1E+522 522 515.8402 12.1855962004224*10^515
1E+523 523 516.8386 12.1390419117377*10^516
1E+524 524 517.8369 12.0927539008375*10^517
1E+525 525 518.8353 12.0467301408656*10^518
1E+526 526 519.8336 12.000968624224*10^519
1E+527 527 520.8319 11.9554673623423*10^520
1E+528 528 521.8303 11.910224385461*10^521
1E+529 529 522.8287 11.8652377424195*10^522
1E+530 530 523.8270 11.8205055004478*10^523
1E+531 531 524.8254 11.776025744966*10^524
1E+532 532 525.8237 11.7317965793562*10^525
1E+533 533 526.8221 11.6878161247923*10^526
1E+534 534 527.8205 11.6440825200105*10^527
1E+535 535 528.8189 11.6005939211318*10^528
1E+536 536 529.8172 11.5573485014624*10^529
1E+537 537 530.8156 11.514344451296*10^530
1E+538 538 531.8140 11.4715799777375*10^531
1E+539 539 532.8124 11.4290533044983*10^532
1E+540 540 533.8108 11.3867626717298*10^533
1E+541 541 534.8092 11.3447063358271*10^534
1E+542 542 535.8076 11.3028825692608*10^535
1E+543 543 536.8060 11.2612896603878*10^536
1E+544 544 537.8044 11.2199259132937*10^537
1E+545 545 538.8028 11.1787896475931*10^538
1E+546 546 539.8012 11.137879198285*10^539
1E+547 547 540.7996 11.097192915575*10^540
1E+548 548 541.7980 11.0567291646999*10^541
1E+549 549 542.7964 11.0164863257798*10^542
1E+550 550 543.7948 10.9764627936409*10^543
1E+551 551 544.7933 10.9366569776661*10^544
1E+552 552 545.7917 10.8970673016304*10^545
1E+553 553 546.7901 10.857692203552*10^546
1E+554 554 547.7885 10.8185301355289*10^547
1E+555 555 548.7870 10.7795795635938*10^548
1E+556 556 549.7854 10.7408389675626*10^549
1E+557 557 550.7839 10.7023068408792*10^550
1E+558 558 551.7823 10.6639816904841*10^551
1E+559 559 552.7807 10.6258620366543*10^552
1E+560 560 553.7792 10.5879464128702*10^553
1E+561 561 554.7776 10.5502333656667*10^554
1E+562 562 555.7761 10.5127214545039*10^555
1E+563 563 556.7746 10.4754092516187*10^556
1E+564 564 557.7730 10.4382953418957*10^557
1E+565 565 558.7715 10.4013783227388*10^558
1E+566 566 559.7699 10.3646568039177*10^559
1E+567 567 560.7684 10.3281294074623*10^560
1E+568 568 561.7669 10.2917947675197*10^561
1E+569 569 562.7653 10.2556515302219*10^562
1E+570 570 563.7638 10.2196983535735*10^563
1E+571 571 564.7623 10.1839339073193*10^564
1E+572 572 565.7608 10.1483568728183*10^565
1E+573 573 566.7593 10.1129659429284*10^566
1E+574 574 567.7577 10.0777598218881*10^567
1E+575 575 568.7562 10.0427372251826*10^568
1E+576 576 569.7547 10.00789687945*10^569
1E+577 577 570.7532 9.97323752234192*10^570
1E+578 578 571.7517 9.93875790243214*10^571
1E+579 579 572.7502 9.90445677908267*10^572
1E+580 580 573.7487 9.87033292234218*10^573
1E+581 581 574.7472 9.83638511284299*10^574
1E+582 582 575.7457 9.80261214167359*10^575
1E+583 583 576.7442 9.76901281028852*10^576
1E+584 584 577.7427 9.7355859303936*10^577
1E+585 585 578.7413 9.7023303238403*10^578
1E+586 586 579.7398 9.66924482252623*10^579
1E+587 587 580.7383 9.63632826828924*10^580
1E+588 588 581.7368 9.60357951280772*10^581
1E+589 589 582.7353 9.57099741749962*10^582
1E+590 590 583.7339 9.53858085342245*10^583
1E+591 591 584.7324 9.50632870117706*10^584
1E+592 592 585.7309 9.47423985081486*10^585
1E+593 593 586.7295 9.44231320173377*10^586
1E+594 594 587.7280 9.41054766258521*10^587
1E+595 595 588.7265 9.37894215119196*10^588
1E+596 596 589.7251 9.34749559444485*10^589
1E+597 597 590.7236 9.31620692820793*10^590
1E+598 598 591.7222 9.28507509724671*10^591
1E+599 599 592.7207 9.25409905512066*10^592
1E+600 600 593.7193 9.22327776410115*10^593
1E+601 601 594.7178 9.19261019508795*10^594
1E+602 602 595.7164 9.16209532752413*10^595
1E+603 603 596.7149 9.13173214930241*10^596
1E+604 604 597.7135 9.10151965669401*10^597
1E+605 605 598.7121 9.07145685424729*10^598
1E+606 606 599.7106 9.04154275473037*10^599
1E+607 607 600.7092 9.01177637902682*10^600
1E+608 608 601.7078 8.98215675607047*10^601
1E+609 609 602.7063 8.95268292275963*10^602
1E+610 610 603.7049 8.92335392388165*10^603
1E+611 611 604.7035 8.89416881203134*10^604
1E+612 612 605.7021 8.86512664753956*10^605
1E+613 613 606.7006 8.83622649839788*10^606
1E+614 614 607.6992 8.80746744017494*10^607
1E+615 615 608.6978 8.77884855595438*10^608
1E+616 616 609.6964 8.75036893625733*10^609
1E+617 617 610.6950 8.72202767896123*10^610
1E+618 618 611.6936 8.69382388924462*10^611
1E+619 619 612.6922 8.66575667950513*10^612
1E+620 620 613.6908 8.63782516929213*10^613
1E+621 621 614.6894 8.61002848523992*10^614
1E+622 622 615.6880 8.58236576099276*10^615
1E+623 623 616.6866 8.55483613715084*10^616
1E+624 624 617.6852 8.52743876118776*10^617
1E+625 625 618.6838 8.50017278739564*10^618
1E+626 626 619.6824 8.47303737681303*10^619
1E+627 627 620.6810 8.44603169716915*10^620
1E+628 628 621.6796 8.41915492280652*10^621
1E+629 629 622.6783 8.39240623463096*10^622
1E+630 630 623.6769 8.36578482004447*10^623
1E+631 631 624.6755 8.33928987288104*10^624
1E+632 632 625.6741 8.31292059334531*10^625
1E+633 633 626.6728 8.28667618795625*10^626
1E+634 634 627.6714 8.26055586948925*10^627
1E+635 635 628.6700 8.2345588569058*10^628
1E+636 636 629.6687 8.20868437531201*10^629
1E+637 637 630.6673 8.18293165588311*10^630
1E+638 638 631.6659 8.1572999358209*10^631
1E+639 639 632.6646 8.13178845828607*10^632
1E+640 640 633.6632 8.10639647235452*10^633
1E+641 641 634.6619 8.08112323294667*10^634
1E+642 642 635.6605 8.05596800078703*10^635
1E+643 643 636.6591 8.03093004234108*10^636
1E+644 644 637.6578 8.00600862976951*10^637
1E+645 645 638.6564 7.98120304086625*10^638
1E+646 646 639.6551 7.95651255900968*10^639
1E+647 647 640.6538 7.93193647311845*10^640
1E+648 648 641.6524 7.90747407758909*10^641
1E+649 649 642.6511 7.88312467224879*10^642
1E+650 650 643.6497 7.85888756231066*10^643

yangchuanju · 发表于 2021-12-11 07:14

偶数 k N/ln(N)^2对数单计哥猜数估计值
1E+651 651 644.6484 7.83476205831511*10^644
1E+652 652 645.6471 7.81074747609025*10^645
1E+653 653 646.6457 7.78684313669838*10^646
1E+654 654 647.6444 7.76304836638306*10^647
1E+655 655 648.6431 7.73936249653497*10^648
1E+656 656 649.6418 7.71578486363178*10^649
1E+657 657 650.6404 7.69231480919887*10^650
1E+658 658 651.6391 7.66895167976034*10^651
1E+659 659 652.6378 7.64569482679654*10^652
1E+660 660 653.6365 7.62254360669403*10^653
1E+661 661 654.6352 7.59949738070806*10^654
1E+662 662 655.6339 7.5765555149094*10^655
1E+663 663 656.6325 7.55371738015168*10^656
1E+664 664 657.6312 7.53098235201918*10^657
1E+665 665 658.6299 7.50834981078896*10^658
1E+666 666 659.6286 7.48581914138556*10^659
1E+667 667 660.6273 7.46338973334001*10^660
1E+668 668 661.6260 7.44106098075323*10^661
1E+669 669 662.6247 7.4188322822499*10^662
1E+670 670 663.6234 7.39670304093496*10^663
1E+671 671 664.6221 7.3746726643639*10^664
1E+672 672 665.6208 7.35274056449221*10^665
1E+673 673 666.6195 7.33090615764453*10^666
1E+674 674 667.6182 7.30916886447071*10^667
1E+675 675 668.6170 7.28752810990612*10^668
1E+676 676 669.6157 7.26598332314188*10^669
1E+677 677 670.6144 7.24453393757824*10^670
1E+678 678 671.6131 7.22317939078985*10^671
1E+679 679 672.6118 7.20191912449512*10^672
1E+680 680 673.6106 7.18075258450705*10^673
1E+681 681 674.6093 7.15967922071081*10^674
1E+682 682 675.6080 7.1386984870191*10^675
1E+683 683 676.6067 7.11780984133913*10^676
1E+684 684 677.6055 7.09701274553809*10^677
1E+685 685 678.6042 7.07630666540704*10^678
1E+686 686 679.6029 7.05569107063448*10^679
1E+687 687 680.6017 7.03516543475609*10^680
1E+688 688 681.6004 7.01472923513635*10^681
1E+689 689 682.5991 6.99438195292824*10^682
1E+690 690 683.5979 6.97412307304435*10^683
1E+691 691 684.5966 6.95395208411725*10^684
1E+692 692 685.5954 6.93386847847494*10^685
1E+693 693 686.5941 6.91387175210365*10^686
1E+694 694 687.5928 6.89396140462022*10^687
1E+695 695 688.5916 6.8741369392392*10^688
1E+696 696 689.5904 6.85439786273851*10^689
1E+697 697 690.5891 6.83474368543267*10^690
1E+698 698 691.5879 6.81517392114261*10^691
1E+699 699 692.5866 6.79568808716403*10^692
1E+700 700 693.5854 6.77628570423603*10^693
1E+701 701 694.5841 6.756966296519*10^694
1E+702 702 695.5829 6.73772939155488*10^695
1E+703 703 696.5817 6.71857452024556*10^696
1E+704 704 697.5804 6.69950121682092*10^697
1E+705 705 698.5792 6.68050901881411*10^698
1E+706 706 699.5780 6.66159746702837*10^699
1E+707 707 700.5767 6.64276610551641*10^700
1E+708 708 701.5755 6.6240144815425*10^701
1E+709 709 702.5743 6.60534214556753*10^702
1E+710 710 703.5731 6.58674865121173*10^703
1E+711 711 704.5718 6.56823355523493*10^704
1E+712 712 705.5706 6.54979641750504*10^705
1E+713 713 706.5694 6.53143680097703*10^706
1E+714 714 707.5682 6.51315427166193*10^707
1E+715 715 708.5670 6.49494839860288*10^708
1E+716 716 709.5657 6.47681875385485*10^709
1E+717 717 710.5645 6.4587649124492*10^710
1E+718 718 711.5633 6.44078645237902*10^711
1E+719 719 712.5621 6.42288295456756*10^712
1E+720 720 713.5609 6.40505400284717*10^713
1E+721 721 714.5597 6.38729918393503*10^714
1E+722 722 715.5585 6.36961808740743*10^715
1E+723 723 716.5573 6.35201030567597*10^716
1E+724 724 717.5561 6.33447543396899*10^717
1E+725 725 718.5549 6.31701307029982*10^718
1E+726 726 719.5537 6.29962281545033*10^719
1E+727 727 720.5525 6.28230427294624*10^720
1E+728 728 721.5513 6.26505704903612*10^721
1E+729 729 722.5501 6.2478807526638*10^722
1E+730 730 723.5489 6.23077499545109*10^723
1E+731 731 724.5477 6.21373939167721*10^724
1E+732 732 725.5465 6.19677355825033*10^725
1E+733 733 726.5454 6.17987711469238*10^726
1E+734 734 727.5442 6.16304968311426*10^727
1E+735 735 728.5430 6.14629088819614*10^728
1E+736 736 729.5418 6.12960035716788*10^729
1E+737 737 730.5406 6.11297771978165*10^730
1E+738 738 731.5395 6.09642260830245*10^731
1E+739 739 732.5383 6.07993465747781*10^732
1E+740 740 733.5371 6.06351350452231*10^733
1E+741 741 734.5359 6.04715878909725*10^734
1E+742 742 735.5348 6.03087015329066*10^735
1E+743 743 736.5336 6.01464724159587*10^736
1E+744 744 737.5324 5.99848970089809*10^737
1E+745 745 738.5313 5.98239718044392*10^738
1E+746 746 739.5301 5.96636933183615*10^739
1E+747 747 740.5289 5.95040580900358*10^740
1E+748 748 741.5278 5.93450626818832*10^741
1E+749 749 742.5266 5.91867036792381*10^742
1E+750 750 743.5254 5.90289776902397*10^743
1E+751 751 744.5243 5.88718813455375*10^744
1E+752 752 745.5231 5.87154112981708*10^745
1E+753 753 746.5220 5.85595642234327*10^746
1E+754 754 747.5208 5.84043368185975*10^747
1E+755 755 748.5197 5.8249725802834*10^748
1E+756 756 749.5185 5.8095727916983*10^749
1E+757 757 750.5174 5.79423399233963*10^750
1E+758 758 751.5162 5.77895586057633*10^751
1E+759 759 752.5151 5.7637380768953*10^752
1E+760 760 753.5139 5.74858032388586*10^753
1E+761 761 754.5128 5.73348228621673*10^754
1E+762 762 755.5117 5.71844365062977*10^755
1E+763 763 756.5105 5.70346410591427*10^756
1E+764 764 757.5094 5.68854334289795*10^757
1E+765 765 758.5082 5.67368105442606*10^758
1E+766 766 759.5071 5.65887693534666*10^759
1E+767 767 760.5060 5.64413068249747*10^760
1E+768 768 761.5048 5.6294419946899*10^761
1E+769 769 762.5037 5.61481057268875*10^762
1E+770 770 763.5026 5.60023611920397*10^763
1E+771 771 764.5015 5.5857183388691*10^764
1E+772 772 765.5003 5.57125693823328*10^765
1E+773 773 766.4992 5.55685162573852*10^766
1E+774 774 767.4981 5.54250211171194*10^767
1E+775 775 768.4970 5.52820810834769*10^768
1E+776 776 769.4958 5.51396932969068*10^769
1E+777 777 770.4947 5.49978549162895*10^770
1E+778 778 771.4936 5.48565631187326*10^771
1E+779 779 772.4925 5.47158150994396*10^772
1E+780 780 773.4914 5.45756080715946*10^773
1E+781 781 774.4903 5.44359392662188*10^774
1E+782 782 775.4892 5.42968059320004*10^775
1E+783 783 776.4880 5.41582053352107*10^776
1E+784 784 777.4869 5.40201347595364*10^777
1E+785 785 778.4858 5.38825915059547*10^778
1E+786 786 779.4847 5.37455728926109*10^779
1E+787 787 780.4836 5.36090762546395*10^780
1E+788 788 781.4825 5.3473098944128*10^781
1E+789 789 782.4814 5.33376383298845*10^782
1E+790 790 783.4803 5.3202691797403*10^783
1E+791 791 784.4792 5.30682567486619*10^784
1E+792 792 785.4781 5.29343306020488*10^785
1E+793 793 786.4770 5.28009107921896*10^786
1E+794 794 787.4759 5.2667994769903*10^787
1E+795 795 788.4748 5.253558000199*10^788
1E+796 796 789.4737 5.24036639711765*10^789
1E+797 797 790.4727 5.22722441759462*10^790
1E+798 798 791.4716 5.2141318130472*10^791
1E+799 799 792.4705 5.20108833644642*10^792
1E+800 800 793.4694 5.18809374230622*10^793
1E+801 801 794.4683 5.17514778667132*10^794
1E+802 802 795.4672 5.16225022710652*10^795
1E+803 803 796.4661 5.14940082268744*10^796
1E+804 804 797.4651 5.13659933398328*10^797
1E+805 805 798.4640 5.12384552305182*10^798
1E+806 806 799.4629 5.11113915342771*10^799
1E+807 807 800.4618 5.09847999010556*10^800
1E+808 808 801.4607 5.08586779953517*10^801
1E+809 809 802.4597 5.07330234961142*10^802
1E+810 810 803.4586 5.06078340965769*10^803
1E+811 811 804.4575 5.04831075041861*10^804
1E+812 812 805.4565 5.03588414405295*10^805
1E+813 813 806.4554 5.02350336411592*10^806
1E+814 814 807.4543 5.01116818555488*10^807
1E+815 815 808.4533 4.99887838469842*10^808
1E+816 816 809.4522 4.98663373924035*10^809
1E+817 817 810.4511 4.97443402824082*10^810
1E+818 818 811.4501 4.96227903210132*10^811
1E+819 819 812.4490 4.95016853257109*10^812
1E+820 820 813.4479 4.93810231272499*10^813
1E+821 821 814.4469 4.92608015695829*10^814
1E+822 822 815.4458 4.91410185097775*10^815
1E+823 823 816.4448 4.90216718179263*10^816
1E+824 824 817.4437 4.89027593770074*10^817
1E+825 825 818.4427 4.87842790828482*10^818
1E+826 826 819.4416 4.86662288439873*10^819
1E+827 827 820.4406 4.85486065816136*10^820
1E+828 828 821.4395 4.84314102294682*10^821
1E+829 829 822.4385 4.8314637733722*10^822
1E+830 830 823.4374 4.81982870529291*10^823
1E+831 831 824.4364 4.80823561579062*10^824
1E+832 832 825.4353 4.79668430316749*10^825
1E+833 833 826.4343 4.78517456693546*10^826
1E+834 834 827.4332 4.77370620780562*10^827
1E+835 835 828.4322 4.76227902768269*10^828
1E+836 836 829.4312 4.75089282965703*10^829
1E+837 837 830.4301 4.73954741799293*10^830
1E+838 838 831.4291 4.72824259812207*10^831
1E+839 839 832.4280 4.71697817663692*10^832
1E+840 840 833.4270 4.70575396127563*10^833
1E+841 841 834.4260 4.69456976092426*10^834
1E+842 842 835.4249 4.68342538559926*10^835
1E+843 843 836.4239 4.67232064644619*10^836
1E+844 844 837.4229 4.661255355726*10^837
1E+845 845 838.4219 4.6502293268102*10^838
1E+846 846 839.4208 4.63924237417585*10^839
1E+847 847 840.4198 4.62829431339223*10^840
1E+848 848 841.4188 4.6173849611124*10^841
1E+849 849 842.4178 4.60651413507454*10^842
1E+850 850 843.4167 4.59568165408391*10^843
1E+851 851 844.4157 4.58488733801309*10^844
1E+852 852 845.4147 4.57413100778651*10^845
1E+853 853 846.4137 4.56341248538202*10^846
1E+854 854 847.4127 4.55273159381672*10^847
1E+855 855 848.4116 4.54208815714378*10^848
1E+856 856 849.4106 4.53148200044211*10^849
1E+857 857 850.4096 4.52091294981199*10^850
1E+858 858 851.4086 4.5103808323637*10^851
1E+859 859 852.4076 4.49988547621684*10^852
1E+860 860 853.4066 4.48942671048668*10^853
1E+861 861 854.4056 4.47900436528358*10^854
1E+862 862 855.4046 4.4686182716983*10^855
1E+863 863 856.4035 4.45826826180503*10^856
1E+864 864 857.4025 4.44795416864445*10^857
1E+865 865 858.4015 4.43767582622338*10^858
1E+866 866 859.4005 4.42743306950849*10^859
1E+867 867 860.3995 4.41722573441428*10^860
1E+868 868 861.3985 4.40705365780282*10^861
1E+869 869 862.3975 4.39691667747182*10^862
1E+870 870 863.3965 4.38681463215208*10^863
1E+871 871 864.3955 4.37674736150033*10^864
1E+872 872 865.3945 4.36671470609104*10^865
1E+873 873 866.3935 4.35671650741048*10^866
1E+874 874 867.3925 4.3467526078532*10^867
1E+875 875 868.3916 4.33682285071163*10^868
1E+876 876 869.3906 4.32692708017493*10^869
1E+877 877 870.3896 4.31706514131756*10^870
1E+878 878 871.3886 4.30723688009593*10^871
1E+879 879 872.3876 4.29744214334499*10^872
1E+880 880 873.3866 4.28768077876596*10^873
1E+881 881 874.3856 4.27795263492524*10^874
1E+882 882 875.3846 4.26825756124787*10^875
1E+883 883 876.3836 4.25859540800981*10^876
1E+884 884 877.3827 4.24896602633588*10^877
1E+885 885 878.3817 4.23936926818775*10^878
1E+886 886 879.3807 4.22980498636422*10^879
1E+887 887 880.3797 4.22027303449477*10^880
1E+888 888 881.3787 4.21077326702883*10^881
1E+889 889 882.3778 4.20130553923834*10^882
1E+890 890 883.3768 4.19186970720378*10^883
1E+891 891 884.3758 4.18246562781565*10^884
1E+892 892 885.3748 4.17309315876612*10^885
1E+893 893 886.3739 4.16375215854072*10^886
1E+894 894 887.3729 4.15444248641993*10^887
1E+895 895 888.3719 4.14516400246656*10^888
1E+896 896 889.3710 4.13591656752741*10^889
1E+897 897 890.3700 4.12670004322076*10^890
1E+898 898 891.3690 4.11751429193808*10^891
1E+899 899 892.3680 4.1083591768338*10^892
1E+900 900 893.3671 4.09923456182273*10^893
1E+901 901 894.3661 4.09014031157426*10^894
1E+902 902 895.3652 4.08107629150765*10^895
1E+903 903 896.3642 4.0720423677885*10^896
1E+904 904 897.3632 4.06303840731982*10^897
1E+905 905 898.3623 4.05406427773963*10^898
1E+906 906 899.3613 4.04511984741955*10^899
1E+907 907 900.3604 4.03620498545082*10^900
1E+908 908 901.3594 4.0273195616493*10^901
1E+909 909 902.3584 4.01846344654683*10^902
1E+910 910 903.3575 4.00963651138259*10^903
1E+911 911 904.3565 4.00083862810614*10^904
1E+912 912 905.3556 3.99206966936465*10^905
1E+913 913 906.3546 3.98332950850594*10^906
1E+914 914 907.3537 3.97461801956899*10^907
1E+915 915 908.3527 3.96593507728073*10^908
1E+916 916 909.3518 3.95728055704978*10^909
1E+917 917 910.3508 3.94865433496746*10^910
1E+918 918 911.3499 3.94005628779536*10^911
1E+919 919 912.3489 3.93148629296845*10^912
1E+920 920 913.3480 3.92294422858693*10^913
1E+921 921 914.3470 3.91442997341108*10^914
1E+922 922 915.3461 3.90594340685834*10^915
1E+923 923 916.3452 3.89748440900134*10^916
1E+924 924 917.3442 3.88905286055881*10^917
1E+925 925 918.3433 3.88064864289377*10^918
1E+926 926 919.3423 3.87227163801161*10^919
1E+927 927 920.3414 3.86392172855316*10^920
1E+928 928 921.3405 3.85559879778991*10^921
1E+929 929 922.3395 3.84730272962216*10^922
1E+930 930 923.3386 3.83903340857428*10^923
1E+931 931 924.3377 3.83079071978991*10^924
1E+932 932 925.3367 3.82257454902927*10^925
1E+933 933 926.3358 3.81438478266345*10^926
1E+934 934 927.3349 3.80622130767274*10^927
1E+935 935 928.3339 3.79808401164003*10^928
1E+936 936 929.3330 3.78997278275011*10^929
1E+937 937 930.3321 3.7818875097822*10^930
1E+938 938 931.3312 3.77382808211029*10^931
1E+939 939 932.3302 3.76579438969468*10^932
1E+940 940 933.3293 3.75778632308245*10^933
1E+941 941 934.3284 3.74980377340196*10^934
1E+942 942 935.3275 3.74184663235845*10^935
1E+943 943 936.3265 3.73391479223061*10^936
1E+944 944 937.3256 3.72600814586814*10^937
1E+945 945 938.3247 3.71812658668643*10^938
1E+946 946 939.3238 3.71027000866709*10^939
1E+947 947 940.3229 3.7024383063459*10^940
1E+948 948 941.3220 3.69463137482013*10^941
1E+949 949 942.3210 3.68684910973467*10^942
1E+950 950 943.3201 3.67909140728647*10^943
1E+951 951 944.3192 3.67135816421744*10^944
1E+952 952 945.3183 3.66364927780936*10^945
1E+953 953 946.3174 3.65596464588641*10^946
1E+954 954 947.3165 3.64830416680534*10^947
1E+955 955 948.3156 3.64066773945422*10^948
1E+956 956 949.3147 3.6330552632522*10^949
1E+957 957 950.3137 3.62546663814262*10^950
1E+958 958 951.3128 3.61790176458896*10^951
1E+959 959 952.3119 3.61036054357561*10^952
1E+960 960 953.3110 3.60284287660201*10^953
1E+961 961 954.3101 3.59534866567868*10^954
1E+962 962 955.3092 3.58787781332616*10^955
1E+963 963 956.3083 3.58043022257201*10^956
1E+964 964 957.3074 3.5730057969432*10^957
1E+965 965 958.3065 3.56560444046977*10^958
1E+966 966 959.3056 3.55822605767533*10^959
1E+967 967 960.3047 3.55087055357988*10^960
1E+968 968 961.3038 3.54353783369035*10^961
1E+969 969 962.3029 3.5362278040043*10^962
1E+970 970 963.3020 3.5289403710025*10^963
1E+971 971 964.3011 3.52167544164516*10^964
1E+972 972 965.3002 3.51443292337293*10^965
1E+973 973 966.2993 3.50721272410128*10^966
1E+974 974 967.2985 3.50001475221879*10^967
1E+975 975 968.2976 3.49283891658251*10^968
1E+976 976 969.2967 3.48568512651627*10^969
1E+977 977 970.2958 3.47855329180792*10^970
1E+978 978 971.2949 3.47144332270677*10^971
1E+979 979 972.2940 3.46435512992087*10^972
1E+980 980 973.2931 3.45728862461078*10^973
1E+981 981 974.2922 3.45024371839247*10^974
1E+982 982 975.2913 3.44322032333103*10^975
1E+983 983 976.2905 3.43621835193817*10^976
1E+984 984 977.2896 3.42923771716968*10^977
1E+985 985 978.2887 3.42227833242375*10^978
1E+986 986 979.2878 3.41534011153761*10^979
1E+987 987 980.2869 3.40842296878237*10^980
1E+988 988 981.2861 3.40152681886676*10^981
1E+989 989 982.2852 3.39465157692754*10^982
1E+990 990 983.2843 3.38779715853068*10^983
1E+991 991 984.2834 3.38096347966798*10^984
1E+992 992 985.2825 3.37415045675473*10^985
1E+993 993 986.2817 3.3673580066264*10^986
1E+994 994 987.2808 3.36058604653714*10^987
1E+995 995 988.2799 3.35383449415486*10^988
1E+996 996 989.2790 3.34710326756408*10^989
1E+997 997 990.2782 3.34039228525664*10^990
1E+998 998 991.2773 3.33370146613465*10^991
1E+999 999 992.2764 3.32703072950469*10^992
1E+1000 1000 993.2756 3.32037999507642*10^993

		自动登录	找回密码
密码			注册

10的任意次幂的哥猜数

点评

浏览过的版块