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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="Engrave Dates"/>
        <minPower Value="15"/>
        <maxPower Value="15"/>
        <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="10"/>
        <name Value="C10"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="6.66667"/>
        <scanOpt Value="byGroup"/>
        <interval Value="0.085"/>
        <angle Value="90"/>
        <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="Group" CutIndex="0">
        <XForm>1 0 0 1 0 0</XForm>
        <Children>
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