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May 16, 2018 02:24
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Rosetta Code: Floyd's triangle
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\ This program is a Rosetta Code exercise called "Floyd's triangle". | |
\ | |
\ https://rosettacode.org/wiki/Floyd's_triangle | |
\ | |
\ The goal is to print out a sequence of numbers in lines of increasing | |
\ length and to do so in such a way that the numbers appear in aligned | |
\ columns. | |
\ | |
\ The program takes a command-line argument that determines how many lines to | |
\ print. | |
\ | |
\ Usage example: | |
\ | |
\ $ ./floyd 5 | |
\ 1 | |
\ 2 3 | |
\ 4 5 6 | |
\ 7 8 9 10 | |
\ 11 12 13 14 15 | |
Iterate {i row col} From {1 1 1} | |
Let bottom [m + col] | |
In | |
When [row <= n] | |
(repeat [(width bottom) - (width i)] | |
Func _ (print " ")) | |
(print (Z.show i)) | |
If [col < row] | |
(print " ") | |
(print "\n") | |
If [col < row] | |
(Continue [i + 1] row [col + 1]) | |
(Continue [i + 1] [row + 1] 1) | |
End | |
Where | |
Let {n m} | |
Match If [OS.argc = 2] (Z.read (OS.argv 1)) 'nothing | |
| 'just.n {n [[n * [n - 1]] / 2]} | |
| 'nothing (OS.die "usage: floyd n") | |
; | |
Define (repeat n f) | |
Iterate i From 1 | |
When [i <= n] | |
(f) | |
(Continue [i + 1]) | |
End | |
Let width [Z.show >> STRING.length] | |
Let print STDIO.print | |
Where | |
Let OS Package "os" | |
Let STDIO Package "stdio" | |
Let STRING Package "string" | |
Let Z Package "z" |
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