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diff --git a/doc/latex/pgfplots/legoplane_cm.tex b/doc/latex/pgfplots/legoplane_cm.tex
new file mode 100644
index 000000000..023605d2f
--- /dev/null
+++ b/doc/latex/pgfplots/legoplane_cm.tex
@@ -0,0 +1,258 @@
+\pgfplotsset{colormap={legoplane palette}{
+rgb=(0.058824,0.043137,0.082353)
+rgb=(0.078431,0.047059,0.070588)
+rgb=(0.054902,0.050980,0.105882)
+rgb=(0.098039,0.054902,0.101961)
+rgb=(0.109804,0.054902,0.082353)
+rgb=(0.172549,0.035294,0.098039)
+rgb=(0.129412,0.062745,0.074510)
+rgb=(0.070588,0.074510,0.137255)
+rgb=(0.054902,0.078431,0.164706)
+rgb=(0.027451,0.086275,0.243137)
+rgb=(0.113725,0.078431,0.074510)
+rgb=(0.027451,0.105882,0.109804)
+rgb=(0.141176,0.074510,0.105882)
+rgb=(0.125490,0.082353,0.105882)
+rgb=(0.105882,0.086275,0.129412)
+rgb=(0.250980,0.050980,0.105882)
+rgb=(0.192157,0.070588,0.090196)
+rgb=(0.211765,0.078431,0.082353)
+rgb=(0.223529,0.078431,0.066667)
+rgb=(0.188235,0.086275,0.101961)
+rgb=(0.164706,0.094118,0.101961)
+rgb=(0.207843,0.098039,0.070588)
+rgb=(0.192157,0.101961,0.086275)
+rgb=(0.403922,0.050980,0.090196)
+rgb=(0.462745,0.035294,0.086275)
+rgb=(0.254902,0.101961,0.082353)
+rgb=(0.290196,0.094118,0.090196)
+rgb=(0.380392,0.066667,0.129412)
+rgb=(0.180392,0.125490,0.152941)
+rgb=(0.211765,0.125490,0.105882)
+rgb=(0.160784,0.133333,0.180392)
+rgb=(0.239216,0.117647,0.113725)
+rgb=(0.050980,0.149020,0.368627)
+rgb=(0.235294,0.121569,0.133333)
+rgb=(0.207843,0.133333,0.141176)
+rgb=(0.239216,0.129412,0.094118)
+rgb=(0.184314,0.149020,0.082353)
+rgb=(0.094118,0.152941,0.317647)
+rgb=(0.313725,0.117647,0.078431)
+rgb=(0.015686,0.196078,0.180392)
+rgb=(0.050980,0.192157,0.156863)
+rgb=(0.529412,0.058824,0.082353)
+rgb=(0.141176,0.156863,0.258824)
+rgb=(0.247059,0.133333,0.184314)
+rgb=(0.047059,0.172549,0.435294)
+rgb=(0.160784,0.160784,0.231373)
+rgb=(0.596078,0.050980,0.105882)
+rgb=(0.301961,0.141176,0.086275)
+rgb=(0.200000,0.176471,0.074510)
+rgb=(0.227451,0.156863,0.200000)
+rgb=(0.349020,0.129412,0.180392)
+rgb=(0.215686,0.168627,0.192157)
+rgb=(0.337255,0.141176,0.125490)
+rgb=(0.549020,0.078431,0.129412)
+rgb=(0.274510,0.156863,0.172549)
+rgb=(0.196078,0.176471,0.223529)
+rgb=(0.309804,0.152941,0.129412)
+rgb=(0.282353,0.160784,0.149020)
+rgb=(0.282353,0.164706,0.133333)
+rgb=(0.505882,0.098039,0.160784)
+rgb=(0.356863,0.149020,0.101961)
+rgb=(0.258824,0.172549,0.168627)
+rgb=(0.376471,0.152941,0.082353)
+rgb=(0.392157,0.156863,0.070588)
+rgb=(0.321569,0.168627,0.243137)
+rgb=(0.086275,0.223529,0.486275)
+rgb=(0.015686,0.243137,0.552941)
+rgb=(0.352941,0.188235,0.164706)
+rgb=(0.188235,0.223529,0.333333)
+rgb=(0.662745,0.105882,0.117647)
+rgb=(0.247059,0.215686,0.262745)
+rgb=(0.658824,0.105882,0.141176)
+rgb=(0.211765,0.223529,0.301961)
+rgb=(0.274510,0.211765,0.239216)
+rgb=(0.364706,0.196078,0.133333)
+rgb=(0.333333,0.200000,0.192157)
+rgb=(0.654902,0.109804,0.160784)
+rgb=(0.321569,0.203922,0.215686)
+rgb=(0.603922,0.125490,0.176471)
+rgb=(0.317647,0.219608,0.117647)
+rgb=(0.298039,0.215686,0.219608)
+rgb=(0.654902,0.113725,0.184314)
+rgb=(0.329412,0.211765,0.172549)
+rgb=(0.309804,0.215686,0.192157)
+rgb=(0.509804,0.160784,0.160784)
+rgb=(0.160784,0.239216,0.447059)
+rgb=(0.486275,0.164706,0.227451)
+rgb=(0.411765,0.196078,0.145098)
+rgb=(0.431373,0.203922,0.105882)
+rgb=(0.431373,0.203922,0.129412)
+rgb=(0.215686,0.262745,0.231373)
+rgb=(0.415686,0.207843,0.192157)
+rgb=(0.239216,0.250980,0.290196)
+rgb=(0.403922,0.231373,0.109804)
+rgb=(0.639216,0.164706,0.094118)
+rgb=(0.439216,0.211765,0.254902)
+rgb=(0.419608,0.215686,0.298039)
+rgb=(0.419608,0.235294,0.137255)
+rgb=(0.290196,0.274510,0.141176)
+rgb=(0.403922,0.235294,0.203922)
+rgb=(0.419608,0.235294,0.168627)
+rgb=(0.258824,0.270588,0.352941)
+rgb=(0.321569,0.258824,0.286275)
+rgb=(0.376471,0.247059,0.250980)
+rgb=(0.403922,0.247059,0.172549)
+rgb=(0.349020,0.250980,0.298039)
+rgb=(0.294118,0.266667,0.317647)
+rgb=(0.619608,0.176471,0.254902)
+rgb=(0.376471,0.254902,0.207843)
+rgb=(0.349020,0.258824,0.250980)
+rgb=(0.235294,0.278431,0.396078)
+rgb=(0.454902,0.235294,0.184314)
+rgb=(0.035294,0.329412,0.639216)
+rgb=(0.678431,0.196078,0.066667)
+rgb=(0.537255,0.250980,0.062745)
+rgb=(0.466667,0.274510,0.211765)
+rgb=(0.447059,0.294118,0.098039)
+rgb=(0.466667,0.282353,0.160784)
+rgb=(0.466667,0.282353,0.180392)
+rgb=(0.262745,0.317647,0.431373)
+rgb=(0.513725,0.270588,0.168627)
+rgb=(0.576471,0.239216,0.298039)
+rgb=(0.450980,0.286275,0.207843)
+rgb=(0.466667,0.278431,0.247059)
+rgb=(0.450980,0.278431,0.298039)
+rgb=(0.415686,0.294118,0.250980)
+rgb=(0.376471,0.298039,0.345098)
+rgb=(0.411765,0.294118,0.286275)
+rgb=(0.349020,0.301961,0.396078)
+rgb=(0.352941,0.305882,0.356863)
+rgb=(0.215686,0.329412,0.529412)
+rgb=(0.498039,0.278431,0.223529)
+rgb=(0.450980,0.290196,0.254902)
+rgb=(0.321569,0.317647,0.364706)
+rgb=(0.301961,0.321569,0.403922)
+rgb=(0.301961,0.349020,0.176471)
+rgb=(0.447059,0.294118,0.364706)
+rgb=(0.396078,0.321569,0.262745)
+rgb=(0.505882,0.290196,0.274510)
+rgb=(0.388235,0.333333,0.231373)
+rgb=(0.407843,0.345098,0.082353)
+rgb=(0.509804,0.325490,0.043137)
+rgb=(0.533333,0.301961,0.215686)
+rgb=(0.309804,0.356863,0.392157)
+rgb=(0.400000,0.337255,0.329412)
+rgb=(0.533333,0.309804,0.250980)
+rgb=(0.505882,0.317647,0.286275)
+rgb=(0.517647,0.317647,0.254902)
+rgb=(0.505882,0.325490,0.219608)
+rgb=(0.698039,0.258824,0.317647)
+rgb=(0.501961,0.329412,0.196078)
+rgb=(0.419608,0.337255,0.380392)
+rgb=(0.498039,0.321569,0.325490)
+rgb=(0.490196,0.329412,0.290196)
+rgb=(0.498039,0.333333,0.247059)
+rgb=(0.376471,0.352941,0.447059)
+rgb=(0.466667,0.337255,0.337255)
+rgb=(0.364706,0.360784,0.411765)
+rgb=(0.313725,0.368627,0.490196)
+rgb=(0.400000,0.352941,0.407843)
+rgb=(0.337255,0.368627,0.450980)
+rgb=(0.447059,0.356863,0.247059)
+rgb=(0.403922,0.364706,0.384314)
+rgb=(0.698039,0.286275,0.372549)
+rgb=(0.192157,0.411765,0.674510)
+rgb=(0.592157,0.325490,0.376471)
+rgb=(0.513725,0.364706,0.278431)
+rgb=(0.588235,0.349020,0.258824)
+rgb=(0.580392,0.349020,0.298039)
+rgb=(0.635294,0.349020,0.176471)
+rgb=(0.552941,0.360784,0.309804)
+rgb=(0.560784,0.364706,0.282353)
+rgb=(0.568627,0.368627,0.262745)
+rgb=(0.537255,0.372549,0.372549)
+rgb=(0.643137,0.380392,0.015686)
+rgb=(0.541176,0.392157,0.231373)
+rgb=(0.552941,0.376471,0.352941)
+rgb=(0.501961,0.388235,0.392157)
+rgb=(0.435294,0.400000,0.478431)
+rgb=(0.439216,0.403922,0.443137)
+rgb=(0.384314,0.415686,0.501961)
+rgb=(0.411765,0.411765,0.470588)
+rgb=(0.470588,0.403922,0.403922)
+rgb=(0.611765,0.400000,0.043137)
+rgb=(0.356863,0.431373,0.556863)
+rgb=(0.580392,0.407843,0.164706)
+rgb=(0.509804,0.407843,0.454902)
+rgb=(0.580392,0.400000,0.345098)
+rgb=(0.572549,0.431373,0.082353)
+rgb=(0.662745,0.372549,0.423529)
+rgb=(0.682353,0.388235,0.282353)
+rgb=(0.572549,0.419608,0.349020)
+rgb=(0.592157,0.415686,0.388235)
+rgb=(0.533333,0.458824,0.200000)
+rgb=(0.541176,0.470588,0.066667)
+rgb=(0.596078,0.458824,0.023529)
+rgb=(0.592157,0.423529,0.423529)
+rgb=(0.435294,0.462745,0.549020)
+rgb=(0.607843,0.431373,0.372549)
+rgb=(0.556863,0.439216,0.447059)
+rgb=(0.670588,0.450980,0.000000)
+rgb=(0.462745,0.462745,0.521569)
+rgb=(0.490196,0.458824,0.494118)
+rgb=(0.521569,0.454902,0.450980)
+rgb=(0.588235,0.443137,0.403922)
+rgb=(0.600000,0.447059,0.341176)
+rgb=(0.584314,0.447059,0.431373)
+rgb=(0.603922,0.447059,0.384314)
+rgb=(0.596078,0.466667,0.294118)
+rgb=(0.588235,0.501961,0.000000)
+rgb=(0.635294,0.490196,0.007843)
+rgb=(0.533333,0.498039,0.317647)
+rgb=(0.603922,0.474510,0.400000)
+rgb=(0.607843,0.474510,0.454902)
+rgb=(0.615686,0.478431,0.435294)
+rgb=(0.647059,0.466667,0.490196)
+rgb=(0.611765,0.490196,0.498039)
+rgb=(0.525490,0.513725,0.549020)
+rgb=(0.564706,0.505882,0.545098)
+rgb=(0.490196,0.521569,0.611765)
+rgb=(0.576471,0.509804,0.509804)
+rgb=(0.517647,0.521569,0.584314)
+rgb=(0.427451,0.541176,0.674510)
+rgb=(0.600000,0.505882,0.549020)
+rgb=(0.541176,0.600000,0.023529)
+rgb=(0.694118,0.529412,0.458824)
+rgb=(0.643137,0.549020,0.549020)
+rgb=(0.556863,0.568627,0.627451)
+rgb=(0.639216,0.549020,0.596078)
+rgb=(0.600000,0.556863,0.635294)
+rgb=(0.603922,0.564706,0.552941)
+rgb=(0.647059,0.564706,0.443137)
+rgb=(0.541176,0.576471,0.666667)
+rgb=(0.580392,0.572549,0.600000)
+rgb=(0.623529,0.564706,0.603922)
+rgb=(0.666667,0.600000,0.623529)
+rgb=(0.658824,0.600000,0.654902)
+rgb=(0.643137,0.611765,0.623529)
+rgb=(0.705882,0.596078,0.603922)
+rgb=(0.600000,0.623529,0.686275)
+rgb=(0.705882,0.603922,0.572549)
+rgb=(0.580392,0.627451,0.733333)
+rgb=(0.615686,0.627451,0.662745)
+rgb=(0.635294,0.623529,0.694118)
+rgb=(0.698039,0.615686,0.603922)
+rgb=(0.662745,0.619608,0.698039)
+rgb=(0.698039,0.658824,0.670588)
+rgb=(0.694118,0.658824,0.749020)
+rgb=(0.670588,0.670588,0.709804)
+rgb=(0.670588,0.674510,0.756863)
+rgb=(0.654902,0.682353,0.792157)
+rgb=(0.745098,0.701961,0.717647)
+rgb=(0.717647,0.721569,0.772549)
+rgb=(0.709804,0.721569,0.835294)
+rgb=(0.694118,0.745098,0.850980)
+rgb=(0.717647,0.776471,0.898039)
+}}
diff --git a/doc/latex/pgfplots/pgfplots.bib b/doc/latex/pgfplots/pgfplots.bib
index 9233c3604..76673d850 100644
--- a/doc/latex/pgfplots/pgfplots.bib
+++ b/doc/latex/pgfplots/pgfplots.bib
@@ -71,12 +71,6 @@ @MISC{programmingnotes
   year         = {\today},
 }
 
-@MISC{lena,
-  author       = {Signal and Image Processing Institute},
-  title        = {{``Lena'' or ``Lenna''}},
-  howpublished = {\url{http://sipi.usc.edu/database/database.php?volume=misc&image=12}},
-}
-
 @MISC{LiveAccessServer,
   author       = {NavaL Oceanographic Office},
   title        = {Live Access to the National Virtual Ocean Data System (NVODS),
diff --git a/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex b/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex
index 3669f0e39..22210f52a 100644
--- a/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex
+++ b/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex
@@ -4164,8 +4164,8 @@ \subsection{Mapping Point Meta and Color Maps}
     results in no color interpolation at all.
 
     The choice |colormap access=direct| is actually like a color palette for
-    images with indexed colorspaces: suppose we use the famous ``Lena''
-    image~\cite{lena}, downsample it to $128\times 128$, and export it to
+    images with indexed colorspaces: suppose we use a random image of our choice,
+	downsample it such that it does not become too large for \LaTeX, and export it to
     coordinates of the form
     %
 \begin{codeexample}[code only]
@@ -4185,15 +4185,15 @@ \subsection{Mapping Point Meta and Color Maps}
     To PGFPlots'' on page~\pageref{sec:pgfplots:import:matlab}}
     %
 \begin{codeexample}[code only]
-[Z,cm] = imread('4.2.04_128.tiff');
-[X,Y]=meshgrid(1:size(Z,1), 1:size(Z,2));
+[Z,cm] = imread('legoplane.tiff');
+size(Z)
+[X,Y]=meshgrid(1:size(Z,2), 1:size(Z,1));
 data = [ X(:) Y(:) Z(:) ];
-fid = fopen('lena.dat', 'w');
+fid = fopen('legoplane.dat', 'w');
 fprintf(fid, "%d %d %d\n", data');
 fclose(fid);
-
-fid = fopen('lena_cm.tex', 'w');
-fprintf(fid, "\\pgfplotsset{colormap={lena palette}{\n");
+fid = fopen('legoplane_cm.tex', 'w');
+fprintf(fid, "\\pgfplotsset{colormap={legoplane palette}{\n");
 fprintf(fid, "rgb=(%f,%f,%f)\n", cm');
 fprintf(fid, "}}\n");
 fclose(fid);
@@ -4201,24 +4201,24 @@ \subsection{Mapping Point Meta and Color Maps}
     %
     This allows us to import the graphics into \PGFPlots{} as |matrix plot|:
     %
-\tikzset{external/figure name/.add={}{lena_}}%
+\tikzset{external/figure name/.add={}{legoplane_}}%
 \pgfplotsexpensiveexample
 \begin{codeexample}[]
 \begin{tikzpicture}
     % load and activate the CM:
-    \input{lena_cm.tex}
-\begin{axis}[view={0}{90},axis equal]
+    \input{legoplane_cm.tex}
+\begin{axis}[view={0}{90},axis equal,enlargelimits=false]
     \addplot3 [
         matrix plot,
         colormap access=direct,
         mesh/rows=128,
         mesh/ordering=colwise,
-    ] table {lena.dat};
+    ] table {legoplane.dat};
 \end{axis}
 \end{tikzpicture}
 \end{codeexample}
     %
-    The files |lena_cm.tex| and |lena.dat| are shipped with \PGFPlots{} and can
+    The files |legoplane_cm.tex|, |legopolane.dat|, and |legoplane.tiff| are shipped with \PGFPlots{} and can
     be downloaded from CTAN. The keys to decode the table data into a |mesh|
     are specific to the Matlab export format of our script.