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443 lines
56 KiB
443 lines
56 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="10"/>
|
|
<name Value="C10"/>
|
|
<minPower Value="40"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0.254"/>
|
|
<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="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="6"/>
|
|
<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="90"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="27"/>
|
|
<name Value="OffsetDXF"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<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="0.01"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="49.9999"/>
|
|
<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="28"/>
|
|
<name Value="C28"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<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"/>
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