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Robe Robin Footsie 2 Slim TW (Robe_Robin Footsie 2 Slim TW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Robin Footsie 2 Slim TW" ShortName="FtSlm2TW" Company="Robe" Version="8">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>4364e156-cba6-48f3-8262-59f44a549ccc</Thumbnail>
  <History Date="17-04-23" Author="Nic Morris" Comment="Created" Version="0" />
  <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="5" />
  <History Date="11-10-23" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Updated in line with v1.3 charts in response to manufacturer request." Version="6" />
  <History Date="22-11-23" Author="Nic Morris" Comment="Added RDM ID's" Version="7" />
  <History Date="13-04-24" Author="Nic Morris" Comment="Created from Robe Robin Footsie 2 TW" Version="8" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="21075" />
  </RDM>
  <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="CTC" Name="CTC" 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="White 3200K" Display="'White 3200K'" Dmx="1~2" Colour="0,0,0" />
      <Function ID="3" Name="White 3800K" Display="'White 3800K'" Dmx="3~4" Colour="0,0,0" />
      <Function ID="4" Name="White 4200K" Display="'White 4200K'" Dmx="5~6" Colour="0,0,0" />
      <Function ID="5" Name="White 4600K" Display="'White 4600K'" Dmx="7~8" Colour="0,0,0" />
      <Function ID="6" Name="White 5000K" Display="'White 5000K'" Dmx="9~10" Colour="0,0,0" />
      <Function ID="7" Name="White 5600K" Display="'White 5600K'" Dmx="11~12" Colour="0,0,0" />
      <Function ID="8" Name="White 6300K" Display="'White 6300K'" Dmx="13~14" Colour="0,0,0" />
      <Function ID="9" Name="White 6500K" Display="'White 6500K'" Dmx="15~16" Colour="0,0,0" />
      <Function ID="10" Name="WW->CW" Display="'WW->CW %.1f%%',0.0~100.0" Dmx="17~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="WW_Master" Name="WW Master" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CW_Master" Name="CW Master" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </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" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </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_7_Colour" Name="PIP 7 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_8_Colour" Name="PIP 8 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_9_Colour" Name="PIP 9 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_10_Colour" Name="PIP 10 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_11_Colour" Name="PIP 11 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_12_Colour" Name="PIP 12 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), 2 DMX" Channels="2" Id="33f682d5-bc6a-4419-b20f-d35391592bf2">
    <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="CTC" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2 (Standard, 16-bit), 20 DMX" Channels="20" Id="717023df-9702-46f8-9b2c-b2d8db42685f">
    <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="CTC" ChannelOffset="4" Wheel="7" />
        <Attribute ID="WW_Master" ChannelOffset="5,6" Wheel="40" />
        <Attribute ID="CW_Master" ChannelOffset="7,8" Wheel="41" />
        <Attribute ID="Blue_Pos_Light" ChannelOffset="9" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="11,12" Wheel="4" />
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="ColdWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="13" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="19" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 3 (Standard, 16-bit + PIP), 33 DMX" Channels="33" Id="f69827fd-fafd-4098-85ef-5aad01fe3cce">
    <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="CTC" ChannelOffset="4" Wheel="7" />
        <Attribute ID="WW_Master" ChannelOffset="5,6" Wheel="40" />
        <Attribute ID="CW_Master" ChannelOffset="7,8" Wheel="41" />
        <Attribute ID="Blue_Pos_Light" ChannelOffset="9" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="11,12" Wheel="4" />
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="ColdWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="PIP_1_Colour" ChannelOffset="21" Wheel="37" />
        <Attribute ID="PIP_2_Colour" ChannelOffset="22" Wheel="38" />
        <Attribute ID="PIP_3_Colour" ChannelOffset="23" Wheel="39" />
        <Attribute ID="PIP_4_Colour" ChannelOffset="24" Wheel="67" />
        <Attribute ID="PIP_5_Colour" ChannelOffset="25" Wheel="68" />
        <Attribute ID="PIP_6_Colour" ChannelOffset="26" Wheel="69" />
        <Attribute ID="PIP_7_Colour" ChannelOffset="27" Wheel="97" />
        <Attribute ID="PIP_8_Colour" ChannelOffset="28" Wheel="98" />
        <Attribute ID="PIP_9_Colour" ChannelOffset="29" Wheel="99" />
        <Attribute ID="PIP_10_Colour" ChannelOffset="30" Wheel="127" />
        <Attribute ID="PIP_11_Colour" ChannelOffset="31" Wheel="128" />
        <Attribute ID="PIP_12_Colour" ChannelOffset="32" Wheel="129" />
        <Attribute ID="PIP_Dimmer" ChannelOffset="33" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="13" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="19" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True" Id="fe952a58-c5e5-443f-9405-82aa5aeb9a94">
    <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="WarmWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" 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" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>