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74466f6b7f
enigma-e/production/lasercut_backpanel.lbrn2
erwin 74466f6b7f Initial import
2023-07-27 22:07:56 +02:00

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<?xml version="1.0" encoding="UTF-8"?>
<LightBurnProject AppVersion="0.9.24" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="True">
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"/>
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<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="C00"/>
<minPower Value="25"/>
<maxPower Value="25"/>
<minPower2 Value="10"/>
<maxPower2 Value="20"/>
<speed Value="500"/>
<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="0"/>
<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"/>
<tabSpacing Value="50"/>
<skipInnerTabs Value="0"/>
<tabsUseSpacing Value="1"/>
<tabCutPower Value="0"/>
<scanOpt Value="mergeAll"/>
<bidir Value="1"/>
<crossHatch Value="0"/>
<overscan Value="0"/>
<overscanPercent Value="2.5"/>
<floodFill Value="0"/>
<interval Value="0.15"/>
<angle Value="0"/>
<cellsPerInch Value="50"/>
<halftoneAngle Value="22.5"/>
</CutSetting>
<CutSetting type="Cut">
<index Value="1"/>
<name Value="C01"/>
<minPower Value="20"/>
<maxPower Value="30"/>
<minPower2 Value="10"/>
<maxPower2 Value="20"/>
<speed Value="400"/>
<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="0"/>
<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="0.01"/>
<perfSkip Value="0.01"/>
<dotMode Value="0"/>
<dotTime Value="1"/>
<dotSpacing Value="0.01"/>
<tabsEnabled Value="0"/>
<manualTabs Value="1"/>
<tabSize Value="0.5"/>
<tabCount Value="1"/>
<tabSpacing Value="50"/>
<skipInnerTabs Value="0"/>
<tabsUseSpacing Value="1"/>
<tabCutPower Value="0"/>
<scanOpt Value="mergeAll"/>
<bidir Value="1"/>
<crossHatch Value="0"/>
<overscan Value="1"/>
<overscanPercent Value="2.5"/>
<floodFill Value="0"/>
<interval Value="0.5"/>
<angle Value="0"/>
<cellsPerInch Value="50"/>
<halftoneAngle Value="22.5"/>
</CutSetting>
<CutSetting type="Cut">
<index Value="2"/>
<name Value="C02"/>
<minPower Value="75"/>
<maxPower Value="100"/>
<minPower2 Value="10"/>
<maxPower2 Value="20"/>
<speed Value="25"/>
<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="3"/>
<frequency Value="20000"/>
<overrideFrequency Value="0"/>
<PPI Value="0"/>
<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"/>
<tabSpacing Value="50"/>
<skipInnerTabs Value="0"/>
<tabsUseSpacing Value="1"/>
<tabCutPower Value="0"/>
<scanOpt Value="mergeAll"/>
<bidir Value="1"/>
<crossHatch Value="0"/>
<overscan Value="0"/>
<overscanPercent Value="2.5"/>
<floodFill Value="0"/>
<interval Value="0.5"/>
<angle Value="0"/>
<cellsPerInch Value="50"/>
<halftoneAngle Value="22.5"/>
</CutSetting>
<CutSetting type="Scan">
<index Value="3"/>
<name Value="C03"/>
<minPower Value="12.5"/>
<maxPower Value="12.5"/>
<minPower2 Value="10"/>
<maxPower2 Value="20"/>
<speed Value="500"/>
<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="0"/>
<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="0.01"/>
<perfSkip Value="0.01"/>
<dotMode Value="0"/>
<dotTime Value="1"/>
<dotSpacing Value="0.01"/>
<tabsEnabled Value="0"/>
<manualTabs Value="1"/>
<tabSize Value="0.5"/>
<tabCount Value="1"/>
<tabSpacing Value="50"/>
<skipInnerTabs Value="0"/>
<tabsUseSpacing Value="1"/>
<tabCutPower Value="0"/>
<scanOpt Value="mergeAll"/>
<bidir Value="1"/>
<crossHatch Value="0"/>
<overscan Value="0"/>
<overscanPercent Value="2.5"/>
<floodFill Value="0"/>
<interval Value="0.5"/>
<angle Value="0"/>
<cellsPerInch Value="50"/>
<halftoneAngle Value="22.5"/>
</CutSetting>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 289.005 27.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 289.005 177.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 8.005 27.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 8.005 177.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 8.005 27.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="1.7326733" Ry="1.7326733">
<XForm>-1 0 0 1 8.005 177.495</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="3.9992845" Ry="3.9992845">
<XForm>-1 0 0 1 166.25 40</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="3.9992845" Ry="3.9992845">
<XForm>-1 0 0 1 151.75 40.0005</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="3.9992845" Ry="3.9992845">
<XForm>-1 0 0 1 137.25 40</XForm>
</Shape>
<Shape Type="Ellipse" CutIndex="2" Rx="3.9428647" Ry="3.9428647">
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