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diff --git a/Build/source/libs/gd/libgd-src/docs/naturaldocs/html/files/gd_matrix-c.html b/Build/source/libs/gd/libgd-src/docs/naturaldocs/html/files/gd_matrix-c.html
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@@ -3,7 +3,7 @@
<html><head><meta http-equiv="Content-Type" content="text/html; charset=UTF-8"><title>Matrix</title><link rel="stylesheet" type="text/css" href="../styles/main.css"><script language=JavaScript src="../javascript/main.js"></script><script language=JavaScript src="../javascript/prettify.js"></script><script language=JavaScript src="../javascript/searchdata.js"></script></head><body class="ContentPage" onLoad="NDOnLoad();prettyPrint();"><script language=JavaScript><!--
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@@ -19,7 +19,7 @@ if (browserType) {document.write("<div class=" + browserType + ">");if (browserV
<div class="CFunction"><div class=CTopic><h3 class=CTitle><a name="gdAffineInvert"></a>gdAffineInvert</h3><div class=CBody><blockquote><table border=0 cellspacing=0 cellpadding=0 class="Prototype"><tr><td><table border=0 cellspacing=0 cellpadding=0><tr><td class="PBeforeParameters prettyprint "nowrap>int gdAffineInvert (</td><td class="PTypePrefix prettyprint " nowrap></td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>dst[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>src[6]</td><td class="PAfterParameters prettyprint "nowrap>)</td></tr></table></td></tr></table></blockquote><p>Find the inverse of an affine transformation.</p><p>All non-degenerate affine transforms are invertible.&nbsp; Applying the inverted matrix will restore the original values.&nbsp; Multiplying &lt;src&gt; by &lt;dst&gt; (commutative) will return the identity affine (rounding error possible).</p><h4 class=CHeading>Parameters</h4><table border=0 cellspacing=0 cellpadding=0 class=CDescriptionList><tr><td class=CDLEntry>dst</td><td class=CDLDescription>Where to store the resulting affine transform</td></tr><tr><td class=CDLEntry>src_affine</td><td class=CDLDescription>Original affine matrix</td></tr><tr><td class=CDLEntry>flip_horz</td><td class=CDLDescription>Whether or not to flip horizontally</td></tr><tr><td class=CDLEntry>flip_vert</td><td class=CDLDescription>Whether or not to flip vertically</td></tr></table><h4 class=CHeading>See also</h4><p><a href="#gdAffineIdentity" class=LFunction id=link13 onMouseOver="ShowTip(event, 'tt5', 'link13')" onMouseOut="HideTip('tt5')">gdAffineIdentity</a></p><h4 class=CHeading>Returns</h4><p>GD_TRUE on success or GD_FALSE on failure</p></div></div></div>
-<div class="CFunction"><div class=CTopic><h3 class=CTitle><a name="gdAffineFlip"></a>gdAffineFlip</h3><div class=CBody><blockquote><table border=0 cellspacing=0 cellpadding=0 class="Prototype"><tr><td><table border=0 cellspacing=0 cellpadding=0><tr><td class="PBeforeParameters prettyprint "nowrap>int gdAffineFlip (</td><td class="PTypePrefix prettyprint " nowrap></td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>dst[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>src[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>int&nbsp;</td><td class="PParameter prettyprint " nowrap>flip_h,</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>int&nbsp;</td><td class="PParameter prettyprint " nowrap>flip_v</td><td class="PAfterParameters prettyprint "nowrap>)</td></tr></table></td></tr></table></blockquote><p>Flip an affine transformation horizontally or vertically.</p><p>Flips the affine transform, giving GD_FALSE for &lt;flip_horz&gt; and &lt;flip_vert&gt; will clone the affine matrix.&nbsp; GD_TRUE for both will copy a 180° rotation.</p><h4 class=CHeading>Parameters</h4><table border=0 cellspacing=0 cellpadding=0 class=CDescriptionList><tr><td class=CDLEntry>dst</td><td class=CDLDescription>Where to store the resulting affine transform</td></tr><tr><td class=CDLEntry>src_affine</td><td class=CDLDescription>Original affine matrix</td></tr><tr><td class=CDLEntry>flip_h</td><td class=CDLDescription>Whether or not to flip horizontally</td></tr><tr><td class=CDLEntry>flip_v</td><td class=CDLDescription>Whether or not to flip vertically</td></tr></table><h4 class=CHeading>Returns</h4><p>GD_TRUE on success or GD_FALSE</p></div></div></div>
+<div class="CFunction"><div class=CTopic><h3 class=CTitle><a name="gdAffineFlip"></a>gdAffineFlip</h3><div class=CBody><blockquote><table border=0 cellspacing=0 cellpadding=0 class="Prototype"><tr><td><table border=0 cellspacing=0 cellpadding=0><tr><td class="PBeforeParameters prettyprint "nowrap>int gdAffineFlip (</td><td class="PTypePrefix prettyprint " nowrap></td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>dst[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>src[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>int&nbsp;</td><td class="PParameter prettyprint " nowrap>flip_h,</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>int&nbsp;</td><td class="PParameter prettyprint " nowrap>flip_v</td><td class="PAfterParameters prettyprint "nowrap>)</td></tr></table></td></tr></table></blockquote><p>Flip an affine transformation horizontally or vertically.</p><p>Flips the affine transform, giving GD_FALSE for &lt;flip_horz&gt; and &lt;flip_vert&gt; will clone the affine matrix.&nbsp; GD_TRUE for both will copy a 180° rotation.</p><h4 class=CHeading>Parameters</h4><table border=0 cellspacing=0 cellpadding=0 class=CDescriptionList><tr><td class=CDLEntry>dst</td><td class=CDLDescription>Where to store the resulting affine transform</td></tr><tr><td class=CDLEntry>src_affine</td><td class=CDLDescription>Original affine matrix</td></tr><tr><td class=CDLEntry>flip_h</td><td class=CDLDescription>Whether or not to flip horizontally</td></tr><tr><td class=CDLEntry>flip_v</td><td class=CDLDescription>Whether or not to flip vertically</td></tr></table><h4 class=CHeading>Returns</h4><p>GD_TRUE on success or GD_FALSE</p></div></div></div>
<div class="CFunction"><div class=CTopic><h3 class=CTitle><a name="gdAffineConcat"></a>gdAffineConcat</h3><div class=CBody><blockquote><table border=0 cellspacing=0 cellpadding=0 class="Prototype"><tr><td><table border=0 cellspacing=0 cellpadding=0><tr><td class="PBeforeParameters prettyprint "nowrap>int gdAffineConcat (</td><td class="PTypePrefix prettyprint " nowrap></td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>dst[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>m1[6],</td></tr><tr><td></td><td class="PTypePrefix prettyprint " nowrap>const&nbsp;</td><td class="PType prettyprint " nowrap>double&nbsp;</td><td class="PParameter prettyprint " nowrap>m2[6]</td><td class="PAfterParameters prettyprint "nowrap>)</td></tr></table></td></tr></table></blockquote><p>Concat (Multiply) two affine transformation matrices.</p><p>Concats two affine transforms together, i.e. the result will be the equivalent of doing first the transformation m1 and then m2.&nbsp; All parameters can be the same matrix (safe to call using the same array for all three arguments).</p><h4 class=CHeading>Parameters</h4><table border=0 cellspacing=0 cellpadding=0 class=CDescriptionList><tr><td class=CDLEntry>dst</td><td class=CDLDescription>Where to store the resulting affine transform</td></tr><tr><td class=CDLEntry>m1</td><td class=CDLDescription>First affine matrix</td></tr><tr><td class=CDLEntry>m2</td><td class=CDLDescription>Second affine matrix</td></tr></table><h4 class=CHeading>Returns</h4><p>GD_TRUE on success or GD_FALSE</p></div></div></div>
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