396 lines
64 KiB
XML
396 lines
64 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="Scan">
|
|
<index Value="0"/>
|
|
<name Value="C00"/>
|
|
<minPower Value="50"/>
|
|
<maxPower Value="60"/>
|
|
<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="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="0.1"/>
|
|
<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="40"/>
|
|
<maxPower Value="50"/>
|
|
<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="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="0.01"/>
|
|
<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"/>
|
|
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