--- type_xy.xhp.original	2011-05-19 11:53:21.000000000 +0200
+++ type_xy.xhp	2011-06-19 21:32:25.437500000 +0200
@@ -94,7 +94,7 @@
 <emph>Cubic Spline</emph> interpolates your data points with polynomials of degree 3. The transitions between the polynomial pieces are smooth, having the same slope and curvature. </paragraph>
 <paragraph role="paragraph" id="par_id6128421" xml-lang="en-US" l10n="NEW">The <emph>Resolution</emph> determines how many line segments are calculated to draw a piece of polynomial between two data points. You can see the intermediate points if you click any data point.</paragraph>
 <paragraph role="paragraph" id="par_id9280373" xml-lang="en-US" l10n="NEW">
-<emph>B-Spline</emph> uses the data points as control points to form a B-spline curve. Those curves are built piecewise from polynomials. The <emph>Data points order</emph> sets the degree k of these polynomials. <comment>Besides the first and last point the curve doesn't go through the data points but lays inside the convex hull of each k+1 adjacent data points. Having Resolution r and n+1 data points, r times n uniform line segments are used to draw the whole curve.</comment></paragraph><comment>Regina: watch issue 72218, which would bring a change to UI</comment>
+<emph>B-Spline</emph> uses a parametric, interpolating B-spline curve. Those curves are built piecewise from polynomials. The <emph>Degree of polynomials</emph> sets the degree of these polynomials.</paragraph>
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