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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="C00"/>
        <minPower Value="30"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="2000"/>
        <frequency Value="50000"/>
        <numPasses Value="70"/>
        <anglePerPass Value="1.8"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <overscan Value="0"/>
        <interval Value="0.02"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Tool">
        <index Value="30"/>
        <name Value="T1"/>
        <priority Value="1"/>
    </CutSetting>
    <Shape Type="Rect" CutIndex="30" W="14" H="11" Cr="0">
        <XForm>1 0 0 -1 9 91</XForm>
    </Shape>
    <Shape Type="Group" CutIndex="0">
        <XForm>0.0185341 0 0 -0.0211432 2.84162 106.0337</XForm>
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