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43
Task/Circular-primes/Ring/circular-primes.ring
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43
Task/Circular-primes/Ring/circular-primes.ring
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see "working..." + nl
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see "First 19 circular numbers are:" + nl
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n = 0
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row = 0
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Primes = []
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while row < 19
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n++
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flag = 1
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nStr = string(n)
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lenStr = len(nStr)
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for m = 1 to lenStr
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leftStr = left(nStr,m)
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rightStr = right(nStr,lenStr-m)
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strOk = rightStr + leftStr
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nOk = number(strOk)
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ind = find(Primes,nOk)
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if ind < 1 and strOk != nStr
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add(Primes,nOk)
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ok
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if not isprimeNumber(nOk) or ind > 0
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flag = 0
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exit
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ok
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next
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if flag = 1
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row++
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see "" + n + " "
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if row%5 = 0
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see nl
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ok
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ok
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end
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see nl + "done..." + nl
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func isPrimeNumber(num)
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if (num <= 1) return 0 ok
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if (num % 2 = 0) and (num != 2) return 0 ok
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for i = 2 to sqrt(num)
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if (num % i = 0) return 0 ok
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next
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return 1
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