Brilliant numbers: Difference between revisions
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m (→{{header|Python}}: changed silly var name; explains why stop at 10^17) |
m (Rust - increase limit to 10^17) |
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primes.push(prime); |
primes.push(prime); |
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} |
} |
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primes_by_digits.push(primes); |
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primes_by_digits |
primes_by_digits |
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} |
} |
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First brilliant number >= 10^14 is 100000380000361 at position 174155363187 |
First brilliant number >= 10^14 is 100000380000361 at position 174155363187 |
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First brilliant number >= 10^15 is 1000000000000003 at position 2601913448897 |
First brilliant number >= 10^15 is 1000000000000003 at position 2601913448897 |
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First brilliant number >= 10^16 is 10000001400000049 at position 13163230391313 |
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First brilliant number >= 10^17 is 100000000000000831 at position 201431415980419 |
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Elapsed time: |
Elapsed time: 1515 milliseconds |
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</pre> |
</pre> |
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