Intermittent css-animations/continuation-opacity.html == css-animations/continuation-opacity-ref.html | image comparison, max difference: 255, number of differing pixels: 14613
Categories
(Core :: Layout, defect, P5)
Tracking
()
People
(Reporter: intermittent-bug-filer, Unassigned)
References
Details
(Keywords: intermittent-failure)
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Comment 4•7 years ago
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Comment 5•7 years ago
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Comment 6•7 years ago
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Comment 7•6 years ago
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Recent failure log:
https://treeherder.mozilla.org/logviewer.html#/jobs?job_id=240159129&repo=try&lineNumber=1743
14:13:17 INFO - REFTEST TEST-START | file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity.html == file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity-ref.html
14:13:17 INFO - REFTEST TEST-LOAD | file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity.html | 66 / 72 (91%)
14:13:17 INFO - REFTEST TEST-LOAD | file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity-ref.html | 66 / 72 (91%)
14:13:18 INFO - REFTEST TEST-UNEXPECTED-FAIL | file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity.html == file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity-ref.html | image comparison, max difference: 255, number of differing pixels: 14613
14:13:18 INFO - REFTEST IMAGE 1 (TEST): data:image/png;base64,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
14:13:18 INFO - REFTEST IMAGE 2 (REFERENCE): 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14:13:18 INFO - REFTEST INFO | Saved log: START file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity.html
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] OnDocumentLoad triggering WaitForTestEnd
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] WaitForTestEnd: Adding listeners
14:13:18 INFO - REFTEST INFO | Saved log: Initializing canvas snapshot
14:13:18 INFO - REFTEST INFO | Saved log: DoDrawWindow 0,0,800,1000
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] MakeProgress: STATE_WAITING_TO_FIRE_INVALIDATE_EVENT
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] MakeProgress: waiting for MozAfterPaint
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] AfterPaintListener in file:///Z:/task_1555158493/build/tests/reftest/tests/layout/reftests/css-animations/continuation-opacity.html
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] SendUpdateCanvasForEvent with 1 rects
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] Rect: 0 0 800 1000
14:13:18 INFO - REFTEST INFO | Saved log: [CONTENT] Test file chose to skip SynchronizeForSnapshot
14:13:18 INFO - REFTEST INFO | Saved log: Updating canvas for invalidation
14:13:18 INFO - REFTEST INFO | Saved log: DoDrawWindow 0,0,800,1000
Comment hidden (Intermittent Failures Robot) |
Comment 9•6 years ago
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Comment 10•5 years ago
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New occurrence: https://treeherder.mozilla.org/logviewer.html#/jobs?job_id=275009892&repo=autoland&lineNumber=12163
Comment hidden (Intermittent Failures Robot) |
Comment 12•5 years ago
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https://wiki.mozilla.org/Bug_Triage#Intermittent_Test_Failure_Cleanup
For more information, please visit auto_nag documentation.
Description
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