(coreutils.info)shuf invocation
7.2 `shuf': Shuffling text
==========================
`shuf' shuffles its input by outputting a random permutation of its
input lines. Each output permutation is equally likely. Synopses:
shuf [OPTION]... [FILE]
shuf -e [OPTION]... [ARG]...
shuf -i LO-HI [OPTION]...
`shuf' has three modes of operation that affect where it obtains its
input lines. By default, it reads lines from standard input. The
following options change the operation mode:
`-e'
`--echo'
Treat each command-line operand as an input line.
`-i LO-HI'
`--input-range=LO-HI'
Act as if input came from a file containing the range of unsigned
decimal integers LO...HI, one per line.
`shuf''s other options can affect its behavior in all operation
modes:
`-n LINES'
`--head-count=COUNT'
Output at most COUNT lines. By default, all input lines are
output.
`-o OUTPUT-FILE'
`--output=OUTPUT-FILE'
Write output to OUTPUT-FILE instead of standard output. `shuf'
reads all input before opening OUTPUT-FILE, so you can safely
shuffle a file in place by using commands like `shuf -o F <F' and
`cat F | shuf -o F'.
`--random-source=FILE'
Use FILE as a source of random data used to determine which
permutation to generate. Note: Random sources.
`-z'
`--zero-terminated'
Delimit items with a zero byte rather than a newline (ASCII LF).
I.E. treat input as items separated by ASCII NUL and terminate
output items with ASCII NUL. This option can be useful in
conjunction with `perl -0' or `find -print0' and `xargs -0' which
do the same in order to reliably handle arbitrary file names (even
those containing blanks or other special characters).
For example:
shuf <<EOF
A man,
a plan,
a canal:
Panama!
EOF
might produce the output
Panama!
A man,
a canal:
a plan,
Similarly, the command:
shuf -e clubs hearts diamonds spades
might output:
clubs
diamonds
spades
hearts
and the command `shuf -i 1-4' might output:
4
2
1
3
These examples all have four input lines, so `shuf' might produce any
of the twenty-four possible permutations of the input. In general, if
there are N input lines, there are N! (i.e., N factorial, or N * (N -
1) * ... * 1) possible output permutations.
An exit status of zero indicates success, and a nonzero value
indicates failure.
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