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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="1"/>
<Optimize_ByGroup Value="-1"/>
<Optimize_ByPriority Value="0"/>
<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="5mm wood"/>
<minPower Value="75"/>
<maxPower Value="80"/>
<minPower2 Value="20"/>
<maxPower2 Value="20"/>
<speed Value="30"/>
<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="4"/>
<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="0.50038"/>
<tabCount Value="1"/>
<tabCountMax Value="1"/>
<limitMaxTabs Value="0"/>
<tabSpacing Value="50.038"/>
<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"/>
</CutSetting>
<CutSetting type="Cut">
<index Value="27"/>
<name Value="OffsetDXF"/>
<minPower Value="80"/>
<maxPower Value="80"/>
<minPower2 Value="20"/>
<maxPower2 Value="20"/>
<speed Value="30"/>
<kerf Value="0"/>
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