| 11. | Integer factorization for large integers appears to be a difficult problem.
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| 12. | Integer factorization for large integers appears to be a difficult problem.
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| 13. | It is the only case where the output is an integer.
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| 14. | The additive group of integers has 1 as a generating set.
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| 15. | The difference between any two harmonic numbers is never an integer.
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| 16. | No harmonic numbers are integers, except for 1 } }.
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| 17. | Where k, m, n are arbitrary positive integer values.
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| 18. | All values are stored as unsigned integers, unless explicitly noted.
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| 19. | This asserts that every integer has a unique factorization into primes.
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| 20. | Sawtooth waves and real-world signals contain all integer harmonics.
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