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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="97.5"/>
        <maxPower Value="97.5"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="15"/>
        <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"/>
        <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>
    <CutSetting type="Scan">
        <index Value="5"/>
        <name Value="C05"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="250"/>
        <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"/>
        <tabCutPower Value="0"/>
        <usePen Value="0"/>
        <scanOpt Value="mergeAll"/>
        <bidir Value="1"/>
        <crossHatch Value="0"/>
        <overscan Value="1"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.1"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
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