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FOS Retro (FOS_Retro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Retro" ShortName="Retro" Company="FOS" Version="4">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>18026745-2601-4a4b-974a-f3c1f363ef16</Thumbnail>
  <History Date="16-10-19" Author="Nic Morris" Comment="Created (poor documentation. limited information)" Version="1" />
  <History Date="18-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="21-06-22" Author="Nic Morris" Comment="Created from Conic ST-750 (identical)" Version="3" />
  <History Date="22-06-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="02849bf5-3e2e-4c9e-8c49-7e45c8c1e6aa" />
  <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="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 %.f%%',0~100" Dmx="64~6" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="6" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="7" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="8" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="184~170" />
      <Function ID="9" Name="Rnd Pulse" Display="'Rnd Pulse %.f%%',0~100" Dmx="204~190" />
    </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="Macro_Spd" Name="Macro 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="Macro" Name="Macro" 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="Colour_Macro" Name="Colour Macro" 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="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="cbdb57a0-37d4-4023-9e72-195f4886a6aa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Hue" Wheel="7" />
        <Attribute ID="Saturation" Wheel="8" />
        <Attribute ID="ColourIntensity" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="Halogen" ChannelOffset="1" ModeLink="Halogen cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="HSI cell" X="0" Y="1">
        <AttributeLink SourceId="Hue" TargetId="Hue" />
        <AttributeLink SourceId="Saturation" TargetId="Saturation" />
        <AttributeLink SourceId="ColourIntensity" TargetId="ColourIntensity" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="b420800e-5597-4638-9cc4-2d33f34b000f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Macro_Spd" ChannelOffset="5" Wheel="23" />
        <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="Halogen" ChannelOffset="1" ModeLink="Halogen cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="2" ModeLink="LED cell" X="0" Y="1">
        <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="9 DMX" Channels="9">
    <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="fee94ee7-6708-4f02-b038-cedbde9f1cdd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Macro" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="37" />
      </Master>
      <Cell ID="Cell1" Name="Halogen" ChannelOffset="3" ModeLink="Halogen cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="LED" ChannelOffset="4" ModeLink="LED cell" X="0" Y="1">
        <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="Halogen cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="3" Hidden="True">
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSI cell" Channels="3" Hidden="True">
    <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="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" 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>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>