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Fix Squish tests
[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 version="4" type="Screenshot">
3  <Description/>
4 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<Mask>
5    <Rect width="31" x="358" y="194" height="33" type="negative"/>
6    <Rect width="49" x="14" y="413" height="56" type="negative"/>
7    <Rect width="32" x="421" y="318" height="28" type="negative"/>
8   </Mask>
9   <Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
10    <Parameter description="Threshold" name="threshold">0.0006</Parameter>
11    <Parameter description="Tolerance" name="tolerance">0</Parameter>
12   </Algorithm>
13  </Verification>
14 </VerificationPoint>