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"/>
    <VariableText>
        <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="1"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="1"/>
        <name Value="Florida"/>
        <maxPower Value="95"/>
        <maxPower2 Value="20"/>
        <speed Value="41.6667"/>
        <numPasses Value="6"/>
        <scanOpt Value="byGroup"/>
        <forceConstantPower Value="1"/>
        <priority Value="1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.04"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="11"/>
        <name Value="Dunedin"/>
        <minPower Value="40"/>
        <maxPower Value="50"/>
        <minPower2 Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="75"/>
        <PPI Value="0"/>
        <perfLen Value="0.01016"/>
        <perfSkip Value="0.01016"/>
        <dotTime Value="1"/>
        <scanOpt Value="individual"/>
        <overscanPercent Value="1"/>
        <interval Value="0.1411"/>
        <priority Value="0"/>
        <doOutput Value="0"/>
        <hide Value="1"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <tabSpacing Value="50.04"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="15"/>
        <name Value="C15"/>
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    <Notes ShowOnLoad="1" Notes="SF-A9, 40w (about 10 mins/sheet w/o text, 15 with)&#10;&#10;LG = 2.8mm ply, 3 sheets = 18 pcs.&#10;$14 Quoted.&#10;&#10;Dunedin Text:&#10;LG = 2.8mm ply, 4 sheets&#10;1 sheet, no text, 6pcs.&#10;3 sheets, text, 9 with + 9 without.&#10;15 plain + 9 text + $22.00 &#10;&#10;&#10;SM = 2.8mm ply, 3 sheets = 54 pcs.&#10;$16 Quoted.&#10;&#10;"/>
</LightBurnProject>
