X-Git-Url: http://git.vpit.fr/?a=blobdiff_plain;f=lib%2FLaTeX%2FTikZ.pm;h=5e5b7315e6f773edf4dc6fc956aa2ecbc2c2d175;hb=718a71648b669dadb4c548574b19d1c2b942d1dc;hp=c91ea8ca8dd341f80513185481b625d9ecda4dbc;hpb=c872d62c868ae84bbfe6f6abe6210920cd10c9fd;p=perl%2Fmodules%2FLaTeX-TikZ.git

diff --git a/lib/LaTeX/TikZ.pm b/lib/LaTeX/TikZ.pm
index c91ea8c..5e5b731 100644
--- a/lib/LaTeX/TikZ.pm
+++ b/lib/LaTeX/TikZ.pm
@@ -21,7 +21,7 @@ our $VERSION = '0.01';
 
     # A couple of lines
     my $hline = Tikz->line(-1 => 1);
-    my $vline = Tikz->line([ 0, -1 ] => [ 0, -1 ]);
+    my $vline = Tikz->line([ 0, -1 ] => [ 0, 1 ]);
 
     # Paint them in red
     $_->mod(Tikz->color('red')) for $hline, $vline;
@@ -36,10 +36,10 @@ our $VERSION = '0.01';
     $octo->clip(Tikz->rectangle(-0.5*(1+i), 2*(1+i)));
 
     # Fill it with dots
-    $octo->mod(Tikz->pattern(class => 'Dots'));
+    $octo->mod(Tikz->pattern(class => 'Dots', space_width => 10));
 
     # Create a formatter object
-    my $tikz = Tikz->formatter;
+    my $tikz = Tikz->formatter(scale => 5);
 
     # Put those objects all together and print them
     my $seq = Tikz->seq($octo, $hline, $vline);
@@ -72,7 +72,7 @@ or as a I<path>, where elements are all drawn as one line :
 
 =back
 
-This distinction is important because there are some primitves that only apply to paths but not to sequences, and vice versa.
+This distinction is important because there are some primitives that only apply to paths but not to sequences, and vice versa.
 
 Figures are made of ops, path or sequence I<sets> assembled together in a tree.
 
@@ -146,7 +146,7 @@ If C<$point> is a L<Math::Complex> object, the L<LaTeX::TikZ::Point::Math::Compl
 
 =back
 
-You can define automatic coercions from your user point types to L<LaTeX::TikZ::Point> by writing your own L<LaTeX::TikZ::Point::My::User::Point> class.
+You can define automatic coercions from your user point types to L<LaTeX::TikZ::Point> by writing your own C<LaTeX::TikZ::Point::My::User::Point> class.
 See L<LaTeX::TikZ::Meta::TypeConstraint::Autocoerce> for the rationale and L<LaTeX::TikZ::Point::Math::Complex> for an example.
 
 =head3 C<< Tikz->line($from => $to) >>
@@ -169,7 +169,7 @@ Creates a L<LaTeX::TikZ::Set::Polyline> object that links the successive element
 
 =head3 C<< Tikz->closed_polyline(@points) >>
 
-Creates a L<LaTeX::TikZ::Set::Polyline> object that cycles through successive eleemnts of C<@points>.
+Creates a L<LaTeX::TikZ::Set::Polyline> object that cycles through successive elemnts of C<@points>.
 
     my $diamond = Tikz->closed_polyline(
      Tikz->point(0, 1),
@@ -300,7 +300,7 @@ Creates a L<LaTeX::TikZ::Formatter> object that can render a L<LaTeX::TikZ::Set>
 =head3 C<< Tikz->functor(@rules) >>
 
 Creates a L<LaTeX::TikZ::Functor> anonymous subroutine that can be called against L<LaTeX::TikZ::Set> trees to clone them according to the given rules.
-C<@rules> should be made of array references whose first element is the class/role to match against and the second the handler to run.
+C<@rules> should be a list of array references whose first element is the class/role to match against and the second the handler to execute.
 
     # The default is a clone method
     my $clone = Tikz->functor;