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Lamberto Multy (Lamberto_Multy.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Multy" ShortName="Multy" Company="Lamberto" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>48bb9ad8-ba11-479f-bf6d-714c5ccc7ea4</Thumbnail>
  <History Date="23-09-25" Author="Nic Morris" Comment="Created (note 45 channel mode charts only.  channel 17 is missing)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2b682885-1f89-447b-acc0-0aae0903f780" />
  <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="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="All_Pan" Name="All Pan" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Pan" Display="'Pan %.1f%%',0.0~100.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <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="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1 (Tilt Controllable)" Display="'Macro 1 (Tilt Controllable)'" Dmx="16~45" />
      <Function ID="3" Name="Macro 2 (Tilt Controllable)" Display="'Macro 2 (Tilt Controllable)'" Dmx="46~75" />
      <Function ID="4" Name="Macro 3 (Tilt Controllable)" Display="'Macro 3 (Tilt Controllable)'" Dmx="76~105" />
      <Function ID="5" Name="Macro 4 (Tilt Controllable)" Display="'Macro 4 (Tilt Controllable)'" Dmx="106~135" />
      <Function ID="6" Name="Macro 5 (Tilt Controllable)" Display="'Macro 5 (Tilt Controllable)'" Dmx="136~165" />
      <Function ID="7" Name="Macro 6 (Tilt Controllable)" Display="'Macro 6 (Tilt Controllable)'" Dmx="166~195" />
      <Function ID="8" Name="Macro 7 (Tilt Uncontrollable)" Display="'Macro 7 (Tilt Uncontrollable)'" Dmx="196~225" />
      <Function ID="9" Name="Sound (Tilt Controllable)" Display="'Sound (Tilt Controllable)'" Dmx="226~240" />
      <Function ID="10" Name="Sound (Tilt Uncontrollable)" Display="'Sound (Tilt Uncontrollable)'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="All_Red" Name="All Red" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red C-Mix" Display="'Red C-Mix %.1f%%',0.0~100.0" Dmx="1~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="All_Green" Name="All Green" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Green C-Mix" Display="'Green C-Mix %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="All_Blue" Name="All Blue" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Blue C-Mix" Display="'Blue C-Mix %.1f%%',0.0~100.0" Dmx="1~255" Colour="0,0,255" />
    </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="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="16~27" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="28~39" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="40~51" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="52~63" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="64~75" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="76~87" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="88~99" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="100~111" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="112~123" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="124~135" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="136~147" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="148~159" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="160~171" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="172~183" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="184~195" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="196~207" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="208~219" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="220~231" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="232~243" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="250~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="45 DMX" Channels="45" Id="b960e5bb-5d05-4cea-9cff-b33bc29f2af3">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2224f327-4357-40a6-ba2b-a398d8ec2515" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="All_Pan" ChannelOffset="16" Wheel="19" />
        <Attribute ID="Reserved" ChannelOffset="17" Wheel="29" />
        <Attribute ID="P/T_Macro" ChannelOffset="18" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="19" Wheel="23" />
        <Attribute ID="Master_Dimmer" ChannelOffset="20" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="21" Wheel="5" />
        <Attribute ID="All_Red" ChannelOffset="22" Wheel="70" />
        <Attribute ID="All_Green" ChannelOffset="23" Wheel="71" />
        <Attribute ID="All_Blue" ChannelOffset="24" Wheel="72" />
        <Attribute ID="Effect" ChannelOffset="43" Wheel="52" />
        <Attribute ID="Effect_Spd" ChannelOffset="44" Wheel="53" />
        <Attribute ID="Control" ChannelOffset="45" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Head 1 cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Head 2 cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="8" ModeLink="Head 3 cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Head 4 cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="12" ModeLink="Head 5 cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="14" ModeLink="Head 6 cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Head 1 cell" Channels="5" Hidden="True" Id="b85bcd0d-52a9-45b1-b7f0-81f8f37ca875">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="22" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="23" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="24" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 2 cell" Channels="5" Hidden="True" Id="0203a647-8c4a-4932-8790-64f54bdf568d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="23" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="24" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="25" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 3 cell" Channels="5" Hidden="True" Id="f7af0596-4f55-4fb0-a55a-7dd307b9e292">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="24" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="25" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="26" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 4 cell" Channels="5" Hidden="True" Id="f3f6b4c8-03dd-4c30-827f-3a5bfa9c3a11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="25" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="26" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="27" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 5 cell" Channels="5" Hidden="True" Id="c342f352-66e3-4938-9287-f4c76d19b650">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="26" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="27" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="28" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Head 6 cell" Channels="5" Hidden="True" Id="d8cba2dd-132b-4cda-8842-8509e989469e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="101" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="27" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="28" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="29" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Legend="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" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Legend="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" Legend="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="Position">
      <Palette ID="1" Name="Middle" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>