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Task/Ludic-numbers/AppleScript/ludic-numbers-1.applescript
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Task/Ludic-numbers/AppleScript/ludic-numbers-1.applescript
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-- Generate a list of the ludic numbers up to and including n.
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on ludicsTo(n)
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if (n < 1) then return {}
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-- Start with an array of numbers from 2 to n and a ludic collection already containing 1.
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script o
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property array : {}
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property ludics : {1}
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end script
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repeat with i from 2 to n
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set end of o's array to i
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end repeat
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-- Collect ludics and sieve the array until a ludic matches or exceeds the remaining
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-- array length, at which point the array contains just the remaining ludics.
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set thisLudic to 2
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set arrayLength to n - 1
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repeat while (thisLudic < arrayLength)
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set end of o's ludics to thisLudic
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repeat with i from 1 to arrayLength by thisLudic
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set item i of o's array to missing value
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end repeat
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set o's array to o's array's numbers
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set thisLudic to beginning of o's array
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set arrayLength to (count o's array)
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end repeat
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return (o's ludics) & (o's array)
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end ludicsTo
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on doTask()
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script o
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property ludics : ludicsTo(22000)
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end script
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set output to {}
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set astid to AppleScript's text item delimiters
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set AppleScript's text item delimiters to ", "
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set end of output to "First 25 ludic numbers:"
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set end of output to (items 1 thru 25 of o's ludics) as text
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repeat with i from 1 to (count o's ludics)
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if (item i of o's ludics > 1000) then exit repeat
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end repeat
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set end of output to "There are " & (i - 1) & " ludic numbers ≤ 1000."
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set end of output to "2000th-2005th ludic numbers:"
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set end of output to (items 2000 thru 2005 of o's ludics) as text
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set end of output to "Triplets < 250:"
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set triplets to {}
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repeat with x in o's ludics
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set x to x's contents
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if (x > 243) then exit repeat
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if ((x + 2) is in o's ludics) and ((x + 6) is in o's ludics) then
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set end of triplets to "{" & {x, x + 2, x + 6} & "}"
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end if
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end repeat
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set end of output to triplets as text
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set AppleScript's text item delimiters to linefeed
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set output to output as text
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set AppleScript's text item delimiters to astid
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return output
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end doTask
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return doTask()
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"First 25 ludic numbers:
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1, 2, 3, 5, 7, 11, 13, 17, 23, 25, 29, 37, 41, 43, 47, 53, 61, 67, 71, 77, 83, 89, 91, 97, 107
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There are 142 ludic numbers ≤ 1000.
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2000th-2005th ludic numbers:
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21475, 21481, 21487, 21493, 21503, 21511
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Triplets < 250:
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{1, 3, 7}, {5, 7, 11}, {11, 13, 17}, {23, 25, 29}, {41, 43, 47}, {173, 175, 179}, {221, 223, 227}, {233, 235, 239}"
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