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Robe Robin Footsie 1 Slim WW (Robe_Robin Footsie 1 Slim WW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Robin Footsie 1 Slim WW" ShortName="FtSlm1WW" Company="Robe" Version="10">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>5ec3910e-86f0-4297-9a43-19942b740304</Thumbnail>
  <History Date="17-04-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="19-04-23" Author="Nic Morris" Comment="Updated in line with v1.1 charts in response to manufacturer request (adds WW Master control)" Version="6" />
  <History Date="02-06-23" Author="Nic Morris" Comment="Updated in line with latest charts in response to manufacturer request (revises blue pos light functions)" Version="7" />
  <History Date="11-10-23" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Updated in line with v1.4 charts in response to manufacturer request." Version="8" />
  <History Date="13-04-24" Author="Nic Morris" Comment="Created from Robe Robin Footsie 1 WW" Version="9" />
  <History Date="30-08-24" Author="Gregory Haynes" Comment="Removed unreferenced swatch from personality file." Version="10" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Wired DMX" Display="'Wired DMX'" Dmx="10~14" />
      <Function ID="3" Name="Wireless DMX" Display="'Wireless DMX'" Dmx="15~19" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="60~64" />
      <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="65~69" />
      <Function ID="6" Name="Save Initial DMX Values" Display="'Save Initial DMX Values'" Dmx="130~134" />
      <Function ID="7" Name="Show Initial DMX Values" Display="'Show Initial DMX Values'" Dmx="135~139" />
      <Function ID="8" Name="Reset to Default Values" Display="'Reset to Default Values'" Dmx="140~144" />
      <Function ID="9" Name="Blue Positional Light On" Display="'Blue Positional Light On'" Dmx="145~149" />
      <Function ID="10" Name="Blue Positional Light Off" Display="'Blue Positional Light Off'" Dmx="150~154" />
    </Attribute>
    <Attribute ID="LED_Freq_Sel" Name="LED Freq Sel" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="300Hz" Display="'300Hz'" Dmx="5~9" />
      <Function ID="3" Name="600Hz" Display="'600Hz'" Dmx="10~10" />
      <Function ID="4" Name="1200Hz" Display="'1200Hz'" Dmx="15~19" />
      <Function ID="5" Name="2400Hz" Display="'2400Hz'" Dmx="20~24" />
      <Function ID="6" Name="High" Display="'High'" Dmx="25~29" />
      <Function ID="7" Name="Reserved" Display="'Reserved %.f',30~255" Dmx="30~255" />
    </Attribute>
    <Attribute ID="LED_Freq_Adj" Name="LED Freq Adj" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Selected" Display="'Selected'" Dmx="0~0" />
      <Function ID="2" Name="-" Display="'- %.f',126~1" Dmx="2~127" />
      <Function ID="3" Name="Selected" Display="'Selected'" Dmx="128~128" />
      <Function ID="4" Name="+" Display="'+ %.f',1~126" Dmx="129~254" />
      <Function ID="5" Name="Selected" Display="'Selected'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="WW_Master" Name="WW Master" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="WW C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Blue_Pos_Light" Name="Blue Pos Light" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~128" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="129~150" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="32~32" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="192~223" Intensity="0~0" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~143" Intensity="0~0" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',100~0" Dmx="144~159" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PIP_1_Colour" Name="PIP 1 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_2_Colour" Name="PIP 2 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_3_Colour" Name="PIP 3 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_4_Colour" Name="PIP 4 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_5_Colour" Name="PIP 5 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_6_Colour" Name="PIP 6 Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue" Display="'Blue'" Dmx="15~15" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="16~54" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="55~55" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="56~94" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="95~95" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="96~134" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
      <Function ID="11" Name="Rd - Mag" Display="'Rd - Mag %.f%%',0~100" Dmx="176~214" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
      <Function ID="15" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="PIP_Dimmer" Name="PIP Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="0~128" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="129~150" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1 (Simple), 1 DMX" Channels="1" Id="13862a8a-0e8c-458b-9d85-7b7428211f96">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (Standard, 16-bit), 11 DMX" Channels="11" Id="9972ef54-6f1e-40d3-b84b-eecb1ff98fb4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Control" ChannelOffset="1" Wheel="30" />
        <Attribute ID="LED_Freq_Sel" ChannelOffset="2" Wheel="28" />
        <Attribute ID="LED_Freq_Adj" ChannelOffset="3" Wheel="29" />
        <Attribute ID="WW_Master" ChannelOffset="4,5" Wheel="10" />
        <Attribute ID="Blue_Pos_Light" ChannelOffset="6" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3 (Standard, 16-bit + PIP), 18 DMX" Channels="18" Id="6ffe7d04-e577-4563-a80e-6868e3439767">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Control" ChannelOffset="1" Wheel="30" />
        <Attribute ID="LED_Freq_Sel" ChannelOffset="2" Wheel="28" />
        <Attribute ID="LED_Freq_Adj" ChannelOffset="3" Wheel="29" />
        <Attribute ID="WW_Master" ChannelOffset="4,5" Wheel="10" />
        <Attribute ID="Blue_Pos_Light" ChannelOffset="6" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="PIP_1_Colour" ChannelOffset="12" Wheel="37" />
        <Attribute ID="PIP_2_Colour" ChannelOffset="13" Wheel="38" />
        <Attribute ID="PIP_3_Colour" ChannelOffset="14" Wheel="39" />
        <Attribute ID="PIP_4_Colour" ChannelOffset="15" Wheel="67" />
        <Attribute ID="PIP_5_Colour" ChannelOffset="16" Wheel="68" />
        <Attribute ID="PIP_6_Colour" ChannelOffset="17" Wheel="69" />
        <Attribute ID="PIP_Dimmer" ChannelOffset="18" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True" Id="50045d8f-44db-4aec-b4fc-498459e7b7df">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Wired DMX">
      <Set Channel="Control:2,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Wireless DMX">
      <Set Channel="Control:3,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:4,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:5,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Save Initial DMX Values">
      <Set Channel="Control:6,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Show Initial DMX Values">
      <Set Channel="Control:7,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Reset to Default Values">
      <Set Channel="Control:8,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Blue Positional Light On">
      <Set Channel="Control:9,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
    <Macro Name="Blue Positional Light Off">
      <Set Channel="Control:10,Shutter:1" Delay="4000" />
      <Set Channel="Control:1,Shutter:2" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
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</Swatch>
  </swatchLibrary>
</Fixture>