朋友，请看一下重要启示！

ysr · 发表于 2023-2-11 00:24

有2265组/7.90993065294698E+23=889377909156^2=4513689856+3.98128752667262E+23+3.92864312627432E+23=67184^2+630974446921^2+626788890000^2
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ysr · 发表于 2023-2-11 00:25

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ysr · 发表于 2023-2-11 00:25

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ysr · 发表于 2023-2-11 00:26

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/

ysr · 发表于 2023-2-11 00:32

有171组/8.89277430745556E+23=943015074506^2=3.34500578780062E+23+2.77388425982747E+23+2.77388425982747E+23=578360250000^2+526676775625^2+526676775625^2
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ysr · 发表于 2023-2-11 00:32

本帖最后由 ysr 于 2023-2-10 16:34 编辑

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/5.45320459437699E+23=738458163634^2=161252842969+2.88876436316071E+23+2.56444023121467E+23=401563^2+537472265625^2+506403024400^2
/5.45320459437699E+23=738458163634^2=161252842969+2.56444023121467E+23+2.88876436316071E+23=401563^2+506403024400^2+537472265625^2
/5.65427365297374E+23=751949044349^2=2.3092678651717E+23+3.34500578780062E+23+142129000000=480548422656^2+578360250000^2+377000^2
/7.82437148721002E+23=884554774291^2=2.3092678651717E+23+2.80759595533255E+23+2.70750766670578E+23=480548422656^2+529867526400^2+520337166336^2
/7.82437148721002E+23=884554774291^2=2.3092678651717E+23+2.70750766670578E+23+2.80759595533255E+23=480548422656^2+520337166336^2+529867526400^2
/5.65427365297374E+23=751949044349^2=2.3092678651717E+23+142129000000+3.34500578780062E+23=480548422656^2+377000^2+578360250000^2
/5.45320459437699E+23=738458163634^2=161780928400+2.88876436316071E+23+2.56444023121467E+23=402220^2+537472265625^2+506403024400^2
/5.45320459437699E+23=738458163634^2=161780928400+2.56444023121467E+23+2.88876436316071E+23=402220^2+506403024400^2+537472265625^2
/8.35782740110524E+23=914211540132^2=2.30419524149603E+23+3.10042320592514E+23+2.95320895368407E+23=480020337225^2+556814440000^2+543434352400^2
/8.35782740110524E+23=914211540132^2=2.30419524149603E+23+2.95320895368407E+23+3.10042320592514E+23=480020337225^2+543434352400^2+556814440000^2
/5.8426028620734E+23=764369208045^2=165425225625+3.06871860224428E+23+2.77388425982747E+23=406725^2+553960161225^2+526676775625^2
/5.8426028620734E+23=764369208045^2=165425225625+2.77388425982747E+23+3.06871860224428E+23=406725^2+526676775625^2+553960161225^2
/5.43542930091367E+23=737253640270^2=2.26934131486082E+23+3.16608798605184E+23+100818950400=476376040000^2+562680014400^2+317520^2
/5.43542930091367E+23=737253640270^2=2.26934131486082E+23+100818950400+3.16608798605184E+23=476376040000^2+317520^2+562680014400^2
/6.93258215412159E+23=832621291712^2=2.26934131486082E+23+2.46199549477502E+23+2.20124534448575E+23=476376040000^2+496184995216^2+469174311369^2
/6.93258215412159E+23=832621291712^2=2.26934131486082E+23+2.20124534448575E+23+2.46199549477502E+23=476376040000^2+469174311369^2+496184995216^2
/5.90801916125941E+23=768636400469^2=172626954256+3.10042320592514E+23+2.80759595533255E+23=415484^2+556814440000^2+529867526400^2
/5.48728506065056E+23=740762111656^2=172626954256+2.99056133030062E+23+2.49672373034821E+23=415484^2+546860250000^2+499672265625^2
/5.90801916125941E+23=768636400469^2=172626954256+2.80759595533255E+23+3.10042320592514E+23=415484^2+529867526400^2+556814440000^2
/5.48728506065056E+23=740762111656^2=172626954256+2.49672373034821E+23+2.99056133030062E+23=415484^2+499672265625^2+546860250000^2
/5.36733333053895E+23=732620865833^2=2.20124534448575E+23+3.16608798605184E+23+135398241225=469174311369^2+562680014400^2+367965^2
/5.36733333053895E+23=732620865833^2=2.20124534448575E+23+135398241225+3.16608798605184E+23=469174311369^2+367965^2+562680014400^2
/6.93258215412159E+23=832621291712^2=2.20124534448575E+23+2.46199549477502E+23+2.26934131486082E+23=469174311369^2+496184995216^2+476376040000^2
/6.93258215412159E+23=832621291712^2=2.20124534448575E+23+2.26934131486082E+23+2.46199549477502E+23=469174311369^2+476376040000^2+496184995216^2
/5.48728506065057E+23=740762111656^2=174389760000+2.99056133030062E+23+2.49672373034821E+23=417600^2+546860250000^2+499672265625^2
/5.48728506065057E+23=740762111656^2=174389760000+2.49672373034821E+23+2.99056133030062E+23=417600^2+499672265625^2+546860250000^2
/4.86710781321214E+23=697646602028^2=2.18473515590629E+23+100818950400+2.68237265730484E+23=467411505625^2+317520^2+517916272896^2
/4.86710781321214E+23=697646602028^2=2.18473515590629E+23+2.68237265730484E+23+100818950400=467411505625^2+517916272896^2+317520^2
/平方数5219^2的拆分解有:1组/5219^2=2456^2+4605^2

这都体对角线是整数的不完美长方体

ysr · 发表于 2023-2-11 00:33

Private Sub Command1_Click()
Dim a, B, ak()
a = Trim(Text1)
a1 = 1
Do While a1 ^ 2 <= (a + 1) ^ 2 / 2
a2 = a ^ 2 - a1 ^ 2
If InStr(a2 ^ (1 / 2), ".") = 0 Then
js = js + 1
s2 = s2 & "/" & a & "^2=" & a1 & "^2+" & a2 ^ (1 / 2) & "^2" & vbCrLf
s13 = s13 & "/" & a1 ^ 2 & "/" & a2
Else
s13 = s13
End If

a1 = a1 + 1
Loop
s = "/67184/323861151744/94848/319378698496/129808/311524724736/141056/308478046464/156864/303768527104/205200/286267801600/220400/279798681600/231040/274995360000/280896/249472278784/290928/243735740416/304912/235403513856/343824/210159898624/395200/172191801600/5219/641774027664/10205/641697123600/17900/641480855625/28101/641011599424/28860/640968366025/31941/640781038144/34075/640640160000/44268/639841609801/56925/638560810000/60000/638201265625/65960/637450544025/70928/636770484441/76125/636006250000/88740/633926478025/93925/632979360000/98875“"
s = s & "/632025000000/104052/630974446921/104805/630817177600/122525/626788890000/127680/625499083225/132600/624218505625/150220/619235217225/163995/614906905600/166085/614217038400/169100/613206455625/181475/608868090000/187293/606722597776/191400/605167305625/197200/602913425625/207075/598921210000/209467/597924841536/214500/595791015625/219300/593708775625/224315/591484046400/225044/591156463689/241443/583506543376/251875"
s = s & "/578360250000/254800/576878225625/256824/575842698649/278396/564296932809/281285/562680014400/281996/562279521609/286875/559504000000/291525/556814440000/296380/553960161225/298680/552591523225/308125/546860250000/312936/543872325529/313635/543434352400/317520/540982315225/323000/537472265625/334565/529867526400/337364/527986797129/339300/526676775625/348517/520337166336/351973/517916272896/367965/506403024400/372387/503129187856/377000/499672265625/381597/496184995216/392700/487587975625/397900/483476855625/401563/480548422656"
s = s & "/402220/480020337225/406725/476376040000/415484/469174311369/417600/467411505625/422045/463679283600/426275/460090890000/431325/455760010000/433920/453514699225/452980/436610385225/454740/435012798025/457275/432700840000/466235/424426190400/472472/418571474841/480675/410752810000/484840/406731440025/488800/402875825625/494875/396900000000/502860/388933086025/503451/388338356224/507500/384245015625/515355/376210489600/525000/366176265625/527325/363729610000/528931/362033262864/531811/358978325904/539400/350848905625/548709/340719698944/552500/336545015625/556100/332554055625/559845/328374841600/560388/327766555081"
s = s & "/7995/241729555600/17875/241473960000/20915/241356038400/25236/241156619929/28900/240958265625/36667/240449006736/38760/240291138025/46515/239629830400/46725/239610250000/54468/238826712601/72197/236581068816/75205/236137683600/83096/234888530409/92204/233291898009/92820/233177923225/100045/231784473600/100659/231661241344/103635/231053262400/109701/229759166224/113275/228962250000/117480/227991925225/120432/227289609001/121040/227142794025/128773/225210990096/137683/222836867136/138285/222670734400/145340/220669760025/154752/217845294121/165189/214506069904/165581/214376408064/172500/212037225625/181720"
s = s & "/208771317225/181916/208700044569/189125/206025210000/192507/204734530576/196480/203189085225/205500/199563225625/208260/198421248025/208828/198184342041/215475/195364000000/224315/191476256400/231400/188247515625/234080/187000029225/242724/182878535449/249645/179470849600/256320/176093533225/256500/176001225625/263109/172567129744/264880/171632061225/271405/168132801600/278036/164489458329/280540/163090784025/288600/158503515625/294533/155043787536/295035/154747824400/301392/150956337961/308652/146527418521/309140/146225936025/311500/144761225625/314835/142672398400/317645/140895129600/322363/137875571856/325125/136087210000/330616/132486536169/330924/132282781849/331080/132179509225/343629/123712585984"

s4 = Split(s, "/")
j = UBound(s4)
For k = 1 To j
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s4(n1)
   s12 = s12 & "/" & Val(ak(n1)) ^ 2
Next
s12 = s12 & "/" & s13
s6 = paixu3(Trim(s12), Trim(s12))
s3 = paixu33(Trim(s), Trim(s), Trim(s))
's3 = "/" & s3
s5 = Split(s3, "/")
j1 = UBound(s5)
If js = 0 Then
Text2 = "有" & j1 & "组" & s3
Else
Text2 = "有" & j1 & "组" & s3 & "/平方数" & a & "^2的拆分解有:" & js & "组" & s2
End If

End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""

End Sub

Private Function paixu33(a As String, B As String, c As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk(), cr1()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
s206 = Split(c, "/")
j1 = UBound(s105)
j2 = UBound(s205)
j3 = UBound(s206)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next
For k = 1 To j3
   n3 = n3 + 1
      ReDim Preserve cr(1 To n3)
   cr(n3) = s206(n3)
Next

   n = 0
      For k = 100 To 160
         For i = 100 To 160
         For i1 = 100 To 160
         n = n + 1
         ReDim Preserve cr1(1 To n)
         m = Val(ak(k)) + Val(bk(i)) + Val(cr(i1))
         a = Val(ak(k))
         B = Val(bk(i))
         c = Val(cr(i1))
         d = Val(a ^ 2 + B ^ 2)
         e = Val(B ^ 2 + c ^ 2)
         g = Val(a ^ 2 + B ^ 2 + c ^ 2)
         f = Val(a ^ 2 + c ^ 2)
         If InStr(Sqr(Val(g)), ".") = 0 And Val(ak(k)) <> 0 And Val(bk(i)) <> 0 Then
         s22 = s22 & "/" & g & "=" & g ^ (1 / 2) & "^2=" & Val(ak(k)) ^ 2 & "+" & Val(bk(i)) ^ 2 & "+" & Val(cr(i1)) ^ 2 & "=" & Val(ak(k)) & "^2+" & Val(bk(i)) & "^2+" & Val(cr(i1)) & "^2" & vbCrLf
         Else
         s22 = s22
         End If
   Next
   Next
Next

      MsgBox "ok"
   MsgBox s22  '显示数组
   paixu33 = s22
End Function

Private Function paixu3(a As String, B As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
j1 = UBound(s105)
j2 = UBound(s205)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next

   n = 0
      For k = 1 To j1
         For i = 1 To j2
         n = n + 1
         ReDim Preserve cr(1 To n)
         m = Val(ak(k)) + Val(bk(i))
         f(m) = ""
   Next
Next
   n = 0
   m = f.Keys
   For i = 0 To j1
      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
   paixu3 = s104
End Function

Private Function paixu0(a As String, B As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
j1 = UBound(s105)
j2 = UBound(s205)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next

   n = 0
      For k = 1 To j1
         For i = 1 To j2
         n = n + 1
         ReDim Preserve cr(1 To n)
         m = Val(ak(k)) + Val(bk(i))
         f(m) = ""
         If InStr(Sqr(Val(m)), ".") = 0 And Val(ak(k)) <> 0 And Val(bk(i)) <> 0 Then
         s22 = s22 & "/" & m & "=" & m ^ (1 / 2) & "^2=" & Val(ak(k)) & "+" & Val(bk(i)) & "=" & Val(ak(k)) ^ (1 / 2) & "^2+" & Val(bk(i)) ^ (1 / 2) & "^2" & vbCrLf
         Else
         s22 = s22
         End If
   Next
Next

      MsgBox "ok"
   MsgBox s22  '显示数组
   paixu0 = s22
End Function

ysr · 发表于 2023-2-11 00:35

有114组/6.22364178816818E+22=249472278784^2=2494722787842+52192  f=5266767756252+249472278784^2 e=5219^2+526676775625^2
/6.22364178816819E+22=249472278784^2=2494722787842+102052  f=5266767756252+249472278784^2 e=10205^2+526676775625^2
/3.39624843864428E+23=582773406964^2=2494722787842+5266767756252  f=52192+249472278784^2 e=526676775625^2+5219^2
/3.39624843864428E+23=582773406964^2=2494722787842+5266767756252  f=102052+249472278784^2 e=526676775625^2+10205^2
/6.22364178816818E+22=249472278784^2=52192+2494722787842  f=5266767756252+5219^2 e=249472278784^2+526676775625^2
/4.05476649855226E+23=636770484441^2=52192+6367704844412  f=6067225977762+5219^2 e=636770484441^2+606722597776^2
/4.04503950039062E+23=636006250000^2=52192+6360062500002  f=5266767756252+5219^2 e=636006250000^2+526676775625^2
/4.01862779541181E+23=633926478025^2=52192+6339264780252  f=4961849952162+5219^2 e=633926478025^2+496184995216^2
/3.77262570260867E+23=614217038400^2=52192+6142170384002  f=5835065433762+5219^2 e=614217038400^2+583506543376^2
/3.68112310652058E+23=606722597776^2=52192+6067225977762  f=6367704844412+5219^2 e=606722597776^2+636770484441^2
/3.54966934299469E+23=595791015625^2=52192+5957910156252  f=4834768556252+5219^2 e=595791015625^2+483476855625^2
/3.40479886162608E+23=583506543376^2=52192+5835065433762  f=6142170384002+5219^2 e=583506543376^2+614217038400^2
/2.77388425982747E+23=526676775625^2=52192+5266767756252  f=2494722787842+5219^2 e=526676775625^2+249472278784^2
/2.77388425982747E+23=526676775625^2=52192+5266767756252  f=6360062500002+5219^2 e=526676775625^2+636006250000^2
/2.46199549477502E+23=496184995216^2=52192+4961849952162  f=6339264780252+5219^2 e=496184995216^2+633926478025^2
/2.33749869925037E+23=483476855625^2=52192+4834768556252  f=5957910156252+5219^2 e=483476855625^2+595791015625^2
/6.22364178816819E+22=249472278784^2=102052+2494722787842  f=5266767756252+10205^2 e=249472278784^2+526676775625^2
/4.05476649855226E+23=636770484441^2=102052+6367704844412  f=6067225977762+10205^2 e=636770484441^2+606722597776^2
/4.04503950039063E+23=636006250000^2=102052+6360062500002  f=5266767756252+10205^2 e=636006250000^2+526676775625^2
/4.01862779541181E+23=633926478025^2=102052+6339264780252  f=4961849952162+10205^2 e=633926478025^2+496184995216^2
/3.77262570260867E+23=614217038400^2=102052+6142170384002  f=5835065433762+10205^2 e=614217038400^2+583506543376^2
/3.68112310652058E+23=606722597776^2=102052+6067225977762  f=6367704844412+10205^2 e=606722597776^2+636770484441^2
/3.54966934299469E+23=595791015625^2=102052+5957910156252  f=4834768556252+10205^2 e=595791015625^2+483476855625^2
/3.40479886162608E+23=583506543376^2=102052+5835065433762  f=6142170384002+10205^2 e=583506543376^2+614217038400^2
/2.77388425982747E+23=526676775625^2=102052+5266767756252  f=2494722787842+10205^2 e=526676775625^2+249472278784^2
/2.77388425982747E+23=526676775625^2=102052+5266767756252  f=6360062500002+10205^2 e=526676775625^2+636006250000^2
/2.46199549477502E+23=496184995216^2=102052+4961849952162  f=6339264780252+10205^2 e=496184995216^2+633926478025^2
/2.33749869925037E+23=483476855625^2=102052+4834768556252  f=5957910156252+10205^2 e=483476855625^2+595791015625^2
/4.05476649855226E+23=636770484441^2=179002+6367704844412  f=6067225977762+17900^2 e=636770484441^2+606722597776^2
/4.04503950039063E+23=636006250000^2=179002+6360062500002  f=5266767756252+17900^2 e=636006250000^2+526676775625^2
/4.01862779541181E+23=633926478025^2=179002+6339264780252  f=4961849952162+17900^2 e=633926478025^2+496184995216^2
/3.77262570260867E+23=614217038400^2=179002+6142170384002  f=5835065433762+17900^2 e=614217038400^2+583506543376^2
/3.68112310652058E+23=606722597776^2=179002+6067225977762  f=6367704844412+17900^2 e=606722597776^2+636770484441^2
/3.54966934299469E+23=595791015625^2=179002+5957910156252  f=4834768556252+17900^2 e=595791015625^2+483476855625^2
/3.40479886162608E+23=583506543376^2=179002+5835065433762  f=6142170384002+17900^2 e=583506543376^2+614217038400^2
/2.77388425982747E+23=526676775625^2=179002+5266767756252  f=6360062500002+17900^2 e=526676775625^2+636006250000^2
/2.46199549477502E+23=496184995216^2=179002+4961849952162  f=6339264780252+17900^2 e=496184995216^2+633926478025^2
/2.33749869925037E+23=483476855625^2=179002+4834768556252  f=5957910156252+17900^2 e=483476855625^2+595791015625^2
/4.04503950039063E+23=636006250000^2=281012+6360062500002  f=5266767756252+28101^2 e=636006250000^2+526676775625^2
/2.77388425982747E+23=526676775625^2=281012+5266767756252  f=6360062500002+28101^2 e=526676775625^2+636006250000^2
/4.04503950039063E+23=636006250000^2=288602+6360062500002  f=5266767756252+28860^2 e=636006250000^2+526676775625^2
/2.77388425982747E+23=526676775625^2=288602+5266767756252  f=6360062500002+28860^2 e=526676775625^2+636006250000^2
/4.05476649855226E+23=636770484441^2=6367704844412+52192  f=6067225977762+636770484441^2 e=5219^2+606722597776^2
/4.05476649855226E+23=636770484441^2=6367704844412+102052  f=6067225977762+636770484441^2 e=10205^2+606722597776^2
/4.05476649855226E+23=636770484441^2=6367704844412+179002  f=6067225977762+636770484441^2 e=17900^2+606722597776^2
/7.73588960507284E+23=879539061388^2=6367704844412+6067225977762  f=52192+636770484441^2 e=606722597776^2+5219^2
/7.73588960507284E+23=879539061388^2=6367704844412+6067225977762  f=102052+636770484441^2 e=606722597776^2+10205^2
/7.73588960507284E+23=879539061388^2=6367704844412+6067225977762  f=179002+636770484441^2 e=606722597776^2+17900^2
/4.04503950039062E+23=636006250000^2=6360062500002+52192  f=5266767756252+636006250000^2 e=5219^2+526676775625^2
/4.04503950039063E+23=636006250000^2=6360062500002+102052  f=5266767756252+636006250000^2 e=10205^2+526676775625^2
/4.04503950039063E+23=636006250000^2=6360062500002+179002  f=5266767756252+636006250000^2 e=17900^2+526676775625^2
/4.04503950039063E+23=636006250000^2=6360062500002+281012  f=5266767756252+636006250000^2 e=28101^2+526676775625^2
/4.04503950039063E+23=636006250000^2=6360062500002+288602  f=5266767756252+636006250000^2 e=28860^2+526676775625^2
/6.81892376021809E+23=825767749444^2=6360062500002+5266767756252  f=52192+636006250000^2 e=526676775625^2+5219^2
/6.81892376021809E+23=825767749444^2=6360062500002+5266767756252  f=102052+636006250000^2 e=526676775625^2+10205^2
/6.81892376021809E+23=825767749444^2=6360062500002+5266767756252  f=179002+636006250000^2 e=526676775625^2+17900^2
/6.81892376021809E+23=825767749444^2=6360062500002+5266767756252  f=281012+636006250000^2 e=526676775625^2+28101^2
/6.81892376021809E+23=825767749444^2=6360062500002+5266767756252  f=288602+636006250000^2 e=526676775625^2+28860^2
/4.01862779541181E+23=633926478025^2=6339264780252+52192  f=4961849952162+633926478025^2 e=5219^2+496184995216^2
/4.01862779541181E+23=633926478025^2=6339264780252+102052  f=4961849952162+633926478025^2 e=10205^2+496184995216^2
/4.01862779541181E+23=633926478025^2=6339264780252+179002  f=4961849952162+633926478025^2 e=17900^2+496184995216^2
/6.48062329018683E+23=805023185392^2=6339264780252+4961849952162  f=52192+633926478025^2 e=496184995216^2+5219^2
/6.48062329018683E+23=805023185392^2=6339264780252+4961849952162  f=102052+633926478025^2 e=496184995216^2+10205^2
/6.48062329018683E+23=805023185392^2=6339264780252+4961849952162  f=179002+633926478025^2 e=496184995216^2+17900^2
/3.77262570260867E+23=614217038400^2=6142170384002+52192  f=5835065433762+614217038400^2 e=5219^2+583506543376^2
/3.77262570260867E+23=614217038400^2=6142170384002+102052  f=5835065433762+614217038400^2 e=10205^2+583506543376^2
/3.77262570260867E+23=614217038400^2=6142170384002+179002  f=5835065433762+614217038400^2 e=17900^2+583506543376^2
/7.17742456423475E+23=847196822718^2=6142170384002+5835065433762  f=52192+614217038400^2 e=583506543376^2+5219^2
/7.17742456423475E+23=847196822718^2=6142170384002+5835065433762  f=102052+614217038400^2 e=583506543376^2+10205^2
/7.17742456423475E+23=847196822718^2=6142170384002+5835065433762  f=179002+614217038400^2 e=583506543376^2+17900^2
/3.68112310652058E+23=606722597776^2=6067225977762+52192  f=6367704844412+606722597776^2 e=5219^2+636770484441^2
/3.68112310652058E+23=606722597776^2=6067225977762+102052  f=6367704844412+606722597776^2 e=10205^2+636770484441^2
/3.68112310652058E+23=606722597776^2=6067225977762+179002  f=6367704844412+606722597776^2 e=17900^2+636770484441^2
/7.73588960507284E+23=879539061388^2=6067225977762+6367704844412  f=52192+606722597776^2 e=636770484441^2+5219^2
/7.73588960507284E+23=879539061388^2=6067225977762+6367704844412  f=102052+606722597776^2 e=636770484441^2+10205^2
/7.73588960507284E+23=879539061388^2=6067225977762+6367704844412  f=179002+606722597776^2 e=636770484441^2+17900^2
/3.54966934299469E+23=595791015625^2=5957910156252+52192  f=4834768556252+595791015625^2 e=5219^2+483476855625^2
/3.54966934299469E+23=595791015625^2=5957910156252+102052  f=4834768556252+595791015625^2 e=10205^2+483476855625^2
/3.54966934299469E+23=595791015625^2=5957910156252+179002  f=4834768556252+595791015625^2 e=17900^2+483476855625^2
/5.88716804224506E+23=767278830820^2=5957910156252+4834768556252  f=52192+595791015625^2 e=483476855625^2+5219^2
/5.88716804224506E+23=767278830820^2=5957910156252+4834768556252  f=102052+595791015625^2 e=483476855625^2+10205^2
/5.88716804224506E+23=767278830820^2=5957910156252+4834768556252  f=179002+595791015625^2 e=483476855625^2+17900^2
/3.40479886162608E+23=583506543376^2=5835065433762+52192  f=6142170384002+583506543376^2 e=5219^2+614217038400^2
/3.40479886162608E+23=583506543376^2=5835065433762+102052  f=6142170384002+583506543376^2 e=10205^2+614217038400^2
/3.40479886162608E+23=583506543376^2=5835065433762+179002  f=6142170384002+583506543376^2 e=17900^2+614217038400^2
/7.17742456423475E+23=847196822718^2=5835065433762+6142170384002  f=52192+583506543376^2 e=614217038400^2+5219^2
/7.17742456423475E+23=847196822718^2=5835065433762+6142170384002  f=102052+583506543376^2 e=614217038400^2+10205^2
/7.17742456423475E+23=847196822718^2=5835065433762+6142170384002  f=179002+583506543376^2 e=614217038400^2+17900^2
/3.39624843864428E+23=582773406964^2=5266767756252+2494722787842  f=52192+526676775625^2 e=249472278784^2+5219^2
/3.39624843864428E+23=582773406964^2=5266767756252+2494722787842  f=102052+526676775625^2 e=249472278784^2+10205^2
/2.77388425982747E+23=526676775625^2=5266767756252+52192  f=2494722787842+526676775625^2 e=5219^2+249472278784^2
/2.77388425982747E+23=526676775625^2=5266767756252+52192  f=6360062500002+526676775625^2 e=5219^2+636006250000^2
/2.77388425982747E+23=526676775625^2=5266767756252+102052  f=2494722787842+526676775625^2 e=10205^2+249472278784^2
/2.77388425982747E+23=526676775625^2=5266767756252+102052  f=6360062500002+526676775625^2 e=10205^2+636006250000^2
/2.77388425982747E+23=526676775625^2=5266767756252+179002  f=6360062500002+526676775625^2 e=17900^2+636006250000^2
/2.77388425982747E+23=526676775625^2=5266767756252+281012  f=6360062500002+526676775625^2 e=28101^2+636006250000^2
/2.77388425982747E+23=526676775625^2=5266767756252+288602  f=6360062500002+526676775625^2 e=28860^2+636006250000^2
/6.81892376021809E+23=825767749444^2=5266767756252+6360062500002  f=52192+526676775625^2 e=636006250000^2+5219^2
/6.81892376021809E+23=825767749444^2=5266767756252+6360062500002  f=102052+526676775625^2 e=636006250000^2+10205^2
/6.81892376021809E+23=825767749444^2=5266767756252+6360062500002  f=179002+526676775625^2 e=636006250000^2+17900^2
/6.81892376021809E+23=825767749444^2=5266767756252+6360062500002  f=281012+526676775625^2 e=636006250000^2+28101^2
/6.81892376021809E+23=825767749444^2=5266767756252+6360062500002  f=288602+526676775625^2 e=636006250000^2+28860^2
/2.46199549477502E+23=496184995216^2=4961849952162+52192  f=6339264780252+496184995216^2 e=5219^2+633926478025^2
/2.46199549477502E+23=496184995216^2=4961849952162+102052  f=6339264780252+496184995216^2 e=10205^2+633926478025^2
/2.46199549477502E+23=496184995216^2=4961849952162+179002  f=6339264780252+496184995216^2 e=17900^2+633926478025^2
/6.48062329018683E+23=805023185392^2=4961849952162+6339264780252  f=52192+496184995216^2 e=633926478025^2+5219^2
/6.48062329018683E+23=805023185392^2=4961849952162+6339264780252  f=102052+496184995216^2 e=633926478025^2+10205^2
/6.48062329018683E+23=805023185392^2=4961849952162+6339264780252  f=179002+496184995216^2 e=633926478025^2+17900^2
/2.33749869925037E+23=483476855625^2=4834768556252+52192  f=5957910156252+483476855625^2 e=5219^2+595791015625^2
/2.33749869925037E+23=483476855625^2=4834768556252+102052  f=5957910156252+483476855625^2 e=10205^2+595791015625^2
/2.33749869925037E+23=483476855625^2=4834768556252+179002  f=5957910156252+483476855625^2 e=17900^2+595791015625^2
/5.88716804224506E+23=767278830820^2=4834768556252+5957910156252  f=52192+483476855625^2 e=595791015625^2+5219^2
/5.88716804224506E+23=767278830820^2=4834768556252+5957910156252  f=102052+483476855625^2 e=595791015625^2+10205^2
/5.88716804224506E+23=767278830820^2=4834768556252+5957910156252  f=179002+483476855625^2 e=595791015625^2+17900^2
/平方数5219^2的拆分解有:1组/5219^2=2456^2+4605^2

这些都是面对角线都是整数的长方体

ysr · 发表于 2023-2-11 00:38

本帖最后由 ysr 于 2023-2-11 05:34 编辑

Private Sub Command1_Click()
Dim a, B, ak()
a = Trim(Text1)
a1 = 1
Do While a1 ^ 2 <= (a + 1) ^ 2 / 2
a2 = a ^ 2 - a1 ^ 2
If InStr(a2 ^ (1 / 2), ".") = 0 Then
js = js + 1
s2 = s2 & "/" & a & "^2=" & a1 & "^2+" & a2 ^ (1 / 2) & "^2" & vbCrLf
s13 = s13 & "/" & a1 ^ 2 & "/" & a2
Else
s13 = s13
End If

a1 = a1 + 1
Loop
s = "/67184/323861151744/94848/319378698496/129808/311524724736/141056/308478046464/156864/303768527104/205200/286267801600/220400/279798681600/231040/274995360000/280896/249472278784/290928/243735740416/304912/235403513856/343824/210159898624/395200/172191801600/5219/641774027664/10205/641697123600/17900/641480855625/28101/641011599424/28860/640968366025/31941/640781038144/34075/640640160000/44268/639841609801/56925/638560810000/60000/638201265625/65960/637450544025/70928/636770484441/76125/636006250000/88740/633926478025/93925/632979360000/98875“"
s = s & "/632025000000/104052/630974446921/104805/630817177600/122525/626788890000/127680/625499083225/132600/624218505625/150220/619235217225/163995/614906905600/166085/614217038400/169100/613206455625/181475/608868090000/187293/606722597776/191400/605167305625/197200/602913425625/207075/598921210000/209467/597924841536/214500/595791015625/219300/593708775625/224315/591484046400/225044/591156463689/241443/583506543376/251875"
s = s & "/578360250000/254800/576878225625/256824/575842698649/278396/564296932809/281285/562680014400/281996/562279521609/286875/559504000000/291525/556814440000/296380/553960161225/298680/552591523225/308125/546860250000/312936/543872325529/313635/543434352400/317520/540982315225/323000/537472265625/334565/529867526400/337364/527986797129/339300/526676775625/348517/520337166336/351973/517916272896/367965/506403024400/372387/503129187856/377000/499672265625/381597/496184995216/392700/487587975625/397900/483476855625/401563/480548422656"
s = s & "/402220/480020337225/406725/476376040000/415484/469174311369/417600/467411505625/422045/463679283600/426275/460090890000/431325/455760010000/433920/453514699225/452980/436610385225/454740/435012798025/457275/432700840000/466235/424426190400/472472/418571474841/480675/410752810000/484840/406731440025/488800/402875825625/494875/396900000000/502860/388933086025/503451/388338356224/507500/384245015625/515355/376210489600/525000/366176265625/527325/363729610000/528931/362033262864/531811/358978325904/539400/350848905625/548709/340719698944/552500/336545015625/556100/332554055625/559845/328374841600/560388/327766555081"
s = s & "/7995/241729555600/17875/241473960000/20915/241356038400/25236/241156619929/28900/240958265625/36667/240449006736/38760/240291138025/46515/239629830400/46725/239610250000/54468/238826712601/72197/236581068816/75205/236137683600/83096/234888530409/92204/233291898009/92820/233177923225/100045/231784473600/100659/231661241344/103635/231053262400/109701/229759166224/113275/228962250000/117480/227991925225/120432/227289609001/121040/227142794025/128773/225210990096/137683/222836867136/138285/222670734400/145340/220669760025/154752/217845294121/165189/214506069904/165581/214376408064/172500/212037225625/181720"
s = s & "/208771317225/181916/208700044569/189125/206025210000/192507/204734530576/196480/203189085225/205500/199563225625/208260/198421248025/208828/198184342041/215475/195364000000/224315/191476256400/231400/188247515625/234080/187000029225/242724/182878535449/249645/179470849600/256320/176093533225/256500/176001225625/263109/172567129744/264880/171632061225/271405/168132801600/278036/164489458329/280540/163090784025/288600/158503515625/294533/155043787536/295035/154747824400/301392/150956337961/308652/146527418521/309140/146225936025/311500/144761225625/314835/142672398400/317645/140895129600/322363/137875571856/325125/136087210000/330616/132486536169/330924/132282781849/331080/132179509225/343629/123712585984"

s4 = Split(s, "/")
j = UBound(s4)
For k = 1 To j
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s4(n1)
   s12 = s12 & "/" & Val(ak(n1)) ^ 2
Next
s12 = s12 & "/" & s13
s6 = paixu3(Trim(s12), Trim(s12))
s3 = paixu33(Trim(s), Trim(s), Trim(s))
's3 = "/" & s3
s5 = Split(s3, "/")
j1 = UBound(s5)
If js = 0 Then
Text2 = "有" & j1 & "组" & s3
Else
Text2 = "有" & j1 & "组" & s3 & "/平方数" & a & "^2的拆分解有:" & js & "组" & s2
End If

End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""

End Sub

Private Function paixu33(a As String, B As String, c As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk(), cr1()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
s206 = Split(c, "/")
j1 = UBound(s105)
j2 = UBound(s205)
j3 = UBound(s206)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next
For k = 1 To j3
   n3 = n3 + 1
      ReDim Preserve cr(1 To n3)
   cr(n3) = s206(n3)
Next

   n = 0
      For k = 1 To 150
         For i = 1 To 150
         For i1 = 1 To 150
         n = n + 1
         ReDim Preserve cr1(1 To n)
         m = Val(ak(k)) + Val(bk(i)) + Val(cr(i1))
         a = Val(ak(k))
         B = Val(bk(i))
         c = Val(cr(i1))
         d = Val(a ^ 2 + B ^ 2)
         e = Val(B ^ 2 + c ^ 2)
         g = Val(a ^ 2 + B ^ 2 + c ^ 2)
         f = Val(a ^ 2 + c ^ 2)
         If InStr(Sqr(Val(d)), ".") = 0 And InStr(Sqr(Val(e)), ".") = 0 And InStr(Sqr(Val(f)), ".") = 0 And Val(ak(k)) <> 0 And Val(bk(i)) <> 0 Then
         s22 = s22 & "/d=" & d & "=" & d ^ (1 / 2) & "^2=" & Val(ak(k)) & "^2+" & Val(bk(i)) & "^2  f=" & Val(cr(i1)) & "^2+" & Val(ak(k)) & "^2 e=" & Val(bk(i)) & "^2+" & Val(cr(i1)) & "^2" & vbCrLf
         Else
         s22 = s22
         End If
   Next
   Next
Next

      MsgBox "ok"
   MsgBox s22  '显示数组
   paixu33 = s22
End Function

Private Function paixu3(a As String, B As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
j1 = UBound(s105)
j2 = UBound(s205)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next

   n = 0
      For k = 1 To j1
         For i = 1 To j2
         n = n + 1
         ReDim Preserve cr(1 To n)
         m = Val(ak(k)) + Val(bk(i))
         f(m) = ""
   Next
Next
   n = 0
   m = f.Keys
   For i = 0 To j1
      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
   paixu3 = s104
End Function

Private Function paixu0(a As String, B As String) As String
Dim i As Integer
Dim ak(), s105, cr(), f, bk()
s103 = a
Set f = CreateObject("Scripting.Dictionary")
s105 = Split(s103, "/")
s205 = Split(B, "/")
j1 = UBound(s105)
j2 = UBound(s205)
Print j1
For k = 1 To j1
   n1 = n1 + 1
   ReDim Preserve ak(1 To n1)
   ak(n1) = s105(n1)
Next
For k = 1 To j2
   n2 = n2 + 1
      ReDim Preserve bk(1 To n2)
   bk(n2) = s205(n2)
Next

   n = 0
      For k = 1 To j1
         For i = 1 To j2
         n = n + 1
         ReDim Preserve cr(1 To n)
         m = Val(ak(k)) + Val(bk(i))
         f(m) = ""
         If InStr(Sqr(Val(m)), ".") = 0 And Val(ak(k)) <> 0 And Val(bk(i)) <> 0 Then
         s22 = s22 & "/" & m & "=" & m ^ (1 / 2) & "^2=" & Val(ak(k)) & "+" & Val(bk(i)) & "=" & Val(ak(k)) ^ (1 / 2) & "^2+" & Val(bk(i)) ^ (1 / 2) & "^2" & vbCrLf
         Else
         s22 = s22
         End If
   Next
Next

      MsgBox "ok"
   MsgBox s22  '显示数组
   paixu0 = s22
End Function

ysr · 发表于 2023-2-11 00:53

/5.41836917592556E+23=736095725835^2=1.0488604560895E+23+4.07300855445352E+23+2.96500165382538E+22=323861151744^2+638201265625^2+172191801600^2
/9.17663550909528E+23=957947572109^2=1.0488604560895E+23+4.07300855445352E+23+4.05476649855226E+23=323861151744^2+638201265625^2+636770484441^2
/9.17663550909528E+23=957947572109^2=1.0488604560895E+23+4.05476649855226E+23+4.07300855445352E+23=323861151744^2+636770484441^2+638201265625^2
/4.68390644407902E+23=684390710346^2=1.0488604560895E+23+3.63504598798872E+23+78902562816=323861151744^2+602913425625^2+280896^2
/7.1502823225171E+23=845593420180^2=8996143104+3.57514116125851E+23+3.57514116125851E+23=94848^2+597924841536^2+597924841536^2
明天有空了，手工验证一下这几个吧

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