This "shuffles" the array, but not in a fair way. In fact,
the algorithm contains two mistakes, a minor one and a severe
one. Let's start with the minor one - in your loop you set
$rand to
rand $#array. But that
means
$rand could never be the last element of
the array. However, fixing it that you take
rand @array
will not do you any good.
Let the size of the array be N. Then at each iteration,
you select from N elements (after the fix given above),
and change it with the one on position $i. You do this
N times. Hence, you will get NN
different outcomes. There are however, only N! different
permutations of the array. And since N! isn't a divisor of
NN for N > 2, some outcomes will be favoured over
others by your algorithm.
Please use the Fisher-Yates shuffle as described in the FAQ.
That one is fair.
Abigail
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