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Adding test for bos #41748 [CEA] Issue in interpolation edition
[modules/shaper.git] / test.squish / suite_FEATURE_PARTITION / tst_partition_001 / verificationPoints / VP_PARTITION_1
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="44" x="13" y="446" height="54" type="negative"/>
6    <Rect width="28" x="724" y="121" height="43" type="negative"/>
7   </Mask>
8   <Algorithm description="Strict mode" name="strict"/>
9  </Verification>
10 </VerificationPoint>