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[modules/shaper.git] / test.squish / suite_FEATURE_REVOLUTION / tst_revolution_006 / verificationPoints / REVOLUTION_CUT
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="33" type="negative" width="31" x="356" y="204"/>
6 <Rect height="56" type="negative" width="49" x="13" y="441"/>
7 <Rect height="28" type="negative" width="32" x="423" y="333"/>
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>