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Correct comments relating to v(1) search table
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@@ -739,7 +739,7 @@ rodseth_xhn(x, h, n)
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* We can show that X > 2. See the comments in the rodseth_xhn(x,h,n) above.
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* We can show that X > 2. See the comments in the rodseth_xhn(x,h,n) above.
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*
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*
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* Some values of X satisfy more often than others. For example a large sample
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* Some values of X satisfy more often than others. For example a large sample
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* of odd h, h odd multiple of 3 and large n (some around 1e4, some near 1e6,
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* of h*2^n-1, h odd multiple of 3, and large n (some around 1e4, some near 1e6,
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* others near 3e7) where the sample size was 66 973 365, here is the count of
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* others near 3e7) where the sample size was 66 973 365, here is the count of
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* the smallest value of X that satisfies conditions in Ref4, condition 1:
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* the smallest value of X that satisfies conditions in Ref4, condition 1:
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*
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*
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@@ -806,8 +806,8 @@ rodseth_xhn(x, h, n)
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* The above distribution was found to hold fairly well over many values of
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* The above distribution was found to hold fairly well over many values of
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* odd h that are also a multiple of 3 and for many values of n where h < 2^n.
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* odd h that are also a multiple of 3 and for many values of n where h < 2^n.
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* For example for in a sample size of 1000000 numbers of the form h*2^n-1
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* For example for in a sample size of 1000000 numbers of the form h*2^n-1
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* where h is an odd multiple of 3, 13002351 >= h >= 12996351,
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* where h is an odd multiple of 3, 12996351 <= h <= 13002351,
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* 4332116 >= n >= 12996351, these are the smallest v(1) values that were found:
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* 4331116 <= n <= 4332116, these are the smallest v(1) values that were found:
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*
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*
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* smallest percentage
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* smallest percentage
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* v(1) used
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* v(1) used
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