<?xml version="1.0" encoding="UTF-8" standalone="yes" ?>
<!DOCTYPE bugzilla SYSTEM "https://bugs.webkit.org/page.cgi?id=bugzilla.dtd">

<bugzilla version="5.0.4.1"
          urlbase="https://bugs.webkit.org/"
          
          maintainer="admin@webkit.org"
>

    <bug>
          <bug_id>16627</bug_id>
          
          <creation_ts>2007-12-27 23:09:22 -0800</creation_ts>
          <short_desc>REGRESSION: &lt;canvas&gt; gradient rendering is noisy</short_desc>
          <delta_ts>2022-02-10 12:05:22 -0800</delta_ts>
          <reporter_accessible>1</reporter_accessible>
          <cclist_accessible>1</cclist_accessible>
          <classification_id>1</classification_id>
          <classification>Unclassified</classification>
          <product>WebKit</product>
          <component>Layout and Rendering</component>
          <version>523.x (Safari 3)</version>
          <rep_platform>All</rep_platform>
          <op_sys>All</op_sys>
          <bug_status>RESOLVED</bug_status>
          <resolution>MOVED</resolution>
          
          
          <bug_file_loc></bug_file_loc>
          <status_whiteboard></status_whiteboard>
          <keywords>HasReduction, InRadar, Regression</keywords>
          <priority>P1</priority>
          <bug_severity>Normal</bug_severity>
          <target_milestone>---</target_milestone>
          
          
          <everconfirmed>1</everconfirmed>
          <reporter name="Ilmari Heikkinen">ilmari.heikkinen</reporter>
          <assigned_to name="Nobody">webkit-unassigned</assigned_to>
          <cc>bfulgham</cc>
    
    <cc>krit</cc>
    
    <cc>mdelaney7</cc>
    
    <cc>simon.fraser</cc>
          

      

      

      

          <comment_sort_order>oldest_to_newest</comment_sort_order>  
          <long_desc isprivate="0" >
    <commentid>65431</commentid>
    <comment_count>0</comment_count>
    <who name="Ilmari Heikkinen">ilmari.heikkinen</who>
    <bug_when>2007-12-27 23:09:22 -0800</bug_when>
    <thetext>Tight bands in linear gradients have gaps, which looks ugly.

This might be related to http://bugs.webkit.org/show_bug.cgi?id=16045</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65432</commentid>
    <comment_count>1</comment_count>
      <attachid>18138</attachid>
    <who name="Ilmari Heikkinen">ilmari.heikkinen</who>
    <bug_when>2007-12-27 23:10:20 -0800</bug_when>
    <thetext>Created attachment 18138
Testcase, a linear gradient with a tight band.</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65433</commentid>
    <comment_count>2</comment_count>
      <attachid>18139</attachid>
    <who name="Ilmari Heikkinen">ilmari.heikkinen</who>
    <bug_when>2007-12-27 23:10:51 -0800</bug_when>
    <thetext>Created attachment 18139
Expected result for the testcase</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65637</commentid>
    <comment_count>3</comment_count>
    <who name="David Kilzer (:ddkilzer)">ddkilzer</who>
    <bug_when>2007-12-29 15:03:54 -0800</bug_when>
    <thetext>Looks okay on Tiger (Mac OS X 10.4.11 (8S165)) with Safari 3.0.4 (523.12.2) with original WebKit.

Also looks okay with the above software using a local debug build of WebKit r29031.

This should be tested on Leopard (Mac OS X 10.5) as well.</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65647</commentid>
    <comment_count>4</comment_count>
    <who name="David Kilzer (:ddkilzer)">ddkilzer</who>
    <bug_when>2007-12-29 17:56:26 -0800</bug_when>
    <thetext>Confirmed with Safari 3.0.4 (523.15) with original WebKit on Windows XP SP2.</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65651</commentid>
    <comment_count>5</comment_count>
    <who name="David Kilzer (:ddkilzer)">ddkilzer</who>
    <bug_when>2007-12-29 18:34:53 -0800</bug_when>
    <thetext>Confirmed with WebKit nightly r29022 with Safari 3.0.4 (5523.10.6) on Mac OS X Server 10.5.1 (9B18).

Changing Hardware/OS to All.  Also marking a regression since this behavior is not present on Tiger.</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>65652</commentid>
    <comment_count>6</comment_count>
    <who name="David Kilzer (:ddkilzer)">ddkilzer</who>
    <bug_when>2007-12-29 18:35:39 -0800</bug_when>
    <thetext>&lt;rdar://problem/5665235&gt;</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>94162</commentid>
    <comment_count>7</comment_count>
    <who name="Dirk Schulze">krit</who>
    <bug_when>2008-10-05 12:41:17 -0700</bug_when>
    <thetext>Is this problem still present with the latest trunk? looks good on gtk and qt.</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>94163</commentid>
    <comment_count>8</comment_count>
    <who name="Gavin Sherlock">gsherloc</who>
    <bug_when>2008-10-05 12:46:52 -0700</bug_when>
    <thetext>I still see noise in the thin white line under 10.5.5 in r37300</thetext>
  </long_desc><long_desc isprivate="0" >
    <commentid>1839862</commentid>
    <comment_count>9</comment_count>
    <who name="Brent Fulgham">bfulgham</who>
    <bug_when>2022-02-10 12:05:22 -0800</bug_when>
    <thetext>The fix for this issue was needed outside the WebKit project, therefore this is being resolved as &apos;Moved&apos;.

This should now be fixed in shipping software.</thetext>
  </long_desc>
      
          <attachment
              isobsolete="0"
              ispatch="0"
              isprivate="0"
          >
            <attachid>18138</attachid>
            <date>2007-12-27 23:10:20 -0800</date>
            <delta_ts>2007-12-27 23:10:20 -0800</delta_ts>
            <desc>Testcase, a linear gradient with a tight band.</desc>
            <filename>gradientTest.html</filename>
            <type>text/html</type>
            <size>765</size>
            <attacher name="Ilmari Heikkinen">ilmari.heikkinen</attacher>
            
              <data encoding="base64">PGh0bWw+Cjxib2R5PgpUaGUgZ3JhZGllbnQgc2hvdWxkbid0IGhhdmUgbm9pc2UgaW4gdGhlIHRo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</data>

          </attachment>
          <attachment
              isobsolete="0"
              ispatch="0"
              isprivate="0"
          >
            <attachid>18139</attachid>
            <date>2007-12-27 23:10:51 -0800</date>
            <delta_ts>2007-12-27 23:10:51 -0800</delta_ts>
            <desc>Expected result for the testcase</desc>
            <filename>gradient_fx3.png</filename>
            <type>image/png</type>
            <size>10255</size>
            <attacher name="Ilmari Heikkinen">ilmari.heikkinen</attacher>
            
              <data encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAZAAAAGQCAYAAACAvzbMAAAgAElEQVR4nO3d93/O9/7H8es/+Nqr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==
</data>

          </attachment>
      

    </bug>

</bugzilla>