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对偶数2A其哥德巴赫猜想素数和对中的最小素数是几?为什么

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 楼主| 发表于 2020-9-17 22:02 | 显示全部楼层
接续:
5122/5124/5126/5128/5130/5132/5134/5136/5138/5140/5142/5144/5146/5148/5150/5152/5154/5156/5158/5160/
5162/5164/5166/5168/5170/5172/5174/5176/5178/5180/5182/5184/5186/5188/5190/5192/5194/5196/5198/5200/
5202/5204/5206/5208/5210/5212/5214/5216/5218/5220/5222/5224/5226/5228/5230/5232/5234/5236/5238/5240/
5242/5244/5246/5248/5250/5252/5254/5256/5258/5260/5262/5264/5266/5268/5270/5272/5274/5276/5278/5280/
5282/5284/5286/5288/5290/5292/5294/5296/5298/5300/5302/5304/5306/5308/5310/5312/5314/5316/5318/5320/
5322/5324/5326/5328/5330/5332/5334/5336/5338/5340/5342/5344/5346/5348/5350/5352/5354/5356/5358/5360/
5362/5364/5366/5368/5370/5372/5374/5376/5378/5380/5382/5384/5386/5388/5390/5392/5394/5396/5398/5400/
5402/5404/5406/5408/5410/5412/5414/5416/5418/5420/5422/5424/5426/5428/5430/5432/5434/5436/5438/5440/
5442/5444/5446/5448/5450/5452/5454/5456/5458/5460/5462/5464/5466/5468/5470/5472/5474/5476/5478/5480/
5482/5484/5486/5488/5490/5492/5494/5496/5498/5500/5502/5504/5506/5508/5510/5512/5514/5516/5518/5520/
5522/5524/5526/5528/5530/5532/5534/5536/5538/5540/5542/5544/5546/5548/5550/5552/5554/5556/5558/5560/
5562/5564/5566/5568/5570/5572/5574/5576/5578/5580/5582/5584/5586/5588/5590/5592/5594/5596/5598/5600/
5602/5604/5606/5608/5610/5612/5614/5616/5618/5620/5622/5624/5626/5628/5630/5632/5634/5636/5638/5640/
5642/5644/5646/5648/5650/5652/5654/5656/5658/5660/5662/5664/5666/5668/5670/5672/5674/5676/5678/5680/
5682/5684/5686/5688/5690/5692/5694/5696/5698/5700/5702/5704/5706/5708/5710/5712/5714/5716/5718/5720/
5722/5724/5726/5728/5730/5732/5734/5736/5738/5740/5742/5744/5746/5748/5750/5752/5754/5756/5758/5760/
5762/5764/5766/5768/5770/5772/5774/5776/5778/5780/5782/5784/5786/5788/5790/5792/5794/5796/5798/5800/
5802/5804/5806/5808/5810/5812/5814/5816/5818/5820/5822/5824/5826/5828/5830/5832/5834/5836/5838/5840/
5842/5844/5846/5848/5850/5852/5854/5856/5858/5860/5862/5864/5866/5868/5870/5872/5874/5876/5878/5880/
5882/5884/5886/5888/5890/5892/5894/5896/5898/5900/5902/5904/5906/5908/5910/5912/5914/5916/5918/5920/
5922/5924/5926/5928/5930/5932/5934/5936/5938/5940/5942/5944/5946/5948/5950/5952/5954/5956/5958/5960/
5962/5964/5966/5968/5970/5972/5974/5976/5978/5980/5982/5984/5986/5988/5990/5992/5994/5996/5998/6000/
6002/6004/6006/6008/6010/6012/6014/6016/6018/6020/6022/6024/6026/6028/6030/6032/6034/6036/6038/6040/
6042/6044/6046/6048/6050/6052/6054/6056/6058/6060/6062/6064/6066/6068/6070/6072/6074/6076/6078/6080/
6082/6084/6086/6088/6090/6092/6094/6096/6098/6100/6102/6104/6106/6108/6110/6112/6114/6116/6118/6120/
6122/6124/6126/6128/6130/6132/6134/6136/6138/6140/6142/6144/6146/6148/6150/6152/6154/6156/6158/6160/
6162/6164/6166/6168/6170/6172/6174/6176/6178/6180/6182/6184/6186/6188/6190/6192/6194/6196/6198/6200/
6202/6204/6206/6208/6210/6212/6214/6216/6218/6220/6222/6224/6226/6228/6230/6232/6234/6236/6238/6240/
6242/6244/6246/6248/6250/6252/6254/6256/6258/6260/6262/6264/6266/6268/6270/6272/6274/6276/6278/6280/
6282/6284/6286/6288/6290/6292/6294/6296/6298/6300/6302/6304/6306/6308/6310/6312/6314/6316/6318/6320/
6322/6324/6326/6328/6330/6332/6334/6336/6338/6340/6342/6344/6346/6348/6350/6352/6354/6356/6358/6360/
6362/6364/6366/6368/6370/6372/6374/6376/6378/6380/6382/6384/6386/6388/6390/6392/6394/6396/6398/6400/
6402/6404/6406/6408/6410/6412/6414/6416/6418/6420/6422/6424/6426/6428/6430/6432/6434/6436/6438/6440/
6442/6444/6446/6448/6450/6452/6454/6456/6458/6460/6462/6464/6466/6468/6470/6472/6474/6476/6478/6480/
6482/6484/6486/6488/6490/6492/6494/6496/6498/6500/6502/6504/6506/6508/6510/6512/6514/6516/6518/6520/
6522/6524/6526/6528/6530/6532/6534/6536/6538/6540/6542/6544/6546/6548/6550/6552/6554/6556/6558/6560/
6562/6564/6566/6568/6570/6572/6574/6576/6578/6580/6582/6584/6586/6588/6590/6592/6594/6596/6598/6600/
6602/6604/6606/6608/6610/6612/6614/6616/6618/6620/6622/6624/6626/6628/6630/6632/6634/6636/6638/6640/
6642/6644/6646/6648/6650/6652/6654/6656/6658/6660/6662/6664/6666/6668/6670/6672/6674/6676/6678/6680/
6682/6684/6686/6688/6690/6692/6694/6696/6698/6700/6702/6704/6706/6708/6710/6712/6714/6716/6718/6720/
6722/6724/6726/6728/6730/6732/6734/6736/6738/6740/6742/6744/6746/6748/6750/6752/6754/6756/6758/6760/
6762/6764/6766/6768/6770/6772/6774/6776/6778/6780/6782/6784/6786/6788/6790/6792/6794/6796/6798/6800/
6802/6804/6806/6808/6810/6812/6814/6816/6818/6820/6822/6824/6826/6828/6830/6832/6834/6836/6838/6840/
6842/6844/6846/6848/6850/6852/6854/6856/6858/6860/6862/6864/6866/6868/6870/6872/6874/6876/6878/6880/
6882/6884/6886/6888/6890/6892/6894/6896/6898/6900/6902/6904/6906/6908/6910/6912/6914/6916/6918/6920/
6922/6924/6926/6928/6930/6932/6934/6936/6938/6940/6942/6944/6946/6948/6950/6952/6954/6956/6958/6960/
6962/6964/6966/6968/6970/6972/6974/6976/6978/6980/6982/6984/6986/6988/6990/6992/6994/6996/6998/7000/
7002/7004/7006/7008/7010/7012/7014/7016/7018/7020/7022/7024/7026/7028/7030/7032/7034/7036/7038/7040/
7042/7044/7046/7048/7050/7052/7054/7056/7058/7060/7062/7064/7066/7068/7070/7072/7074/7076/7078/7080/
7082/7084/7086/7088/7090/7092/7094/7096/7098/7100/7102/7104/7106/7108/7110/7112/7114/7116/7118/7120/
7122/7124/7126/7128/7130/7132/7134/7136/7138/7140/7142/7144/7146/7148/7150/7152/7154/7156/7158/7160/
7162/7164/7166/7168/7170/7172/7174/7176/7178/7180/7182/7184/7186/7188/7190/7192/7194/7196/7198/7200/
7202/7204/7206/7208/7210/7212/7214/7216/7218/7220/7222/7224/7226/7228/7230/7232/7234/7236/7238/7240/
7242/7244/7246/7248/7250/7252/7254/7256/7258/7260/7262/7264/7266/7268/7270/7272/7274/7276/7278/7280/
7282/7284/7286/7288/7290/7292/7294/7296/7298/7300/7302/7304/7306/7308/7310/7312/7314/7316/7318/7320/
7322/7324/7326/7328/7330/7332/7334/7336/7338/7340/7342/7344/7346/7348/7350/7352/7354/7356/7358/7360/
7362/7364/7366/7368/7370/7372/7374/7376/7378/7380/7382/7384/7386/7388/7390/7392/7394/7396/7398/7400/
7402/7404/7406/7408/7410/7412/7414/7416/7418/7420/7422/7424/7426/7428/7430/7432/7434/7436/7438/7440/
7442/7444/7446/7448/7450/7452/7454/7456/7458/7460/7462/7464/7466/7468/7470/7472/7474/7476/7478/7480/
7482/7484/7486/7488/7490/7492/7494/7496/7498/7500/7502/7504/7506/7508/7510/7512/7514/7516/7518/7520/
7522/7524/7526/7528/7530/7532/7534/7536/7538/7540/7542/7544/7546/7548/7550/7552/7554/7556/7558/7560/
7562/7564/7566/7568/7570/7572/7574/7576/7578/7580/7582/7584/7586/7588/7590/7592/7594/7596/7598/7600/
7602/7604/7606/7608/7610/7612/7614/7616/7618/7620/7622/7624/7626/7628/7630/7632/7634/7636/7638/7640/
7642/7644/7646/7648/7650/7652/7654/7656/7658/7660/7662/7664/7666/7668/7670/7672/7674/7676/7678/7680/
7682/7684/7686/7688/7690/7692/7694/7696/7698/7700/7702/7704/7706/7708/7710/7712/7714/7716/7718/7720/
7722/7724/7726/7728/7730/7732/7734/7736/7738/7740/7742/7744/7746/7748/7750/7752/7754/7756/7758/7760/
7762/7764/7766/7768/7770/7772/7774/7776/7778/7780/7782/7784/7786/7788/7790/7792/7794/7796/7798/7800/
7802/7804/7806/7808/7810/7812/7814/7816/7818/7820/7822/7824/7826/7828/7830/7832/7834/7836/7838/7840/
7842/7844/7846/7848/7850/7852/7854/7856/7858/7860/7862/7864/7866/7868/7870/7872/7874/7876/7878/7880/
7882/7884/7886/7888/7890/7892/7894/7896/7898/7900/7902/7904/7906/7908/7910/7912/7914/7916/7918/7920/
7922/7924/7926/7928/7930/7932/7934/7936/7938/7940/7942/7944/7946/7948/7950/7952/7954/7956/7958/7960/
7962/7964/7966/7968/7970/7972/7974/7976/7978/7980/7982/7984/7986/7988/7990/7992/7994/7996/7998/8000/
8002/8004/8006/8008/8010/8012/8014/8016/8018/8020/8022/8024/8026/8028/8030/8032/8034/8036/8038/8040/
8042/8044/8046/8048/8050/8052/8054/8056/8058/8060/8062/8064/8066/8068/8070/8072/8074/8076/8078/8080/
8082/8084/8086/8088/8090/8092/8094/8096/8098/8100/8102/8104/8106/8108/8110/8112/8114/8116/8118/8120/
8122/8124/8126/8128/8130/8132/8134/8136/8138/8140/8142/8144/8146/8148/8150/8152/8154/8156/8158/8160/
8162/8164/8166/8168/8170/8172/8174/8176/8178/8180/8182/8184/8186/8188/8190/8192/8194/8196/8198/8200/
8202/8204/8206/8208/8210/8212/8214/8216/8218/8220/8222/8224/8226/8228/8230/8232/8234/8236/8238/8240/
8242/8244/8246/8248/8250/8252/8254/8256/8258/8260/8262/8264/8266/8268/8270/8272/8274/8276/8278/8280/
8282/8284/8286/8288/8290/8292/8294/8296/8298/8300/8302/8304/8306/8308/8310/8312/8314/8316/8318/8322/
8324/8326/8328/8330/8332/8334/8336/8338/8340/8342/8344/8346/8348/8350/8352/8354/8356/8358/8360/8362/
8364/8366/8368/8370/8372/8374/8376/8378/8380/8382/8384/8386/8388/8390/8392/8394/8396/8398/8400/8402/
8404/8406/8408/8410/8412/8414/8416/8418/8420/8422/8424/8426/8428/8430/8432/8434/8436/8438/8440/8442/
8444/8446/8448/8450/8452/8454/8456/8458/8460/8462/8464/8466/8468/8470/8472/8474/8476/8478/8480/8482/
8484/8486/8488/8490/8492/8494/8496/8498/8500/8502/8504/8506/8508/8510/8512/8514/8516/8518/8520/8522/
8524/8526/8528/8530/8532/8534/8536/8538/8540/8542/8544/8546/8548/8550/8552/8554/8556/8558/8560/8562/
8564/8566/8568/8570/8572/8574/8576/8578/8580/8582/8584/8586/8588/8590/8592/8594/8596/8598/8600/8602/
8604/8606/8608/8610/8612/8614/8616/8618/8620/8622/8624/8626/8628/8630/8632/8634/8636/8638/8640/8642/
8644/8646/8648/8650/8652/8654/8656/8658/8660/8662/8664/8666/8668/8670/8672/8674/8676/8678/8680/8682/
8684/8686/8688/8690/8692/8694/8696/8698/8700/8702/8704/8706/8708/8710/8712/8714/8716/8718/8720/8722/
8724/8726/8728/8730/8732/8734/8736/8738/8740/8742/8744/8746/8748/8750/8752/8754/8756/8758/8760/8762/
8764/8766/8768/8770/8772/8774/8776/8778/8780/8782/8784/8786/8788/8790/8792/8794/8796/8798/8800/8802/
8804/8806/8808/8810/8812/8814/8816/8818/8820/8822/8824/8826/8828/8830/8832/8834/8836/8838/8840/8842/
8844/8846/8848/8850/8852/8854/8856/8858/8860/8862/8864/8866/8868/8870/8872/8874/8876/8878/8880/8882/
8884/8886/8888/8890/8892/8894/8896/8898/8900/8902/8904/8906/8908/8910/8912/8914/8916/8918/8920/8922/
8924/8926/8928/8930/8932/8934/8936/8938/8940/8942/8944/8946/8948/8950/8952/8954/8956/8958/8960/8962/
8964/8966/8968/8970/8972/8974/8976/8978/8980/8982/8984/8986/8988/8990/8992/8994/8996/8998/9000/9002/
9004/9006/9008/9010/9012/9014/9016/9018/9020/9022/9024/9026/9028/9030/9032/9034/9036/9038/9040/9042/
9044/9046/9048/9050/9052/9054/9056/9058/9060/9062/9064/9066/9068/9070/9072/9074/9076/9078/9080/9082/
9084/9086/9088/9090/9092/9094/9096/9098/9100/9102/9104/9106/9108/9110/9114/9116/9118/9120/9122/9126/
9128/9130/9132/9134/9136/9138/9140/9142/9144/9146/9148/9150/9152/9154/9156/9158/9160/9162/9164/9166/
9168/9170/9172/9174/9176/9178/9180/9184/9186/9188/9192/9196/9198/9200/9202/9204/9206/9208/9210/9214/
9216/9218/9220/9222/9224/9226/9228/9230/9232/9234/9236/9238/9240/9242/9244/9246/9248/9250/9252/9254/
9256/9258/9260/9262/9264/9266/9268/9270/9272/9274/9276/9278/9280/9282/9284/9286/9288/9290/9292/9294/
9296/9298/9300/9302/9304/9306/9308/9310/9312/9314/9316/9318/9320/9322/9324/9326/9328/9330/9332/9334/
9336/9338/9340/9342/9344/9346/9348/9350/9352/9354/9356/9358/9360/9362/9364/9366/9368/9370/9372/9374/
9376/9378/9380/9382/9384/9386/9388/9390/9392/9394/9396/9398/9400/9402/9404/9406/9408/9410/9412/9414/
9416/9418/9420/9422/9424/9426/9428/9430/9432/9434/9436/9438/9440/9444/9446/9450/9452/9454/9456/9458/
9460/9462/9464/9466/9468/9470/9472/9474/9476/9480/9482/9484/9486/9488/9490/9492/9494/9496/9502/9504/
9506/9510/9512/9514/9516/9518/9520/9522/9524/9526/9528/9530/9532/9534/9536/9540/9542/9544/9546/9548/
9550/9552/9554/9558/9560/9562/9564/9566/9568/9570/9572/9574/9576/9580/9582/9584/9586/9588/9590/9592/
9594/9596/9600/9602/9604/9606/9608/9610/9612/9614/9616/9618/9620/9622/9624/9626/9628/9630/9632/9634/
9636/9638/9640/9642/9644/9646/9648/9650/9652/9654/9656/9660/9662/9664/9666/9668/9670/9672/9674/9676/
9678/9680/9682/9684/9686/9688/9690/9692/9696/9698/9702/9704/9708/9710/9714/9716/9720/9722/9724/9726/
9728/9730/9732/9734/9736/9738/9740/9742/9744/9746/9750/9752/9756/9758/9760/9762/9764/9766/9768/9770/
9774/9776/9778/9780/9782/9786/9788/9792/9794/9796/9798/9800/9802/9804/9806/9808/9810/9812/9814/9816/
9818/9820/9822/9824/9826/9830/9832/9834/9836/9840/9842/9846/9848/9852/9858/9860/9864/9868/9870/9872/
9874/9876/9878/9880/9882/9886/9888/9890/9892/9894/9896/9898/9900/9902/9906/9908/9912/9914/9918/9920/
9926/9930/9932/9936/9938/9940/9942/9946/9948/9950/9952/9954/9956/9958/9960/9962/9964/9966/9968/9970/
9972/9976/9978/9980/9984/9986/9988/9990/9992/9996/9998/10002/10008/10010/10016/10018/10022/10024/10028/10030/
10036/10038/10042/10044/10050/10056/10062/10068/10070/10074/10076/10080/10082/10084/10086/10088/10090/10096/10098/10100/
10104/10106/10110/10112/10116/10118/10122/10124/10134/10136/10140/10146/10148/10152/10154/10166/10178/10184/10196/10208/
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 楼主| 发表于 2020-9-17 22:05 | 显示全部楼层
我们仅考察1000~5120之间就可以了,因为孪中仅是5000内的。考察结果,此范围无缺项。
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 楼主| 发表于 2020-9-17 22:07 | 显示全部楼层
是从1000~8280均无缺项,所以,经过验证,命题成立,正确!
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 楼主| 发表于 2020-9-17 22:11 | 显示全部楼层
代码如下(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
Do While a <= m
b = a + 210
c = fenjieyinzi0(Val(a))
d = fenjieyinzi0(Val(b))
If InStr(c, "*") = 0 And InStr(d, "*") = 0 Then
s = s + 1
Print a, b, a + 105
Text3 = Text3 & "/" & a + 105 & vbCrLf
Else
s = s
End If
a = a + 2
Loop
a2 = a
s1 = s
Do While a2 <= q
B1 = a2 + 210
c1 = fenjieyinzi0(Val(a2))
D1 = fenjieyinzi0(Val(B1))

If InStr(c1, "*") = 0 And InStr(D1, "*") = 0 Then
s1 = s1 + 1
Print a2, B1, a2 + 105
Text3 = Text3 & "/" & a2 + 105 & vbCrLf
Else
s1 = s1
End If
a2 = a2 + 2

Loop
Combo1 = a1 & "与" & q & "之间有" & s1 & "对p,p+210素数对(只显示孪中数):" & vbCrLf & Text3
s103 = DeleteSpace1(Text3)
s103 = Mid(s103, 1)
Dim i As Integer
Dim ak(), s105, cr(), f
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
   j1 = UBound(s105)
   Print j1
   For k = 1 To j1
      n1 = n1 + 1
       ReDim Preserve ak(1 To n1)
      ak(n1) = s105(n1)
    Next
    Print ak(1)
     n = 0
        For k = 1 To j1
           For i = 1 To j1
             n = n + 1
             ReDim Preserve cr(1 To n)
            m = Val(ak(k)) + Val(ak(i))
            f(m) = ""
      Next
    Next
      n = 0
      m = f.Keys
      For i = 0 To f.Count - 1
          ReDim Preserve cr(1 To i + 1)
          cr(i + 1) = m(i)
      Next
     For i = 1 To UBound(cr) - 1
        For j = i + 1 To UBound(cr)
            If cr(i) > cr(j) Then
                temp = cr(j)
                cr(j) = cr(i)
                cr(i) = temp  'c数组是排序好的
            End If
        Next j
        
       ' If i Mod 20 = 0 Then
       ' s104 = s104 & temp & "/" & vbCrLf
       ' Else
       ' s104 = s104 & temp & "/"
       ' End If
    Next i
   
      For i = 1 To UBound(cr)
        If i Mod 20 = 0 Then
          s104 = s104 & cr(i) & "/" & vbCrLf
        Else
          s104 = s104 & cr(i) & "/"
        End If
     Next
         Print temp
         MsgBox "ok"
     MsgBox s104  '显示数组
Text4 = s104
End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""
Text3 = ""
Combo1 = ""
Form1.Cls
End Sub
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发表于 2020-9-17 22:24 | 显示全部楼层
很好,是从280开始成立,,,
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发表于 2020-9-17 22:29 | 显示全部楼层
很好,是从280开始成立,,,
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发表于 2020-9-17 22:31 | 显示全部楼层
很好,是从280开始成立,并且 2*3*5*7=210,
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发表于 2020-9-17 22:35 | 显示全部楼层
只有两种孪中数两两相加是最好的,

p+15 和 p+105
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 楼主| 发表于 2020-9-17 22:54 | 显示全部楼层
嗯嗯好,很重要很有趣味,好好研究一下,祝取得成功!
晚安!
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发表于 2020-9-17 23:05 | 显示全部楼层
白新岭老师的:

素数对(P,P+6),除用它中的素数和表示全体偶数外,

也可以只用P或者只用P+6都能完成任务,(其实是指:同一位置

这是一个非常想法,这种猜想比起哥德巴赫猜想的数学意义要深远的多。
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