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squish tests correction: suite_FEATURE_BOOLEAN/tst_boolean_001
[modules/shaper.git] / test.squish / suite_FEATURE_BOOLEAN / tst_boolean_001 / verificationPoints / 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="47" x="13" y="437" height="57" type="negative"/>
6    <Rect width="28" x="369" y="199" height="27" type="negative"/>
7   </Mask>
8   <Algorithm description="Strict mode" name="strict"/>
9  </Verification>
10 </VerificationPoint>