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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"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Scan">
        <index Value="0"/>
        <name Value="Outer Cut"/>
        <minPower Value="80"/>
        <maxPower Value="80"/>
        <maxPower2 Value="20"/>
        <speed Value="300"/>
        <runBlower Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <bidir Value="0"/>
        <overscan Value="0"/>
        <interval Value="0.0758"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="cutting"/>
        <minPower Value="10"/>
        <maxPower Value="80"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="30"/>
        <PPI Value="0"/>
        <dotTime Value="1"/>
        <bidir Value="0"/>
        <overscan Value="0"/>
        <interval Value="0.085"/>
        <priority Value="1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <halftoneAngle Value="0"/>
    </CutSetting>
    <Shape Type="Group" CutIndex="0">
        <XForm>1 0 0 1 393.21582 10.433655</XForm>
        <Children>
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