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        <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="Cut">
        <index Value="1"/>
        <name Value="line"/>
        <minPower Value="45"/>
        <maxPower Value="75"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="15"/>
        <PPI Value="0"/>
        <dotTime Value="1"/>
        <bidir Value="0"/>
        <overscan Value="0"/>
        <interval Value="0.0726"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <halftoneAngle Value="0"/>
    </CutSetting>
    <CutSetting type="Tool">
        <index Value="30"/>
        <name Value="T1"/>
        <priority Value="1"/>
    </CutSetting>
    <Shape Type="Rect" CutIndex="30" W="350" H="230" Cr="0">
        <XForm>1 0 0 1 643 385</XForm>
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    <Shape Type="Group" CutIndex="0">
        <XForm>1 0 0 1 398 240</XForm>
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