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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="1"/>
        <name Value="C01"/>
        <minPower Value="97"/>
        <maxPower Value="97"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="270"/>
        <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="0"/>
        <tabSize Value="0.2"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <limitMaxTabs Value="0"/>
        <tabSpacing Value="100"/>
        <skipInnerTabs Value="0"/>
        <tabsUseSpacing Value="0"/>
        <tabCutPower Value="0"/>
        <usePen Value="0"/>
        <scanOpt Value="mergeAll"/>
        <bidir Value="1"/>
        <crossHatch Value="0"/>
        <overscan Value="0"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.1"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
    </CutSetting>
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