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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="Trace Design"/>
        <minPower Value="15"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="20"/>
        <kerf Value="0.07"/>
        <forceConstantPower Value="1"/>
        <priority Value="0"/>
        <manualTabs Value="0"/>
        <tabSize Value="0.2"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="100.08"/>
        <tabsUseSpacing Value="0"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="Cut Base"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="6.66667"/>
        <overcut Value="0.7"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <forceConstantPower Value="1"/>
        <priority Value="1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Tool">
        <index Value="31"/>
        <name Value="T2"/>
        <priority Value="2"/>
    </CutSetting>
    <Shape Type="Rect" CutIndex="31" W="304.79996" H="304.79999" Cr="0">
        <XForm>1 0 0 1 250 200</XForm>
    </Shape>
    <Shape Type="Path" CutIndex="2" VertID="8">
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