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597 lines
62 KiB
597 lines
62 KiB
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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="1"/>
|
|
<Optimize_ByGroup Value="-1"/>
|
|
<Optimize_ByPriority Value="0"/>
|
|
<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="0"/>
|
|
<name Value="5mm wood"/>
|
|
<minPower Value="75"/>
|
|
<maxPower Value="80"/>
|
|
<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"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<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="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<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="15"/>
|
|
<name Value="Secondary"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<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="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="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.0004"/>
|
|
<tabsEnabled Value="1"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<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="Tool">
|
|
<index Value="30"/>
|
|
<name Value="T1"/>
|
|
<hide Value="1"/>
|
|
<frame Value="0"/>
|
|
<priority Value="2"/>
|
|
</CutSetting>
|
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