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

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Robin Footsie 1 WW" ShortName="Ftsie1WW" Company="Robe" Version="8">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>a01d70b9-30c1-4251-b0c1-5508fcc3c56e</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" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="243d6757-7686-4045-9f48-d47f5ae9bc51" />
  <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="d3e14480-41d7-47c2-9e1c-660fc9de9229">
    <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="cb603185-91c3-4343-a19a-c899eb4f0c71">
    <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>
    <AtlaBase ModeID="cef27436-5838-4a2d-8d53-e1118d6ce720" />
    <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="2824ee05-9e9d-4dfd-b2f3-aa535736ac68">
    <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="c2705101-2f14-48a3-b0a3-7228f26424b0">
    <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>