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FOS COB System (FOS_COB System.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="COB System" ShortName="COB System" Company="FOS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>8f9cc164-9d2e-4ef8-81a0-4e13f49081fe</Thumbnail>
  <History Date="26-10-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="27-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="59110529-8610-4553-bcca-39fee9c6f06d" />
  <Control>
    <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="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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="6~85" />
      <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="86~95" />
      <Function ID="4" Name="Auto 1" Display="'Auto 1'" Dmx="96~105" />
      <Function ID="5" Name="Auto 2" Display="'Auto 2'" Dmx="106~115" />
      <Function ID="6" Name="Auto 3" Display="'Auto 3'" Dmx="116~125" />
      <Function ID="7" Name="Auto 4" Display="'Auto 4'" Dmx="126~135" />
      <Function ID="8" Name="Auto 5" Display="'Auto 5'" Dmx="136~145" />
      <Function ID="9" Name="Auto 6" Display="'Auto 6'" Dmx="146~155" />
      <Function ID="10" Name="Auto 7" Display="'Auto 7'" Dmx="156~165" />
      <Function ID="11" Name="Auto 8" Display="'Auto 8'" Dmx="166~175" />
      <Function ID="12" Name="Auto 9" Display="'Auto 9'" Dmx="176~185" />
      <Function ID="13" Name="Auto 10" Display="'Auto 10'" Dmx="186~195" />
      <Function ID="14" Name="Auto 11" Display="'Auto 11'" Dmx="196~205" />
      <Function ID="15" Name="Auto 12" Display="'Auto 12'" Dmx="206~215" />
      <Function ID="16" Name="Auto 13" Display="'Auto 13'" Dmx="216~225" />
      <Function ID="17" Name="Auto 14" Display="'Auto 14'" Dmx="226~235" />
      <Function ID="18" Name="Auto 15" Display="'Auto 15'" Dmx="236~245" />
      <Function ID="19" Name="Auto 1-15 Cycle" Display="'Auto 1-15 Cycle'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Normal" Display="'Normal'" Dmx="10~29" />
      <Function ID="3" Name="Speed 1 (fastest)" Display="'Speed 1 (fastest)'" Dmx="30~69" />
      <Function ID="4" Name="Speed 2" Display="'Speed 2'" Dmx="70~129" />
      <Function ID="5" Name="Speed 3" Display="'Speed 3'" Dmx="130~181" />
      <Function ID="6" Name="Speed 4 (slowest)" Display="'Speed 4 (slowest)'" Dmx="190~255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber_Master" Name="Amber Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter1" 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="10~119" />
      <Function ID="4" Name="Thunder" Display="'Thunder %.f%%',0~100" Dmx="140~239" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="4c9b527c-64b7-472a-94dc-15b466bc4883">
    <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="9c92dfed-39d5-42f5-be14-93e767ad2fc2" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="2f4ba6dd-eea3-4609-9a64-eb3a1b12a2c8">
    <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="9c27f339-6d90-41f3-b124-1bddba5f28a1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="4441b500-b201-4d7e-b2aa-85b2d9b474ea">
    <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="cfa6456a-65f4-4af7-a111-a36e4160cd06" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="25 DMX" Channels="25" Id="ffdc9344-6edb-4649-8247-0815331edcf1">
    <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="fe557300-7778-4c38-9418-6c269026ac8e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Red_Master" ChannelOffset="2" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="3" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="4" Wheel="72" />
        <Attribute ID="Amber_Master" ChannelOffset="5" Wheel="100" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
        <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="14" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="18" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="22" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="b5904f87-02d3-4763-bb3a-4ac7b0d4a632">
    <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="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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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: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>