Salome HOME
f2c0ae6ed38abb3321ce08c7216b443179470f20
[modules/shaper.git] / test.squish / suite_PYTHONAPI_SALOME / tst_Platine / verificationPoints / VP_PLATINE_E
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="52" x="8" y="409"/>
6 <Rect height="32" type="negative" width="32" x="442" y="135"/>
7 <Rect height="24" type="negative" width="33" x="402" y="465"/>
8 </Mask>
9 <Algorithm description="Strict mode" name="strict"/>
10 </Verification>
11 </VerificationPoint>