DesignForLasers/week3/files/coaster_examples/raccooncoaster.lbrn2

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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="Sp1200"/>
        <minPower Value="10"/>
        <maxPower Value="20"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <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="0"/>
        <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="0"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.086"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="C02"/>
        <minPower Value="10"/>
        <maxPower Value="90"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="13"/>
        <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="2"/>
        <frequency Value="20000"/>
        <overrideFrequency Value="0"/>
        <PPI Value="200"/>
        <enablePPI Value="0"/>
        <doOutput Value="0"/>
        <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="2"/>
        <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="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="10"/>
        <maxPower Value="38"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <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="0"/>
        <hide Value="0"/>
        <runBlower Value="0"/>
        <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"/>
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