1433 lines
127 KiB
XML
1433 lines
127 KiB
XML
<?xml version="1.0" encoding="UTF-8"?>
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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="Cut">
|
|
<index Value="1"/>
|
|
<name Value="C01"/>
|
|
<minPower Value="0"/>
|
|
<maxPower Value="100"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="23.3333"/>
|
|
<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="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="1"/>
|
|
<perfLen Value="1"/>
|
|
<perfSkip Value="1.5"/>
|
|
<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="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="3"/>
|
|
<name Value="Sp1800"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="100"/>
|
|
<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="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"/>
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