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README.md

@@ -55,10 +55,8 @@ This code-base was born from the Poisson Surface Reconstruction code. It has evo
 <a name="EXECUTABLES"><b>EXECUTABLES</b></a> (<A HREF="#PoissonRecon">PoissonRecon</A>, <A HREF="#SSDRecon">SSDRecon</A>, <A HREF="#SurfaceTrimmer">SurfaceTrimmer</A>, <A HREF="#ImageStitching">ImageStitching</A>, <A HREF="#EDTInHeat">EDTInHeat</A>, <A HREF="#AdaptiveTreeVisualization">AdaptiveTreeVisualization</A>)<br>
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-<details><summary>
-<font size="+1"><b><a name="PoissonRecon">PoissonRecon</a></b></font>
-</summary>
-<BR>
+<details>
+<summary><font size="+1"><b><a name="PoissonRecon">PoissonRecon</a></b></font></summary>
 Reconstructs a triangle mesh from a set of oriented 3D points by solving a Poisson system (solving a 3D Laplacian system with positional value constraints) <a href="http://www.cs.jhu.edu/~misha/MyPapers/SGP06.pdf">[Kazhdan, Bolitho, and Hoppe, 2006]</a>,
 <a href="http://www.cs.jhu.edu/~misha/MyPapers/ToG13.pdf">[Kazhdan and Hoppe, 2013]</a>
 <dt><b>--in</b> &lt;<i>input points</i>&gt;
@@ -190,7 +188,8 @@ The default value for this parameter is equal to the numer of (virtual) processo
 
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-<font size="+1"><b><a NAME="SSDRecon">SSDRecon</a></b></font><BR>
+<DETAILS>
+<SUMMARY><font size="+1"><b><a NAME="SSDRecon">SSDRecon</a></b></font></SUMMARY>
 Reconstructs a surface mesh from a set of oriented 3D points by solving for a Smooth Signed Distance function (solving a 3D bi-Laplacian operator with positional value and gradient constraints) <a href="http://mesh.brown.edu/ssd/paper.html">[Calakli and Taubin, 2011]</a>,
 
 <dt><b>--in</b> &lt;<i>input points</i>&gt;
@@ -318,6 +317,7 @@ individual components of the surface reconstructor.
 </dd>
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+</DETAILS>
 
 
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