数学中国

 找回密码
 注册
搜索
热搜: 活动 交友 discuz
楼主: ysr

《数论探秘》电子版

  [复制链接]
 楼主| 发表于 2022-7-28 01:22 | 显示全部楼层
70595155690272805099与70595155690272845099之间有6对差大于200的素数对:
70595155690272810461/222
70595155690272830159/216
70595155690272835439/276
70595155690272836873/202
70595155690272839027/228
70595155690272840283/222
用时2381.644秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-7-28 06:22 | 显示全部楼层
146376311461999081269634296683与146376311461999081269634316683之间有12对差大于200的素数对:
146376311461999081269634297307/204
146376311461999081269634298903/246
146376311461999081269634299469/246
146376311461999081269634300153/396
146376311461999081269634300639/336
146376311461999081269634302173/210
146376311461999081269634302463/206
146376311461999081269634304677/300
146376311461999081269634307681/244
146376311461999081269634313153/264
146376311461999081269634313909/292
146376311461999081269634314401/300
用时4823.558秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-7-29 17:17 | 显示全部楼层
146376311461999081269634354687与146376311461999081269634374687之间有16对差大于200的素数对:
146376311461999081269634355183/256
146376311461999081269634358581/264
146376311461999081269634359551/358
146376311461999081269634360879/266
146376311461999081269634361399/312
146376311461999081269634361993/324
146376311461999081269634362529/206
146376311461999081269634363573/204
146376311461999081269634365877/288
146376311461999081269634366181/208
146376311461999081269634369159/248
146376311461999081269634369733/274
146376311461999081269634370483/202
146376311461999081269634371289/206
146376311461999081269634373431/372
146376311461999081269634374083/252
用时4456.91秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-7-31 17:38 | 显示全部楼层
16936202510349391403与16936202510349431403之间有4对差大于200的素数对:
16936202510349394931/228
16936202510349410879/312
16936202510349415477/266
16936202510349417541/368
用时3413.728秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-2 11:25 | 显示全部楼层
146376311461999081269634439947与146376311461999081269634479947之间有23对差大于200的素数对:
146376311461999081269634442599/252
146376311461999081269634445437/206
146376311461999081269634448351/210
146376311461999081269634454153/304
146376311461999081269634457317/294
146376311461999081269634458707/250
146376311461999081269634462163/330
146376311461999081269634462463/204
146376311461999081269634465681/324
146376311461999081269634465921/240
146376311461999081269634466321/234
146376311461999081269634467599/202
146376311461999081269634468351/264
146376311461999081269634470001/248
146376311461999081269634472009/256
146376311461999081269634472431/242
146376311461999081269634473341/208
146376311461999081269634474111/314
146376311461999081269634475611/234
146376311461999081269634476941/210
146376311461999081269634477933/224
146376311461999081269634478501/264
146376311461999081269634479209/286
用时11267.993秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-2 14:19 | 显示全部楼层
146376311461999081269634479209与146376311461999081269634499209之间有19对差大于200的素数对:
146376311461999081269634480307/246
146376311461999081269634481971/210
146376311461999081269634482631/294
146376311461999081269634484201/318
146376311461999081269634487549/258
146376311461999081269634488107/204
146376311461999081269634488383/204
146376311461999081269634491431/220
146376311461999081269634491823/330
146376311461999081269634492891/354
146376311461999081269634493257/300
146376311461999081269634493629/206
146376311461999081269634494217/266
146376311461999081269634494859/212
146376311461999081269634495379/216
146376311461999081269634496527/384
146376311461999081269634497179/450
146376311461999081269634497577/240
146376311461999081269634497931/312
用时8976.07秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-2 19:59 | 显示全部楼层
146376311461999081269634516729与146376311461999081269634536729之间有13对差大于200的素数对:
146376311461999081269634519091/210
146376311461999081269634520591/240
146376311461999081269634522547/246
146376311461999081269634524241/224
146376311461999081269634529417/238
146376311461999081269634529711/294
146376311461999081269634529971/242
146376311461999081269634530587/396
146376311461999081269634531069/230
146376311461999081269634533151/260
146376311461999081269634534039/218
146376311461999081269634536259/282
146376311461999081269634537007/420
用时4860.261秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-3 05:46 | 显示全部楼层
146376311461999081269634537007与146376311461999081269634557007之间有12对差大于200的素数对:
146376311461999081269634538311/434
146376311461999081269634541293/282
146376311461999081269634541671/242
146376311461999081269634542467/274
146376311461999081269634543363/204
146376311461999081269634545709/246
146376311461999081269634548433/276
146376311461999081269634549621/254
146376311461999081269634550147/240
146376311461999081269634554151/210
146376311461999081269634554841/252
146376311461999081269634555109/240
用时4453.33900000001秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-3 06:33 | 显示全部楼层
146376311461999081269634555109与146376311461999081269634565109之间有6对差大于200的素数对:
146376311461999081269634560017/216
146376311461999081269634560829/242
146376311461999081269634561553/280
146376311461999081269634562759/250
146376311461999081269634563067/218
146376311461999081269634564951/252
用时2258.036秒
回复 支持 反对

使用道具 举报

 楼主| 发表于 2022-8-3 22:20 | 显示全部楼层
Public Function jie3cifc(a2 As String, b2 As String, c2 As String, k2 As String, sd As String) As String '3次方程
a3 = mcc2(Trim(a2), Trim(k2), Val(sd))
b3 = mcc2(Trim(b2), Trim(k2), Val(sd))
c3 = mcc2(Trim(c2), Trim(k2), Val(sd))


   
   
   ' m = 36 * Val(ja) * Val(jb) - 8 * Val(ja) ^ 3 - 108 * Val(jc)
   If mbjc2(Trim(a3), 0) = 0 And mbjc2(Trim(b3), 0) = 0 Then
   m = mbc2(-108 & String(sd, "0"), Trim(c3), Val(sd))
   
   n4 = qdfh(mbc2(Trim(m), Trim(m), Val(sd)))
   Else
   
   m1 = mbc2(mbc2(Trim(a3), Trim(b3), Trim(sd)), Val(36) & String(sd, "0"), Val(sd))
   m2 = mbc2(mbc2(mbc2(Trim(a3), Trim(a3), Trim(sd)), Trim(a3), Val(sd)), Val(8) & String(sd, "0"), Val(sd))
   m3 = mbc2(Trim(c3), Val(108) & String(sd, "0"), Val(sd))
   m = mpc2(mpc2(Trim(m1), Trim(m2)), Trim(m3))
  Print "m="; m
  
'n1 = Val(m) ^ 2 + (12 * Val(B) - 4 * Val(A) ^ 2) ^ 3

  n1 = mbc2(Trim(m), Trim(m), Val(sd))
    n2 = mpc2(mbc2(Trim(b3), Val(12) & String(sd, "0"), Val(sd)), mbc2(mbc2(Trim(a3), Trim(a3), Val(sd)), Val(4) & String(sd, "0"), Val(sd)))
     n3 = mbc2(mbc2(Trim(n2), Trim(n2), Val(sd)), Trim(n2), Val(sd))
     n4 = mpc3(Trim(n1), Trim(n3))
     End If
     fn4 = fhys(Trim(n4))
    n5 = mbbc2(qqdl(qdfh(Trim(n4))), Val(sd))
   Print "n5="; n5
   
    'If n1 < 0 And m < 0 Then
    If Val(fn4) < 0 And Val(fhys(Trim(m))) < 0 Then
    'n=(93312R^6+311040R^5+285120R^4+221824R^3+27020R^2+3712R+320)^(1/2)
    'a=-(2+81k)
    'm=216r^3+360r^2+128r-8
    'k=(n^2/m^2)/27
    ''a1=(M/8*(9t-1))^(1/3),,b1=a1*(t)^(1/2)
    '令m=19683N^6+1215N^4M^2+17N^2M^4-M^6,
'm1=243N^4+3N^2M^2+M^4,
'n=(m^2-m1^3)^(1/2),
'则:t=(((m+n)^(1/3)+(m-n)^(1/3))+(2*M^2+3*N^2))/(3*M^2),
''其中M≠m,N≠n,
   jq = mbbc3(mbbc2(qqdl(MPC1(mbc2(qdfh(Trim(m)), qdfh(Trim(m)), Val(sd)), mbc2(qdfh(Trim(n5)), qdfh(Trim(n5)), Val(sd)))), Val(sd)), Val(sd))
   jq3 = mcc2(Trim(n5), Trim(m), Val(sd))
   jq1 = jsfanzq(mcc2(Trim(n5), Trim(m), Val(sd)), Val(sd))
   Print "jq3="; jq3
   Print "jq1="; jq1
   q1 = mbc2(Trim(jq), jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), Val(sd))
   
   Print "q1="; q1
   
   If Val(fhys(Trim(q1))) > 0 Then
  q = tjfh(Trim(q1), Val(-1))
  Else
  q = qdfh(Trim(q1))
  End If
   jq3 = mbbc2(MPC(1 & String(sd, "0"), mbc2(jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), _
   Val(sd))), Val(sd))
   jq2 = tjfh(Trim(jq3), Val(-1))
   Print "jq2="; jq2
   
   qa = mbc2(Trim(jq), Trim(jq2), Val(sd))
   p = q
   pa = qa
  Else
  'If n1 < 0 And m > 0 Then
If Val(fn4) < 0 And MBJC(qdfh(Trim(m)), 0) > 0 Then

jq = mbbc3(mbbc2(qqdl(MPC1(mbc2(qdfh(Trim(m)), qdfh(Trim(m)), Val(sd)), mbc2(qdfh(Trim(n5)), qdfh(Trim(n5)), Val(sd)))), Val(sd)), Val(sd))
   jq1 = jsfanzq(mcc2(Trim(n5), Trim(m), Val(sd)), Val(sd))
   jq3 = mcc2(Trim(n5), Trim(m), Val(sd))
   q = mbc2(Trim(jq), jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), Val(sd))
   jq2 = mbbc2(MPC(1 & String(sd, "0"), mbc2(jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), jsyuxian(mcc2(Trim(jq1), 3 & String(sd, "0"), Val(sd)), Val(sd)), _
   Val(sd))), Val(sd))
   Print "jq3="; jq3
   Print "jq1="; jq1
   Print "q"; q
   Print "jq2="; jq2
   qa = mbc2(Trim(jq), Trim(jq2), Val(sd))
   p = q
   pa = qa
Else
'If Val(m) + Val(n2) < 0 Then
If fhys(mpc3(Trim(m), Trim(n5))) = -1 Then
p = "-" & mbbc3(qdfh(mpc3(Trim(m), Trim(n5))), Val(sd))
Else
p = mbbc3(mpc3(Trim(m), Trim(n5)), Val(sd))

End If

'If Val(m) < Val(n2) Then
If mbjc2(Trim(m), Trim(n5)) = -1 Then
'q = -(Val(n2) - Val(m)) ^ (1 / 3)
q = "-" & mbbc3(qdfh(mpc2(Trim(n5), Trim(m))), Val(sd))
Else
q = mbbc3(mpc2(Trim(m), Trim(n5)), Val(sd))

End If



  End If
  
  
  End If
  
  'If a = 0 And b = 0 Then
  If Val(fn4) > 0 And mbjc2(Trim(n4), 0) <> 0 Then  'Val(n4) > 0 Or mbjc2(Trim(n4), 0) = 0
  tx1 = mcc2(mpc2(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 2 & String(sd, "0"), Val(sd))), 6 & String(sd, "0"), Val(sd))
  ftx1 = fhys(Trim(tx1))
  tx4 = mcc2(mpc3(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 4 & String(sd, "0"), Val(sd))), 12 & String(sd, "0"), Val(sd))
  If Val(fhys(Trim(tx4))) > 0 Then
  tx2 = tjfh(Trim(tx4), Val(-1))
  Else
  tx2 = qdfh(Trim(tx4))
  End If
  ' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "+" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i数据太大有误差"
' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "-" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i可选大数据高精度的"
tx3 = zhengchuqy(MCC1(qdfh(mbc2(mpc2(Trim(p), Trim(q)), zhengchuqy(MBBC(3 & String(2 * Val(sd), "0"))), Val(sd))), 12))
jie3cifc = shuchujg(Trim(tx1), Val(sd))

  Else
  If Mid(fn4, 1, 1) = "-" And Trim(m) = 0 Or Trim(n5) = 0 Then
tx1 = mcc2(mpc2(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 2 & String(sd, "0"), Val(sd))), 6 & String(sd, "0"), Val(sd))
  ftx1 = fhys(Trim(tx1))
  tx4 = mcc2(mpc3(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 4 & String(sd, "0"), Val(sd))), 12 & String(sd, "0"), Val(sd))
  ' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "+" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i数据太大有误差"
' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "-" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i可选大数据高精度的"
tx3 = mcc2(mbc2(mpc2(Trim(p), Trim(q)), zhengchuqy(MBBC(3 & String(2 * Val(sd), "0"))), Val(sd)), 12 & String(sd, "0"), Val(sd))
  If Val(fhys(Trim(tx4))) > 0 Then
  tx2 = tjfh(Trim(tx4), Val(-1))
  Else
  tx2 = qdfh(Trim(tx4))
  End If
  tx1 = shuchujg(Trim(tx1), Val(sd))
tx12 = shuchujg(mpc3(Trim(tx2), Trim(tx3)), Val(sd))
  tx13 = shuchujg(mpc2(Trim(tx2), Trim(tx3)), Val(sd))
  If fhys(Trim(tx1)) >= 0 Then
   jie3cifc = tx1
   ElseIf fhys(Trim(tx12)) >= 0 Then
   jie3cifc = tx12
   Else
   jie3cifc = tx13
   End If
  
  Else
  
  'd = mcc2(mpc2(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 2 & String(sd, "0"), Val(sd))), 6 & String(sd, "0"), Val(sd))
  'd = mcc2(MPC(qdfh(mbc2(Trim(a3), 2 & String(sd, "0"), Val(sd))), mpc3(Trim(p), Trim(q))), 6 & String(sd, "0"), Val(sd))
  'mpc2减法器有问题?
  'fd = fhys(Trim(d))
  tx1 = mcc2(mpc2(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 2 & String(sd, "0"), Val(sd))), 6 & String(sd, "0"), Val(sd))
  ftx1 = fhys(Trim(tx1))
  tx4 = mcc2(mpc3(mpc3(Trim(p), Trim(q)), mbc2(Trim(a3), 4 & String(sd, "0"), Val(sd))), 12 & String(sd, "0"), Val(sd))
  ' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "+" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i数据太大有误差"
' -(Val(p) + Val(q) + 4 * Val(A)) / 12 & "-" & Abs((3 ^ (1 / 2) * (Val(p) - Val(q)))) / 12 & "i可选大数据高精度的"
tx3 = mcc2(mbc2(mpc3(Trim(pa), Trim(qa)), zhengchuqy(MBBC(3 & String(2 * Val(sd), "0"))), Val(sd)), 12 & String(sd, "0"), Val(sd))
If Val(fhys(Trim(tx4))) > 0 Then
  tx2 = tjfh(Trim(tx4), Val(-1))
  Else
  tx2 = qdfh(Trim(tx4))
  End If
  tx1 = shuchujg(Trim(tx1), Val(sd))
tx12 = shuchujg(mpc3(Trim(tx2), Trim(tx3)), Val(sd))
  tx13 = shuchujg(mpc2(Trim(tx2), Trim(tx3)), Val(sd))
  If fhys(Trim(tx1)) >= 0 Then
   jie3cifc = tx1
   ElseIf fhys(Trim(tx12)) >= 0 Then
   jie3cifc = tx12
   Else
   jie3cifc = tx13
   End If

  End If
  
End If


  


  

End Function
回复 支持 反对

使用道具 举报

您需要登录后才可以回帖 登录 | 注册

本版积分规则

Archiver|手机版|小黑屋|数学中国 ( 京ICP备05040119号 )

GMT+8, 2025-5-5 10:45 , Processed in 0.103878 second(s), 14 queries .

Powered by Discuz! X3.4

Copyright © 2001-2020, Tencent Cloud.

快速回复 返回顶部 返回列表