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        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
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    <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"/>
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        <index Value="0"/>
        <name Value="engrave"/>
        <minPower Value="30"/>
        <maxPower Value="30"/>
        <maxPower2 Value="20"/>
        <speed Value="1000"/>
        <runBlower Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <overscan Value="0"/>
        <interval Value="0.0847"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
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    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="cutting"/>
        <minPower Value="10"/>
        <maxPower Value="80"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="10"/>
        <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"/>
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    <CutSetting type="Tool">
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        <name Value="T1"/>
        <frame Value="0"/>
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    <CutSetting type="Tool">
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        <name Value="T2"/>
        <frame Value="0"/>
        <priority Value="2"/>
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