September Morn Update
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41
Task/N-queens-problem/FreeBASIC/n-queens-problem-2.freebasic
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41
Task/N-queens-problem/FreeBASIC/n-queens-problem-2.freebasic
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@ -0,0 +1,41 @@
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Sub aux(n As Integer, i As Integer, a() As Integer, _
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u() As Integer, v() As Integer, ByRef m As LongInt)
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Dim As Integer j, k, p, q
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If i > n Then
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m += 1
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For k = 1 To n : Print a(k); : Next : Print
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Else
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For j = i To n
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k = a(j)
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p = i - k + n
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q = i + k - 1
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If u(p) And v(q) Then
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u(p) = 0 : v(q) = 0
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a(j) = a(i) : a(i) = k
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aux(n, i + 1, a(), u(), v(), m)
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u(p) = 1 : v(q) = 1
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a(i) = a(j) : a(j) = k
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End If
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Next
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End If
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End Sub
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Dim As Integer n, i
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Dim m As LongInt = 1
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If Command(1) <> "" Then
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n = CInt(Command(1))
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ReDim a(1 To n) As Integer
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ReDim u(1 To 2 * n - 1) As Integer
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ReDim v(1 To 2 * n - 1) As Integer
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For i = 1 To n
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a(i) = i
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Next
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For i = 1 To 2 * n - 1
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u(i) = 1
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v(i) = 1
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Next
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m = 0
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aux(n, 1, a(), u(), v(), m)
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Print m
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End If
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43
Task/N-queens-problem/FreeBASIC/n-queens-problem-3.freebasic
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43
Task/N-queens-problem/FreeBASIC/n-queens-problem-3.freebasic
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@ -0,0 +1,43 @@
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Dim As Integer n, i, j, k, p, q
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Dim m As LongInt = 0
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If Command(1) <> "" Then
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n = CInt(Command(1))
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ReDim a(1 To n) As Integer
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ReDim s(1 To n) As Integer
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ReDim u(1 To 2 * n - 1) As Integer
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ReDim v(1 To 2 * n - 1) As Integer
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For i = 1 To n
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a(i) = i
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Next
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For i = 1 To 2 * n - 1
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u(i) = 1
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v(i) = 1
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Next
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m = 0
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i = 1
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L1: If i > n Then
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m += 1
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For k = 1 To n : Print a(k); : Next : Print
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Goto L4
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End If
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j = i
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L2: k = a(j)
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p = i - k + n
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q = i + k - 1
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If u(p) And v(q) Then
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u(p) = 0 : v(q) = 0
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a(j) = a(i) : a(i) = k
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s(i) = j
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i += 1
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Goto L1
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End If
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L3: j += 1 : If j <= n Goto L2
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L4: i -= 1 : If i = 0 Then Print m : End
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j = s(i)
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k = a(i) : a(i) = a(j) : a(j) = k
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p = i - k + n
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q = i + k - 1
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u(p) = 1 : v(q) = 1
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Goto L3
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End If
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