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"/>
    <VariableText>
        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
    </VariableText>
    <UIPrefs>
        <Optimize_CutSelected Value="1"/>
        <Optimize_UseSelectedOrigin Value="1"/>
        <CutOrigin Value="1"/>
        <AlignH Value="0"/>
        <AlignV Value="0"/>
        <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="Cut">
        <index Value="0"/>
        <name Value="C00"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="60"/>
        <PPI Value="0"/>
        <dotTime Value="1"/>
        <overscan Value="0"/>
        <interval Value="0.051"/>
        <priority Value="3"/>
        <tabSize Value="0.50038"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.038"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="1"/>
        <name Value="C01"/>
        <minPower Value="15"/>
        <maxPower Value="15"/>
        <maxPower2 Value="20"/>
        <speed Value="1000"/>
        <kerf Value="0.127"/>
        <runBlower Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <interval Value="0.085"/>
        <priority Value="0"/>
        <tabSize Value="0.50038"/>
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    <CutSetting type="Cut">
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        <name Value="C02"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="35"/>
        <PPI Value="0"/>
        <perfLen Value="0.01016"/>
        <perfSkip Value="0.01016"/>
        <dotTime Value="1"/>
        <overscanPercent Value="5"/>
        <interval Value="0.064"/>
        <priority Value="1"/>
        <tabSize Value="0.1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="2.54"/>
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    <CutSetting type="Scan">
        <index Value="10"/>
        <name Value="FLAGBURN"/>
        <minPower Value="1"/>
        <maxPower Value="100"/>
        <maxPower2 Value="20"/>
        <speed Value="1000"/>
        <runBlower Value="0"/>
        <dotTime Value="1"/>
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        <interval Value="0.051"/>
        <priority Value="2"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.04"/>
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    <CutSetting type="Cut">
        <index Value="11"/>
        <name Value="C11"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="65"/>
        <PPI Value="0"/>
        <perfLen Value="0.01"/>
        <perfSkip Value="0.01"/>
        <dotTime Value="1"/>
        <overscanPercent Value="1.5"/>
        <priority Value="5"/>
        <tabSize Value="0.50038"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.038"/>
    </CutSetting>
    <CutSetting type="Cut">
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        <name Value="C12"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="75"/>
        <PPI Value="0"/>
        <perfLen Value="0"/>
        <perfSkip Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.0004"/>
        <overscan Value="0"/>
        <priority Value="6"/>
        <tabSize Value="0.50038"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.038"/>
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    <CutSetting type="Cut">
        <index Value="13"/>
        <name Value="C13"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="80"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.0004"/>
        <scanOpt Value="individual"/>
        <overscan Value="0"/>
        <priority Value="7"/>
        <tabSize Value="0.50038"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.038"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="14"/>
        <name Value="C14"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="60"/>
        <runBlower Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.0004"/>
        <scanOpt Value="individual"/>
        <overscan Value="0"/>
        <priority Value="9"/>
        <tabSize Value="0.50038"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.038"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="15"/>
        <name Value="C15"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <maxPower2 Value="20"/>
        <speed Value="85"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.0004"/>
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