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25
Task/Circular-primes/PascalABC.NET/circular-primes.pas
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25
Task/Circular-primes/PascalABC.NET/circular-primes.pas
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##
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function IsPrime(n: integer): boolean;
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begin
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result := false;
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for var i := 2 to n.Sqrt.Floor do
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if n mod i = 0 then
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exit;
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result := true;
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end;
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function rotations(n: integer): sequence of integer;
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begin
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var a := n.tostring;
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for var i := 1 to a.Length do
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yield (a[i:] + a[:i]).ToInteger;
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end;
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function isCircular(n: integer): boolean;
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begin
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var rot := rotations(n);
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if rot.first = rot.min then
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result := rot.All(x -> isPrime(x));
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end;
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(2..1000_000).Where(x -> isCircular(x)).Take(19).Println;
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71
Task/Circular-primes/REXX/circular-primes-2.rexx
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Task/Circular-primes/REXX/circular-primes-2.rexx
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include Settings
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say version; say 'Circular primes'; say
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call First19
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call Next3
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call HigherReps
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exit
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First19:
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procedure expose glob. prim.
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call Time('r')
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numeric digits 10
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say 'First 19 circular primes:'
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p = Primes(200000)
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do i = 1 to p
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a = prim.prime.i
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if Verify(a,'024568','m') > 0 then
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iterate i
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b = a; l = Length(b)
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do l-1
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b = Right(b,l-1)||Left(b,1)
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if b < a then
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iterate i
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if \ IsPrime(b) then
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iterate i
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end
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call Charout ,a' '
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end
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say
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say Format(Time('e'),,3) 'seconds'
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say
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return
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Next3:
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procedure expose glob.
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call Time('r')
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numeric digits 320
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say 'Next 3 circular primes:'
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do i = 7 to 320
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r = Repunit(i)
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if IsPrime(r) then
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call charout ,'R('i') '
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end
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say
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say Format(Time('e'),,3) 'seconds'
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say
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return
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HigherReps:
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procedure expose glob.
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call Time('r')
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numeric digits 1040
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say 'Primality of R(1031):'
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if IsPrime(Repunit(1031)) then
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say 'R(1031) is probable prime'
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else
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say 'R(1031) is composite'
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say Format(Time('e'),,3) 'seconds'
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say
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return
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Repunit:
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/* Repeat 1's function */
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procedure expose glob.
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arg x
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/* Formula */
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return Copies('1',x)
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include Numbers
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include Functions
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include Abend
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6
Task/Circular-primes/Uiua/circular-primes.uiua
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6
Task/Circular-primes/Uiua/circular-primes.uiua
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# Find first 19 circular primes
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IsP ← =1⧻°/×
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Rots ← ≡(⋕↻)+1⊙¤⇡⧻.°⋕
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Circ ← ⨬(⋅0|/↧≡IsP)⊸(=⊙/↧)⟜Rots
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▽⊸≡Circ▽⊸≡IsP+1⇡1e6
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