If we can assume that the segments always form a cycle (the ones in your example do), then the Graph module's find_a_cycle method seems to do the trick...
use Graph;
my @AoA = (
[11,29, 10,25],
[15,35, 11,29],
[15,15, 11,21],
[10,25, 11,21],
[15,35, 21,39],
[25,40, 21,39],
[21,11, 25,10],
[15,15, 21,11],
[35,35, 29,39],
[29,39, 25,40],
[35,15, 29,11],
[25,10, 29,11],
[40,25, 39,29],
[35,35, 39,29],
[39,21, 40,25],
[35,15, 39,21],
);
my $graph = Graph::Undirected->new;
for my $pair (@AoA)
{
my ($x1, $y1, $x2, $y2) = @$pair;
$graph->add_edge("$x1,$y1", "$x2,$y2");
}
print "$_\n" for $graph->find_a_cycle;
If the points are not guaranteed to form a cycle, then I think Graph is still a good place to start.
use Moops; class Cow :rw { has name => (default => 'Ermintrude') }; say Cow->new->name
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