781 lines
62 KiB
XML
781 lines
62 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
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<LightBurnProject AppVersion="1.0.06" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="False">
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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="Text"/>
|
|
<minPower Value="10"/>
|
|
<maxPower Value="10"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="43.3333"/>
|
|
<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="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="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<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"/>
|
|
</CutSetting>
|
|
<CutSetting type="Scan">
|
|
<index Value="1"/>
|
|
<name Value="1200"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="100"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="20"/>
|
|
<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="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.5"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.04"/>
|
|
<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="Scan">
|
|
<index Value="2"/>
|
|
<name Value="1400"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="100"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="23.3333"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
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