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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="1"/>
        <name Value="C01"/>
        <minPower Value="97"/>
        <maxPower Value="97"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="270"/>
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