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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="1"/>
        <Optimize_ReduceTravel Value="1"/>
        <Optimize_HideBacklash Value="0"/>
        <Optimize_ReduceDirChanges Value="1"/>
        <Optimize_ChooseCorners Value="1"/>
        <Optimize_AllowReverse Value="1"/>
        <Optimize_RemoveOverlaps Value="1"/>
        <Optimize_OptimalEntryPoint Value="1"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Scan">
        <index Value="0"/>
        <name Value="C00"/>
        <minPower Value="70"/>
        <maxPower Value="70"/>
        <maxPower2 Value="20"/>
        <speed Value="800"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="28"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="1"/>
        <name Value="C01"/>
        <minPower Value="10"/>
        <maxPower Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <tabsEnabled Value="1"/>
        <priority Value="0"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="2"/>
        <name Value="C02"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="2"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="3"/>
        <name Value="C03"/>
        <minPower Value="30"/>
        <maxPower Value="30"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="3"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="4"/>
        <name Value="C04"/>
        <minPower Value="40"/>
        <maxPower Value="40"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="4"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="5"/>
        <name Value="C05"/>
        <minPower Value="50"/>
        <maxPower Value="50"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="5"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="6"/>
        <name Value="C06"/>
        <minPower Value="60"/>
        <maxPower Value="60"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="6"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="7"/>
        <name Value="C07"/>
        <minPower Value="70"/>
        <maxPower Value="70"/>
        <maxPower2 Value="20"/>
        <speed Value="200"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="7"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="8"/>
        <name Value="C08"/>
        <minPower Value="10"/>
        <maxPower Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="8"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="9"/>
        <name Value="C09"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <interval Value="0.085"/>
        <priority Value="9"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="10"/>
        <name Value="C10"/>
        <minPower Value="30"/>
        <maxPower Value="30"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="10"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="11"/>
        <name Value="C11"/>
        <minPower Value="40"/>
        <maxPower Value="40"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="11"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="12"/>
        <name Value="C12"/>
        <minPower Value="50"/>
        <maxPower Value="50"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="12"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="13"/>
        <name Value="C13"/>
        <minPower Value="60"/>
        <maxPower Value="60"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="13"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="14"/>
        <name Value="C14"/>
        <minPower Value="70"/>
        <maxPower Value="70"/>
        <maxPower2 Value="20"/>
        <speed Value="400"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="14"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="15"/>
        <name Value="C15"/>
        <minPower Value="10"/>
        <maxPower Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="15"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="16"/>
        <name Value="C16"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <interval Value="0.085"/>
        <priority Value="16"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="17"/>
        <name Value="C17"/>
        <minPower Value="30"/>
        <maxPower Value="30"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <interval Value="0.085"/>
        <priority Value="17"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="18"/>
        <name Value="C18"/>
        <minPower Value="40"/>
        <maxPower Value="40"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <interval Value="0.085"/>
        <priority Value="18"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="19"/>
        <name Value="C19"/>
        <minPower Value="50"/>
        <maxPower Value="50"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="19"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="20"/>
        <name Value="C20"/>
        <minPower Value="60"/>
        <maxPower Value="60"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <interval Value="0.085"/>
        <priority Value="20"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="21"/>
        <name Value="C21"/>
        <minPower Value="70"/>
        <maxPower Value="70"/>
        <maxPower2 Value="20"/>
        <speed Value="600"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="21"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="22"/>
        <name Value="C22"/>
        <minPower Value="10"/>
        <maxPower Value="10"/>
        <maxPower2 Value="20"/>
        <speed Value="800"/>
        <dotTime Value="1"/>
        <interval Value="0.085"/>
        <priority Value="22"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="23"/>
        <name Value="C23"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="800"/>
        <dotTime Value="1"/>
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