Motzkin numbers: Difference between revisions
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Alternative. Note that under 32-bit and p2js M[37] happens by chance to be correct, even though |
Alternative. Note that under 32-bit and p2js M[37] happens by chance to be correct, even though |
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an intermediate value exceeds precision |
an intermediate value exceeds precision (in this case being rounded to the nearest whole multiple |
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simply because there isn't enough |
of 16), and the final divide by (i+1) results in a whole integer simply because there isn't enough |
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precision to hold any decimal places. |
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Output as above on 64-bit, less four entries under 32-bit and pwa/p2js. |
Output as above on 64-bit, less four entries under 32-bit and pwa/p2js. |
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