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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="0"/>
        <Optimize_OverlapDist Value="0.025"/>
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        <diameter Value="83"/>
        <objDiameter Value="50"/>
        <isChuck Value="1"/>
        <splitByShape Value="0"/>
        <runWholeSlice Value="1"/>
        <splitSize Value="0.02"/>
        <splitOverlap Value="0"/>
        <maxShapeSize Value="20"/>
        <outputCenter Value="82.4"/>
        <axis Value="1"/>
        <stepsPerUnit Value="15000"/>
        <minSpeed Value="500"/>
        <maxSpeed Value="3000"/>
        <accelTimeMs Value="100"/>
        <returnSpeed Value="3000"/>
        <homeSpeed Value="500"/>
        <homeTimeout Value="10"/>
        <isRotary Value="1"/>
        <reverseDirection Value="1"/>
        <doReturn Value="1"/>
        <doHome Value="0"/>
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    <CutSetting type="Scan">
        <index Value="0"/>
        <name Value="C00"/>
        <minPower Value="10"/>
        <maxPower Value="11"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <frequency Value="100000"/>
        <numPasses Value="10"/>
        <interval Value="0.02"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
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