Codebase list engauge-digitizer / lintian-fixes/main test / floating_axes.xml
lintian-fixes/main

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<ErrorReport>
 <Application VersionNumber="7.0"/>
 <Document AxesPointsRequired="1" VersionNumber="7.0">
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    <Point ScreenX="371" ScreenY="190" Identifier="Curve1&#x9;point&#x9;18" Ordinal="1"/>
    <Point ScreenX="387" ScreenY="175" Identifier="Curve1&#x9;point&#x9;19" Ordinal="1"/>
    <Point ScreenX="402" ScreenY="161" Identifier="Curve1&#x9;point&#x9;20" Ordinal="1"/>
    <Point ScreenX="419" ScreenY="147" Identifier="Curve1&#x9;point&#x9;21" Ordinal="1"/>
    <Point ScreenX="440" ScreenY="139" Identifier="Curve1&#x9;point&#x9;22" Ordinal="1"/>
   </Cmd>
   <Cmd Type="CmdAddPointsGraph" Description="Add graph points" CurveName="Curve1">
    <Point ScreenX="448" ScreenY="121" Identifier="Curve1&#x9;point&#x9;23" Ordinal="15.5"/>
    <Point ScreenX="469" ScreenY="113" Identifier="Curve1&#x9;point&#x9;24" Ordinal="15.5"/>
    <Point ScreenX="490" ScreenY="105" Identifier="Curve1&#x9;point&#x9;25" Ordinal="15.5"/>
    <Point ScreenX="513" ScreenY="99" Identifier="Curve1&#x9;point&#x9;26" Ordinal="15.5"/>
    <Point ScreenX="532" ScreenY="87" Identifier="Curve1&#x9;point&#x9;27" Ordinal="15.5"/>
    <Point ScreenX="554" ScreenY="81" Identifier="Curve1&#x9;point&#x9;28" Ordinal="15.5"/>
    <Point ScreenX="579" ScreenY="79" Identifier="Curve1&#x9;point&#x9;29" Ordinal="15.5"/>
   </Cmd>
  </CmdMediator>
  <Error Context="Shift+Control+E" File="src/main/MainWindow.cpp" Line="1208" Comment="userTriggered"/>
 </Document>
</ErrorReport>