1 Hour Dry Cleaning

1_hour_dry_cleaning.lbrn2

<?xml version="1.0" encoding="UTF-8"?>
<LightBurnProject AppVersion="1.6.03" FormatVersion="1" MaterialHeight="0" MirrorX="False" MirrorY="False">
    <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="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="0"/>
        <Optimize_OverlapDist Value="0.025"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="10"/>
        <name Value="C10"/>
        <maxPower Value="80"/>
        <maxPower2 Value="20"/>
        <speed Value="3.33333"/>
        <priority Value="1"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="23"/>
        <name Value="C23"/>
        <maxPower Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <priority Value="0"/>
    </CutSetting>
    <Shape Type="Path" CutIndex="10" VertID="4">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V58.674789 -34.630516c0x63.846073c0y-36.06588c1x57.912788c1y-23.236738V64.608604 -44.982872c0x1c1x65.650002c1y-39.077103V61.57674 -62.177078c0x1c1x1V67.99791 -62.177078c0x75.594368c0y-62.177078c1x1V68.069878 -76.59687c0x1c1x70.483414c1y-72.161392V74.744789 -76.59687c0x79.36441c0y-76.59687c1x1V76.016106 -85.7033c0x75.894669c0y-86.033234c1x77.392738c1y-81.95945V75.67083 -86.651039c0x74.347916c0y-90.355202c1x75.777985c1y-86.350998V70.908333 -99.086456c0x70.814934c0y-99.315849c1x72.363541c1y-95.51458V70.62178 -99.799507c0x69.195419c0y-103.37058c1x70.719681c1y-99.554504V61.912498 -107.42083c0x60.527931c0y-107.17635c1x67.204689c1y-108.3548V53.848526 -106.0053c0x1c1x57.610638c1y-106.66465V53.053452 -110.5146c0x1c1x1V58.13451 -111.41074c0x1c1x1V45.598289 -119.27522c0x1c1x1V35.204926 -107.36765c0x1c1x1V40.285984 -108.26353c0x1c1x1V41.078415 -103.76932c0x27.294416c0y-101.35711c1x1V12.038541 -98.689575c0x1c1x12.038541c1y-98.689575V12.038541 -76.729164c0x1c1x1V12.038541 -76.59687c0x1c1x1V12.038541 -62.177078c0x1c1x1V48.412136 -62.177078c0x1c1x1V49.495865 -56.030544c0x46.975712c0y-57.756424c1x1V41.010414 -58.737495c0x32.638206c0y-58.737495c1x44.084343c1y-58.737495V23.764372 -41.676636c0x1c1x25.621349c1y-51.460659V12.090188 -39.618179c0x1c1x1V17.821644 -33.777767c0x1c1x1V14.36444 -26.720268c0x1c1x1V24.469671 -28.502237c0x27.033537c0y-20.185907c1x1V41.010414 -14.287499c0x50.29517c0y-14.287499c1x33.472702c1y-14.287499</VertList>
        <PrimList>B0 1L1 2L2 3B3 4L4 5B5 6B6 7B7 8B8 9B9 10B10 11L11 12L12 13L13 14L14 15L15 16L16 17B17 18L18 19L19 20L20 21L21 22L22 23B23 24B24 25L25 26L26 27L27 28L28 29B29 30B30 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="17">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V31.220831 -49.194241c0x1c1x32.75621c1y-49.23843V33.746544 -54.239582c0x1c1x1V48.009701 -54.239582c0x1c1x1V49.941158 -49.194241c0x47.295326c0y-49.080204c1x1V45.443241 -45.874779c0x45.443241c0y-45.874779c1x45.443241c1y-47.75729V45.443241 -17.727083c0x1c1x45.146114c1y-26.224546V42.333332 -17.727083c0x39.95208c0y-21.563541c1x1V33.140118 -24.077082c0x33.140118c0y-26.626343c1x35.764786c1y-23.501745V31.68491 -29.543903c0x1c1x32.214077c1y-28.442707V33.746544 -29.543903c0x35.410511c0y-29.543903c1x1V35.826698 -31.137222c0x1c1x35.826698c1y-30.60594V35.826698 -45.874779c0x35.826698c0y-48.636497c1x1</VertList>
        <PrimList>L0 1L1 2L2 3B3 4B4 5L5 6B6 7B7 8L8 9B9 10L10 11B11 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="1" PrimID="13">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V33.154934 -78.581245c0x35.507877c0y-78.581245c1x1V36.895351 -82.549995c0x36.895351c0y-84.976486c1x36.895351c1y-80.134613V33.154934 -86.518745c0x1c1x35.507877c1y-86.518745V30.691666 -86.518745c0x1c1x1V30.691666 -78.581245c0x1c1x1</VertList>
        <PrimList>B0 1B1 2L2 3L3 4L4 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="13" PrimID="13">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V33.154934 -84.693123c0x34.311428c0y-84.693123c1x1V35.17609 -82.549995c0x35.17609c0y-81.144005c1x35.17609c1y-83.955994V33.154934 -80.418243c0x1c1x34.311428c1y-80.418243V32.420982 -80.418243c0x1c1x1V32.420982 -84.693123c0x1c1x1</VertList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="10">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V43.671329 -86.518745c0x1c1x1V41.841206 -86.518745c0x1c1x1V40.654816 -83.865242c0x40.624653c0y-83.865242c1x1V40.554272 -83.865242c0x1c1x40.594486c1y-83.865242V39.568966 -83.865242c0x1c1x1V39.568966 -86.518745c0x1c1x1V37.849701 -86.518745c0x1c1x1V37.849701 -78.581245c0x1c1x1V40.554272 -78.581245c0x42.344177c0y-78.581245c1x1V43.259106 -81.325241c0x43.259106c0y-82.27774c1x43.259106c1y-79.73774V42.17326 -83.423119c0x1c1x42.846886c1y-82.992111</VertList>
        <PrimList>L0 1L1 2B2 3L3 4L4 5L5 6L6 7L7 8B8 9B9 10L10 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="11" PrimID="16">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V39.568966 -80.418243c0x1c1x1V39.568966 -82.232491c0x1c1x1V40.554272 -82.232491c0x41.05698c0y-82.232491c1x1V41.51947 -81.325241c0x41.51947c0y-80.735748c1x41.51947c1y-82.005745V40.554272 -80.418243c0x1c1x41.127361c1y-80.418243</VertList>
        <PrimList>L0 1L1 2B2 3B3 4L4 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="20">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V50.270832 -78.581245c0x1c1x1V47.737179 -83.536629c0x1c1x1V47.737179 -86.518745c0x1c1x1V46.007599 -86.518745c0x1c1x1V46.007599 -83.536629c0x1c1x1V43.473949 -78.581245c0x1c1x1V45.323914 -78.581245c0x1c1x1V46.872257 -81.960236c0x1c1x1V48.420864 -78.581245c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="8">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V24.422733 -96.334785c0x1c1x1V27.356062 -96.334785c0x1c1x1V27.356062 -98.160408c0x1c1x1V22.489582 -98.160408c0x1c1x1V22.489582 -90.222916c0x1c1x1V24.422733 -90.222916c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="21" PrimID="15">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V30.294525 -96.334785c0x1c1x1V33.317921 -96.334785c0x1c1x1V33.317921 -98.160408c0x1c1x1V28.372593 -98.160408c0x1c1x1V28.372593 -90.222916c0x1c1x1V33.216583 -90.222916c0x1c1x1V33.216583 -92.059914c0x1c1x1V30.294525 -92.059914c0x1c1x1V30.294525 -93.284409c0x1c1x1V32.857014 -93.284409c0x1c1x1V32.857014 -95.019539c0x1c1x1V30.294525 -95.019539c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="12">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V39.803387 -98.160408c0x1c1x1V39.34248 -96.686417c0x1c1x1V36.364067 -96.686417c0x1c1x1V35.903427 -98.160408c0x1c1x1V33.880157 -98.160408c0x1c1x1V36.712521 -90.222916c0x1c1x1V38.982914 -90.222916c0x1c1x1V41.815014 -98.160408c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="2">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V36.813595 -95.212158c0x1c1x1V38.881577 -95.212158c0x1c1x1V37.847588 -91.912537c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="0" PrimID="9">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V47.351418 -90.222916c0x1c1x1V49.284466 -90.222916c0x1c1x1V49.284466 -98.160408c0x1c1x1V47.598537 -98.160408c0x1c1x1V44.53043 -93.533913c0x1c1x1V44.53043 -98.160408c0x1c1x1V42.597118 -98.160408c0x1c1x1V42.597118 -90.222916c0x1c1x1V44.283047 -90.222916c0x1c1x1V47.351418 -94.849411c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="9">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V50.631458 -90.222916c0x1c1x1V52.553391 -90.222916c0x1c1x1V52.553391 -98.160408c0x1c1x1V50.631458 -98.160408c0x1c1x1</VertList>
        <PrimList>LineClosed</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="16" PrimID="9">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V58.656536 -90.222916c0x1c1x1V60.589581 -90.222916c0x1c1x1V60.589581 -98.160408c0x1c1x1V58.903656 -98.160408c0x1c1x1V55.835285 -93.533913c0x1c1x1V55.835285 -98.160408c0x1c1x1V53.902237 -98.160408c0x1c1x1V53.902237 -90.222916c0x1c1x1V55.588161 -90.222916c0x1c1x1V58.656536 -94.849411c0x1c1x1</VertList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="14">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V18.532024 -96.353836c0x19.236319c0y-96.353836c1x17.168097c1y-96.353836V20.097141 -95.642372c0x1c1x19.761755c1y-96.069405V21.695831 -96.671341c0x20.99151c0y-97.591026c1x1V18.532024 -98.160408c0x16.217846c0y-98.160408c1x19.873568c1y-98.160408V14.552083 -94.186104c0x14.552083c0y-91.919952c1x14.552083c1y-96.463371V18.532024 -90.222916c0x19.873568c0y-90.222916c1x16.217846c1y-90.222916V21.695831 -91.700874c0x1c1x20.99151c1y-90.792297V20.097141 -92.73011c0x19.761755c0y-92.313919c1x1V18.532024 -92.029488c0x17.168097c0y-92.029488c1x19.236319c1y-92.029488V16.474968 -94.186104c0x16.474968c0y-95.270103c1x16.474968c1y-93.102371</VertList>
        <PrimList>B0 1L1 2B2 3B3 4B4 5B5 6L6 7B7 8B8 9B9 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="19">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V65.716148 -93.448448c0x1c1x1V68.527077 -93.477287c0x68.527077c0y-93.477287c1x1V68.527077 -96.496712c0x68.527077c0y-96.673721c1x68.527077c1y-96.319969V65.483315 -98.160408c0x63.265842c0y-98.160408c1x68.20932c1y-98.160408V61.647915 -94.318924c0x61.647915c0y-91.971802c1x61.647915c1y-96.677422V65.483315 -90.222916c0x66.725533c0y-90.222916c1x63.311878c1y-90.222916V68.527077 -91.707489c0x1c1x67.869331c1y-90.754982V67.159447 -92.703911c0x66.835861c0y-92.261787c1x1V65.483315 -92.082664c0x64.20961c0y-92.082664c1x66.130486c1y-92.082664V63.433056 -94.318924c0x63.433056c0y-95.441551c1x63.433056c1y-93.196304V65.716148 -96.400398c0x66.818138c0y-96.400398c1x64.442444c1y-96.400398V66.89698 -96.177628c0x66.89698c0y-96.177628c1x66.89698c1y-96.177628V66.89698 -94.921913c0x1c1x66.89698c1y-95.53257V65.716148 -94.936989c0x1c1x1</VertList>
        <PrimList>L0 1B1 2B2 3B3 4B4 5B5 6L6 7B7 8B8 9B9 10B10 11B11 12L12 13L13 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="18" PrimID="15">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V25.523029 -63.935501c0x1c1x1V27.81538 -63.935501c0x1c1x1V27.81538 -73.898384c0x1c1x1V25.523029 -73.898384c0x1c1x1V25.523029 -70.027008c0x1c1x1V22.608089 -70.027008c0x1c1x1V22.608089 -73.898384c0x1c1x1V20.372915 -73.898384c0x1c1x1V20.372915 -63.935501c0x1c1x1V22.608089 -63.935501c0x1c1x1V22.608089 -67.721161c0x1c1x1V25.523029 -67.721161c0x1c1x1</VertList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="5" PrimID="0">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V34.778687 -63.76458c0x37.859756c0y-63.76458c1x31.697611c1y-63.76458V40.077492 -68.916809c0x40.077492c0y-71.877228c1x40.077492c1y-65.970673V34.778687 -74.083328c0x31.697611c0y-74.083328c1x37.859756c1y-74.083328V29.479609 -68.916809c0x29.479609c0y-65.970673c1x29.479609c1y-71.877228</VertList>
        <PrimList>B0 1B1 2B2 3B3 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="7" PrimID="0">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V34.778687 -71.91877c0x36.594517c0y-71.91877c1x32.962585c1y-71.91877V37.738312 -68.916809c0x37.738312c0y-67.507904c1x37.738312c1y-70.325981V34.778687 -65.988403c0x32.962585c0y-65.988403c1x36.594517c1y-65.988403V31.846571 -68.916809c0x31.846571c0y-70.325981c1x31.846571c1y-67.507904</VertList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="15">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V47.196373 -63.935501c0x1c1x1V49.741665 -63.935501c0x1c1x1V49.741665 -74.083328c0x49.741665c0y-74.083328c1x1V46.660591 -74.083328c0x43.936707c0y-74.083328c1x49.384476c1y-74.083328V42.299202 -70.027008c0x1c1x42.299202c1y-72.759621V42.299202 -63.935501c0x1c1x1V44.859573 -63.935501c0x1c1x1V44.859573 -69.784904c0x44.859573c0y-71.10862c1x1V46.660591 -71.734886c0x1c1x45.514416c1y-71.734886V47.196373 -71.734886c0x1c1x1</VertList>
        <PrimList>L0 1L1 2B2 3B3 4L4 5L5 6L6 7B7 8L8 9L9 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="6">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V57.461411 -74.083328c0x1c1x1V55.758289 -71.001991c0x1c1x1V54.712654 -71.001991c0x1c1x1V54.712654 -74.083328c0x1c1x1V52.387497 -74.083328c0x1c1x1V52.387497 -64.004555c0x1c1x1V55.758289 -64.004555c0x57.999046c0y-64.004555c1x1V59.642109 -67.575371c0x59.642109c0y-68.813629c1x59.642109c1y-65.473259V57.98423 -70.426262c0x1c1x59.014782c1y-69.835968V60.060413 -74.083328c0x1c1x1</VertList>
        <PrimList>L0 1L1 2L2 3L3 4L4 5L5 6B6 7B7 8L8 9L9 0</PrimList>
    </Shape>
    <Shape Type="Path" CutIndex="23" VertID="3" PrimID="16">
        <XForm>1 0 0 1 119.81963 138.29738</XForm>
        <VertList>V54.712654 -66.554352c0x1c1x1V54.712654 -68.504059c0x1c1x1V56.02737 -68.504059c0x56.833817c0y-68.504059c1x1V57.296841 -67.575371c0x57.296841c0y-66.941696c1x57.296841c1y-68.194504V56.02737 -66.554352c0x1c1x56.833817c1y-66.554352</VertList>
    </Shape>
    <Notes ShowOnLoad="0" Notes=""/>
</LightBurnProject>