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        <Increment Value="1"/>
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        <Optimize_ByGroup Value="-1"/>
        <Optimize_ByPriority Value="1"/>
        <Optimize_WhichDirection 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"/>
        <Optimize_AllowReverse Value="1"/>
        <Optimize_RemoveOverlaps Value="0"/>
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        <name Value="table"/>
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        <maxPower Value="100"/>
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        <maxPower2 Value="20"/>
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        <enablePPI Value="0"/>
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        <name Value="不锈钢EN"/>
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        <maxPower Value="100"/>
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        <angle Value="0"/>
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        <halftoneAngle Value="22.5"/>
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    <CutSetting type="Tool">
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        <name Value="T2"/>
        <minPower Value="20"/>
        <maxPower Value="20"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
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        <enableLaser1 Value="1"/>
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        <halftoneAngle Value="22.5"/>
    </CutSetting>
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        <XForm>1 0 0 1 125 200</XForm>
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    <Shape Type="Group" CutIndex="0">
        <XForm>1 0 0 1 42.1956 74.189</XForm>
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