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    <VariableText>
        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
    </VariableText>
    <UIPrefs>
        <Optimize_CutSelected Value="1"/>
        <Optimize_UseSelectedOrigin Value="0"/>
        <Optimize_ByLayer Value="0"/>
        <Optimize_ByGroup Value="-1"/>
        <Optimize_ByPriority Value="1"/>
        <Optimize_WhichDirection Value="0"/>
        <Optimize_InnerToOuter Value="1"/>
        <Optimize_ByDirection Value="0"/>
        <Optimize_ReduceTravel Value="1"/>
        <Optimize_HideBacklash Value="0"/>
        <Optimize_ReduceDirChanges Value="0"/>
        <Optimize_ChooseCorners Value="0"/>
        <Optimize_AllowReverse Value="1"/>
        <Optimize_RemoveOverlaps Value="0"/>
        <Optimize_OptimalEntryPoint Value="0"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="11"/>
        <name Value="C11"/>
        <maxPower Value="100"/>
        <maxPower2 Value="20"/>
        <speed Value="20"/>
        <numPasses Value="2"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <Shape Type="Group" CutIndex="0">
        <XForm>-1.0014662e-09 0.02199715 -0.024040161 -1.0089198e-09 226.00809 204.00273</XForm>
        <Children>
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