user
The Levenshtein distance algorithm returns the number of atomic operations (insertion, deletion or edition) that must be performed on a string in order to obtain an other one, but it does not say anything about the actual operations used or their order.

An alignment is a notation used to describe the operations used to turn a string into an other. At some point in the strings, the minus character ('-') is placed in order to signify that a character must be added at this very place. For instance, an alignment between the words 'place' and 'palace' is:

```
P-LACE
PALACE

```

Task

Write a function that shows the alignment of two strings for the corresponding levenshtein distance.

As an example, use the words "rosettacode" and "raisethysword".

You can either implement an algorithm, or use a dedicated library (thus showing us how it is named in your language).
assistant
(formerly Perl 6)

**Translation of**: Perl

```
sub align ( Str $σ, Str $t ) {
    my @s = flat *, $σ.comb;
    my @t = flat *, $t.comb;
     
    my @A;
    @A[$_][ 0]<d s t> = $_, @s[1..$_].join, '-' x $_ for ^@s;
    @A[ 0][$_]<d s t> = $_, '-' x $_, @t[1..$_].join for ^@t;
     
    for 1 ..^ @s X 1..^ @t -> (\i, \j) {
	if @s[i] ne @t[j] {
	    @A[i][j]<d> = 1 + my $min =
	    min @A[i-1][j]<d>, @A[i][j-1]<d>, @A[i-1][j-1]<d>;
	    @A[i][j]<s t> =
	    @A[i-1][j]<d> == $min ??  (@A[i-1][j]<s t> Z~ @s[i], '-') !!
	    @A[i][j-1]<d> == $min ??  (@A[i][j-1]<s t> Z~ '-', @t[j]) !!
	    (@A[i-1][j-1]<s t> Z~ @s[i], @t[j]);
	} else {
	    @A[i][j]<d s t> = @A[i-1][j-1]<d s t> Z~ '', @s[i], @t[j];
	}
    }
     
    return @A[*-1][*-1]<s t>;
}
 
.say for align 'rosettacode', 'raisethysword';

```

Output:

```
ro-settac-o-de
raisethysword-
```