# Commits

Image fixes for certain tutorials.

# Documents/Illumination/Tutorial 08.xml

`             </mediaobject>`
`         </informalequation>`
`         <para>That is, the matrix can be expressed as doing a rotation into a space, followed by a`
`-            single scale transformation, followed by another rotation.<footnote>`
`+            single scale transformation, followed by another rotation. We can do this`
`+                <emphasis>regardless</emphasis> of how many scale and rotation matrices were used to`
`+            build M. That is, M could be the result of twenty rotation and scale matrices, but all`
`+            of those can be extracted into two rotations with a scale inbetween.<footnote>`
`                 <para>We will skip over deriving how exactly this is true. If you are interested,`
`                     search for <quote><link`
`                             xlink:href="http://en.wikipedia.org/wiki/Singular_value_decomposition"`
`         <informalequation>`
`             <mediaobject>`
`                 <imageobject>`
`-                    <imagedata format="SVG" fileref="FactorOutInverse_3.mathml"/>`
`+                    <imagedata format="SVG" fileref="FactorOutInverse_3.svg"/>`
`                 </imageobject>`
`             </mediaobject>`
`         </informalequation>`

# Documents/Illumination/Tutorial 09.xml

`         <informalequation>`
`             <mediaobject>`
`                 <imageobject>`
`-                    <imagedata format="SVG" fileref="LerpDiffuse_4.mathml"/>`
`+                    <imagedata format="SVG" fileref="LerpDiffuse_4.svg"/>`
`                 </imageobject>`
`             </mediaobject>`
`         </informalequation>`
`         <informalequation>`
`             <mediaobject>`
`                 <imageobject>`
`-                    <imagedata format="SVG" fileref="LerpDiffuse_5.mathml"/>`
`+                    <imagedata format="SVG" fileref="LerpDiffuse_5.svg"/>`
`                 </imageobject>`
`             </mediaobject>`
`         </informalequation>`
`         <informalequation>`
`             <mediaobject>`
`                 <imageobject>`
`-                    <imagedata format="SVG" fileref="LerpDiffuse_6.mathml"/>`
`+                    <imagedata format="SVG" fileref="LerpDiffuse_6.svg"/>`
`                 </imageobject>`
`             </mediaobject>`
`         </informalequation>`

# Documents/Illumination/Tutorial 10.xml

`             <title>Gaussian Specular Term</title>`
`             <mediaobject>`
`                 <imageobject>`
`-                    <imagedata fileref="GaussianTerm.mathml"/>`
`+                    <imagedata fileref="GaussianTerm.svg" format="SVG"/>`
`                 </imageobject>`
`             </mediaobject>`
`         </equation>`