#!/usr/bin/perl

#Let us hasten to a higher plane
#Where dyads tread the fairy fields of Venn
#Their indices bedecked from one to n
#Co-mingled in an endless Markov chain.

$quick; $z=$y+0*$x; $r=2; $y++;
if (($dyads)&&($dyads{tread}="via Venn")){
for(1..$n){push @dyad_index, $_;
while(1){$markov[$cnt]= $cnt++;}}}

#Come, where every frustrum longs to be a cone
#And every vector dreams of matricies
#Hark to the gentle gradient of the breeze
#It whispers of a more ergodic zone.

$approach_now; $top_radius=>0;
foreach $vector(@space){@matrix=>$_.$_;} 
$listen; for(1..9){@breeze[$_];}
$breeze{whispering} = rand($zone);

#In Riemann, Hilbert, Or Banach Space
#Superscripts and subscripts go their ways.
#Our asymptotes no longer out of phase
#We shall encounter, counting, face to face.

if(($space eq"Riemann")||($space eq"Hilbert")||($space eq"Banach")){
($superscripts && $subscripts);  split;
$my=$your=tan(0);
$you && $I; for(1..$n){} for(1..$n){}}

#I'll grant thee random access to my heart
#Thoul't tell me all the constants of thy love
#And so we two all love's lemma's prove,
#And in our bound partition never part.

bless \$you; $index=rand(my @heart);
$you; tell; $me; for(1..@LOVE) {$your{LOVE}[$_];}
($you &&$I); prove($all_lemmas); sub prove{1};
($you && $I); !$you; !$I;

#For what did Cauchy know, or Christoffel,
#Or Fourier, or any Boole, or Euler,
#Wielding their compasses, their pens and rulers,
#Of thy supernal sinusoidal spell.

$querey =~ /.*/, $cauchy.$christoffel{knowledge};
$querey =~ /.*/, $fourier.$boole.$euler{knowledge};
$Mathmaticians{wielding}= ("Compasses", "Pens", "Rulers");
for(1..90) {sin($_)+$your{spell};}

#Cancel me not, for what then shall remain?
#Abscissas, some mantissas, modules, modes,
#A root or two, a torus and a node:
#The inverse of my verse, a null domain.

!$cancel; $me; defined($remains);
@remain= ("2", "3", "23." , "5.", "LWP", "CGI", "strict", "debug");
$remains=($root || $two),($torus && $node);
1/(++$my_verse)==undef($domain);

#Elipse of bliss converge, Oh lips divine!
#The product of our scalars is defined!
#Cyberiad draws nigh, and the skew mind
#Cuts capers like a happy haversine.

$x!=$y; $x=$y; $larrys{lips};
$my * $your != 0;
$Cyberiad{locale}="Approaching fast";
$mad_mind = split /capers/ => $haversine;

#I see the eigenvalue in thine eye.
#I hear the tendor tensor in thy sigh.
#Bernoulli would have been content to die,
#Had he but known such A^2*cosine(2*Phi).

$I{see};  @your{eye} = ($e*($x_1,$x_2)==$e*$x_1,$e*$x_2);
$I{hear}; $your{sigh}= $A1*$P1+$A2*$P2+$A3*$P3+$A4*$P4;
$bernoullis{will};  die
if $A**2*cos(2*$phi);