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ef486445afe1d4be97001b6e2dd64a3ea9937117
[modules/shaper.git] / test.squish / suite_FEATURE_EXTRUSION / tst_extrusion_006 / verificationPoints / EXTRUSION_CUT
1 <?xml version='1.0' encoding='UTF-8' standalone='no'?>
2 <VerificationPoint version="4" type="Screenshot">
3  <Description/>
4 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<Mask>
5    <Rect width="29" x="367" y="174" height="30" type="negative"/>
6    <Rect width="29" x="454" y="291" height="30" type="negative"/>
7    <Rect width="49" x="12" y="440" height="55" type="negative"/>
8   </Mask>
9   <Algorithm description="Strict mode" name="strict"/>
10  </Verification>
11 </VerificationPoint>