]> SALOME platform Git repositories - modules/shaper.git/blobdiff - test.squish/suite_FEATURE_REVOLUTION/tst_revolution_003/verificationPoints/REVOLUTION_CUT
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squish tests correction: suite_FEATURE_BOOLEAN/*, suite_FEATURE_REVOLUTION/*(without...
[modules/shaper.git] / test.squish / suite_FEATURE_REVOLUTION / tst_revolution_003 / verificationPoints / REVOLUTION_CUT
index 7b92dc21bc004d2fa836e71eb4d3671397038523..c36ff7558cb8bbac7873eb54f49fdf917a2a4d20 100644 (file)
@@ -1,14 +1,14 @@
-<?xml version='1.0' encoding='UTF-8' standalone='no'?>
-<VerificationPoint version="4" type="Screenshot">
- <Description/>
- <Verification options="0" type="PNG" object=":SALOME*.3D View Operations_OCCViewer_ViewPort3d">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<Mask>
-   <Rect width="31" x="358" y="194" height="33" type="negative"/>
-   <Rect width="49" x="14" y="413" height="56" type="negative"/>
-   <Rect width="32" x="421" y="318" height="28" type="negative"/>
-  </Mask>
-  <Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
-   <Parameter description="Threshold" name="threshold">0.0006</Parameter>
-   <Parameter description="Tolerance" name="tolerance">0</Parameter>
-  </Algorithm>
- </Verification>
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<VerificationPoint type="Screenshot" version="4">
+<Description/>
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<Mask>
+<Rect height="33" type="negative" width="31" x="358" y="194"/>
+<Rect height="56" type="negative" width="49" x="13" y="444"/>
+<Rect height="28" type="negative" width="32" x="421" y="318"/>
+</Mask>
+<Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
+<Parameter description="Threshold" name="threshold">0.0005</Parameter>
+<Parameter description="Tolerance" name="tolerance">0</Parameter>
+</Algorithm>
+</Verification>
 </VerificationPoint>