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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="Scan">
        <index Value="0"/>
        <name Value="C00"/>
        <minPower Value="95"/>
        <maxPower Value="95"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="240"/>
        <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="1"/>
        <frequency Value="20000"/>
        <overrideFrequency Value="0"/>
        <PPI Value="200"/>
        <enablePPI Value="0"/>
        <doOutput Value="1"/>
        <hide Value="0"/>
        <runBlower Value="1"/>
        <autoBlower Value="0"/>
        <blowerSpeedOverride Value="0"/>
        <blowerSpeedPercent Value="100"/>
        <overcut Value="0"/>
        <rampLength Value="0"/>
        <rampOuter Value="0"/>
        <forceConstantPower Value="0"/>
        <numPasses Value="1"/>
        <zPerPass Value="0"/>
        <perforate Value="0"/>
        <perfLen Value="0.1"/>
        <perfSkip Value="0.1"/>
        <dotMode Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <tabsEnabled Value="0"/>
        <manualTabs Value="1"/>
        <tabSize Value="0.5"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <limitMaxTabs Value="0"/>
        <tabSpacing Value="50"/>
        <skipInnerTabs Value="0"/>
        <tabsUseSpacing Value="1"/>
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