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[modules/shaper.git] / test.squish / suite_FEATURE_EXTRUSION / tst_extrusion_002 / verificationPoints / PREVIEW_FROM
1 <?xml version="1.0" encoding="UTF-8" standalone="no"?>
2 <VerificationPoint type="Screenshot" version="4">
3 <Description/>
4 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<Mask>
5 <Rect height="58" type="negative" width="45" x="14" y="442"/>
6 <Rect height="101" type="negative" width="83" x="366" y="72"/>
7 <Rect height="38" type="negative" width="64" x="266" y="19"/>
8 </Mask>
9 <Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
10 <Parameter description="Threshold" name="threshold">0.0005</Parameter>
11 <Parameter description="Tolerance" name="tolerance">0</Parameter>
12 </Algorithm>
13 </Verification>
14 </VerificationPoint>