Code

Fix for LP #325659 (no translation for extensions description pages) and #217236...
authorJazzyNico <JazzyNico@users.sourceforge.net>
Sat, 11 Jul 2009 07:52:21 +0000 (07:52 +0000)
committerJazzyNico <JazzyNico@users.sourceforge.net>
Sat, 11 Jul 2009 07:52:21 +0000 (07:52 +0000)
share/extensions/funcplot.inx
share/extensions/lindenmayer.inx
share/extensions/param_curves.inx

index 107076dcfb3b3d94e98270f029a5b03f21e5ab52..6af6595c9b81180827ceed71c6e25a70287c657e 100644 (file)
@@ -16,7 +16,7 @@
       <param name="polar" type="boolean" _gui-text="Use polar coordinates">true</param>
     </page>
     <page name="use" _gui-text="Use">
-      <_param name="funcplotuse" type="description">Select a rectangle before calling the extension,
+      <_param name="funcplotuse" type="description" xml:space="preserve">Select a rectangle before calling the extension,
 it will determine X and Y scales.
 
 With polar coordinates:
@@ -26,7 +26,7 @@ With polar coordinates:
    First derivative is always determined numerically.</_param>
     </page>
     <page name="desc" _gui-text="Functions">
-      <_param name="pythonfunctions" type="description">Standard Python math functions are available:
+      <_param name="pythonfunctions" type="description" xml:space="preserve">Standard Python math functions are available:
 
 ceil(x); fabs(x); floor(x); fmod(x,y); frexp(x); ldexp(x,i); 
 modf(x); exp(x); log(x [, base]); log10(x); pow(x,y); sqrt(x); 
index e51cfe8ca027ec849eb68c5abd6b1254185ef714..4cebaf3fe3d3ae344fab9f4324e20c48c28b50dd 100644 (file)
@@ -16,7 +16,7 @@
        <param name="randomizeangle" type="float" min="0.0" max="100.0" _gui-text="Randomize angle (%)">0.0</param>
     </page>
     <page name="help" _gui-text="Help">
-      <_param name="lhelp" type="description">
+      <_param name="lhelp" type="description" xml:space="preserve">
 The path is generated by applying the 
 substitutions of Rules to the Axiom, 
 Order times. The following commands are 
index 5c6b408e40ce80cfc87b19710ad0fd200d4e5ad8..0d21329cd29c488a5466d4ab75bac157765f5ace 100644 (file)
       <param name="isoscale" type="boolean" _gui-text="Isotropic scaling (uses smallest: width/xrange or height/yrange)">false</param>\r
     </page>\r
     <page name="use" _gui-text="Use">\r
-      <_param name="funcplotuse" type="description">Select a rectangle before calling the extension;\r
-it will determine X and Y scales.\r
-\r
+      <_param name="funcplotuse" type="description" xml:space="preserve">Select a rectangle before calling the extension,
+it will determine X and Y scales.
+
 First derivatives are always determined numerically.</_param>\r
     </page>\r
     <page name="desc" _gui-text="Functions">\r
-       <_param name="pythonfunctions" type="description">Standard Python math functions are available:\r
-\r
-ceil(x); fabs(x); floor(x); fmod(x,y); frexp(x); ldexp(x,i);\r
-modf(x); exp(x); log(x [, base]); log10(x); pow(x,y); sqrt(x);\r
-acos(x); asin(x); atan(x); atan2(y,x); hypot(x,y);\r
-cos(x); sin(x); tan(x); degrees(x); radians(x);\r
-cosh(x); sinh(x); tanh(x).\r
-\r
+      <_param name="pythonfunctions" type="description" xml:space="preserve">Standard Python math functions are available:
+
+ceil(x); fabs(x); floor(x); fmod(x,y); frexp(x); ldexp(x,i); 
+modf(x); exp(x); log(x [, base]); log10(x); pow(x,y); sqrt(x); 
+acos(x); asin(x); atan(x); atan2(y,x); hypot(x,y); 
+cos(x); sin(x); tan(x); degrees(x); radians(x); 
+cosh(x); sinh(x); tanh(x).
+
 The constants pi and e are also available.</_param>\r
     </page>\r
   </param>\r