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数论问题巅峰对决

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发表于 2020-8-19 18:34 | 显示全部楼层
求助:ysr 兄,

显示 2n 从64至10000,验证有无缺项?谢谢!!

遍历偶数猜想

设 2n>=64, 至少存在一个素数p,

使 p+30 与 2n-p 及 2n-p-30 均为素数,
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 楼主| 发表于 2020-8-19 19:24 | 显示全部楼层
上班呢,明天下午下班再弄吧!这是3生素数?应该是有无穷多,当然在64~10000之间是有限的。
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发表于 2020-8-19 21:27 | 显示全部楼层
4生素数 ( 显示64~10^4 )

素数 p,使 p+30 与 2n-p 及 2n-p-30 均为素数,

4生素数 ( 显示64~10^4 )

素数 p,素数 p+30,素数 2n-p,素数 2n-p-30 .
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 楼主| 发表于 2020-8-20 08:21 | 显示全部楼层
嗯嗯好,对,是4生素数。下班再弄吧,好验证的。
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 楼主| 发表于 2020-8-20 18:52 | 显示全部楼层
下班了,验证一下程序是否能运行,计算1~1000内的素数打头的间隔为34的2对孪生素数组成的4生素数:
1与1000之间有由间距为34的2对孪生素数组成的6组4生素数对:
/5/7/41/43
/71/73/107/109
/101/103/137/139
/191/193/227/229
/311/313/347/349
/821/823/857/859

下面改进一下,验证蔡兄提出的命题。
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 楼主| 发表于 2020-8-20 19:33 | 显示全部楼层
本帖最后由 ysr 于 2020-8-20 12:51 编辑

如下为程序结果及代码(不知道是否理解得对?);
1与20之间有由间距为9898的2对差为30的素数组成的1253组4生素数对:(控件里可能仅显示了1095行即1095组)
/44/7/37/7/37
/48/7/37/11/41
/50/7/37/13/43
/54/7/37/17/47
/60/7/37/23/53
/66/7/37/29/59
/68/7/37/31/61
/74/7/37/37/67
/78/7/37/41/71
/80/7/37/43/73
/90/7/37/53/83
/96/7/37/59/89
/106/7/37/67/97
/110/7/37/71/101
/118/7/37/79/109
/122/7/37/83/113
/146/7/37/107/137
/166/7/37/127/157
/190/7/37/151/181
/202/7/37/163/193
/206/7/37/167/197
/238/7/37/199/229
/250/7/37/211/241
/266/7/37/227/257
/278/7/37/239/269
/290/7/37/251/281
/302/7/37/263/293
/322/7/37/283/313
/346/7/37/307/337
/398/7/37/359/389
/406/7/37/367/397
/418/7/37/379/409
/458/7/37/419/449
/470/7/37/431/461
/518/7/37/479/509
/530/7/37/491/521
/586/7/37/547/577
/602/7/37/563/593
/610/7/37/571/601
/626/7/37/587/617
/670/7/37/631/661
/682/7/37/643/673
/686/7/37/647/677
/766/7/37/727/757
/778/7/37/739/769
/782/7/37/743/773
/862/7/37/823/853
/866/7/37/827/857
/946/7/37/907/937
/950/7/37/911/941
/986/7/37/947/977
/1006/7/37/967/997
/1022/7/37/983/1013
/1030/7/37/991/1021
/1058/7/37/1019/1049
/1070/7/37/1031/1061
/1078/7/37/1039/1069
/1102/7/37/1063/1093
/1126/7/37/1087/1117
/1162/7/37/1123/1153
/1190/7/37/1151/1181
/1202/7/37/1163/1193
/1210/7/37/1171/1201
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 楼主| 发表于 2020-8-20 19:34 | 显示全部楼层
本帖最后由 ysr 于 2020-8-20 12:06 编辑

/1226/7/37/1187/1217
/1298/7/37/1259/1289
/1330/7/37/1291/1321
/1438/7/37/1399/1429
/1462/7/37/1423/1453
/1490/7/37/1451/1481
/1498/7/37/1459/1489
/1562/7/37/1523/1553
/1606/7/37/1567/1597
/1610/7/37/1571/1601
/1618/7/37/1579/1609
/1622/7/37/1583/1613
/1646/7/37/1607/1637
/1666/7/37/1627/1657
/1702/7/37/1663/1693
/1706/7/37/1667/1697
/1762/7/37/1723/1753
/1786/7/37/1747/1777
/1798/7/37/1759/1789
/1870/7/37/1831/1861
/1886/7/37/1847/1877
/1910/7/37/1871/1901
/2026/7/37/1987/2017
/2038/7/37/1999/2029
/2078/7/37/2039/2069
/2122/7/37/2083/2113
/2138/7/37/2099/2129
/2150/7/37/2111/2141
/2170/7/37/2131/2161
/2246/7/37/2207/2237
/2278/7/37/2239/2269
/2282/7/37/2243/2273
/2290/7/37/2251/2281
/2306/7/37/2267/2297
/2350/7/37/2311/2341
/2386/7/37/2347/2377
/2390/7/37/2351/2381
/2450/7/37/2411/2441
/2486/7/37/2447/2477
/2618/7/37/2579/2609
/2630/7/37/2591/2621
/2686/7/37/2647/2677
/2698/7/37/2659/2689
/2702/7/37/2663/2693
/2722/7/37/2683/2713
/2738/7/37/2699/2729
/2750/7/37/2711/2741
/2758/7/37/2719/2749
/2806/7/37/2767/2797
/2842/7/37/2803/2833
/2918/7/37/2879/2909
/2926/7/37/2887/2917
/2966/7/37/2927/2957
/2978/7/37/2939/2969
/3010/7/37/2971/3001
/3050/7/37/3011/3041
/3058/7/37/3019/3049
/3118/7/37/3079/3109
/3226/7/37/3187/3217
/3230/7/37/3191/3221
/3310/7/37/3271/3301
/3338/7/37/3299/3329
/3370/7/37/3331/3361
/3382/7/37/3343/3373
/3398/7/37/3359/3389
/3538/7/37/3499/3529
/3550/7/37/3511/3541
/3566/7/37/3527/3557
/3622/7/37/3583/3613
/3646/7/37/3607/3637
/3682/7/37/3643/3673
/3710/7/37/3671/3701
/3778/7/37/3739/3769
/3806/7/37/3767/3797
/3842/7/37/3803/3833
/3862/7/37/3823/3853
/3886/7/37/3847/3877
/3890/7/37/3851/3881
/4058/7/37/4019/4049
/4066/7/37/4027/4057
/4138/7/37/4099/4129
/4166/7/37/4127/4157
/4250/7/37/4211/4241
/4270/7/37/4231/4261
/4282/7/37/4243/4273
/4298/7/37/4259/4289
/4366/7/37/4327/4357
/4430/7/37/4391/4421
/4490/7/37/4451/4481
/4502/7/37/4463/4493
/4522/7/37/4483/4513
/4558/7/37/4519/4549
/4606/7/37/4567/4597
/4630/7/37/4591/4621
/4682/7/37/4643/4673
/4730/7/37/4691/4721
/4742/7/37/4703/4733
/4798/7/37/4759/4789
/4822/7/37/4783/4813
/4826/7/37/4787/4817
/4870/7/37/4831/4861
/4942/7/37/4903/4933
/4982/7/37/4943/4973
/5090/7/37/5051/5081
/5206/7/37/5167/5197
/5218/7/37/5179/5209
/5270/7/37/5231/5261
/5318/7/37/5279/5309
/5342/7/37/5303/5333
/5390/7/37/5351/5381
/5426/7/37/5387/5417
/5446/7/37/5407/5437
/5458/7/37/5419/5449
/5510/7/37/5471/5501
/5566/7/37/5527/5557
/5662/7/37/5623/5653
/5678/7/37/5639/5669
/5698/7/37/5659/5689
/5750/7/37/5711/5741
/5822/7/37/5783/5813
/5830/7/37/5791/5821
/5866/7/37/5827/5857
/5878/7/37/5839/5869
/5890/7/37/5851/5881
/5906/7/37/5867/5897
/5962/7/37/5923/5953
/6046/7/37/6007/6037
/6082/7/37/6043/6073
/6130/7/37/6091/6121
/6182/7/37/6143/6173
/6238/7/37/6199/6229
/6286/7/37/6247/6277
/6310/7/37/6271/6301
/6326/7/37/6287/6317
/6338/7/37/6299/6329
/6362/7/37/6323/6353
/6382/7/37/6343/6373
/6398/7/37/6359/6389
/6406/7/37/6367/6397
/6490/7/37/6451/6481
/6530/7/37/6491/6521
/6586/7/37/6547/6577
/6590/7/37/6551/6581
/6646/7/37/6607/6637
/6698/7/37/6659/6689
/6718/7/37/6679/6709
/6742/7/37/6703/6733
/6802/7/37/6763/6793
/6842/7/37/6803/6833
/6866/7/37/6827/6857
/6986/7/37/6947/6977
/7006/7/37/6967/6997
/7010/7/37/6971/7001
/7022/7/37/6983/7013
/7066/7/37/7027/7057
/7078/7/37/7039/7069
/7118/7/37/7079/7109
/7246/7/37/7207/7237
/7490/7/37/7451/7481
/7498/7/37/7459/7489
/7526/7/37/7487/7517
/7538/7/37/7499/7529
/7546/7/37/7507/7537
/7586/7/37/7547/7577
/7598/7/37/7559/7589
/7630/7/37/7591/7621
/7678/7/37/7639/7669
/7682/7/37/7643/7673
/7726/7/37/7687/7717
/7762/7/37/7723/7753
/7766/7/37/7727/7757
/7798/7/37/7759/7789
/7862/7/37/7823/7853
/7946/7/37/7907/7937
/7958/7/37/7919/7949
/8002/7/37/7963/7993
/8078/7/37/8039/8069
/8098/7/37/8059/8089
/8126/7/37/8087/8117
/8218/7/37/8179/8209
/8230/7/37/8191/8221
/8282/7/37/8243/8273
/8302/7/37/8263/8293
/8326/7/37/8287/8317
/8470/7/37/8431/8461
/8582/7/37/8543/8573
/8638/7/37/8599/8629
/8686/7/37/8647/8677
/8702/7/37/8663/8693
/8746/7/37/8707/8737
/8770/7/37/8731/8761
/8846/7/37/8807/8837
/8858/7/37/8819/8849
/8870/7/37/8831/8861
/8902/7/37/8863/8893
/9010/7/37/8971/9001
/9038/7/37/8999/9029
/9050/7/37/9011/9041
/9142/7/37/9103/9133
/9166/7/37/9127/9157
/9190/7/37/9151/9181
/9266/7/37/9227/9257
/9350/7/37/9311/9341
/9358/7/37/9319/9349
/9430/7/37/9391/9421
/9442/7/37/9403/9433
/9470/7/37/9431/9461
/9506/7/37/9467/9497
/9530/7/37/9491/9521
/9658/7/37/9619/9649
/9670/7/37/9631/9661
/9758/7/37/9719/9749
/9778/7/37/9739/9769
/9826/7/37/9787/9817
/9842/7/37/9803/9833
/9910/7/37/9871/9901
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 楼主| 发表于 2020-8-20 19:35 | 显示全部楼层
本帖最后由 ysr 于 2020-8-20 12:15 编辑

这仍然是1~20间的素数打头的:(接续)
/48/11/41/7/37
/52/11/41/11/41
/54/11/41/13/43
/58/11/41/17/47
/64/11/41/23/53
/70/11/41/29/59
/72/11/41/31/61
/78/11/41/37/67
/82/11/41/41/71
/84/11/41/43/73
/94/11/41/53/83
/102/11/41/59/89
/110/11/41/67/97
/114/11/41/71/101
/122/11/41/79/109
/126/11/41/83/113
/150/11/41/107/137
/170/11/41/127/157
/194/11/41/151/181
/206/11/41/163/193
/210/11/41/167/197
/242/11/41/199/229
/254/11/41/211/241
/270/11/41/227/257
/282/11/41/239/269
/294/11/41/251/281
/306/11/41/263/293
/326/11/41/283/313
/350/11/41/307/337
/402/11/41/359/389
/410/11/41/367/397
/422/11/41/379/409
/462/11/41/419/449
/474/11/41/431/461
/522/11/41/479/509
/534/11/41/491/521
/590/11/41/547/577
/606/11/41/563/593
/614/11/41/571/601
/630/11/41/587/617
/674/11/41/631/661
/686/11/41/643/673
/690/11/41/647/677
/770/11/41/727/757
/782/11/41/739/769
/786/11/41/743/773
/866/11/41/823/853
/870/11/41/827/857
/950/11/41/907/937
/954/11/41/911/941
/990/11/41/947/977
/1010/11/41/967/997
/1026/11/41/983/1013
/1034/11/41/991/1021
/1062/11/41/1019/1049
/1074/11/41/1031/1061
/1082/11/41/1039/1069
/1106/11/41/1063/1093
/1130/11/41/1087/1117
/1166/11/41/1123/1153
/1194/11/41/1151/1181
/1206/11/41/1163/1193
/1214/11/41/1171/1201
/1230/11/41/1187/1217
/1302/11/41/1259/1289
/1334/11/41/1291/1321
/1442/11/41/1399/1429
/1466/11/41/1423/1453
/1494/11/41/1451/1481
/1502/11/41/1459/1489
/1566/11/41/1523/1553
/1610/11/41/1567/1597
/1614/11/41/1571/1601
/1622/11/41/1579/1609
/1626/11/41/1583/1613
/1650/11/41/1607/1637
/1670/11/41/1627/1657
/1706/11/41/1663/1693
/1710/11/41/1667/1697
/1766/11/41/1723/1753
/1790/11/41/1747/1777
/1802/11/41/1759/1789
/1874/11/41/1831/1861
/1890/11/41/1847/1877
/1914/11/41/1871/1901
/2030/11/41/1987/2017
/2042/11/41/1999/2029
/2082/11/41/2039/2069
/2126/11/41/2083/2113
/2142/11/41/2099/2129
/2154/11/41/2111/2141
/2174/11/41/2131/2161
/2250/11/41/2207/2237
/2282/11/41/2239/2269
/2286/11/41/2243/2273
/2294/11/41/2251/2281
/2310/11/41/2267/2297
/2354/11/41/2311/2341
/2390/11/41/2347/2377
/2394/11/41/2351/2381
/2454/11/41/2411/2441
/2490/11/41/2447/2477
/2622/11/41/2579/2609
/2634/11/41/2591/2621
/2690/11/41/2647/2677
/2702/11/41/2659/2689
/2706/11/41/2663/2693
/2726/11/41/2683/2713
/2742/11/41/2699/2729
/2754/11/41/2711/2741
/2762/11/41/2719/2749
/2810/11/41/2767/2797
/2846/11/41/2803/2833
/2922/11/41/2879/2909
/2930/11/41/2887/2917
/2970/11/41/2927/2957
/2982/11/41/2939/2969
/3014/11/41/2971/3001
/3054/11/41/3011/3041
/3062/11/41/3019/3049
/3122/11/41/3079/3109
/3230/11/41/3187/3217
/3234/11/41/3191/3221
/3314/11/41/3271/3301
/3342/11/41/3299/3329
/3374/11/41/3331/3361
/3386/11/41/3343/3373
/3402/11/41/3359/3389
/3542/11/41/3499/3529
/3554/11/41/3511/3541
/3570/11/41/3527/3557
/3626/11/41/3583/3613
/3650/11/41/3607/3637
/3686/11/41/3643/3673
/3714/11/41/3671/3701
/3782/11/41/3739/3769
/3810/11/41/3767/3797
/3846/11/41/3803/3833
/3866/11/41/3823/3853
/3890/11/41/3847/3877
/3894/11/41/3851/3881
/4062/11/41/4019/4049
/4070/11/41/4027/4057
/4142/11/41/4099/4129
/4170/11/41/4127/4157
/4254/11/41/4211/4241
/4274/11/41/4231/4261
/4286/11/41/4243/4273
/4302/11/41/4259/4289
/4370/11/41/4327/4357
/4434/11/41/4391/4421
/4494/11/41/4451/4481
/4506/11/41/4463/4493
/4526/11/41/4483/4513
/4562/11/41/4519/4549
/4610/11/41/4567/4597
/4634/11/41/4591/4621
/4686/11/41/4643/4673
/4734/11/41/4691/4721
/4746/11/41/4703/4733
/4802/11/41/4759/4789
/4826/11/41/4783/4813
/4830/11/41/4787/4817
/4874/11/41/4831/4861
/4946/11/41/4903/4933
/4986/11/41/4943/4973
/5094/11/41/5051/5081
/5210/11/41/5167/5197
/5222/11/41/5179/5209
/5274/11/41/5231/5261
/5322/11/41/5279/5309
/5346/11/41/5303/5333
/5394/11/41/5351/5381
/5430/11/41/5387/5417
/5450/11/41/5407/5437
/5462/11/41/5419/5449
/5514/11/41/5471/5501
/5570/11/41/5527/5557
/5666/11/41/5623/5653
/5682/11/41/5639/5669
/5702/11/41/5659/5689
/5754/11/41/5711/5741
/5826/11/41/5783/5813
/5834/11/41/5791/5821
/5870/11/41/5827/5857
/5882/11/41/5839/5869
/5894/11/41/5851/5881
/5910/11/41/5867/5897
/5966/11/41/5923/5953
/6050/11/41/6007/6037
/6086/11/41/6043/6073
/6134/11/41/6091/6121
/6186/11/41/6143/6173
/6242/11/41/6199/6229
/6290/11/41/6247/6277
/6314/11/41/6271/6301
/6330/11/41/6287/6317
/6342/11/41/6299/6329
/6366/11/41/6323/6353
/6386/11/41/6343/6373
/6402/11/41/6359/6389
/6410/11/41/6367/6397
/6494/11/41/6451/6481
/6534/11/41/6491/6521
/6590/11/41/6547/6577
/6594/11/41/6551/6581
/6650/11/41/6607/6637
/6702/11/41/6659/6689
/6722/11/41/6679/6709
/6746/11/41/6703/6733
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/8058/17/47/8009/8039
/8130/17/47/8081/8111
/8142/17/47/8093/8123
/8166/17/47/8117/8147
/8210/17/47/8161/8191
/8282/17/47/8233/8263
/8438/17/47/8389/8419
/8562/17/47/8513/8543
/8646/17/47/8597/8627
/8718/17/47/8669/8699
/8726/17/47/8677/8707
/8738/17/47/8689/8719
/8802/17/47/8753/8783
/8886/17/47/8837/8867
/8942/17/47/8893/8923
/8982/17/47/8933/8963
/8990/17/47/8941/8971
/9018/17/47/8969/8999
/9062/17/47/9013/9043
/9078/17/47/9029/9059
/9206/17/47/9157/9187
/9222/17/47/9173/9203
/9258/17/47/9209/9239
/9330/17/47/9281/9311
/9342/17/47/9293/9323
/9390/17/47/9341/9371
/9482/17/47/9433/9463
/9486/17/47/9437/9467
/9510/17/47/9461/9491
/9570/17/47/9521/9551
/9650/17/47/9601/9631
/9662/17/47/9613/9643
/9698/17/47/9649/9679
/9738/17/47/9689/9719
/9830/17/47/9781/9811
/9878/17/47/9829/9859
/9906/17/47/9857/9887
/9950/17/47/9901/9931
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 楼主| 发表于 2020-8-20 19:35 | 显示全部楼层
本帖最后由 ysr 于 2020-8-20 12:44 编辑

前面是1~20间的素数打头的,发完了,偶数是否完整?下面再发20~40之间的素数打头的,仅发一段,篇幅太长:
20与40之间有由间距为9858的2对差为30的素数组成的1248组4生素数对:
/60/23/53/7/37
/64/23/53/11/41
/66/23/53/13/43
/70/23/53/17/47
/76/23/53/23/53
/82/23/53/29/59
/84/23/53/31/61
/90/23/53/37/67
/94/23/53/41/71
/96/23/53/43/73
/114/23/53/59/89
/122/23/53/67/97
/126/23/53/71/101
/134/23/53/79/109
/138/23/53/83/113
/162/23/53/107/137
/182/23/53/127/157
/206/23/53/151/181
/218/23/53/163/193
/222/23/53/167/197
/254/23/53/199/229
/266/23/53/211/241
/282/23/53/227/257
/294/23/53/239/269
/306/23/53/251/281
/318/23/53/263/293
/338/23/53/283/313
/362/23/53/307/337
/414/23/53/359/389
/422/23/53/367/397
/434/23/53/379/409
/474/23/53/419/449
/486/23/53/431/461
/534/23/53/479/509
/546/23/53/491/521
/602/23/53/547/577
/618/23/53/563/593
/626/23/53/571/601
/642/23/53/587/617
/686/23/53/631/661
/698/23/53/643/673
/702/23/53/647/677
/782/23/53/727/757
/794/23/53/739/769
/798/23/53/743/773
/878/23/53/823/853
/882/23/53/827/857
/962/23/53/907/937
/966/23/53/911/941
/1002/23/53/947/977
/1022/23/53/967/997
/1038/23/53/983/1013
/1046/23/53/991/1021
/1074/23/53/1019/1049
/1086/23/53/1031/1061
/1094/23/53/1039/1069
/1118/23/53/1063/1093
/1142/23/53/1087/1117
/1178/23/53/1123/1153
/1206/23/53/1151/1181
/1218/23/53/1163/1193
/1226/23/53/1171/1201
/1242/23/53/1187/1217
/1314/23/53/1259/1289
/1346/23/53/1291/1321
/1454/23/53/1399/1429
/1478/23/53/1423/1453
/1506/23/53/1451/1481
/1514/23/53/1459/1489
/1578/23/53/1523/1553
/1622/23/53/1567/1597
/1626/23/53/1571/1601
/1634/23/53/1579/1609
/1638/23/53/1583/1613
/1662/23/53/1607/1637
/1682/23/53/1627/1657
/1718/23/53/1663/1693
/1722/23/53/1667/1697
/1778/23/53/1723/1753
/1802/23/53/1747/1777
/1814/23/53/1759/1789
/1886/23/53/1831/1861
/1902/23/53/1847/1877
/1926/23/53/1871/1901
/2042/23/53/1987/2017
/2054/23/53/1999/2029
/2094/23/53/2039/2069
/2138/23/53/2083/2113
/2154/23/53/2099/2129
/2166/23/53/2111/2141
/2186/23/53/2131/2161
/2262/23/53/2207/2237
/2294/23/53/2239/2269
/2298/23/53/2243/2273
/2306/23/53/2251/2281
/2322/23/53/2267/2297
/2366/23/53/2311/2341
/2402/23/53/2347/2377
/2406/23/53/2351/2381
/2466/23/53/2411/2441
/2502/23/53/2447/2477
/2634/23/53/2579/2609
/2646/23/53/2591/2621
/2702/23/53/2647/2677
/2714/23/53/2659/2689
/2718/23/53/2663/2693
/2738/23/53/2683/2713
/2754/23/53/2699/2729
/2766/23/53/2711/2741
/2774/23/53/2719/2749
/2822/23/53/2767/2797
/2858/23/53/2803/2833
/2934/23/53/2879/2909
/2942/23/53/2887/2917
/2982/23/53/2927/2957
/2994/23/53/2939/2969
/3026/23/53/2971/3001
/3066/23/53/3011/3041
/3074/23/53/3019/3049
/3134/23/53/3079/3109
/3242/23/53/3187/3217
/3246/23/53/3191/3221
/3326/23/53/3271/3301
/3354/23/53/3299/3329
/3386/23/53/3331/3361
/3398/23/53/3343/3373
/3414/23/53/3359/3389
/3554/23/53/3499/3529
/3566/23/53/3511/3541
/3582/23/53/3527/3557
/3638/23/53/3583/3613
/3662/23/53/3607/3637
/3698/23/53/3643/3673
/3726/23/53/3671/3701
/3794/23/53/3739/3769
/3822/23/53/3767/3797
/3858/23/53/3803/3833
/3878/23/53/3823/3853
/3902/23/53/3847/3877
/3906/23/53/3851/3881
/4074/23/53/4019/4049
/4082/23/53/4027/4057
/4154/23/53/4099/4129
/4182/23/53/4127/4157
/4266/23/53/4211/4241
/4286/23/53/4231/4261
/4298/23/53/4243/4273
/4314/23/53/4259/4289
/4382/23/53/4327/4357
/4446/23/53/4391/4421
/4506/23/53/4451/4481
/4518/23/53/4463/4493
/4538/23/53/4483/4513
/4574/23/53/4519/4549
/4622/23/53/4567/4597
/4646/23/53/4591/4621
/4698/23/53/4643/4673
/4746/23/53/4691/4721
/4758/23/53/4703/4733
/4814/23/53/4759/4789
/4838/23/53/4783/4813
/4842/23/53/4787/4817
/4886/23/53/4831/4861
/4958/23/53/4903/4933
/4998/23/53/4943/4973
/5106/23/53/5051/5081
/5222/23/53/5167/5197
/5234/23/53/5179/5209
/5286/23/53/5231/5261
/5334/23/53/5279/5309
/5358/23/53/5303/5333
/5406/23/53/5351/5381
/5442/23/53/5387/5417
/5462/23/53/5407/5437
/5474/23/53/5419/5449
/5526/23/53/5471/5501
/5582/23/53/5527/5557
/5678/23/53/5623/5653
/5694/23/53/5639/5669
/5714/23/53/5659/5689
/5766/23/53/5711/5741
/5838/23/53/5783/5813
/5846/23/53/5791/5821
/5882/23/53/5827/5857
/5894/23/53/5839/5869
/5906/23/53/5851/5881
/5922/23/53/5867/5897
/5978/23/53/5923/5953
/6062/23/53/6007/6037
/6098/23/53/6043/6073
/6146/23/53/6091/6121
/6198/23/53/6143/6173
/6254/23/53/6199/6229
/6302/23/53/6247/6277
/6326/23/53/6271/6301
/6342/23/53/6287/6317
/6354/23/53/6299/6329
/6378/23/53/6323/6353
/6398/23/53/6343/6373
/6414/23/53/6359/6389
/6422/23/53/6367/6397
/6506/23/53/6451/6481
/6546/23/53/6491/6521
/6602/23/53/6547/6577
/6606/23/53/6551/6581
/6662/23/53/6607/6637
/6714/23/53/6659/6689
/6734/23/53/6679/6709
/6758/23/53/6703/6733
/6818/23/53/6763/6793
/6858/23/53/6803/6833
/6882/23/53/6827/6857
/7002/23/53/6947/6977
/7022/23/53/6967/6997
/7026/23/53/6971/7001
/7038/23/53/6983/7013
/7082/23/53/7027/7057
/7094/23/53/7039/7069
/7134/23/53/7079/7109
/7262/23/53/7207/7237
/7506/23/53/7451/7481
/7514/23/53/7459/7489
/7542/23/53/7487/7517
/7554/23/53/7499/7529
/7562/23/53/7507/7537
/7602/23/53/7547/7577
/7614/23/53/7559/7589
/7646/23/53/7591/7621
/7694/23/53/7639/7669
/7698/23/53/7643/7673
/7742/23/53/7687/7717
/7778/23/53/7723/7753
/7782/23/53/7727/7757
/7814/23/53/7759/7789
/7878/23/53/7823/7853
/7962/23/53/7907/7937
/7974/23/53/7919/7949
改过来了1248组可能是对的,再重新计算1~20内总共多少组。(即使从60开始覆盖也最多覆盖到2496+60,显然小于7974,可能有间隔?)
最后一组不完整,好像是空间容量满了。代码另发,篇幅超长了。
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 楼主| 发表于 2020-8-20 19:38 | 显示全部楼层
本帖最后由 ysr 于 2020-8-20 13:06 编辑

代码如下(不合要求的话还可以再调整,只发主程序):
Private Sub Command1_Click()
Dim a, b
a = Val(Text1)
a1 = a
q = Val(Text2)
m = Sqr(q)
If Right(a, 1) Mod 2 = 0 Then
a = a + 1
Else
a = a
End If
s = 0
a2 = a

Do While a2 < q
n = a2 + 1 + 30
Do While n < 100
B1 = a2

b2 = B1 + 30
B3 = n - B1 - 30
b4 = B3 + 30

c1 = fenjieyinzi0(Val(B1))
C2 = fenjieyinzi0(Val(b2))
c3 = fenjieyinzi0(Val(B3))
D1 = fenjieyinzi0(Val(b4))

If InStr(c1, "*") = 0 And InStr(D1, "*") = 0 And InStr(C2, "*") = 0 And InStr(c3, "*") = 0 Then
s = s + 1
Print B1, b2, B3, b4
Text3 = Text3 & "/" & n & "/" & B1 & "/" & b2 & "/" & B3 & "/" & b4 & vbCrLf
Else
s = s
End If
n = n + 2
Loop
a2 = a2
s1 = s
Do While n < 10000
B1 = a2

b2 = B1 + 30
B3 = n - B1 - 30
b4 = B3 + 30
Print B3, b4, B1, b2
c1 = fenjieyinzi0(Val(B1))
C2 = fenjieyinzi0(Val(b2))
c3 = fenjieyinzi0(Val(B3))
D1 = fenjieyinzi0(Val(b4))
n = n + 2
If InStr(c1, "*") = 0 And InStr(D1, "*") = 0 And InStr(C2, "*") = 0 And InStr(c3, "*") = 0 Then
s1 = s1 + 1
Print B1, b2, B3, b4
Text3 = Text3 & "/" & n & "/" & B1 & "/" & b2 & "/" & B3 & "/" & b4 & vbCrLf
Else
s1 = s1
End If
n = n + 2
Loop
a2 = a2 + 2
s103 = s103 + s1
Loop
Combo1 = a1 & "与" & q & "之间有由间距为" & B3 - b2 & "的2对差为30的素数组成的" & s103 & "组4生素数对:" & vbCrLf & Text3

End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""
Text3 = ""
Combo1 = ""
Form1.Cls
End Sub
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