2221 lines
226 KiB
XML
2221 lines
226 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
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<LightBurnProject AppVersion="0.9.24" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="True">
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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="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="12.5"/>
|
|
<maxPower Value="25"/>
|
|
<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="80"/>
|
|
<maxPower Value="100"/>
|
|
<minPower2 Value="10"/>
|
|
<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="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="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="0"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="0"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
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