Salome HOME
29c9860b3d5773a622ec377030780f070c4f0c17
[modules/shaper.git] / test.squish / suite_PYTHONAPI_SALOME / tst_Platine / verificationPoints / VP_PLATINE_L
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="158" y="70"/>
7 <Rect height="24" type="negative" width="33" x="377" y="451"/>
8 </Mask>
9 <Algorithm description="Strict mode" name="strict"/>
10 </Verification>
11 </VerificationPoint>