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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="0"/>
        <name Value="C00"/>
        <minPower Value="95"/>
        <maxPower Value="95"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="14"/>
        <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="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="3"/>
        <name Value="C03"/>
        <minPower Value="95"/>
        <maxPower Value="95"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="280"/>
        <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="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="individual"/>
        <bidir Value="1"/>
        <crossHatch Value="0"/>
        <overscan Value="1"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.12"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="10"/>
        <name Value="C10"/>
        <minPower Value="98"/>
        <maxPower Value="98"/>
        <minPower2 Value="20"/>
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