Salome HOME
747d91def59cbcc664563c36a7617fd5a7b10dbc
[modules/shaper.git] / test.squish / suite_PYTHONAPI_SALOME / tst_Platine / verificationPoints / VP_PLATINE_P
1 <?xml version='1.0' encoding='UTF-8' standalone='no'?>
2 <VerificationPoint version="4" type="Screenshot">
3  <Description/>
4  <Verification options="0" type="PNG" object=":SALOME*.3D View Operations_OCCViewer_ViewPort3d">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<Mask>
5    <Rect width="52" x="8" y="409" height="58" type="negative"/>
6    <Rect width="32" x="362" y="111" height="32" type="negative"/>
7    <Rect width="41" x="355" y="396" height="33" type="negative"/>
8   </Mask>
9   <Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
10    <Parameter description="Threshold" name="threshold">0.0003</Parameter>
11    <Parameter description="Tolerance" name="tolerance">0</Parameter>
12   </Algorithm>
13  </Verification>
14 </VerificationPoint>