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    <VariableText>
        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
    </VariableText>
    <UIPrefs>
        <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="1"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="0"/>
        <name Value="C00"/>
        <minPower Value="36"/>
        <maxPower Value="36"/>
        <maxPower2 Value="20"/>
        <speed Value="23"/>
        <dotTime Value="1"/>
        <priority Value="0"/>
        <tabSize Value="12.7"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="1270"/>
    </CutSetting>
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