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        <End Value="999"/>
        <Current Value="0"/>
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        <AutoAdvance Value="0"/>
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        <Optimize_ByDirection Value="0"/>
        <Optimize_ReduceTravel Value="1"/>
        <Optimize_HideBacklash Value="0"/>
        <Optimize_ReduceDirChanges Value="0"/>
        <Optimize_ChooseCorners Value="0"/>
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        <PPI Value="200"/>
        <enablePPI Value="0"/>
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        <runBlower Value="1"/>
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        <tabsEnabled Value="0"/>
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        <skipInnerTabs Value="0"/>
        <tabsUseSpacing Value="0"/>
        <tabCutPower Value="0"/>
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        <scanOpt Value="mergeAll"/>
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        <angle Value="0"/>
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        <angle Value="0"/>
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        <halftoneAngle Value="22.5"/>
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    <CutSetting type="Scan">
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        <name Value="C18"/>
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        <maxPower Value="90"/>
        <minPower2 Value="20"/>
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        <enableLaser1 Value="1"/>
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        <dotMode Value="0"/>
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        <tabsEnabled Value="0"/>
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        <interval Value="0.1"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
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    <Shape Type="Path" CutIndex="8">
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