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[modules/shaper.git] / test.squish / suite_FEATURE_EXTRUSION / tst_extrusion_002 / verificationPoints / VP6
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<?xml version="1.0" encoding="UTF-8" standalone="no"?><VerificationPoint type="Screenshot" version="4"><Description/><Verification object=":SALOME*.3D View Operations_OCCViewer_ViewPort3d" type="PNG">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