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[modules/shaper.git] / test.squish / suite_FEATURE_REVOLUTION / tst_revolution_004 / verificationPoints / INIT
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="47" x="10" y="411" height="57" type="negative"/>
6    <Rect width="31" x="352" y="198" height="30" type="negative"/>
7    <Rect width="32" x="416" y="308" height="36" 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>