You can not select more than 25 topics
Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
98 lines
24 KiB
98 lines
24 KiB
<?xml version="1.0" encoding="UTF-8"?>
|
|
<LightBurnProject AppVersion="1.0.01" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="True">
|
|
<Thumbnail Source="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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="1"/>
|
|
<Optimize_ByGroup Value="-1"/>
|
|
<Optimize_ByPriority Value="0"/>
|
|
<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"/>
|
|
</UIPrefs>
|
|
<CutSetting type="Cut">
|
|
<index Value="27"/>
|
|
<name Value="OffsetDXF"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="0"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.01"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="49.9999"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<Shape Type="Ellipse" CutIndex="27" Rx="35.571682" Ry="35.571682">
|
|
<XForm>1 0 0 -1 70.712 128.462</XForm>
|
|
</Shape>
|
|
<Shape Type="Path" CutIndex="27" VertID="2">
|
|
<XForm>1 0 0 -1 70.712 128.462</XForm>
|
|
<VertList>V-31.12007 37.863602c0x1c1x-37.579811c1y32.554337V-28.851479 34.74115c0x1c1x1V-24.1252 38.174992c0x1c1x1V-26.393791 41.297443c0x-19.348206c0y45.800369c1x1V-2.921 48.924213c0x1c1x-11.267743c1y48.425873V-2.921 45.064655c0x1c1x1V2.921 45.064655c0x1c1x1V2.921 48.924213c0x11.267756c0y48.425869c1x1V26.393791 41.297443c0x1c1x19.348209c1y45.800373V24.1252 38.174992c0x1c1x1V28.851479 34.74115c0x1c1x1V31.12007 37.863602c0x37.579819c0y32.554337c1x1V45.627052 17.89645c0x1c1x42.573814c1y25.680693V41.956394 16.703779c0x1c1x1V43.761673 11.147708c0x1c1x1V47.432331 12.340377c0x49.537666c0y4.2481451c1x1V47.432331 -12.340377c0x1c1x49.537666c1y-4.2481451V43.761673 -11.147708c0x1c1x1V41.956394 -16.703779c0x1c1x1V45.627052 -17.89645c0x42.573811c0y-25.680689c1x1V31.12007 -37.863602c0x1c1x37.579815c1y-32.554329V28.851479 -34.74115c0x1c1x1V24.1252 -38.174992c0x1c1x1V26.393791 -41.297443c0x19.348209c0y-45.800369c1x1V2.921 -48.924213c0x1c1x11.267756c1y-48.425865V2.921 -45.064655c0x1c1x1V-2.921 -45.064655c0x1c1x1V-2.921 -48.924213c0x-11.267759c0y-48.425865c1x1V-26.393791 -41.297443c0x1c1x-19.348211c1y-45.800369V-24.1252 -38.174992c0x1c1x1V-28.851479 -34.74115c0x1c1x1V-31.12007 -37.863602c0x-37.579815c0y-32.554337c1x1V-45.627052 -17.89645c0x1c1x-42.573818c1y-25.680679V-41.956394 -16.703779c0x1c1x1V-43.761673 -11.147708c0x1c1x1V-47.432331 -12.340377c0x-49.537666c0y-4.2481551c1x1V-47.432331 12.340377c0x1c1x-49.537666c1y4.2481637V-43.761673 11.147708c0x1c1x1V-41.956394 16.703779c0x1c1x1V-45.627052 17.89645c0x-42.573814c0y25.680679c1x1</VertList>
|
|
<PrimList>L0 1L1 2L2 3B3 4L4 5L5 6L6 7B7 8L8 9L9 10L10 11B11 12L12 13L13 14L14 15B15 16L16 17L17 18L18 19B19 20L20 21L21 22L22 23B23 24L24 25L25 26L26 27B27 28L28 29L29 30L30 31B31 32L32 33L33 34L34 35B35 36L36 37L37 38L38 39B39 0</PrimList>
|
|
</Shape>
|
|
<Notes ShowOnLoad="0" Notes=""/>
|
|
</LightBurnProject>
|