给出一组哥猜真值，仅供参考！

时空伴随者 · 发表于 2022-9-15 13:48

2022-09-15 11:09:28
G(1000000236) = 3407854
G(1000000238) = 1714982
G(1000000240) = 2271766
G(1000000242) = 3411777
G(1000000244) = 1708631
G(1000000246) = 2044566
G(1000000248) = 4198200
G(1000000250) = 2331262
G(1000000252) = 1706951
G(1000000254) = 3786481
G(1000000256) = 1784588
G(1000000258) = 1752433
G(1000000260) = 5586559
G(1000000262) = 1726161
G(1000000264) = 1715859
G(1000000266) = 3408933
G(1000000268) = 1723546
G(1000000270) = 2272576
G(1000000272) = 3534807
G(1000000274) = 2231112
G(1000000276) = 1892749
G(1000000278) = 3414992
G(1000000280) = 2292191
G(1000000282) = 1849299
G(1000000284) = 3409429
G(1000000286) = 1826846
G(1000000288) = 2046936
G(1000000290) = 4670991
G(1000000292) = 1703905
G(1000000294) = 1808304
G(1000000296) = 3407527
G(1000000298) = 1899305
G(1000000300) = 2477828
G(1000000302) = 4283285
G(1000000304) = 1703027
G(1000000306) = 1705522
G(1000000308) = 3407040
G(1000000310) = 2288276
G(1000000312) = 1705005
G(1000000314) = 3407928
G(1000000316) = 2182663
G(1000000318) = 1716253
G(1000000320) = 5080302
G(1000000322) = 1734689
G(1000000324) = 1804091
G(1000000326) = 3798570
G(1000000328) = 1753670
G(1000000330) = 2827568
G(1000000332) = 3593859
G(1000000334) = 1705866
G(1000000336) = 1703294
G(1000000338) = 3407942
G(1000000340) = 2270551
G(1000000342) = 1904281
G(1000000344) = 4089733
G(1000000346) = 1744566
G(1000000348) = 1786131
G(1000000350) = 4844781
G(1000000352) = 1884699
G(1000000354) = 1720677
G(1000000356) = 3525327
G(1000000358) = 2045824
G(1000000360) = 2272800
G(1000000362) = 3612454
G(1000000364) = 1913317
用时 9556.298957109451 秒

时空伴随者 · 发表于 2022-9-15 13:49

本帖最后由时空伴随者于 2022-9-16 17:14 编辑

2022-09-15 13:49:38
1000000236 [2, 2, 3, 83333353]
1000000238 [2, 223, 547, 4099]
1000000240 [2, 2, 2, 2, 5, 12500003]
1000000242 [2, 3, 3, 3, 3, 1063, 5807]
1000000244 [2, 2, 359, 696379]
1000000246 [2, 7, 71428589]
1000000248 [2, 2, 2, 3, 13, 17, 19, 9923]
1000000250 [2, 5, 5, 5, 41, 97561]
1000000252 [2, 2, 887, 281849]
1000000254 [2, 3, 11, 15151519]
1000000256 [2, 2, 2, 2, 2, 2, 2, 2, 23, 169837]
1000000258 [2, 37, 13513517]
1000000260 [2, 2, 3, 3, 5, 7, 43, 18457]
1000000262 [2, 89, 991, 5669]
1000000264 [2, 2, 2, 137, 912409]
1000000266 [2, 3, 166666711]
1000000268 [2, 2, 83, 3012049]
1000000270 [2, 5, 1747, 57241]
1000000272 [2, 2, 2, 2, 3, 29, 718391]
1000000274 [2, 7, 13, 5494507]
1000000276 [2, 2, 11, 22727279]
1000000278 [2, 3, 3, 461, 120511]
1000000280 [2, 2, 2, 5, 113, 221239]
1000000282 [2, 17, 73, 617, 653]
1000000284 [2, 2, 3, 83333357]
1000000286 [2, 19, 127, 353, 587]
1000000288 [2, 2, 2, 2, 2, 7, 1907, 2341]
1000000290 [2, 3, 5, 53, 131, 4801]
1000000292 [2, 2, 250000073]
1000000294 [2, 31, 47, 571, 601]
1000000296 [2, 2, 2, 3, 3, 3, 4629631]
1000000298 [2, 11, 271, 167729]
1000000300 [2, 2, 5, 5, 13, 769231]
1000000302 [2, 3, 7, 23, 1035197]
1000000304 [2, 2, 2, 2, 62500019]
1000000306 [2, 811, 616523]
1000000308 [2, 2, 3, 83333359]
1000000310 [2, 5, 283, 307, 1151]
1000000312 [2, 2, 2, 3137, 39847]
1000000314 [2, 3, 3, 55555573]
1000000316 [2, 2, 7, 17, 2100841]
1000000318 [2, 211, 373, 6353]
1000000320 [2, 2, 2, 2, 2, 2, 3, 5, 11, 281, 337]
1000000322 [2, 59, 1549, 5471]
1000000324 [2, 2, 19, 19, 692521]
1000000326 [2, 3, 13, 67, 179, 1069]
1000000328 [2, 2, 2, 61, 79, 25939]
1000000330 [2, 5, 7, 7, 29, 70373]
1000000332 [2, 2, 3, 3, 37, 41, 18311]
1000000334 [2, 701, 713267]
1000000336 [2, 2, 2, 2, 5147, 12143]
1000000338 [2, 3, 166666723]
1000000340 [2, 2, 5, 50000017]
1000000342 [2, 11, 167, 272183]
1000000344 [2, 2, 2, 3, 7, 5952383]
1000000346 [2, 43, 11627911]
1000000348 [2, 2, 23, 10869569]
1000000350 [2, 3, 3, 3, 5, 5, 17, 43573]
1000000352 [2, 2, 2, 2, 2, 13, 71, 33857]
1000000354 [2, 97, 5154641]
1000000356 [2, 2, 3, 31, 2688173]
1000000358 [2, 7, 5261, 13577]
1000000360 [2, 2, 2, 5, 25000009]
1000000362 [2, 3, 19, 2017, 4349]
1000000364 [2, 2, 11, 191, 257, 463]
用时 0.011000871658325195 秒
回复独木星空谁
这里给出的是真值，100%普查。
我原先的抽查，选定大的区域，考查小的区域，然后按比例计数！考查范围内是实实在在的两素数分拆，与剩余类无关！

重生888@ · 发表于 2022-9-15 15:21

楼主偶数素数对真值是可信的@因为：
G（1000000260）=5586559
D（1000000260）=5/3*（W）=4495692 4495692/4=1123923

D1=1123923*1.2*42/41*4=5526411

D1/G=0.989233 1000000260有小素因子7. 43

重生888@ · 发表于 2022-9-15 16:38

本帖最后由重生888@ 于 2022-9-15 16:46 编辑

如果时空先生的哥猜数有少量误差，用你的这种检验方法是查不出来的！
少量误差不敢说，看开头几个偶数，也能佐证：
G（1000000236）=3407854                   D（）=1123923*3=3371789    D/G=0.989411
G（1000000238）=1714982                   D（）=1123923*1.5=1685884 D/G=0.983033
G（1000000240）=2271766                   D（）=1123923*2=2207846    D/G=0.989470

以上偶数没有小素因子！

重生888@ · 发表于 2022-9-15 16:43

可见，我的公式，计算最大下限值，多么有作用！（在有真值对比的情况下，有判断偶数有无小素因子的作用。）

yangchuanju · 发表于 2022-9-15 17:47

花费一个多小时，抽验了5个哥猜数最小的偶数，时空伴随着的计算值全部正确！特此祝贺时空老师的程序成功！
时空伴随着哥猜数真实值及最大素数对
G(1000000238) = 1714982 1714982,n= 499999267 + 500000971，正确！
G(1000000244) = 1708631 1708631,n= 499999693 + 500000551，正确！
G(1000000252) = 1706951 1706951,n= 500000069 + 500000183，正确！
G(1000000256) = 1784588 1784588,n= 499999897 + 500000359，正确！
G(1000000258) = 1752433 1752433,n= 500000057 + 500000201，正确！

重生888@ · 发表于 2022-9-15 18:30

yangchuanju 发表于 2022-9-15 17:47
花费一个多小时，抽验了5个哥猜数最小的偶数，时空伴随着的计算值全部正确！特此祝贺时空老师的程序成功！ ...

看到杨先生
G（1000000256）=1784558 D（）=1123923*1.5=1685884
D1=1685884*（23-1）/（23-2）=1766164

yangchuanju · 发表于 2022-9-16 06:25

时空伴随着先生计算并给出65个连续的稍大于100亿的偶数的哥猜数，经部分抽核都等于这些偶数的真实值；
用哈李对数式计算值与其比对，“哈李/真值”为0.9015-0.9030，哈李对数式计算值小于对应偶数哥猜真实值，是正常的；
再用白新岭Σ累加和前三项和与其比对，“三项和/真值”为1.0011-1.0028，表明用累加式的前三项和作为某偶数的哥猜数（素数对）是可行的，其数值仅稍大于真实值0.1-0.3%。
偶数时空真值波动因子哈李值哈李/真值白三项和三项和/真值
1000000236 3407854 2.0000 3074426.34 0.9022 3414092.41 1.0018
1000000238 1714982 1.0066 1547379.82 0.9023 1718336.08 1.0020
1000000240 2271766 1.3333 2049617.57 0.9022 2276061.62 1.0019
1000000242 3411777 2.0022 3077854.15 0.9021 3417898.92 1.0018
1000000244 1708631 1.0028 1541519.10 0.9022 1711827.86 1.0019
1000000246 2044566 1.2000 1844655.82 0.9022 2048455.47 1.0019
1000000248 4198200 2.4644 3788338.16 0.9024 4206878.01 1.0021
1000000250 2331262 1.3675 2102171.89 0.9017 2334422.19 1.0014
1000000252 1706951 1.0011 1538950.16 0.9016 1708975.10 1.0012
1000000254 3786481 2.2222 3416029.33 0.9022 3793436.07 1.0018
1000000256 1784588 1.0476 1610413.83 0.9024 1788334.15 1.0021
1000000258 1752433 1.0286 1581133.58 0.9023 1755818.99 1.0019
1000000260 5586559 3.2782 5039332.92 0.9020 5596084.07 1.0017
1000000262 1726161 1.0127 1556729.15 0.9018 1728718.34 1.0015
1000000264 1715859 1.0074 1548599.98 0.9025 1719691.04 1.0022
1000000266 3408933 2.0000 3074426.43 0.9019 3414092.50 1.0015
1000000268 1723546 1.0123 1556191.16 0.9029 1728120.90 1.0027
1000000270 2272576 1.3341 2050792.19 0.9024 2277366.01 1.0021
1000000272 3534807 2.0741 3188294.09 0.9020 3540540.39 1.0016
1000000274 2231112 1.3091 2012351.86 0.9020 2234678.75 1.0016
1000000276 1892749 1.1111 1708014.70 0.9024 1896718.07 1.0021
1000000278 3414992 2.0044 3081124.56 0.9022 3421530.65 1.0019
1000000280 2292191 1.3453 2068082.67 0.9022 2296566.76 1.0019
1000000282 1849299 1.0851 1668050.48 0.9020 1852338.57 1.0016
1000000284 3409429 2.0000 3074426.48 0.9017 3414092.56 1.0014
1000000286 1826846 1.0722 1648145.43 0.9022 1830234.38 1.0019
1000000288 2046936 1.2011 1846413.28 0.9020 2050407.09 1.0017
1000000290 4670991 2.7406 4212890.27 0.9019 4678335.11 1.0016
1000000292 1703905 1.0000 1537213.25 0.9022 1707046.29 1.0018
1000000294 1808304 1.0611 1631134.27 0.9020 1811343.81 1.0017
1000000296 3407527 2.0000 3074426.51 0.9022 3414092.60 1.0019
1000000298 1899305 1.1152 1714364.23 0.9026 1903769.11 1.0024
1000000300 2477828 1.4545 2235946.56 0.9024 2482976.44 1.0021
1000000302 4283285 2.5143 3864993.35 0.9023 4292002.14 1.0020
1000000304 1703027 1.0000 1537213.27 0.9026 1707046.31 1.0024
1000000306 1705522 1.0012 1539113.41 0.9024 1709156.38 1.0021
1000000308 3407040 2.0000 3074426.54 0.9024 3414092.63 1.0021
1000000310 2288276 1.3436 2065451.73 0.9026 2293645.15 1.0023
1000000312 1705005 1.0003 1537703.62 0.9019 1707590.83 1.0015
1000000314 3407928 2.0000 3074426.56 0.9021 3414092.65 1.0018
1000000316 2182663 1.2800 1967633.00 0.9015 2185019.30 1.0011
1000000318 1716253 1.0077 1548975.49 0.9025 1720108.03 1.0022
1000000320 5080302 2.9825 4584676.02 0.9024 5091196.16 1.0021
1000000322 1734689 1.0184 1565479.25 0.9025 1738435.15 1.0022
1000000324 1804091 1.0588 1627637.61 0.9022 1807460.83 1.0019
1000000326 3798570 2.2300 3427968.62 0.9024 3806694.43 1.0021
1000000328 1753670 1.0302 1583631.00 0.9030 1758592.32 1.0028
1000000330 2827568 1.6593 2550635.41 0.9021 2832432.46 1.0017
1000000332 3593859 2.1100 3243528.30 0.9025 3601876.93 1.0022
1000000334 1705866 1.0014 1539412.47 0.9024 1709488.48 1.0021
1000000336 1703294 1.0003 1537638.73 0.9027 1707518.78 1.0025
1000000338 3407942 2.0000 3074426.63 0.9021 3414092.72 1.0018
1000000340 2270551 1.3333 2049617.76 0.9027 2276061.82 1.0024
1000000342 1904281 1.1178 1718366.40 0.9024 1908213.45 1.0021
1000000344 4089733 2.4000 3689311.97 0.9021 4096911.29 1.0018
1000000346 1744566 1.0244 1574706.33 0.9026 1748681.65 1.0024
1000000348 1786131 1.0476 1610413.96 0.9016 1788334.30 1.0012
1000000350 4844781 2.8444 4372517.92 0.9025 4855598.59 1.0022
1000000352 1884699 1.1067 1701263.77 0.9027 1889221.29 1.0024
1000000354 1720677 1.0105 1553394.53 0.9028 1725015.30 1.0025
1000000356 3525327 2.0690 3180441.39 0.9022 3531820.12 1.0018
1000000358 2045824 1.2003 1845142.68 0.9019 2048996.11 1.0016
1000000360 2272800 1.3333 2049617.79 0.9018 2276061.86 1.0014
1000000362 3612454 2.1192 3257640.07 0.9018 3617547.79 1.0014
1000000364 1913317 1.1238 1727524.72 0.9029 1918383.58 1.0026

时空伴随者 · 发表于 2022-9-16 18:39

本帖最后由时空伴随者于 2022-9-18 13:39 编辑

再来一组真值，用时太长了。
2022-09-16 10:24:09
G(2022091610) = 5742191 [2, 5, 7, 11, 163, 16111]
G(2022091612) = 3212371 [2, 2, 505522903]
G(2022091614) = 6422992 [2, 3, 3, 3, 3, 12482047]
G(2022091616) = 3273906 [2, 2, 2, 2, 2, 53, 1192271]
G(2022091618) = 3216283 [2, 547, 1848347]
G(2022091620) = 8563708 [2, 2, 3, 5, 33701527]
G(2022091622) = 3620247 [2, 17, 31, 47, 40819]
G(2022091624) = 3911424 [2, 2, 2, 7, 7, 67, 76991]
G(2022091626) = 6421880 [2, 3, 337015271]
G(2022091628) = 3300786 [2, 2, 41, 421, 29287]
G(2022091630) = 4670936 [2, 5, 13, 15554551]
G(2022091632) = 7148496 [2, 2, 2, 2, 3, 3, 11, 617, 2069]
G(2022091634) = 3234266 [2, 131, 7717907]
G(2022091636) = 3218330 [2, 2, 523, 966583]
G(2022091638) = 7710439 [2, 3, 7, 4261, 11299]
G(2022091640) = 4279822 [2, 2, 2, 5, 50552291]
G(2022091642) = 3342436 [2, 29, 251, 138899]
G(2022091644) = 7228009 [2, 2, 3, 19, 23, 71, 5431]
G(2022091646) = 3221898 [2, 317, 3189419]
G(2022091648) = 3212005 [2, 2, 2, 2, 2, 2, 2, 15797591]
G(2022091650) = 8668205 [2, 3, 3, 5, 5, 83, 54139]
G(2022091652) = 3858916 [2, 2, 7, 769, 93911]
G(2022091654) = 3574859 [2, 11, 521, 176417]
G(2022091656) = 7474202 [2, 2, 2, 3, 13, 17, 381239]
G(2022091658) = 3233721 [2, 139, 7273711]
G(2022091660) = 4357176 [2, 2, 5, 59, 1713637]
G(2022091662) = 6604607 [2, 3, 37, 9108521]
G(2022091664) = 3220390 [2, 2, 2, 2, 337, 375017]
G(2022091666) = 3855713 [2, 7, 1181, 122299]
G(2022091668) = 6437219 [2, 2, 3, 3, 3, 431, 43441]
G(2022091670) = 4281328 [2, 5, 202209167]
G(2022091672) = 3211422 [2, 2, 2, 252761459]
G(2022091674) = 6482449 [2, 3, 103, 3271993]
G(2022091676) = 3574705 [2, 2, 11, 461, 99689]
G(2022091678) = 3256154 [2, 73, 13849943]
G(2022091680) =10274192 [2, 2, 2, 2, 2, 3, 5, 7, 601813]
G(2022091682) = 3748424 [2, 13, 19, 19, 97, 2221]
G(2022091684) = 3461608 [2, 2, 31, 43, 61, 6217]
G(2022091686) = 6422784 [2, 3, 3, 112338427]
G(2022091688) = 3212759 [2, 2, 2, 1321, 191341]
G(2022091690) = 4802182 [2, 5, 17, 23, 277, 1867]
G(2022091692) = 6424253 [2, 2, 3, 9463, 17807]
G(2022091694) = 3854913 [2, 7, 144435121]
G(2022091696) = 3216300 [2, 2, 2, 2, 1117, 113143]
G(2022091698) = 7136745 [2, 3, 11, 30637753]
G(2022091700) = 4482650 [2, 2, 5, 5, 29, 109, 6397]
G(2022091702) = 3225923 [2, 241, 4195211]
G(2022091704) = 6419585 [2, 2, 2, 3, 3, 28084607]
G(2022091706) = 3215623 [2, 739, 1368127]
G(2022091708) = 4202702 [2, 2, 7, 13, 5555197]
G(2022091710) = 8893602 [2, 3, 5, 41, 41, 101, 397]
G(2022091712) = 3218684 [2, 2, 2, 2, 2, 2, 499, 63317]
G(2022091714) = 3236162 [2, 127, 7960991]
G(2022091716) = 6578913 [2, 2, 3, 47, 569, 6301]
G(2022091718) = 3212769 [2, 3181, 317839]
G(2022091720) = 5038338 [2, 2, 2, 5, 11, 19, 241877]
G(2022091722) = 7855507 [2, 3, 3, 3, 7, 7, 53, 14419]
G(2022091724) = 3425260 [2, 2, 17, 29736643]
G(2022091726) = 3223103 [2, 307, 3293309]
G(2022091728) = 6422975 [2, 2, 2, 2, 3, 42126911]
用时 28897.549786567688 秒
python 一种解释型编程语言。

重生888@ · 发表于 2022-9-17 07:56

时空伴随者发表于 2022-9-16 18:39
再来一组真值，用时太长了。
2022-09-16 10:24:09
G(2022091610) = 5742191 [2, 5, 7, 11, 163, 16111]

楼主的真值是可信的！
G（2022091610）=5742191
D（2022091610）=5/6*（W）=4228736       4228736/2=2114368
D1=2114368*6/5*10/9*2=5638314                D1/G=0.981909*162/161=0.988008

G（2022091612）=3212371
D（2022091612）=2114368*1.5=3171552       D/G=0.987293

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给出一组哥猜真值，仅供参考！

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