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<LightBurnProject AppVersion="2.1.04" DeviceName="Sculpfun S30 Pro" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="False" AskForSendName="True">
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"/>
    <VariableText>
        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
    </VariableText>
    <UIPrefs>
        <CutOrigin Value="2"/>
        <AlignH Value="0"/>
        <AlignV Value="2"/>
        <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="0"/>
        <name Value="C00"/>
        <minPower Value="8"/>
        <maxPower Value="12.5"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <dotTime Value="1"/>
        <forceConstantPower Value="1"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="1"/>
        <name Value="Cutouy"/>
        <maxPower Value="70"/>
        <maxPower2 Value="20"/>
        <speed Value="11.6667"/>
        <numPasses Value="5"/>
        <dotTime Value="1"/>
        <interval Value="0.08"/>
        <forceConstantPower Value="1"/>
        <priority Value="1"/>
        <doOutput Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.04"/>
    </CutSetting>
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