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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"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="C02"/>
        <minPower Value="93"/>
        <maxPower Value="95"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="16"/>
        <kerf Value="0"/>
        <zOffset Value="0"/>
        <enableLaser1 Value="1"/>
        <enableLaser2 Value="0"/>
        <startDelay Value="0"/>
        <endDelay Value="0"/>
        <throughPower Value="0"/>
        <throughPower2 Value="0"/>
        <enableCutThroughStart Value="0"/>
        <enableCutThroughEnd Value="0"/>
        <priority Value="0"/>
        <frequency Value="20000"/>
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