594983 - noText attribute not propagated through inactive container layers

Status: RESOLVED FIXED

(Core :: Layout, defect)

Description

[Matt Woodrow (:mattwoodrow)]

Attachment: Fix

I'm getting most of the transform/ reftests failing locally (with and without accelerated enabled) by 3 or 4 pixels on the left edge.

This patch fixes the output of gDumpPaintList to look correct, but the bug still exists.

Comment 1

[Matt Woodrow (:mattwoodrow)]

Example test failure:

REFTEST INFO | drawWindow flags = DRAWWINDOW_DRAW_CARET | DRAWWINDOW_DRAW_VIEW | DRAWWINDOW_USE_WIDGET_LAYERS; window size = 802,1023; test browser size = 800,1000
REFTEST TEST-START | file:///Users/mattwoodrow/mozilla-birch/layout/reftests/transform/translatex-1-ref.html
++DOMWINDOW == 8 (0x12096f3f8) [serial = 8] [outer = 0x11fb95ae0]
REFTEST TEST-UNEXPECTED-FAIL | file:///Users/mattwoodrow/mozilla-birch/layout/reftests/transform/translatex-1a.html | 
REFTEST   IMAGE 1 (TEST): 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
REFTEST   IMAGE 2 (REFERENCE): 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
REFTEST number of differing pixels: 3

Comment 2

[Robert O'Callahan (:roc) (email my personal email if necessary)]

Oh, I would add to the comment on HasText, "that might be rendered with subpixel antialiasing".

Comment 3

[Matt Woodrow (:mattwoodrow)]

Attachment: Fixed review comment

Comment 4

[Robert O'Callahan (:roc) (email my personal email if necessary)]

http://hg.mozilla.org/mozilla-central/rev/f9712e32abb8

Comment 5

[chris hofmann]

could this landing be connected to the crash volume regression described in https://bugzilla.mozilla.org/show_bug.cgi?id=485003#c11 and below?

Comment 6

[Robert O'Callahan (:roc) (email my personal email if necessary)]

No.