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        <End Value="999"/>
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        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
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        <Optimize_UseSelectedOrigin Value="1"/>
        <CutOrigin Value="0"/>
        <AlignH Value="0"/>
        <AlignV Value="0"/>
        <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"/>
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        <name Value="C00"/>
        <minPower Value="10"/>
        <maxPower Value="10"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <enableCutThroughStart Value="1"/>
        <enableCutThroughEnd Value="1"/>
        <PPI Value="0"/>
        <perfLen Value="0.01016"/>
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        <dotTime Value="1"/>
        <overscanPercent Value="5"/>
        <interval Value="0.2"/>
        <priority Value="0"/>
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        <runBlower Value="0"/>
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        <scanOpt Value="individual"/>
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