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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="0"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="14"/>
        <name Value="C14"/>
        <minPower Value="10"/>
        <maxPower Value="60"/>
        <maxPower2 Value="20"/>
        <speed Value="10"/>
        <dotTime Value="1"/>
        <priority Value="1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="25"/>
        <name Value="C25"/>
        <minPower Value="10"/>
        <maxPower Value="30"/>
        <maxPower2 Value="20"/>
        <speed Value="800"/>
        <runBlower Value="0"/>
        <numPasses Value="2"/>
        <dotTime Value="1"/>
        <interval Value="0.0847"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
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