How to resolve the algorithm Mind boggling card trick step by step in the Perl programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Mind boggling card trick step by step in the Perl programming language
Table of Contents
Problem Statement
Matt Parker of the "Stand Up Maths channel" has a YouTube video of a card trick that creates a semblance of order from chaos. The task is to simulate the trick in a way that mimics the steps shown in the video.
(Optionally, run this simulation a number of times, gathering more evidence of the truthfulness of the assertion.) Show output on this page.
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Mind boggling card trick step by step in the Perl programming language
Source code in the perl programming language
sub trick {
my(@deck) = @_;
my $result .= sprintf "%-28s @deck\n", 'Starting deck:';
my(@discard, @red, @black);
deal(\@deck, \@discard, \@red, \@black);
$result .= sprintf "%-28s @red\n", 'Red pile:';
$result .= sprintf "%-28s @black\n", 'Black pile:';
my $n = int rand(+@red < +@black ? +@red : +@black);
swap(\@red, \@black, $n);
$result .= sprintf "Red pile after %2d swapped: @red\n", $n;
$result .= sprintf "Black pile after %2d swapped: @black\n", $n;
$result .= sprintf "Red in Red, Black in Black: %d = %d\n", (scalar grep {/R/} @red), scalar grep {/B/} @black;
return "$result\n";
}
sub deal {
my($c, $d, $r, $b) = @_;
while (@$c) {
my $top = shift @$c;
if ($top eq 'R') { push @$r, shift @$c }
else { push @$b, shift @$c }
push @$d, $top;
}
}
sub swap {
my($r, $b, $n) = @_;
push @$r, splice @$b, 0, $n;
push @$b, splice @$r, 0, $n;
}
@deck = split '', 'RB' x 26; # alternating red and black
print trick(@deck);
@deck = split '', 'RRBB' x 13; # alternating pairs of reds and blacks
print trick(@deck);
@deck = sort @deck; # all blacks precede reds
print trick(@deck);
@deck = sort { -1 + 2*int(rand 2) } @deck; # poor man's shuffle
print trick(@deck);
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