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squish tests correction: processing on debian
[modules/shaper.git] / test.squish / suite_PYTHONAPI_SALOME / tst_Platine / verificationPoints / VP_PLATINE_P
index ee76ed329165a2d17287bbb7595ed7282377015e..83b47e22e55eeb6ed0389c4faf57c4a177e484b2 100644 (file)
@@ -1,11 +1,14 @@
 <?xml version="1.0" encoding="UTF-8" standalone="no"?>
 <VerificationPoint type="Screenshot" version="4">
 <Description/>
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<Mask>
+<Rect height="58" type="negative" width="52" x="7" y="439"/>
+<Rect height="32" type="negative" width="32" x="362" y="117"/>
+<Rect height="33" type="negative" width="41" x="352" y="425"/>
 </Mask>
-<Algorithm description="Strict mode" name="strict"/>
+<Algorithm description="Simple comparison (pixel by pixel)" name="simplecompare">
+<Parameter description="Threshold" name="threshold">0.0002</Parameter>
+<Parameter description="Tolerance" name="tolerance">0</Parameter>
+</Algorithm>
 </Verification>
 </VerificationPoint>