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Conic Tilt Bar Zoom 1260 (Conic_Tilt Bar Zoom 1260.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Tilt Bar Zoom 1260" ShortName="TBZ 1260" Company="Conic" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>38928318-1e1a-4932-8ba7-8dc6b2524734</Thumbnail>
  <History Date="30-03-23" Author="Nic Morris" Comment="Created (very poor documentation.  16 channel mode is missing channels 14-16.  Can't be guessed)" Version="0" />
  <History Date="01-04-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="26-05-23" Author="Nic Morris" Comment="Created from Conic TBZ1240 (poor documentation)" Version="2" />
  <History Date="27-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="484a5a3e-0dc9-4865-9357-72f338ef9e1d" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~247" />
      <Function ID="2" Name="Normal" Display="'Normal'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="95~64" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="223~192" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="159~128" />
    </Attribute>
    <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="Reset" Display="'Reset'" Dmx="101~160" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="10~130" />
      <Function ID="3" Name="Random" Display="'Random %.1f%%',0.0~100.0" Dmx="131~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="RGBW" Display="'RGBW'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="9~18" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="19~28" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="29~38" Colour="0,0,255" />
      <Function ID="5" Name="RG" Display="'RG'" Dmx="39~48" Colour="255,255,255" />
      <Function ID="6" Name="RB" Display="'RB'" Dmx="49~58" Colour="255,255,255" />
      <Function ID="7" Name="GB" Display="'GB'" Dmx="59~68" Colour="255,255,255" />
      <Function ID="8" Name="RW" Display="'RW'" Dmx="69~78" Colour="255,255,255" />
      <Function ID="9" Name="RGB" Display="'RGB'" Dmx="79~88" Colour="255,255,255" />
      <Function ID="10" Name="W" Display="'W'" Dmx="89~98" Colour="255,255,255" />
      <Function ID="11" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="99~255" Colour="255,255,255" />
    </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="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="9~38" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="39~68" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="69~98" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="99~128" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="129~158" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="159~187" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="188~255" />
    </Attribute>
    <Attribute ID="Effect_FG_Col" Name="Effect FG Col" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Effect_BG_Col" Name="Effect BG Col" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="56 DMX" Channels="56" Id="5a390253-fe39-442d-b779-293bc9afff49">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bd8329b9-0d74-4869-a681-ec9a882733aa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="RGBW cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="RGBW cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="17" ModeLink="RGBW cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="21" ModeLink="RGBW cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="25" ModeLink="RGBW cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="29" ModeLink="RGBW cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="33" ModeLink="RGBW cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="37" ModeLink="RGBW cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="41" ModeLink="RGBW cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="45" ModeLink="RGBW cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="49" ModeLink="RGBW cell" X="0" Y="10">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="53" ModeLink="RGBW cell" X="0" Y="11">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="40 DMX" Channels="40" Id="6294efe7-d4bb-472e-a758-652c0cd9583d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="58f58c4a-d88c-4e9d-9f9c-f66f9b59f303" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
        <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter1" Wheel="5" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="DSM cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="DSM cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="DSM cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="DSM cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="DSM cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="20" ModeLink="DSM cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="23" ModeLink="DSM cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="26" ModeLink="DSM cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="29" ModeLink="DSM cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="32" ModeLink="DSM cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="35" ModeLink="DSM cell" X="0" Y="10">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="38" ModeLink="DSM cell" X="0" Y="11">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="827aa385-072a-4bdc-af87-e5a89a4f47d1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4d1d6363-2fcd-4fe8-953f-b8c58e8cc64f" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Effect_FG_Col" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Effect_BG_Col" ChannelOffset="9" Wheel="9" />
      <Attribute ID="Program" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Program_Spd" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Red" ChannelOffset="12" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="13" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="14" Wheel="12" />
      <Attribute ID="White" ChannelOffset="15" Wheel="40" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="775e52e5-b593-4e76-b52f-bc3741283526">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="DSM cell" Channels="3" Hidden="True" Id="1ac30f20-973a-413c-8fa6-c0a890941ce9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour1" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
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      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
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</Swatch>
  </swatchLibrary>
</Fixture>