[css-transforms-2] start prepping for FPWD

Author: svgeesus

css-transforms-2/Overview.bs

@@ -2,17 +2,21 @@
 Title: CSS Transforms Module Level 2
 Shortname: css-transforms
 Level: 2
-Status: ED
+Status: FPWD
+Date: 2020-03-03
+Prepare for TR: yes
+Delta Spec: yes
 Work Status: Exploring
 Group: csswg
 ED: https://drafts.csswg.org/css-transforms-2/
+TR: https://www.w3.org/TR/css-transforms-2/
 Editor: Tab Atkins Jr., Google Inc http://google.com, http://xanthir.com/contact/, w3cid 42199
 Editor: Simon Fraser, Apple Inc http://www.apple.com/, simon.fraser@apple.com, w3cid 44066
 Editor: Dean Jackson, Apple Inc http://www.apple.com/, dino@apple.com, w3cid 42080
 Editor: Theresa O'Connor, Apple Inc http://www.apple.com/, eoconnor@apple.com, w3cid 40614
 Abstract: CSS transforms allows elements styled with CSS to be transformed in two-dimensional or three-dimensional space.
 Abstract:
-Abstract: This spec add new tranform functions and properties for three-dimensional transforms, and convenience functions for simple transforms.
+Abstract: This spec adds new tranform functions and properties for three-dimensional transforms, and convenience functions for simple transforms.
 Ignored Terms: SVG data types
 </pre>
 
@@ -75,7 +79,7 @@ Three-dimensional transforms affect the visual layering of elements, and thus ov
 Value Definitions {#values}
 -----------------
 
-This specification follows the <a href="https://www.w3.org/TR/CSS2/about.html#property-defs">CSS property definition conventions</a> from [[!CSS2]]
+This specification follows the <a href="https://www.w3.org/TR/CSS2/about.html#property-defs">CSS property definition conventions</a> from [[!CSS21]]
 using the <a href="https://www.w3.org/TR/css-values-3/#value-defs">value definition syntax</a> from [[!CSS-VALUES-3]].
 Value types not defined in this specification are defined in CSS Values &amp; Units [[!CSS-VALUES-3]].
 Combination with other CSS modules may expand the definitions of these value types.
@@ -191,7 +195,7 @@ Three-dimensional transform functions conceptually extend the coordinate space i
 
 Normally, elements render as flat planes, and are rendered into the same plane as their stacking context. Often this is the plane shared by the rest of the page. Two-dimensional transform functions can alter the appearance of an element, but that element is still rendered into the same plane as its stacking context.
 
-An element with a three-dimensional transform that is not contained in a <a>3D rendering context</a> renders with the appropriate transform applied, but does not intersect with any other elements. The three-dimensional transform in this case can be considered just as a painting effect, like two-dimensional transforms. Similarly, the transform does not affect painting order. For example, a transform with a positive Z translation may make an element look larger, but does not cause that element to render in front of elements with no translation in Z. 
+An element with a three-dimensional transform that is not contained in a <a>3D rendering context</a> renders with the appropriate transform applied, but does not intersect with any other elements. The three-dimensional transform in this case can be considered just as a painting effect, like two-dimensional transforms. Similarly, the transform does not affect painting order. For example, a transform with a positive Z translation may make an element look larger, but does not cause that element to render in front of elements with no translation in Z.
 
 Issue: describe how nested 3d-transformed elements render (perhaps with math)
 
@@ -293,7 +297,7 @@ This section specifies the rendering model for content that uses 3D-transforms a
 
 A <a>3D rendering context</a> is a set of elements rooted in a common ancestor that, for the purposes of 3D-transform rendering, are considered to share a common three-dimensional coordinate system. The front-to-back rendering of elements in the a 3D rendering context depends on their z-position in that three-dimensional space, and, if the 3D transforms on those elements cause them to intersect, then they are rendered with intersection.
 
-The position of each element in that three-dimensional space is determined by accumulating the transformation matrices up from the given element to the element that establishes the <a>3D rendering context</a>. 
+The position of each element in that three-dimensional space is determined by accumulating the transformation matrices up from the given element to the element that establishes the <a>3D rendering context</a>.
 
 Elements establish and participate in 3D rendering contexts as follows: