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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="0"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="16"/>
        <name Value="C16"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <priority Value="0"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="27"/>
        <name Value="C27"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <priority Value="1"/>
    </CutSetting>
    <CutSetting type="Tool">
        <index Value="30"/>
        <name Value="T1"/>
        <priority Value="2"/>
    </CutSetting>
    <Shape Type="Group">
        <XForm>1 0 0 1 150.93156 311.33521</XForm>
        <Children>
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