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6 changed files with 11 additions and 11 deletions
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@ -2744,7 +2744,7 @@ MILLER(1) MILLER(1)
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percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):
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x = [6,5,9,10,4,3]
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percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect
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@ -3634,5 +3634,5 @@ MILLER(1) MILLER(1)
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2023-08-26 MILLER(1)
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2023-08-27 MILLER(1)
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</pre>
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@ -2723,7 +2723,7 @@ MILLER(1) MILLER(1)
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percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):
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x = [6,5,9,10,4,3]
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percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect
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@ -3613,4 +3613,4 @@ MILLER(1) MILLER(1)
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2023-08-26 MILLER(1)
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2023-08-27 MILLER(1)
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@ -1099,7 +1099,7 @@ Use "interpolate_linearly" (or shorthand "il") to do linear interpolation -- not
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percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):
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x = [6,5,9,10,4,3]
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percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect
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@ -1187,7 +1187,7 @@ is normally distributed.`,
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``,
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` percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }`,
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``,
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`The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":`,
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`The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):`,
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``,
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` x = [6,5,9,10,4,3]`,
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` percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect`,
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@ -2723,7 +2723,7 @@ MILLER(1) MILLER(1)
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percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):
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x = [6,5,9,10,4,3]
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percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect
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@ -3613,4 +3613,4 @@ MILLER(1) MILLER(1)
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2023-08-26 MILLER(1)
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2023-08-27 MILLER(1)
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@ -2,12 +2,12 @@
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.\" Title: mlr
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.\" Author: [see the "AUTHOR" section]
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.\" Generator: ./mkman.rb
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.\" Date: 2023-08-26
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.\" Date: 2023-08-27
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.\" Manual: \ \&
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.\" Source: \ \&
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.\" Language: English
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.\"
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.TH "MILLER" "1" "2023-08-26" "\ \&" "\ \&"
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.TH "MILLER" "1" "2023-08-27" "\ \&" "\ \&"
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.\" -----------------------------------------------------------------
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.\" * Portability definitions
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.\" ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
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@ -4144,7 +4144,7 @@ Use "interpolate_linearly" (or shorthand "il") to do linear interpolation -- not
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percentiles([3,4,5,6,9,10], [25,75], {"interpolate_linearly":true}) is { "25": 4.25, "75": 8.25 }
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais":
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The percentiles function always sorts its inputs before computing percentiles. If you know your input is already sorted -- see also the sort_collection function -- then computation will be faster on large input if you pass in "array_is_sorted" (shorthand: "ais"):
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x = [6,5,9,10,4,3]
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percentiles(x, [25,75], {"ais":true}) gives { "25": 5, "75": 4 } which is incorrect
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